p78 pi-heptomino hassler

p78 pi-heptomino hassler (xp78_yegfnzyf1252333yde5hewehrzyg66y2gy61mb18gzo8gwg88gyd25dy6gdqg21z643w34138og8y6gyfekhewehrzy3ci0idy7d52zo8gwg80g4634yd33z643w3453yd66625ak8zyr77)

#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 78.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 168 and 280.
	This evolutionary sequence works in multiple rules, from b3s23 through to b38s234c.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp78_yegfnzyf1252333yde5hewehrzyg66y2gy61mb18gzo8gwg88gyd25dy6gdqg21z643w34138og8y6gyfekhewehrzy3ci0idy7d52zo8gwg80g4634yd33z643w3453yd66625ak8zyr77 costs 101 gliders (true).

#CLL state-numbering golly

x = 1140, y = 235, rule = B3/S23

1109bo$1109bobo$1109b2o$1103b2o$1102bobo$1104bo4b2o$1108b2o$1110bo

58$692bobo$693b2o$693bo6$250bo$251b2o$250b2o64bo$315bo$238bo76b3o

137bo$225bo13b2o214bobo$226b2o10b2o14bo175bobo22b2o$225b2o25bobo

176b2o$253b2o176bo$458bo$456b2o$457b2o$955bo91bobo$712bo240b2o92b

2o$710b2o242b2o73bo18bo$278bo180bobo249b2o317b2o$277bo181b2o488bo

79b2o$277b3o180bo486bobo$257bo215bo239b2o233b2o3bobo$224bo33bo34bo

177b2o239b2o239b2o$225b2o29b3o32b2o168bobo8b2o240bo154bobo82bo$

224b2o66b2o96bo70b2o401bo4b2o$388b2o72bo402b2o3bo152bobo$389b2o

473b2o158b2o3b2o88b2o$176bo847bo3bo2bo86bo2bo$177b2o607bo241bobo

90bo$176b2o8bo200bo75bo320bobo3bobo79b2o82bo72bo8bo82bo$186bobo

199bob3o69bo322b2o3b2o79bo2bo80bobo79bobo75bo3bobo$186b2o160b2o4b

2o30b3obo41b2o4b2o22b3o49b2o4b2o74b2o4bo21bobo51b2o4bo75b2o4bo24bo

50b2o4b2o21bo2bo49b2o4b2o22bobo49b2o4bo23bobo49b2o4b2o18bo3bobo$

175bo172bobo2bobo35bo40bobo2bobo74bobo2bo2bo73bobo2bob2o19b2o52bob

o2bob2o73bobo2bobo74bobo2bo2bo21b2o50bobo2bo2bo20bobo50bobo2bobo

21bobo50bobo2bo2bo17bo4bo$176bo173b4o80b4o78b4ob3o74b4ob2o20bo54b

4ob2o75b4obo76b4ob3o74bo2bob2o21bo53bo2bob2o21bo53b4ob3o17b4o$174b

3o89bo81bobo2bobo76bobo2bobo22bo51bobo2bo2bo73bobo2bo76bobo2bo17bo

58bobo2bobo2bo12bo58bobo2bo2bo14bo58bobo2bo2bo14bo58bobo2bobo15bo

58bobo2bo2bo$267bo80b2o4b2o76b2o4b2o23b2o4bo4b2o38b2o7bo72b2o4b2o

2bobo69b2o4b2o2bobo10b3o56b2o4bo3bo12b3o56b2o7bo13b3o56b2o4bo16b3o

56b2o4b2o2b2o11b3o56b2o7bo$265b3o194b2o3bobo3bobo47b2o81bobo15bo

63bobo13bo62bo3bo14bo64b2o15bo64b2obo13bo65b3o13bo64b2o$468b2o2bob

o48bo2bo79b2o17bo62b2o13b2o66b2o12b2o3b2o59bo2bo12b2o3b2o60b2o13b

2o3b2o75b2o3b2o59bo2bo17b2o$173bo97bobo199bo49bobo97b3o143bob2o17b

2o59bobo18b2o61bo18b2o59bo20b2o59bobo18b2o$171bobo97b2o83b2o22bo

59b2o22bo59b2o78b3o79b3o78b3o2b2o78b2o78bobo80bo82b2o$172b2o98bo

84bo21bobo59bo21bobo55b2ob2o78b3o79b3o80bob3o75b2ob2o77bo3bo79bo4b

o74b2ob2o$262bo94bob2o17bobo60bob2o17bobo56b2ob2o78b3o18bobo58b3o

80bob3o75b2ob2o77bo3bo79bo4bo74b2ob2o$168bo93b2o92b2ob2o17b2o60b2o

b2o17b2o60b2o78b3o18b2o59b3o78b3o2b2o78b2o78bobo80bo82b2o$55bo10bo

99bobo92bobo6b2o251bobo100bo142bob2o78bobo81bo79bo81bobo$53bobo10b

obo42b2o4b2o48b2o17b2o4b2o75b2o28b2o4b2o86bo4b2o77bo4b2o39bo2bo10b

o20b2o4b2o40b2o33bo4b2o40b2o33bo4b2o41b2o32bo4b2o39bo2bo31b2o4b2o

40b2o32b2o4b2o75bo4b2o39bo2bo31b2o4b2o$54b2o10b2o43bobo2bobo67bobo

2bobo77bo26bo2bo2bobo84b2obo2bobo76bobo2bobo39b2o11bo20bo2bo2bobo

40bobo7b2o21b2obo2bobo40bobo7b2o21b2obo2bobo37bo3bo8b2o22bobo2bobo

39b2o9b2o21bo2bo2bobo39b2obo7b2o21bo2bo2bobo40b3o7b2o22bobo2bobo

39b2o9b2o21bo2bo2bobo$50b2o18b2o41bo2bo71bo2bo105b3ob4o43b2o4b2o

35b2ob4o34b2o4b2o36bob4o32b2o7bo8bo3b3o7bobo7b3ob4o32b2o4b2o2bobo

6bobo21b2ob4o32b2o4b2o2bobo6bobo21b2ob4o32b2o4bo3bo8bobo22bob4o32b

2o7bo9bobo20b3ob4o32b2o4bo12bobo21b2obo2bo32b2o4b2o2b2o7bobo21b2ob

o2bo32b2o7bo9bobo20b3ob4o$49bobo18bobo38bobo2bobo67bobo2bobo104bo

2bo2bobo41bobo2bobo38bo2bobo32bobo2bobo33bo2bobo2bobo30bobo2bo2bo

9b2o12b2o9bo2bo2bobo30bobo2bo14bo10bo14bo2bobo30bobo2bo14bo10bo14b

o2bobo30bobo2bobo2bo9bo10bo9bo2bobo2bobo30bobo2bo2bo11bo10bo11bo2b

o2bobo30bobo2bo2bo11bo10bo11bo2bo2bobo30bobo2bobo12bo10bo12bobo2bo

bo30bobo2bo2bo11bo10bo11bo2bo2bobo$51bo18bo40b2o4b2o67b2o4b2o103bo

7b2o43b4o33bobo2b2o4b2o34b4o35bo3bo4b2o32b4ob3o7bobo7b3o3bo8bo7b2o

32b4ob2o21bobo6bobo2b2o4b2o32b4ob2o21bobo6bobo2b2o4b2o32b4obo22bob

o8bo3bo4b2o32b4ob3o20bobo9bo7b2o32bo2bob2o21bobo12bo4b2o32bo2bob2o

21bobo7b2o2b2o4b2o32b4ob3o20bobo9bo7b2o$6bo289b2o50bobo2bobo31bobo

42bobo2bobo32bo3bo37bobo2bo2bo20bo11b2o39bobo2bob2o21b2o7bobo40bob

o2bob2o21b2o7bobo40bobo2bobo22b2o8bo3bo37bobo2bo2bo21b2o9b2o39bobo

2bo2bo21b2o7bob2o39bobo2bobo22b2o7b3o40bobo2bo2bo21b2o9b2o$7b2o

285bo2bo50b2o4b2o32b2o42b2o4b2o31b2o41b2o4b2o20bo10bo2bo39b2o4bo

33b2o40b2o4bo33b2o40b2o4bo32b2o41b2o4b2o31bo2bo39b2o4b2o32b2o40b2o

4bo75b2o4b2o31bo2bo$6b2o287bobo173b2obo79bobo60bo181b2obo79bobo79b

o83bo79bobo$52b2ob2o49b2ob2o70b2ob2o109b2o92b3o78b2o2b3o77b2o61b2o

18b3o79b3o76b2o2b3o77b2o81bobo80bo79b2o$52b2obo50b2obo71b2obo110b

2ob2o89b3o78b3obo79b2ob2o57bobo18b3o79b3o76b3obo79b2ob2o77bo3bo74b

o4bo79b2ob2o$17b2o36bo53bo74bo110b2ob2o89b3o78b3obo79b2ob2o78b3o

79b3o76b3obo79b2ob2o77bo3bo74bo4bo79b2ob2o$16b2o37b2o52b2o58bo14b

2o109b2o92b3o78b2o2b3o77b2o81b3o79b3o76b2o2b3o77b2o81bobo80bo79b2o

$8b3o7bo150b2o124bobo173b2obo79bobo61b3o159b2o17b2obo59b2o18bobo

59b2o18bo61b2o20bo59b2o18bobo$8bo159bobo58b2o63bo2bo90b2o75bo5b2o

80bo2bo61bo17b2o65b2o13b2o60b2o3b2o12b2o61b2o3b2o12bo2bo59b2o3b2o

13b2o60b2o3b2o75b2o17bo2bo$9bo148bo71b2o64b2o89bobo74b2o6bo3bo78b

2o62bo15bobo65bo13bobo65bo14bo3bo62bo15b2o64bo13bob2o64bo13b3o81b

2o$105bo18bo34bo2bobo21b2o4b2o35bo67bo7b2o80bobo2b2o4b2o64bobo6bo

3bo4b2o72bo7b2o69bobo2b2o4b2o56b3o10bobo2b2o4b2o56b3o12bo3bo4b2o

56b3o13bo7b2o56b3o16bo4b2o56b3o11b2o2b2o4b2o72bo7b2o$103bobo18bobo

30b3o3b2o21bobo2bobo104bo2bo2bobo87bo2bobo73bo2bobo2bobo73bo2bo2bo

bo76bo2bobo58bo17bo2bobo58bo12bo2bobo2bobo58bo14bo2bo2bobo58bo14bo

2bo2bobo58bo15bobo2bobo73bo2bo2bobo$3o101b2o18b2o37bo24bo2bo105b3o

b4o86b2ob4o62bo15bob4o74b3ob4o54bo20b2ob4o75b2ob4o76bob4o74b3ob4o

53bo21b2obo2bo53bo21b2obo2bo53b4o17b3ob4o$2bo105b2o10b2o48b2o14bob

o2bobo104bo2bo2bobo84b2obo2bobo59b2o15bobo2bobo73bo2bo2bobo52b2o

19b2obo2bobo73b2obo2bobo74bobo2bobo50b2o21bo2bo2bobo50bobo20bo2bo

2bobo50bobo21bobo2bobo50bo4bo17bo2bo2bobo$bo105bobo10bobo46bobo14b

2o4b2o105b2o4b2o86bo4b2o59bobo15bo4b2o74b2o4b2o51bobo21bo4b2o75bo

4b2o50bo24bo4b2o49bo2bo21b2o4b2o49bobo22b2o4b2o49bobo23bo4b2o49bob

o3bo18b2o4b2o$109bo10bo38b3o9bo608b2o3b2o74bo2bo77bobo79bobo79bobo

3bo$161bo617bobo3bobo74b2o79bo81bo8bo71bo$160bo624bo247bobo70bo$

172b2o283b2o573bo2bo3bo66bo2bo$171bobo282b2o412b2o161b2o3b2o67b2o$

173bo284bo406bo3b2o167bobo$431bo433b2o4bo$431b2o260bo170bobo78bo$

430bobo22b2o237b2o249b2o$174b3o51b2o58b2o165bobo235b2o249bobo3b2o$

176bo52b2o56b2o166bo494bobo$175bo52bo60bo660bo82b2o$186b2o507b2o

335b2o$186bobo507b2o246b2o69bo18bo$176b2o8bo508bo249b2o68b2o$177b

2o765bo69bobo$176bo17$714bo$713b2o$713bobo58$1117bo$1118b2o$1117b

2o4bo$1123bobo$1123b2o$1117b2o$1116bobo$1118bo!

Sample occurrences

There are 5 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

b3s23osc_stdin	3	• • •

catforce_stdin	1	•

oscthread_stdin	1	•

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