p67 B-heptomino hassler

p67 B-heptomino hassler (xp67_y6mmgg06a8o6pb88czy61w1wggh2303156wc88gzy4o4cy134ay366w11y29f033zwgg0g8p1w66yd84a2ewg88ehjzckgf8bqypg5t1vg23z0c8711x74521yd66wo91z0cc0f9y2o8w66y3lisy1321zy9113w6a8c0s4oy0oggozyf311d961156x66)

#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 67.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 236 and 332.
	This evolutionary sequence works in multiple rules, from b3s23 through to b38s234ce6i8.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp67_y6mmgg06a8o6pb88czy61w1wggh2303156wc88gzy4o4cy134ay366w11y29f033zwgg0g8p1w66yd84a2ewg88ehjzckgf8bqypg5t1vg23z0c8711x74521yd66wo91z0cc0f9y2o8w66y3lisy1321zy9113w6a8c0s4oy0oggozyf311d961156x66 costs 157 gliders (true).

#CLL state-numbering golly

x = 2122, y = 242, rule = B3/S23

1646bobo$1647b2o$1647bo3b3o$1651bo$1652bo3$1649b3o$1649bo$1650bo9$

1069bo$1069bobo$1069b2o$1063b2o$1062bobo$1064bo4b2o$1068b2o$1070bo

22$1502bo$1501bo$1501b3o2$1587bo$1585bobo$1497bobo86b2o$1497b2o$

1498bo92bo$1592b2o$1591b2o5bo$1209bo286bo99bobo$1209bobo283bo101b

2o$1209b2o284b3o2$1017bo$1018bo$1016b3o7$599bo$600b2o$599b2o2$581b

o$582b2o$581b2o4$507bo$508b2o$507b2o3$534bo89bo$533bo91b2o$533b3o

88b2o$409bo224bobo1429bobo$407bobo224b2o1364bo66b2o$408b2o225bo

1362bobo62bo3bo$1999b2o63bo$625bo1436b3o52bo$625bobo1489bobo$625b

2o1274bo106bo108b2o$1902b2o98bobo3bobo63bo20bo$614bo1286b2o100b2o

3b2o65bo17bobo25bo$615bo1387bo69b3o18b2o23b2o$2bo610b3o76b2o72b2o

194b2o113b2o72b2o153b2o124b2o223b2o171b2o76b2o85b2o16bobo72b2o30b

2o$obo688bobo71bobo193bobo112bobo71bobo152bobo123bobo222bobo170bob

o75bobo80b2o2bobo16b2o62bo5b2o2bobo$b2o688bo4bo68bo4bo190bo4bo109b

o4bo68bo4bo149bo4bo120bo4bo219bo4bo167bo4bo64b3o5bo4bo77bo3bo4bo

14bo63b2o3bo3bo4bo$689b2ob5o66b2ob5o188b2ob5o107b2ob5o66b2ob5o147b

2ob5o118b2ob5o217b2ob5o165b2ob5o66bo3b2ob5o62bo15b3ob5o72b3o2b2o5b

3ob5o$619bo70bobo71bobo193bobo112bobo71bobo152bobo123bobo222bobo

170bobo69bo5bobo67b2o15bobo78bo11bobo19bo$460bo148b2o8bobo68bobob

3o67bobob3o189bobob3o108bobob3o67bobob3o95bo52bobob3o119bobob3o

218bobob3o166bobob3o71bobob3o62b2o16bobob3o73bo12bobob3o13bobo3bo$

20bobo435b2o149bobo7b2o70b2obo2bo67b2obo2bo189b2obo2bo108b2obo2bo

67b2obo2bo95bo52b2obo2bo119b2obo2bo218b2obo2bo166b2obo2bo71b2obo2b

o80b2obo2bo80bobo3b2obo2bo13b2o3bobo$20b2o437b2o58bo90bobo83b2o72b

2o194b2o113b2o72b2o93b3o57b2o124b2o223b2o171b2o76b2o85b2o81b2o8b2o

2bo15b2o$21bo403bo94bo90bo1360bo109bo13b3o$423bobo92b3o162bo870bo

418bo125bo8bobo$424b2o18bobo237b2o866b2o417b3o124b2o8b2o$79bo5b2o

357b2o164b2o18bo52b2o15bo3bobo542bo62b2o124b2o113b2o108b2o171b2o

76b2o13bo71b2o91b2o13bo$20b3o55bobo3bobo358bo59b3o13b2o86bo2bo18bo

63bo3bo4b2o543b2o2b3o56b2o124b2o106b2o115b2o171b2o76b2o11bobo71b2o

74b2o15b2o$20bo56bo2bo2bobo335b3o83bo13bobo86bobo16b3o63b2o2b3o3bo

542bobo2bo291bobo119bo155b3o14bo60b3o14bo9b2o3bobo52b3o14bo70bobo

2b3o14bo6bo$21bo56b2o4bo161bobo174bo82bo14bo89bo73bo8bobo557bo292b

o3b2o114bo172bo77bo14b2o37b2o31bo70bo21bo4b2o$247b2o73bo99bo260bob

o77b2o194b2o113b2o72b2o153b2o124b2o119bobo101b2o11bo159b2o11bo64b

2o11bo15bo38b2o17b2o11bo10b2o57b2o8b2o11bo5b2o3b2o$247bo72bobo308b

obo50b2o76bo2bo7bo184bo2bo7bo103bo2bo7bo57b2o3bo2bo7bo138b2o3bo2bo

7bo109b2o3bo2bo7bo112bo95b2o3bo2bo7bo156b2o3bo2bo7bo61b2o3bo2bo7bo

56bo13b2o3bo2bo7bo12bobo47b3o11b2o3bo2bo7bo12bobo$136bo58bo85bo39b

2o50bo54bo42bo75bo83b2o5bo73bo50b2o7bobo11bo172b2o7bobo11bo91b2o7b

obo11bo44b2o4b2o7bobo11bo125b2o4b2o7bobo11bo96b2o4b2o7bobo11bo195b

2o4b2o7bobo11bo143b2o4b2o7bobo11bo48b2o4b2o7bobo11bo57b2o4b2o7bobo

11bo51bo11b2o4b2o7bobo11bo$83b2o3bobo43b3o56b3o83b3o89b3o55b2o38b

3o41b2o30b3o56b2o26bo3b3o39b2o30b3o39b2o18bobo9b3o161b2o18bobo9b3o

80b2o18bobo9b3o39b2o18bobo9b3o120b2o18bobo9b3o91b2o18bobo9b3o190b

2o18bobo9b3o138b2o18bobo9b3o43b2o18bobo9b3o37b3o12b2o18bobo9b3o50b

o7b2o18bobo9b3o$82b2o4b2o43bo3b2o53bo3b2o80bo3b2o86bo3b2o52b2o38bo

3b2o35b2obobo29bo3b2o50b2obobo29bo3b2o33b2obobo5b2o22bo3b2o33b2obo

bo19bo9bo3b2o155b2obobo19bo9bo3b2o74b2obobo19bo9bo3b2o33b2obobo19b

o9bo3b2o114b2obobo19bo9bo3b2o85b2obobo19bo9bo3b2o184b2obobo19bo9bo

3b2o132b2obobo19bo9bo3b2o37b2obobo19bo9bo3b2o37bo8b2obobo19bo9bo3b

2o52b2obobo19bo9bo3b2o$84bo4bo43b4o2bo52b4o2bo79b4o2bo85b4o2bo91b

4o2bo35bobo31b4o2bo50bobo31b4o2bo33bobo6b2o23b4o2bo33bobo31b4o2bo

155bobo31b4o2bo74bobo31b4o2bo33bobo31b4o2bo114bobo31b4o2bo85bobo

31b4o2bo184bobo31b4o2bo132bobo31b4o2bo37bobo31b4o2bo35bo10bobo31b

4o2bo52bobo31b4o2bo$136bob2o55bob2o82bob2o88bob2o94bob2o35bob2o33b

ob2o50bob2o33bob2o33bob2o7bo25bob2o33bob2o33bob2o155bob2o33bob2o

74bob2o33bob2o33bob2o33bob2o114bob2o33bob2o85bob2o33bob2o184bob2o

33bob2o132bob2o33bob2o37bob2o33bob2o46bob2o33bob2o52bob2o33bob2o$

133b2obo55b2obo82b2obo88b2obo94b2obo35b2obo33b2obo50b2obo33b2obo

33b2obo25bo7b2obo33b2obo33b2obo155b2obo33b2obo74b2obo33b2obo33b2ob

o33b2obo114b2obo33b2obo85b2obo33b2obo184b2obo33b2obo132b2obo33b2ob

o37b2obo33b2obo46b2obo33b2obo52b2obo33b2obo$134bobo56bobo83bobo89b

obo59bo4bo30bobo35bo2b4o31bobo50bo2b4o31bobo33bo2b4o23b2o6bobo33bo

2b4o31bobo155bo2b4o31bobo74bo2b4o31bobo33bo2b4o31bobo114bo2b4o31bo

bo85bo2b4o31bobo184bo2b4o31bobo132bo2b4o31bobo37bo2b4o31bobo46bo2b

4o31bobo10bo41bo2b4o31bobo$93b2o37bobob2o53bobob2o80bobob2o86bobob

2o58b2o4b2o26bobob2o35b2o3bo29bobob2o50b2o3bo29bobob2o33b2o3bo22b

2o5bobob2o33b2o3bo9bo19bobob2o155b2o3bo9bo19bobob2o74b2o3bo9bo19bo

bob2o33b2o3bo9bo19bobob2o114b2o3bo9bo19bobob2o85b2o3bo9bo19bobob2o

184b2o3bo9bo19bobob2o132b2o3bo9bo19bobob2o37b2o3bo9bo19bobob2o46b

2o3bo9bo19bobob2o8bo43b2o3bo9bo19bobob2o$30b2o60b2o38b2o57b2o84b2o

90b2o61bobo3b2o27b2o41b3o30b2o56b3o30b2o39b3o30b2o39b3o9bobo18b2o

161b3o9bobo18b2o80b3o9bobo18b2o39b3o9bobo18b2o120b3o9bobo18b2o91b

3o9bobo18b2o190b3o9bobo18b2o138b3o9bobo18b2o43b3o9bobo18b2o52b3o9b

obo18b2o12b3o43b3o9bobo18b2o7bo$29b2o63bo415bo90bo73bo73bo11bobo7b

2o172bo11bobo7b2o4b2o85bo11bobo7b2o4b2o44bo11bobo7b2o4b2o125bo11bo

bo7b2o4b2o96bo11bobo7b2o4b2o195bo11bobo7b2o4b2o143bo11bobo7b2o4b2o

48bo11bobo7b2o4b2o57bo11bobo7b2o4b2o63bo11bobo7b2o4b2o11bo$31bo

314bo355b2o58bo7bo2bo184bo7bo2bo3b2o98bo7bo2bo3b2o57bo7bo2bo3b2o

138bo7bo2bo3b2o109bo7bo2bo3b2o208bo7bo2bo3b2o43bo112bo7bo2bo3b2o

61bo7bo2bo3b2o55bobo12bo7bo2bo3b2o13bo47bobo12bo7bo2bo3b2o11b3o$

100bo37b2o111bo93bo356bobo66b2o194b2o113b2o72b2o153b2o124b2o223b2o

49bobo119b2o48bo15bo11b2o61b2o10bo11b2o17b2o48b2o3b2o5bo11b2o8b2o$

99bo38b2o44bo14bo52b2o17bo73b3o90bo4b2o246bobo8bo159bo850b2o3bo

166b2o14bo86bo31b2o53b2o4bo21bo$99b3o80bobo13bo52b2o17bobo68b2o94b

obo2bo2bo236bo3b3o2b2o170bo2bobo571b3o222b3o50bobo117b3o43bobo3b2o

9bo14b3o69bo14b3o68bo6bo14b3o2bobo$77bo56b3o46b2o13b3o69bo2bo66bob

o93bobo3bobo188b2o47b2o4bo3bo168b3o2b2o205b2o72b2o153b2o124b2o223b

2o63b2o106b2o62bobo11b2o85b2o91b2o15b2o$77b2o57bo134b2o69bo93b2o5b

o188b2o47bobo3bo15b2o162bo205b2o72b2o153b2o124b2o223b2o56b2o113b2o

62bo13b2o85b2o77bo13b2o$76bobo18b2o36bo498bo67b2o1008b2o306b3o47b

2o8b2o$97bobo85b3o77bo438bo1006bo308bo48bobo8bo$97bo87bo79b2o4bo

1749bo59b3o13bo$62b2o122bo77bobo3bobo78b2o96b2o74b2o89b2o72b2o72b

2o98b3o93b2o113b2o72b2o153b2o124b2o223b2o171b2o76b2o85b2o71b2o15bo

2b2o8b2o$63b2o206bobo77bo2bob2o91bo2bob2o69bo2bob2o84bo2bob2o67bo

2bob2o67bo2bob2o93bo95bo2bob2o108bo2bob2o67bo2bob2o148bo2bob2o119b

o2bob2o218bo2bob2o166bo2bob2o71bo2bob2o80bo2bob2o65bobo3b2o13bo2bo

b2o3bobo$62bo209b2o78b3obobo91b3obobo69b3obobo84b3obobo67b3obobo

67b3obobo93bo95b3obobo108b3obobo67b3obobo148b3obobo119b3obobo218b

3obobo166b3obobo71b3obobo80b3obobo16b2o48bo3bobo13b3obobo12bo$356b

obo95bobo73bobo88bobo71bobo71bobo193bobo112bobo71bobo152bobo123bob

o222bobo170bobo75bobo5bo78bobo15b2o53bo19bobo11bo$265b2o85b5ob2o

90b5ob2o68b5ob2o83b5ob2o66b5ob2o66b5ob2o188b5ob2o107b5ob2o66b5ob2o

147b5ob2o118b5ob2o217b5ob2o165b5ob2o70b5ob2o3bo75b5ob3o15bo68b5ob

3o5b2o2b3o$264b2o50bo35bo4bo92bo4bo70bo4bo85bo4bo68bo4bo68bo4bo

190bo4bo109bo4bo68bo4bo149bo4bo120bo4bo219bo4bo167bo4bo72bo4bo5b3o

58bo14bo4bo3bo83bo4bo3bo3b2o$266bo49b2o37bobo95bobo73bobo88bobo71b

obo71bobo193bobo112bobo71bobo152bobo123bobo222bobo170bobo75bobo66b

2o16bobo2b2o86bobo2b2o5bo$315bobo27b2o8b2o96b2o74b2o89b2o72b2o72b

2o194b2o113b2o72b2o153b2o124b2o223b2o171b2o76b2o66bobo16b2o59b2o

30b2o$259bo85bobo1642bo68b2o23b2o18b3o$259b2o84bo1571b2o65b2o3b2o

67bo25bobo17bo$258bobo1655b2o65bobo3bobo92bo20bo$1918bo66bo75b2o$

2060bobo$249b3o1810bo52b3o$251bo1741b2o120bo$250bo3b2o1737bobo116b

o3bo$254bobo1736bo117b2o$254bo1856bobo$170b3o$172bo$171bo3$197b2o$

196b2o$198bo4$231b3o$233bo$232bo11$828b3o$828bo$829bo2$906b2o860b

3o$905bobo460b2o400bo$907bo460bobo398bo$1368bo5b2o$1373b2o$1375bo

391bo$1767b2o$1379b2o385bobo$1379bobo$1379bo2$1762b3o$1764bo$1763b

o22$776bo$777b2o$776b2o4bo$782bobo$782b2o$776b2o$775bobo$777bo9$

1316bo$1317bo$1315b3o3$1314bo$1315bo$1313b3o3bo$1318b2o$1318bobo!

Sample occurrences

There are 4 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

b3s23osc_stdin	3	• • •

oscthread_stdin	1	•

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