p58 pre-pulsar shuttle

p58 pre-pulsar shuttle (xp58_wj9ary9ra9jzwdl4cy9c4ldz311yf113z32qkgow262x262wogkq23zw6a8cy9c8a6zw3213y93123)

#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 58.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 104 and 142.
	This evolutionary sequence works in multiple rules, from b3-ks23-k through to b34q5ay6acs234cq5ajnr6in78.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp58_wj9ary9ra9jzwdl4cy9c4ldz311yf113z32qkgow262x262wogkq23zw6a8cy9c8a6zw3213y93123 costs 132 gliders (true).

#CLL state-numbering golly

x = 2381, y = 177, rule = B3/S23

1677bobo$1678b2o$1678bo3b3o$1682bo$1683bo3$1680b3o$1680bo$1681bo

18$1630bobo$1631b2o$1631bo12$1002bo$291bobo706b2o642bo$292b2o707b

2o639bobo$292bo1350b2o4$2085bo$296bobo1787bo$297b2o1785b3o$297bo$

2080b3o$2082bo4bobo$2081bo5b2o$2088bo$1057bo668bo401bo$1055b2o667b

obo402b2o$760bo295b2o116bobo548b2o66bo188bo145b2o114bobo$759bo406b

o7b2o616bo187b2o263b2o7bo$759b3o402b2o9bo552bo63b3o186b2o262bo9b2o

$854bobo21bobo284b2o562b2o222bobo298b2o$696b2o112bobo42b2o21b2o

274bobo421b2o148b2o115bobo106b2o22bo285bobo$695bobo58bobo51b2o43bo

23bo176bobo96b2o244bo176bobo216bobo45b2o107bo22bo149bobo134b2o$

696bo59b2o53bo239bobo2b2o97bo246bo176bo212bobo2b2o47bo130b3o43bobo

102b2o2bobo130bo$636bobo118bo294b2o3bo102bo3bobo55bo177b3o122bobo

265b2o3bo225b2o102bo3b2o120bobo3bo49bo$637b2o3bo50bo120bobo235bo

105bobo3b2o54b2o55bo243bo3b2o55bo210bo55bobo172bo108bo121b2o3bobo

48b2o52bo$637bo4bobo49bo114bobo2b2o43bo15bo234bo48b2o4bo49bobo3b2o

52b2o242bobo4bo54bo148bo113bobo2b2o55bo51bo233bo62bo4b2o48b2o3bobo

48b2o$642b2o48b3o5bo109b2o3bo41bobo15bobo233bo3bobo98b2o58b2o242b

2o53bo5b3o147b2o7bo104b2o3bo56bo48bobo226bobo3bo123b2o48b2o$621bob

o76bo109bo47b2o15b2o232b3o3b2o99bo358bo154b2o8bobo102bo59b3o49b2o

66bobo158b2o3b3o122bo$622b2o76bo49bo3bobo359bo458bo164b2o168bo115b

2o2bobo153bo$524bo97bo72bo55bo2b2o467bo53b2o64bobo234bo328bo116bo

3b2o277bo54b2o$525bo168bobo52b3o3bo54b2o43b3o7b2ob2o7b3o33bo191b2o

5b2o52b2o54bobo48bo3bobo63b2o67bo166bobo211b2o50b2o53b2ob2o4b3o42b

3o7b2ob2o3b2o57bo157b2o5b2o55b2o53bobo52bobo3bo$523b3o169bo114bo2b

o43bo7bo3bo7bo35bobo63bo2bo2bo64bo2bo2bo48bo2bobo2bo52bo2bob2o50bo

2bob2o41bobo4bo2bob2o53bobo3bo19bob2o44bobo8bob2o55bob2o53bob2o37b

o13bob2o90bob2o51bo8bob2o35bo2bo12bob2o34bo2bo13bob2o34bo3bo12bob

2o35bo7bo3bo2bo2bo6bob2o33bo2bo2bo11bob2o33bo2bo2bo11bob2o34bo2bo

2bo11bob2o38bo2bobo2bo10bob2o36b2obo2bo10bob2o34b2obo2bo10bob2o34b

2obo2bo4bobo3bob2o$811b3o42bo9b3o9bo34b2o3bo60b7o64b7o49b3ob3o54b

4obo51b4obo42b2o5b4obo54b2o23b2obo40bo3b2o9b2obo55b2obo53b2obo51b

2obo90b2obo52bo7b2obo35b3o13b2obo35b3o13b2obo35b3o13b2obo34bo9b3o

4b2o7b2obo33b7o11b2obo33b7o11b2obo34b7o11b2obo39b3ob3o11b2obo36bob

4o11b2obo34bob4o11b2obo34bob4o5b2o4b2obo$918bobo196b2o220bo69bo

332b3o439b2o125bo$381bobo142bo54bobo57bo169b3o52b3o49b2o61b3o62b3o

3b3o47b3o3b3o6bobo43b3o3b3o48b3o3b3o46b3o3b3o80b3o40b3o8b2o3b3o38b

obo10b2o3b3o37bo11b2o3b3o52b3o91b3o61b3o36b3o13b3o36b3o13b3o36b3o

13b3o45b3o13b3o36b3o13b3o36b3o5b2o6b3o37b3o3b3o7b3o33bobo6b3o3b3o

7b3o38b3o3b3o7b3o36b3o4bo8b3o36b3o3b3o7b3o$382b2o6bo78bo50bobo3bob

o53b2o56bobo54b2o53b2o57bo2bo51bo2bo41b2o68bo2bo67bo2bo52bo2bo5bo

51bo2bo53bo2bo51bo2bo79bo2bo50b2o3bo2bo37b2o11b2o3bo2bo35bobo10b2o

3bo2bo34b2o15bo2bo73b2o15bo2bo43b2o15bo2bo34bo2bo13bo2bo34bo2bo13b

o2bo34bo2bo13bo2bo43bo2bo13bo2bo34bo2bo13bo2bo34bo2bo5bobo5bo2bo

35bo2bo13bo2bo34bo5bo2bo13bo2bo36bo2bo13bo2bo34bo2bo4bo8bo2bo34bo

2bo13bo2bo$382bo8bo76bo52b2o3b2o47b2o5bo51b2o3bo2bo54b2o53b2o59b2o

53b2o42b2o69b2o69b2o54b2o59b2o55b2o53b2o81b2o57b2o38bo5b2o11b2o35b

o2bo3b2o11b2o34b2o17b2o73b2o17b2o43b2o8bo8b2o34b2o17b2o34b2o17b2o

34b2o17b2o43b2o17b2o34b2o17b2o34b2o8bo8b2o35b2o17b2o40b2o17b2o36b

2o17b2o34b2o17b2o34b2o17b2o$389b3o76b3o50bo53bobo8b2o46bobo3b2o

269bo548b2o8bobo49b2o3bobo214bobo$463bobo110b2o8bobo46b2o7b2o49b4o

51b4o57b4o51b4o111b4o67b4o52b4o57b4o53b4o51b4o79b4o55b4o32bobo8b2o

10b4o32b2o7b2o10b4o34b4o13b4o73b4o13b4o43b4o5bo2bo4b4o34b4o13b4o

34b4o13b4o34b4o13b4o43b4o13b4o34b4o13b4o34b4o13b4o35b4o13b4o40b4o

13b4o36b4o13b4o34b4o13b4o34b4o3b2o3b2o3b4o$464b2o120bo57b2o49bo2bo

51bo2bo57bo2bo51bo2bo111bo2bo67bo2bo52bo2bo57bo2bo53bo2bo51bo2bo

79bo2bo55bo2bo34bo20bo2bo32b2o19bo2bo34bo2bo13bo2bo73bo2bo13bo2bo

43bo2bo6b2o5bo2bo34bo2bo13bo2bo34bo2bo13bo2bo34bo2bo13bo2bo43bo2bo

13bo2bo34bo2bo13bo2bo34bo2bo13bo2bo35bo2bo13bo2bo40bo2bo13bo2bo36b

o2bo13bo2bo34bo2bo2b3o3b3o2bo2bo34bo2bo3b2o3b2o3bo2bo$460bo3bo232b

o54bo60bo54bo114bo70bo55bo60bo56bo54bo82bo58bo58bo56bo36bo17bo75bo

17bo45bo17bo36bo4b3o3b3o4bo36bo17bo36bo17bo45bo17bo36bo17bo36bo17b

o37bo5bo5bo5bo42bo5bo5bo5bo38bo5bo5bo5bo36bo3bo3bobo3bo3bo36bo17bo

$134bobo324bo236b3o52b3o58b3o52b3o112b3o68b3o53b3o58b3o54b3o52b3o

80b3o56b3o56b3o54b3o30b3o19b3o69b3o19b3o39b3o19b3o30b3o5bobo3bobo

5b3o30b3o19b3o30b3o19b3o39b3o19b3o30b3o19b3o30b3o5b3o3b3o5b3o31b3o

5b3o3b3o5b3o36b3o5b3o3b3o5b3o32b3o5b3o3b3o5b3o30b3o4bo3bobo3bo4b3o

30b3o19b3o$84bo42bo6b2o323b3o124b2o112bo54bo60bo54bo114bo70bo55bo

60bo56bo54bo82bo58bo31b2o25bo56bo30bo23bo69bo23bo39bo23bo30bo7b3o

3b3o7bo30bo23bo30bo23bo39bo23bo30bo23bo30bo8bo5bo8bo31bo23bo36bo

23bo32bo23bo30bo6bo3bobo3bo6bo30bo8bo5bo8bo$83bo38b3obo8bo382bo54b

o11b2o45bo56bo54bo60bo54bo114bo70bo55bo60bo56bo54bo82bo58bo43b2o

13bo56bo54bo93bo63bo334bo5bo221b3o3b3o46b3o3b3o$41bo41b3o38bob3o

114bo273bobo52bobo12bo43bobo54bobo52bobo58bobo52bobo112bobo68bobo

53bobo58bobo54bobo52bobo80bobo56bobo41bo14bobo54bobo52bobo91bobo

61bobo329b2o11b2o271b2ob2ob2ob2o$42bo80bo118bo162bo111b2o53b2o57b

2o55b2o53b2o59b2o53b2o113b2o69b2o54b2o59b2o55b2o53b2o81b2o57b2o57b

2o55b2o53b2o92b2o62b2o617b3o3b3o$40b3o89bo68bo40b3o15bo89bo55bo12b

o30bo23bo30bo23bo30bo23bo34bo23bo32bo23bo30bo23bo36bo23bo30bo23bo

90bo23bo46bo23bo31bo23bo36bo23bo32bo23bo30bo23bo58bo23bo34bo23bo

34bo23bo32bo23bo30bo23bo69bo23bo39bo23bo30bo23bo30bo23bo30bo23bo

39bo23bo30bo23bo30bo23bo31bo23bo36bo23bo32bo23bo30bo23bo30bo8bo5bo

8bo$131b2o66b3o56b3o87b3o53b3o10b3o30b3o19b3o30b3o19b3o30b3o19b3o

34b3o19b3o32b3o19b3o30b3o19b3o36b3o19b3o30b3o19b3o90b3o19b3o46b3o

19b3o31b3o19b3o36b3o19b3o32b3o19b3o30b3o19b3o58b3o19b3o34b3o19b3o

34b3o19b3o32b3o19b3o30b3o19b3o69b3o19b3o39b3o19b3o30b3o19b3o30b3o

5b3o3b3o5b3o30b3o5b3o3b3o5b3o39b3o5b3o3b3o5b3o30b3o5b3o3b3o5b3o30b

3o19b3o31b3o19b3o36b3o19b3o32b3o19b3o30b3o19b3o30b3o19b3o$84b3o3bo

40bobo64bo58bo71bo17bo68bo36bo17bo36bo17bo36bo17bo40bo17bo38bo17bo

36bo17bo42bo17bo36bo17bo96bo17bo52bo17bo37bo17bo42bo17bo38bo17bo

36bo17bo64bo17bo40bo17bo40bo17bo38bo17bo36bo17bo75bo17bo45bo17bo

36bo17bo36bo5bo5bo5bo36bo5bo5bo5bo45bo5bo5bo5bo36bo5bo5bo5bo36bo

17bo37bo17bo42bo17bo38bo17bo36bo17bo36bo17bo$86bo2bobo32bo2bo44bo

23bo2bo55bo2bo69bobo14bo2bo48bo2bo13bo2bo34bo2bo13bo2bo34bo2bo13bo

2bo34bo2bo13bo2bo38bo2bo13bo2bo36bo2bo13bo2bo34bo2bo13bo2bo40bo2bo

13bo2bo34bo2bo13bo2bo94bo2bo13bo2bo50bo2bo13bo2bo35bo2bo13bo2bo40b

o2bo13bo2bo36bo2bo13bo2bo34bo2bo13bo2bo32b2o28bo2bo13bo2bo38bo2bo

13bo2bo38bo2bo13bo2bo36bo2bo13bo2bo34bo2bo13bo2bo73bo2bo13bo2bo43b

o2bo13bo2bo34bo2bo13bo2bo34bo2bo13bo2bo34bo2bo13bo2bo43bo2bo13bo2b

o34bo2bo13bo2bo34bo2bo3bo5bo3bo2bo35bo2bo13bo2bo40bo2bo13bo2bo36bo

2bo13bo2bo34bo2bo13bo2bo34bo2bo13bo2bo$85bo4b2o32b4o45b2o21b4o55b

4o69b2o15b4o48b4o5bobo5b4o34b4o13b4o34b4o13b4o34b4o13b4o38b4o13b4o

36b4o13b4o34b4o13b4o40b4o13b4o34b4o13b4o94b4o13b4o50b4o13b4o35b4o

13b4o40b4o13b4o36b4o13b4o34b4o13b4o33b2o27b4o13b4o38b4o13b4o38b4o

13b4o36b4o13b4o34b4o13b4o73b4o13b4o43b4o13b4o34b4o13b4o34b4o13b4o

34b4o13b4o43b4o13b4o34b4o13b4o34b4o3bo5bo3b4o35b4o13b4o40b4o13b4o

36b4o13b4o34b4o13b4o34b4o13b4o$44bo6bo120b2o59bo6bo165b2o909bo$45b

2o3bobo37b2o34b2o70b2o32bobo3b2o17b2o69b2o17b2o48b2o8bo8b2o34b2o

17b2o34b2o17b2o34b2o17b2o38b2o17b2o36b2o17b2o34b2o17b2o40b2o17b2o

34b2o17b2o94b2o17b2o50b2o17b2o35b2o17b2o40b2o17b2o36b2o17b2o34b2o

17b2o62b2o17b2o38b2o17b2o38b2o17b2o36b2o17b2o34b2o17b2o73b2o17b2o

43b2o17b2o34b2o17b2o34b2o17b2o34b2o17b2o43b2o17b2o34b2o17b2o34b2o

17b2o35b2o17b2o40b2o17b2o36b2o17b2o34b2o17b2o34b2o17b2o$o6b2o35b2o

4b2o36bo2bo32bo2bo68bo2bo33b2o4b2o14bo2bo69bo2bo13bo2bo36bo11bo2bo

13bo2bo34bo2bo13bo2bo34bo2bo13bo2bo34bo2bo13bo2bo38bo2bo13bo2bo36b

o2bo13bo2bo34bo2bo13bo2bo40bo2bo13bo2bo34bo2bo13bo2bo94bo2bo13bo2b

o50bo2bo13bo2bo35bo2bo13bo2bo40bo2bo13bo2bo36bo2bo13bo2bo34bo2bo

13bo2bo62bo2bo13bo2bo38bo2bo13bo2bo38bo2bo13bo2bo36bo2bo13bo2bo34b

o2bo13bo2bo73bo2bo13bo2bo43bo2bo13bo2bo34bo2bo13bo2bo34bo2bo13bo2b

o34bo2bo13bo2bo43bo2bo13bo2bo34bo2bo13bo2bo34bo2bo13bo2bo35bo2bo

13bo2bo40bo2bo13bo2bo36bo2bo13bo2bo34bo2bo13bo2bo34bo2bo13bo2bo$b

2o4bobo78b3o33b3o47b2o20b3o56b3o71b3o13b3o37b2o11b3o13b3o36b3o13b

3o36b3o13b3o36b3o13b3o40b3o13b3o38b3o13b3o36b3o13b3o42b3o13b3o36b

3o13b3o96b3o13b3o52b3o13b3o37b3o13b3o42b3o13b3o38b3o13b3o36b3o13b

3o64b3o13b3o40b3o13b3o40b3o13b3o38b3o13b3o36b3o13b3o75b3o13b3o45b

3o13b3o36b3o13b3o36b3o13b3o36b3o13b3o45b3o13b3o36b3o13b3o36b3o13b

3o37b3o13b3o42b3o13b3o38b3o13b3o36b3o13b3o36b3o13b3o$2o5bo40bo125b

obo59bo147bobo$42b2o3bobo38b2obo32b2obo46bo21b2obo35bobo3b2o12b2ob

o69bob2o13b2obo48bob2o13b2obo34bob2o13b2obo34bob2o13b2obo34bob2o

13b2obo38bob2o13b2obo36bob2o13b2obo34bob2o13b2obo40bob2o13b2obo34b

ob2o13b2obo94bob2o13b2obo50bob2o13b2obo35bob2o13b2obo40bob2o13b2ob

o36bob2o13b2obo34bob2o13b2obo62bob2o13b2obo38bob2o13b2obo38bob2o

13b2obo36bob2o13b2obo34bob2o13b2obo73bob2o13b2obo43bob2o13b2obo34b

ob2o13b2obo34bob2o13b2obo34bob2o13b2obo43bob2o13b2obo34bob2o13b2ob

o34bob2o13b2obo35bob2o13b2obo40bob2o13b2obo36bob2o13b2obo34bob2o

13b2obo34bob2o13b2obo$41bobo4b2o38bob2o32bob2o41bo26bob2o35b2o4bob

o11bob2o69b2obo13bob2o48b2obo13bob2o34b2obo13bob2o34b2obo13bob2o

34b2obo13bob2o38b2obo13bob2o36b2obo13bob2o34b2obo13bob2o40b2obo13b

ob2o34b2obo13bob2o94b2obo13bob2o50b2obo13bob2o35b2obo13bob2o40b2ob

o13bob2o36b2obo13bob2o34b2obo13bob2o62b2obo13bob2o38b2obo13bob2o

38b2obo13bob2o36b2obo13bob2o34b2obo13bob2o73b2obo13bob2o43b2obo13b

ob2o34b2obo13bob2o34b2obo13bob2o34b2obo13bob2o43b2obo13bob2o34b2ob

o13bob2o34b2obo13bob2o35b2obo13bob2o40b2obo13bob2o36b2obo13bob2o

34b2obo13bob2o34b2obo13bob2o$2b2o39bo123bobo71bo$2bobo163b2o19b2o$

2bo185b2o$190bo2$186b2o$185bobo$187bo15$198b3o$198bo$199bo41$340bo

bo$340b2o$341bo4$340b2o$340bobo$340bo$336b2o$335bobo$337bo!

Sample occurrences

There are 14 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

b3s23osc_stdin	11	• • • • • • • • • • •

mvr_catforce_stdin	3	• • •

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