p57 Herschel loop 1
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p57 Herschel loop 1 | |||||||||
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Pattern type | Oscillator | ||||||||
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Number of cells | 3004 | ||||||||
Bounding box | 334 × 334 | ||||||||
Period | 57 | ||||||||
Mod | 57 | ||||||||
Heat | 1241.0 | ||||||||
Volatility | 0.90 | ||||||||
Strict volatility | 0.89 | ||||||||
Discovered by | Dietrich Leithner | ||||||||
Year of discovery | 1997 | ||||||||
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p57 Herschel loop 1 is a period-57 Herschel loop created by Dietrich Leithner on December 15, 1997 and was the first oscillator of that period to be found. It contains 64 Herschels travelling in a closed track composed of four copies of p3 Lx65 and 44 copies of Fx77. It is an emu that makes heavy use of tub-with-tail eater to suppress all first natural gliders.
On April 15, 2016, Matthias Merzenich discovered that a large period-3 sparker can be used to liberate a stream of gliders from a Fx77 conduit in the loop, yielding a true period-57 gun.[1] In terms of bounding box, this has been obsoleted by a recent design[2] based on a p57 B-heptomino factory and hotcrystal0 reaction.
x = 582, y = 104, rule = B3/S23
14bob2o9bo35b2o12bo35b2o12bo35b2o12bo35b2o12bo35b2o12bo35b2o12bo35b2o
12bo35b2o12bo35b2o12bo35b2o12bo$14b2obo9b3o5b2o27bo12b3o5b2o27bo12b3o
5b2o27bo12b3o5b2o27bo12b3o5b2o27bo12b3o5b2o27bo12b3o5b2o27bo12b3o5b2o
27bo12b3o5b2o27bo12b3o5b2o27bo12b3o5b2o$30bo4bo28bobo13bo4bo28bobo13bo
4bo28bobo13bo4bo28bobo13bo4bo28bobo13bo4bo28bobo13bo4bo28bobo13bo4bo
28bobo13bo4bo28bobo13bo4bo28bobo13bo4bo$12b5o12bo3bobo29b2o12bo3bobo
29b2o12bo3bobo29b2o12bo3bobo29b2o12bo3bobo29b2o12bo3bobo29b2o12bo3bobo
29b2o12bo3bobo29b2o12bo3bobo29b2o12bo3bobo29b2o12bo3bobo$11bo4bo11bo3b
obo43bo3bobo33b3o7bo3bobo43bo3bobo43bo3bobo34bo8bo3bobo43bo3bobo43bo3b
obo43bo3bobo43bo3bobo43bo3bobo$10bo2bo14b2o3bo44b2o3bo34b3o7b2o3bo44b
2ob2o45b2o3bo34bo9b2o3bo44b2o3bo44b2o3bo35bo8b2o3bo35bo8b2o3bo44b2o3bo
$7bo2bob2o43bo49bo9bo39bo49bo49bo10b3o36bo49bo49bo10bobo36bo10bobo36bo
49bo16bo$6bobobo5bo38b3o47b3o47b3o47b3o47b3o10b3o34b3o47b3o47b3o12bo
34b3o13bo33b3o47b3o8b2o5bobo$7bo2bo4bobo14b2o8bo11bo49bo12b2o2b2o10bob
o18bo33b2o14bo49bo13b2o9b2o23bo14bo16bo3b2o12bo49bo14bo7b2ob2o22bo11b
2o3bo14bobo15bo27b3o6b3o10bo10bo2bo5bo$10b2o2bo2bo15b2o5b2ob2o9b2o26b
2o7b2o11b2o12b6o5bobo9b2o11b2o31bobo14b2o48b2o22b4o9b2o11b2o12b3o13b2o
bob3o12b2o25b2o9bo11b2o19b2o4bo9b2o11b2o9bo3bob2o8b3o7b2o11b2o28bo5b4o
10b2o10bobo$15b2o15bo7bo50b2o24bo3bo2bo4bo11b2o44bo89b3obo9b2o25bob2o
12bo4b3o38bobo8b2o39b2o7b2o5bob2ob2o11bo5bo8bo2b2o4bobo29bo10bo5b2o2b
2o17b4obo4b5o$21b3o16bo3bo36bobo17b2o14bobo9bobo3bo33bo17b3o39b3o11bo
4bo29b3obo18bo18b2o12bo3bo37bo5bo7bo2bo31bo4bob2o13bo2bob2o14bobobo8b
2ob4o34bo17bob2o18b2ob2o5bo4bo$41b3o35bo15bo3bo2bo15b3o11b2obo16bo15b
3o55bo4bo9b2obo4bo29b3o17b2obo32b3o35b2o2bo13b2o33b2o2bob2o13bo5bo15b
2o12b3o34bo20b3o21bo9bo2bo$8b2o9b2obobob2o47b2obob2o11b2o3bo3bo16b2o
30b2o14bo2b2o20bobo30b2o3bo9bobobo3bo31b2o16bo3bo34bo34bo5bo48bo2bo14b
2o2bobo67b3o3bo16bo32b2obo$7bo2bo8bo2bobo51bob2o13bo4bo18b4o29bo2b2o
11b2o3b2obo17bobo29b2o14bo2bo54bo2b2o68b2ob2o69bo3bob2o49bo3bo11bo3bob
2o46bo5bob2o$7bobo2bo6b3obo21bo12bo18bo15bo2bo2b2o16bo32b2o4bo10bobo2b
2o3bo16bo30bo2bo13bo55b2ob2o69b4o3bo65bobobobo49b3obo2bo10b5o20b3o11bo
12bobo4bobo$8bo3bo13b2o16b3o9b3o35bo20b3o36b3o11b2o3bob2obo26bo20b2o
15bob2o15b2o36b2o3bo11bobo32b2o2bobo14bo4bo15b2o13bo3b2o31b3o17b2o33bo
bobo14b3o3b2o16b3o9bo2bo11bo2bo2b2o2bo$12bo9bo4bo19bo8b3o36bo18b2o39b
2o10b2o7bobo15bo9bob2o35bo2bo14bo2bo41b2o9b2o32bo2b2o2bo16b3o16b3o11b
2o4b3o48bo2bo38bo19bo16bo2b2o6bo3bo12b2o6b2o$9bo16bo17bo2b2o6bo3bo6b2o
45b2o51b2o9b3o18bo4b2obo9b2o25b3o14b2o2bo40b2o10bo33bo2b2o10b2o7bo16b
2o2bo10b2o8bo38bobo6b2ob2o37b2o7b2o8bo20b2o6bo3bo$10b2o13bo3b2o10bo2bo
3bo7b4o6b2o11b2o28bo4b2o13b2o35b2o11b2o12bo4bo5bo11b2o11b2o30b2o2bo13b
2o48b2o20bobo2b2o8b2o11b2o11bo2b2o11b5o2bobo11b2o26b2o8bo11b2o20bo3bob
o8b2o11b2o10b3o3b2o6bo3b2o$29bo11b2o13b2obo19bo27bobo19bo49bo13bo35bo
32b4o13bo49bo13bo35bo12bo2bo14b3o3bo12bo27bo21bo25bobo21bo11b3obo10bo
2bo$30b3o11bobo33b3o25b2o20b3o47b3o10bo36b3o47b3o47b3o9bobo35b3o10b3o
34b3o47b3o47b3o9bobo$24b2ob3o2bo10b2obo35bo49bo49bo49bo49bo49bo9bo2bo
36bo49bo49bo49bo10bo2bo$23bobobo2bo13b2o7b2o3bo44b2o3bo44b2o3bo35b2o7b
2o3bo44b2o3bo44b2o3bo35bo8b2o3bo44b2o3bo44b2o3bo44b2o3bo34b3o7b2o3bo$
6b2o9bo6bo2bobo23bo3bobo43bo3bobo43bo3bobo34b2o7bo3bobo43bo3bobo43bo3b
obo43bo3bobo43bo3bobo43bo3bobo43bo3bobo43bo3bobo$7bo9b2o8bob2o9b2o12bo
3bobo29b2o12bo3bobo29b2o12bo3bobo29b2o12bo3bobo29b2o12bo3bobo29b2o12bo
3bobo29b2o12bo3bobo29b2o12bo3bobo29b2o12bo3bobo29b2o12bo3bobo29b2o12bo
3b2o$7bobo6bobo7b2o3bo7bobo13bo4bo28bobo13bo4bo28bobo13bo4bo28bobo13bo
4bo28bobo13bo4bo28bobo13bo4bo28bobo13bo4bo28bobo13bo4bo28bobo13bo4bo
28bobo13bo4bo28bobo13bo$8b2o13bobo2bobo8bo12b3o5b2o27bo12b3o5b2o27bo
12b3o5b2o27bo12b3o5b2o27bo12b3o5b2o27bo12b3o5b2o27bo12b3o5b2o27bo12b3o
5b2o27bo12b3o5b2o27bo12b3o5b2o27bo13bob5o11bo8b2o$23b2o2b2ob2o6b2o12bo
35b2o12bo35b2o12bo35b2o12bo35b2o12bo35b2o12bo35b2o12bo35b2o12bo35b2o
12bo35b2o12bo35b2o13b2o4bo10b3o3b2o2bo$12b4o540b2obob2o6b5o2bobobo$11b
o2b3o536b2obobobobo5b3ob2o5bo$12bo3bo536bobo4bo7b2ob2o$12bo2bo543b2o9b
o6bo$13b3o560bobo$577bo$578b3o$580bo2$553bo$9b2o542b3o$9b2o14b2o529bo$
25bo529b2o14b2o$26b3o542b2o$28bo2$bo$b3o$4bo$3bobo560b3o$4bo6bo9b2o
543bo2bo$9b2ob2o7bo4bobo536bo3bo$2bo5b2ob3o5bobobobob2o536b3o2bo$bobob
o2b5o6b2obob2o540b4o$bo2b2o3b3o10bo4b2o13b2o35bo12b2o35bo12b2o35bo12b
2o35bo12b2o35bo12b2o35bo12b2o35bo12b2o35bo12b2o35bo12b2o35bo12b2o6b2ob
2o2b2o$2o8bo11b5obo13bo27b2o5b3o12bo27b2o5b3o12bo27b2o5b3o12bo27b2o5b
3o12bo27b2o5b3o12bo27b2o5b3o12bo27b2o5b3o12bo27b2o5b3o12bo27b2o5b3o12b
o27b2o5b3o12bo8bobo2bobo13b2o$26bo13bobo28bo4bo13bobo28bo4bo13bobo28bo
4bo13bobo28bo4bo13bobo28bo4bo13bobo28bo4bo13bobo28bo4bo13bobo28bo4bo
13bobo28bo4bo13bobo28bo4bo13bobo7bo3b2o7bobo6bobo$22b2o3bo12b2o29bobo
3bo12b2o29bobo3bo12b2o29bobo3bo12b2o29bobo3bo12b2o29bobo3bo12b2o29bobo
3bo12b2o29bobo3bo12b2o29bobo3bo12b2o29bobo3bo12b2o29bobo3bo12b2o9b2obo
8b2o9bo$22bobo3bo43bobo3bo43bobo3bo43bobo3bo43bobo3bo43bobo3bo43bobo3b
o43bobo3bo7b2o34bobo3bo43bobo3bo43bobo3bo23bobo2bo6bo9b2o$23bo3b2o7b3o
34bo3b2o44bo3b2o44bo3b2o44bo3b2o8bo35bo3b2o44bo3b2o44bo3b2o7b2o35bo3b
2o44bo3b2o44bo3b2o7b2o13bo2bobobo$35bo2bo10bo49bo49bo49bo36bo2bo9bo49b
o49bo49bo49bo49bo35bob2o10bo2b3ob2o$37bobo9b3o47b3o47b3o34b3o10b3o35bo
bo9b3o47b3o47b3o36bo10b3o47b3o20b2o25b3o33bobo11b3o$22bo2bo10bob3o11bo
21bobo25bo21bo27bo12bo3b3o14bo2bo12bo35bo13bo49bo13b4o32bo35bo13bo49bo
19bobo27bo19bob2o13b2o11bo$21b2o3bo6b2o3b3o10b2o11b2o8bobo3bo20b2o11bo
8b2o26b2o11bobo2b5o11b2o2bo11b2o11b2o8b2o2bobo20b2o48b2o13bo2b2o30b2o
11b2o11bo5bo4bo12b2o11b2o35b2o13b2o4bo28b2o11b2o6b4o7bo3bo2bo10b2o3bo
13b2o$22bo3bo6b2o20bo8b2o7b2o37b2ob2o6bobo38bo8b2o10bo2b2o16bo7b2o10b
2o2bo33bo10b2o40bo2b2o14b3o25b2o9bob2o4bo18b3o9b2o51b2o45b2o6bo3bo6b2o
2bo17bo16bo$2o6b2o12bo3bo6b2o2bo16bo19bo38bo2bo48b3o4b2o11b3o16b3o16bo
2b2o2bo32b2o9b2o41bo2bo14bo2bo35b2obo9bo15bobo7b2o10b2o39b2o18bo36b3o
8bo19bo4bo9bo$o2b2o2bo2bo11bo2bo9b3o16b2o3b3o14bobobo33b2o17b3o31b2o3b
o13b2o15bo4bo14bobo2b2o32bobo11bo3b2o36b2o15b2obo15b2o20bo26bob2obo3b
2o11b3o36b3o20bo35b3o9b3o16b2o13bo3bo$bobo4bobo12bo11b3o20b5o10bo2bob
3o49bobobobo65bo3b4o69b2ob2o55bo13bo2bo30bo16bo3b2o2bobo10bo4b2o32bo
16b2o2bo2bo15bo18bo12bo21bob3o6bo2bobo$2obo5bo46b2obo3bo11bo3bo49b2obo
3bo69b2ob2o68b2o2bo54bo2bo14b2o29bobo17bob2o3b2o11b2o2bo29b4o18bo4bo
13b2obo51bobo2bo8bo2bo$3bob2o32bo16bo3b3o67bobo2b2o14bo2bo48bo5bo34bo
34bo3bo16b2o31bo3bobobo9bo3b2o30bobo20b2o2bo14b2o30b2o16bo3bo3b2o11b2o
bob2o47b2obobob2o9b2o$3bo2bo9bo21b3o20bo34b3o12b2o15bo5bo13b2obo2b2o
33b2o13bo2b2o35b3o32bob2o17b3o29bo4bob2o9bo4bo55b3o15bo16bob2o11b3o15b
o2bo3bo15bo35b3o$4bo4bo5b2ob2o18b2obo17bo34b4ob2o8bobobo14b2obo2bo13b
2obo4bo31bo2bo7bo5bo37bo3bo12b2o18bo18bob3o29bo4bo11b3o39b3o17bo33bo3b
obo9bobo14b2o17bobo36bo3bo16b3o$5b5o4bob4o17b2o2b2o5bo10bo29bobo4b2o2b
o8bo5bo11b2ob2obo5b2o7b2o39b2o8bobo38b3o4bo12b2obo25b2o9bob3o89bo44b2o
11bo4bo2bo3bo24b2o50bo7bo15b2o$13bobo10b2o10b4o5bo28b2o11b2o7b3o8b2obo
3bo9b2o11b2o9bo4b2o19b2o11bo9b2o25b2o12b3obob2o13b3o12b2o11b2o9b4o22b
2o48b2o14bobo31b2o11b2o9bobo5b6o12b2o11b2o7b2o26b2o9b2ob2o5b2o15bo2bo
2b2o$7bo5bo2bo10bo10b3o6b3o27bo15bobo14bo3b2o11bo22b2ob2o7bo14bo49bo
12b2o3bo16bo14bo23b2o12bo11bo49bo14b2o33bo18bobo10b2o2b2o12bo49bo11bo
8b2o14bobo4bo2bo$6bobo5b2o8b3o47b3o33bo13b3o34bo12b3o47b3o47b3o36bobo
8b3o47b3o47b3o47b3o47b3o38bo5bobobo$7bo16bo49bo36bobo10bo36bobo10bo49b
o49bo39b2o8bo49bo49bo39bo9bo49bo43b2obo2bo$48bo3b2o44bo3b2o8bo35bo3b2o
8bo35bo3b2o44bo3b2o44bo3b2o44bo3b2o45b2ob2o44bo3b2o7b3o34bo3b2o44bo3b
2o14bo2bo$47bobo3bo43bobo3bo43bobo3bo43bobo3bo43bobo3bo43bobo3bo43bobo
3bo43bobo3bo43bobo3bo7b3o33bobo3bo43bobo3bo11bo4bo$46bobo3bo12b2o29bob
o3bo12b2o29bobo3bo12b2o29bobo3bo12b2o29bobo3bo12b2o29bobo3bo43bobo3bo
12b2o29bobo3bo12b2o29bobo3bo12b2o29bobo3bo12b2o29bobo3bo12b5o$46bo4bo
13bobo28bo4bo13bobo28bo4bo13bobo28bo4bo13bobo28bo4bo13bobo28bo4bo6b4o
34bo4bo13bobo28bo4bo13bobo28bo4bo13bobo28bo4bo13bobo28bo4bo$45b2o5b3o
12bo27b2o5b3o12bo27b2o5b3o12bo27b2o5b3o12bo27b2o5b3o12bo27b2o6b2obo5bo
32b2o5b3o12bo27b2o5b3o12bo27b2o5b3o12bo27b2o5b3o12bo27b2o5b3o12bo$54bo
12b2o35bo12b2o35bo12b2o35bo12b2o35bo12b2o26bo3bo3bobo2bo3b2obo38bo12b
2o35bo12b2o35bo12b2o35bo12b2o35bo11bobo$296b4ob3obo2bo5bo252bo$300bo2b
6o3b2ob2o$296b2ob2o2bo3bo2b2o4b3o$297bobo7b5o3bo3bo$296bo3b3obo7bo3b3o
$297b3o2b3o4b5o4bobo7bo$300bobo2b2obob3o6b2o8b2o$299bo2b3o2b2o5bo13b2o
$300b2o3bo3bo3bob2o$302bobob2ob5o$302bobo2bo3b2o2b2o$303bobo2b3o2bo3bo
$304bo5b2o4b2o$312b2obo2b2o$309bo6bobo$308bo2bob2o3bo$308bobobobob2o$
306b2o4bo2bo$305bo2b4ob2o2b3o$305b2o5bo2b2o2bo23bo$310bo3bo2bo26bo$
310b2o3b2o25b3o!
#C [[ THUMBSIZE 2 THEME 6 GRID GRIDMAJOR 0 SUPPRESS THUMBLAUNCH ]]
#C [[ MAXGRIDSIZE 10 THUMBSIZE 2 WIDTH 800 HEIGHT 720 ZOOM 6 X 15 Y 0 AUTOSTART GPS 60 ]] |
A true p57 gun (click above to open LifeViewer) RLE: here Plaintext: here |
References
- ↑ Matthias Merzenich (April 15, 2016). Re: p61 gun (discussion thread) at the ConwayLife.com forums
- ↑ Catagolue link: guntrue_57
External links
- Dieter Leithner's new p57 oscillator at Paul Callahan's Page of Conway's Life Miscellany
Categories:
- Patterns
- Oscillators with between 1,000 and 9,999 cells
- Periodic objects with minimum population between 1,000 and 9,999
- Patterns with between 1,000 and 9,999 cells
- Patterns found by Dietrich Leithner
- Patterns found in 1997
- Oscillators
- Oscillators with period 57
- Oscillators with mod 57
- Oscillators with heat between 1,000 and 9,999
- Oscillators with volatility 0.90
- Oscillators with strict volatility 0.89
- Emus
- Quetzals
- Patterns with 90-degree rotation symmetry