p26 pre-pulsar shuttle

p26 pre-pulsar shuttle (xp26_y7g33xexex33gzy6121w464x464w121zccw252y5ggxggy5252wccz0444w27y26401x1046y272w444z0222w4ey262goxog26y2e4w222z33w4a4yl4a4w33zy68k8w262x262w8k8zy8ccx7x7xcc)

#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 26.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 144 and 272.
	This evolutionary sequence works in multiple rules, from b3-kys23-q through to b34kq5aijnq6ace7es234cyz5aknr6-ck78.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp26_y7g33xexex33gzy6121w464x464w121zccw252y5ggxggy5252wccz0444w27y26401x1046y272w444z0222w4ey262goxog26y2e4w222z33w4a4yl4a4w33zy68k8w262x262w8k8zy8ccx7x7xcc costs 226 gliders (true).

#CLL state-numbering golly

x = 1750, y = 1003, rule = B3/S23

1236bo$1234bobo$1235b2o$1241b2o$1241bobo$1235b2o4bo$1236b2o$1235bo

20$1266bo$1264b2o$1265b2o23$1282bo$1282bobo$1282b2o16$1219b2o$

1220b2o$1219bo44b3o$1264bo$1265bo33bo$1299bobo$1299b2o4$1340bo$

1340bobo$1340b2o15$1160bo$1161b2o$1160b2o23$1144bo$1142bobo$1143b

2o20$1127bo$1125bobo58b2o$1126b2o57bobo$1187bo94b2o$1281b2o$1283bo

48$1173b2o$1172bobo$1174bo124b2o$1298b2o$1300bo27$991bobo509bobo$

992b2o509b2o$992bo511bo10$992bo511bo$990bobo511bobo$991b2o511b2o$

988bo8bo176b2o323bo8bo$975bo13bo8bo174bobo322bo8bo13bo$976b2o9b3o

6b3o176bo164b2o156b3o6b3o9b2o$975b2o362b2o179b2o$1341bo2$992bo511b

o$990bobo11bo487bo11bobo$991b2o9bobo487bobo9b2o$1003b2o487b2o2$

1006bo483bo$998bo8bo481bo8bo$999bo5b3o481b3o5bo$997b3o497b3o$1003b

o489bo$1001bobo489bobo$1002b2o489b2o20$1346b2o$1345b2o$1160b3o184b

o$1162bo$1161bo71$1155bo223b2o$1154bo224bobo$1143b2o9b3o222bo$

1144b2o$1143bo9$1103bo$1102bo$1102b3o8$1604bo$1338bobo262bo$1339b

2o262b3o$1339bo14$1626bo$1390bobo232bo$1391b2o232b3o$1391bo4$1027b

obo$1027b2o$1028bo3$828bo563b2o$829bo162bobo397bobo$827b3o162b2o

132b2o264bo$993bo133b2o$1126bo2$1467bo182bobo$1465bobo182b2o$1466b

2o183bo10$1551bo$1505bo46bo$1506bo43b3o$1504b3o10$1603bo$1604bo$

1602b3o8$822bo$823bo122bobo$821b3o122b2o$947bo14$800bo$801bo92bobo

$799b3o92b2o$694bo200bo$692b2o$684bo8b2o$682bobo$584bo98b2o992bobo

$578bobo4bo106b2o984b2o$493bobo83b2o2b3o105b2o4b2o979bo$494b2o83bo

99b2o12bo3bobo544b2o5b2o$494bo185bo16bo547bo5bo$677b3o562b3o7b3o$

496bo83b2o95bo564bo11bo$346bobo68bo78bobo75b2o5b2o$347b2o66bobo78b

2o75bobo4bo$347bo4bo63b2o157bo$352bobo$352b2o138bobo93bo3bo181bobo

42bo$125bo40bo57bo63bo124b3o8b3o66b2o5b3ob3o81bo3bo18bo68b3ob3o88b

2o42bobo423b3ob3o$126bo38bo58bobo59bobo126bo77bo94bo3bo19bo44bo

117bo43b2o$124b3o38b3o52bo3b2o61b2o3bo61b3o57bo195b3o43bo$221bo69b

o62bo73b2o78b2o74b2o9b2o59b3o18b2o9b2o552b2o9b2o493bo$128bo34bo55b

3o69b3o61bo71bo2bo76bo2bo72bo2bo7bo2bo78bo2bo7bo2bo550bo2bo7bo2bo

486bobo2bo$127bo36bo263b2o78b2o74b2o9b2o21bo58b2o9b2o552b2o9b2o

488b2o2b3o$127b3o32b3o356bo94b2o32bobo1090bo$282bo157bo78b2o9bo56b

o5bo17bobo3b2o32b2o2bobo$282bo61b3o3b3o66b3o3b3o10bobo58b3o3b3o12b

2o6b2o57bo5bo18b2o37bo3b2o22b3o3b3o556b3o3b3o$124bo42bo46bo25bo41b

o50bo105b2o3bo84b2o56bo5bo18bo43bo$122bobo42bobo42bobo25bobo90bobo

74bo32bo46bo33b3o50bo25bo13bo52bo25bo538bo25bo482b3o$14bo32bo75b2o

42b2o44b2o25b2o87bo3b2o74bobo31b3o43bobo32bo51bobo23bobo12bobo49bo

bo23bobo8b2o516b2o8bobo23bobo8b2o473bo$13bo34bo123b2o50b2o3b2o51b

2o3b2o41bo14b2o3b2o57bobo8b2o3b2o62bobo8b2o3b2o18bo50bobo8b2o3b2o

8bobo12b2o50bobo8b2o3b2o8bobo9bo516bo9bobo8b2o3b2o8bobo9bo472bo$

13b3o30b3o123b2o51bo3bo53bo3bo40b3o8bo5b2o3b2o5bo52bo3bo5b2o3b2o5b

o57bo3bo5b2o3b2o5bo64bo10bo3bo10bo66bo3bo5b2o3b2o5bo3bo10bobo512bo

bo10bo3bo5b2o3b2o5bo3bo10bobo$174b2o34b3o9bo9bo9b3o30b3o2bo9bo2b3o

43bo3b2o7b2o3bo48bo7bo3b2o7b2o3bo53bo7bo3b2o7b2o3bo7bo59b3o2bo9bo

2b3o65bo7bo3b2o7b2o3bo7bo7b2o512b2o7bo7bo3b2o7b2o3bo7bo7b2o$174b2o

36bo9b2o7b2o9bo37b2o7b2o48bo3b2o7b2o3bo12bo35bo7bo3b2o7b2o3bo53bo

7bo3b2o7b2o3bo7bo51b3o10b2o7b2o10b3o57bo7bo3b2o7b2o3bo7bo530bo7bo

3b2o7b2o3bo7bo$211bo31bo124b2o36bo79bo33bo131b3o11bo33bo12bo517bo

33bo$326b2o41b2o283bo57bo$o60bo265b2o111bo45bo33bo132bo12bo33bo11b

3o516bo33bo$b2o56b2o14b2o35bo3b2o7b2o3bo30bo3b2o7b2o3bo42b2o7b2o

47b2o7b2o35bo12bo3b2o7b2o3bo56bo3b2o7b2o3bo7bo45bo7bo3b2o7b2o3bo7b

o51b3o10b2o7b2o10b3o57bo7bo3b2o7b2o3bo7bo530bo7bo3b2o7b2o3bo7bo$2o

6bobo40bobo6b2o14bo2b3o30bo3b2o7b2o3bo30bo3b2o7b2o3bo37b3o2bo9bo2b

3o37b3o2bo9bo2b3o43bo3b2o7b2o3bo56bo3b2o7b2o3bo7bo45bo7bo3b2o7b2o

3bo7bo59b3o2bo9bo2b3o56b2o7bo7bo3b2o7b2o3bo7bo521b2o7bo7bo3b2o7b2o

3bo7bo7b2o$8b2o42b2o19bo38bo5b2o3b2o5bo30bo5b2o3b2o5bo45bo3bo53bo

3bo51bo5b2o3b2o5bo8b3o45bo5b2o3b2o5bo3bo57bo5b2o3b2o5bo3bo60bo10bo

3bo10bo53bobo10bo3bo5b2o3b2o5bo3bo525bobo10bo3bo5b2o3b2o5bo3bo10bo

bo$9bo42bo20b2o43b2o3b2o42b2o3b2o50b2o3b2o51b2o3b2o56b2o3b2o14bo

53b2o3b2o8bobo43bo18b2o3b2o8bobo44b2o12bobo8b2o3b2o8bobo54bo9bobo

8b2o3b2o8bobo53bo472bo9bobo8b2o3b2o8bobo9bo$362b2o3bo33b3o31bobo

44bo32bobo43bobo12bobo23bobo54b2o8bobo23bobo52bo473b2o8bobo23bobo

8b2o$b3o54b3o300bobo39bo32bo43b3o33bo46bo13bo25bo66bo25bo53b3o482b

o25bo$bo58bo227bo74bo38bo3b2o68b2o90bo18bo5bo116bo$2bo56bo228bo55b

3o3b3o53bobo10b3o3b3o49b2o6b2o12b3o3b3o59b2o18bo5bo85b3o3b3o22b2o

3bo528b3o3b3o$288bo117bo69bo9b2o74b2o3bobo17bo5bo115bobo2b2o$485bo

77b2o149bobo36bo$417b2o78b2o63bo21b2o9b2o80b2o9b2o57b3o2b2o488b2o

9b2o$233b3o41b3o61bo74bo2bo76bo2bo83bo2bo7bo2bo78bo2bo7bo2bo58bo2b

obo486bo2bo7bo2bo$233bo45bo62bo74b2o78b2o85b2o9b2o80b2o9b2o18b3o

37bo493b2o9b2o$229b2o3bo43bo3b2o56b3o89bo135b3o139bo$228bobo51bobo

146bo81bo54bo19bo3bo116bo966b2o43bo$230bo51bo137b3o8b3o66b3ob3o5b

2o55bo18bo3bo87b3ob3o558b3ob3o423bobo42b2o$343b2o167bobo73bo3bo

1084bo42bobo$342bobo$344bo4bo79b2o174bo$348b2o79bobo77b2o89bo4bobo

$348bobo78bo78bobo87b2o5b2o$510bo88b2o88bo552bo11bo$687b3o552b3o7b

3o$512bo156bo16bo558bo5bo$511b2o88bo65bobo3bo12b2o556b2o5b2o$511bo

bo81b3o2b2o66b2o4b2o142bo$595bo4bobo70b2o142b2o$596bo85b2o133bobo$

682bobo$672b2o8bo$673b2o$672bo928bo$1601b2o92b3o$1600bobo92bo$

1696bo14$1549bo$1549b2o122b3o$1548bobo122bo$1674bo8$892b3o$892bo$

893bo10$990b3o$944b3o43bo$944bo46bo$945bo10$845bo183b2o$845b2o182b

obo$844bobo182bo2$1370bo$1368b2o133bo$1104bo264b2o132b2o162b3o$

1102bobo397bobo162bo$1103b2o563bo3$1468bo$1468b2o$1467bobo4$1105bo

$869b3o232b2o$871bo232bobo$870bo14$1157bo$891b3o262b2o$893bo262bob

o$892bo8$1392b3o$1394bo$1393bo9$1353bo$1351b2o$1117bo222b3o9b2o$

1115bobo224bo$1116b2o223bo71$1335bo$1334bo$1149bo184b3o$1150b2o$

1149b2o20$1002b2o489b2o$1001bobo489bobo$1003bo489bo$997b3o497b3o$

999bo5b3o481b3o5bo$998bo8bo481bo8bo$1006bo483bo2$1003b2o487b2o$

991b2o9bobo487bobo9b2o$990bobo11bo487bo11bobo$992bo511bo2$1155bo$

975b2o179b2o362b2o$976b2o9b3o6b3o156b2o164bo176b3o6b3o9b2o$975bo

13bo8bo322bobo174bo8bo13bo$988bo8bo323b2o176bo8bo$991b2o511b2o$

990bobo511bobo$992bo511bo10$992bo511bo$992b2o509b2o$991bobo509bobo

27$1196bo$1197b2o$1196b2o124bo$1322bobo$1322b2o48$1213bo$1214b2o$

1213b2o94bo$1309bobo57b2o$1309b2o58bobo$1369bo20$1352b2o$1352bobo$

1352bo23$1335b2o$1334b2o$1336bo15$1155b2o$1154bobo$1156bo4$1196b2o

$1195bobo$1197bo33bo$1232bo$1230b3o44bo$1275b2o$1276b2o16$1213b2o$

1212bobo$1214bo23$1230b2o$1231b2o$1230bo20$1261bo$1259b2o$1255bo4b

2o$1253bobo$1254b2o$1260b2o$1260bobo$1260bo!

Sample occurrences

There are 15 sample soups in the Catagolue:

Official symmetries

Symmetry	Soups	Sample soup links

D8_1	1	•

Unofficial symmetries

Symmetry	Soups	Sample soup links

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

oscthread_stdin	1	•

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