xp116_y964268e13wc4871zye66y7gz08oyb66y6121xgzgbacwooxooyi121y4gz11o8yh4mfybad11z6221yc46742y5ccxccwo8a6zy5252ybggybdbzya252y6hhzygg8gox1p8g0ggzyf23y132101101

#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 116.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 148 and 234.
	This evolutionary sequence works in multiple rules, from b3s23 through to b38s234e6ei.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp116_y964268e13wc4871zye66y7gz08oyb66y6121xgzgbacwooxooyi121y4gz11o8yh4mfybad11z6221yc46742y5ccxccwo8a6zy5252ybggybdbzya252y6hhzygg8gox1p8g0ggzyf23y132101101 costs 94 gliders (true).

#CLL state-numbering golly

x = 1599, y = 85, rule = B3/S23

210bo$211bo918bo$209b3o918bobo$1130b2o3$1226bo$1225bo$243bo981b3o

217bo$241b2o1200bobo$242b2o625bo574b2o$867b2o$868b2o231bo9bo$1102b

o8bobo$1100b3o8b2o424bo$872bo582bo82bo$871bo581b2o81b3o$871b3o580b

2o$1108bo$304b2o75b2o75b2o75b2o75b2o75b2o75b2o84b2o75b2o5b2o77b2o

5b2o68b2o5b2o5bobo73b2o5b2o99b2o5b2o86b2o5b2o58bo14b2o5b2o90b2o5b

2o$305bo76bo76bo76bo76bo76bo76bo19bo65bo76bo5bobo77bo5bobo68bo5bob

o5b2o4bo69bo5bobob2obo94bo5bobob2obo81bo5bobob2obo50bobo15bo5bobob

2obo73bo11bo5bobob2obo$305bob2o73bob2o73bob2o73bob2o73bob2o73bob2o

6bo7bo58bob2o14bobo65bob2o14b2o57bob2o4bo77bob2o4bo68bob2o4bo9b2o

70bob2o4bobob2o94bob2o4bobob2o81bob2o4bobob2o51b2o4bo10bob2o4bobob

2o66bo7bo10bob2o4bobob2o$306bobo74bobo74bobo74bobo74bobo74bobo4bob

o5b2o60bobo15b2o66bobo13b2o59bobo4b2o77bobo4b2o68bobo4b2o9b2o70bob

o4b2o99bobo4b2o86bobo4b2o59b2o12bobo4b2o71bo4b3o11bobo4b2o$699b2o

6b2o163bo583b2o89b3o$704bo839bo$702b2o70b2o19bo64b2o14b3o58b2o84b

2o75b2o88b2o14bobo6bo82b2o93b2o80b2o67b2o28b2o$224bo478b2o69b2o13b

obo3bobo62b2o14bo60b2o84b2o75b2o88b2o14b2o6bo83b2o93b2o56bo23b2o

66bobo4bo23b2o$224bobo408bobo152b2o3b2o80bo329bo6b3o232bobo98b2o$

224b2o409b2o153bo659b2o97bobo$636bo163bobo$211bo562b2o24b2o58b2o

75b2o84b2o75b2o88b2o16b3o87b2o93b2o80b2o82bobo12b2o$212b2o418bobo

139b2o25bo58b2o75b2o84b2o75b2o88b2o16bo89b2o93b2o80b2o83b2o12b2o$

211b2o419b2o575bo105b2o93b2o80b2o66bo30b2o$obo14bo615bo681bo94bo

81bo64bo33bo$b2o12b2o223bo139bo935bo94bo81bo62bobo33bo$bo14b2o223b

o139bo253b3o677b2o93b2o80b2o63bo33b2o$239b3o137b3o253bo240bo76bo

85bo76bo89bo7b2o98bo94bo81bo98bo$384bo251bo67b2o3b2o70b2o3b2o79b2o

3b2o2b3o65b2o3b2o2b3o74b2o3b2o2b3o65b2o3b2o2b3o78b2o3b2o2b3o5bobo

88b2o3b2o2b3o83b2o3b2o2b3o70b2o3b2o2b3o87b2o3b2o2b3o$48bo82bo76bo

76bo76bo20bo55bo76bo76bo76bo33b2o3b2o36bo33b2o3b2o45bo33b2o3b2o5bo

30bo33b2o3b2o5bo39bo33b2o3b2o5bo30bo33b2o3b2o5bo43bo33b2o3b2o5bo4b

o56bo33b2o3b2o5bo48bo33b2o3b2o5bo35bo33b2o3b2o5bo52bo33b2o3b2o5bo$

48b3o80b3o74b3o30bobo41b3o74b3o18b3o53b3o17b2o55b3o17b2o55b3o17b2o

55b3o17b2o55b3o17b2o64b3o17b2o23b2o30b3o17b2o23b2o39b3o17b2o23b2o

30b3o17b2o23b2o43b3o17b2o23b2o61b3o17b2o23b2o48b3o17b2o23b2o35b3o

17b2o23b2o52b3o17b2o23b2o$8b3o3bo36bo82bo76bo29b2o45bo76bo76bo15bo

2bo57bo15bo2bo57bo15bo2bo57bo15bo2bo57bo15bo2bo66bo15bo2bo57bo15bo

2bo66bo15bo2bo57bo15bo2bo70bo15bo2bo88bo15bo2bo75bo15bo2bo62bo15bo

2bo79bo15bo2bo$10bo2b2o35bo82bo76bo31bo44bo76bo76bo17b2o57bo17b2o

57bo17b2o57bo17b2o57bo17b2o66bo17b2o57bo17b2o66bo17b2o57bo17b2o70b

o17b2o88bo17b2o75bo17b2o62bo17b2o79bo17b2o$9bo3bobo34b2o33bobo3bo

41b2o39b2o34b2o39b2o34b2o22bo16b2o34b2o39b2o34b2o39b2o34b2o39b2o

34b2o39b2o34b2o39b2o34b2o39b2o43b2o39b2o34b2o39b2o43b2o39b2o34b2o

39b2o47b2o39b2o65b2o39b2o52b2o39b2o39b2o39b2o56b2o39b2o$86b2o2bo

52bo31bo76bo58bobo15bo57bo18bo57bo18bo57bo18bo57bo18bo57bo18bo57bo

18bo66bo18bo57bo18bo66bo18bo57bo18bo70bo18bo88bo18bo75bo18bo62bo

18bo79bo18bo$86bo3b3o50b2o29bo76bo59b2o15bo57bobo16bo57bobo16bo57b

obo16bo57bobo16bo57bobo16bo57bobo16bo66bobo16bo57bobo16bo66bobo16b

o57bobo16bo70bobo16bo88bobo16bo75bobo16bo62bobo16bo79bobo16bo$142b

obo30b3o74b3o74b3o54bobo17b3o54bobo17b3o54bobo17b3o54bobo17b3o54bo

bo17b3o54bobo17b3o63bobo17b3o54bobo17b3o63bobo17b3o30b2o22bobo17b

3o43b2o22bobo17b3o61b2o22bobo17b3o48b2o22bobo17b3o35b2o22bobo17b3o

52b2o22bobo17b3o$177bo76bo59b2o15bo55bo20bo55bo20bo55bo20bo36b2o3b

2o12bo20bo36b2o3b2o12bo20bo36b2o3b2o12bo20bo45b2o3b2o12bo20bo36b2o

3b2o12bo20bo45b2o3b2o12bo20bo30bo5b2o3b2o12bo20bo43bo5b2o3b2o12bo

20bo61bo5b2o3b2o12bo20bo43bo4bo5b2o3b2o12bo20bo35bo5b2o3b2o12bo20b

o52bo5b2o3b2o12bo20bo$314bobo202bo79b2o3b2o70b2o3b2o70b2o3b2o79b2o

3b2o70b2o3b2o79b2o3b2o65b3o2b2o3b2o78b3o2b2o3b2o96b3o2b2o3b2o75bob

o5b3o2b2o3b2o70b3o2b2o3b2o87b3o2b2o3b2o$144b3o167bo205bo555bo89bo

107bo85b2o7bo81bo98bo$83b2o14bo44bo373b3o928b2o97b2o$84b2o12b2o45b

o1303bo98bo$83bo14bobo421bo927bo98bo31b2o$173b2o347b2o842bo82b2o

97b2o30b2o$172b2o347bobo10b2o75b2o75b2o75b2o84b2o75b2o58bo25b2o75b

2o88b2o106b2o76bo16b2o80b2o97b2o15bo$174bo359b2o75b2o75b2o75b2o84b

2o75b2o58b2o24b2o75b2o88b2o106b2o74b3o16b2o80b2o97b2o11bo$519bo

467bobo587bobo$160b2o357b2o478bo490bobo85bo11b2o$159bobo356bobo

391bo80b2o3b2o359b3o6bo121b2o98bobo$161bo289b2o81b2o75b2o75b2o75b

2o84b2o60bo14b2o62bobo3bobo13b2o75b2o88b2o106b2o70bo6b2o14b2o80b2o

23bo4bobo66b2o23bo$452b2o80b2o75b2o75b2o75b2o84b2o58b3o14b2o64bo

19b2o75b2o88b2o106b2o69bo6bobo14b2o80b2o28b2o67b2o$451bo1045bo$

447b2o6b2o460bo574b3o89b2o$231bobo74bobo74bobo60b2o5bobo4bobo74bob

o74bobo74bobo74bobo83bobo59b2o13bobo66b2o9b2o4bobo68b2o4bobo81b2o

4bobo88b2o9b2o4bobo86b2o4bobo73b2o4bobo11b3o4bo71b2o4bobo12b2o$

231b2obo73b2obo73b2obo58bo7bo6b2obo73b2obo73b2obo73b2obo73b2obo82b

2obo57b2o14b2obo65bobo9bo4b2obo68bo4b2obo81bo4b2obo88b2o9bo4b2obo

81b2obobo4b2obo68b2obobo4b2obo10bo7bo66b2obobo4b2obo10bo4b2o$234bo

76bo76bo76bo76bo76bo76bo76bo85bo76bo65bo11bobo5bo68bobo5bo81bobo5b

o87bo4b2o5bobo5bo81bob2obobo5bo68bob2obobo5bo11bo73bob2obobo5bo15b

obo$234b2o75b2o75b2o75b2o75b2o75b2o75b2o75b2o84b2o75b2o77b2o5b2o

68b2o5b2o81b2o5b2o91bobo5b2o5b2o86b2o5b2o73b2o5b2o90b2o5b2o14bo$

1282bo$916b3o667b2o$918bo584b3o81b2o$917bo585bo82bo$1278b2o8b3o

213bo$1277bobo8bo$920b2o357bo9bo$921b2o$142b2o776bo675b2o$143b2o

1451bobo$142bo1205b3o245bo$1350bo$1349bo3$1259b2o$174b3o1081bobo$

174bo1085bo$175bo!

Sample occurrences

There are 1 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

oscthread_stdin	1	•

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