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{{Oscillator|name=P57 Herschel loop 1|pname=p57herschelloop1|c=3004|p=57|bx=334|by=334|h=1241.0|discoverer=Dietrich Leithner|discoveryear=1997|animated=true|rle=true}}
{{Oscillator|name=P57 Herschel loop 1|pname=p57herschelloop1|c=3004|p=57|bx=334|by=334|h=1241.0|discoverer=Dietrich Leithner|discoveryear=1997|animated=true|life105=true|life106=true|plaintext =true|rle=true}}
'''P57 Herschel loop 1''' is a [[period]] [[:Category:oscillators with period 57|57]] [[Herschel]] [[Herschel loop|loop]] [[oscillator]] created by [[Dietrich Leithner]] on December 15, [[:Category:patterns found in 1997|1997]] and was the first oscillator of that period to be found.
'''P57 Herschel loop 1''' is a [[period]] [[:Category:oscillators with period 57|57]] [[Herschel]] [[Herschel loop|loop]] [[oscillator]] created by [[Dietrich Leithner]] on December 15, [[:Category:patterns found in 1997|1997]] and was the first oscillator of that period to be found.
Revision as of 23:18, 13 September 2009
P57 Herschel loop 1
x = 334, y = 334, rule = B3/S23
15bo49bo49bo49bo49bo49bo$14bobo11bo36b3o10bo36b3o10bo36b3o10bo36b3o10b
o36b3o10bo$15bo12b3o5b2o30bo9b3o5b2o30bo9b3o5b2o30bo9b3o5b2o30bo9b3o5b
2o30bo9b3o5b2o$31bo4bo30b2o12bo4bo30b2o12bo4bo30b2o12bo4bo30b2o12bo4bo
30b2o12bo4bo$13b5o12bo3bobo43bo3bobo43bo3bobo43bo3bobo43bo3bobo43bo3bo
bo$12bo4bo11bo3bobo43bo3bobo43bo3bobo34b2o7bo3bobo43bo3bobo43bo3bobo$
11bo2bo14b2o3bo44b2o2bo45b2o3bo34bo9b2o3bo44b2o3bo44b2o3bo$8bo2bob2o
43bo24bo24bo49bo11b2o36bo49bo49bo16bo$7bobobo5bo38b3o47b3o47b3o11bo35b
3o32bo14b3o47b3o8b2o5bobo$8bo2bo4bobo16b2o18bo30bo3bo14bo49bo13bo10bo
24bo31b2o2bo13bo49bo10bo2bo5bo$11b2o2bo2bo12b2ob3o5b2o11b2o28bo3b2o14b
2o48b2o12bo9bob2o9b2o11b2o12b3o14bo5bo12b2o25bo22b2o10bobo$16b2o12b3ob
2o6b2o44b2o52b2o8bo25bo4bo8b2o24bo2bo13b2o2bobo40b2o8b3o18b2o3bo4b5o$
21b2o8b2ob3o52bo41bo17bo29bo42bo13b2o3bo34b2o3bobo8bo21bob2o5bo4bo$21b
2o11b2o33b3o18bo38b2ob2o8b2obob3o30b4o17b3o13bo4bo14b3o34b4o14b2o22bo
9bo2bo$9b2o10bo30b3o13bo2bo2bo17bobo31b5o11b2ob5o3bo16bo29b2obo13bo55b
o4bo37bo9b2obo2bo$8bo2bo8bo30bo4bo11bo4bo20bobo29bo2bo11bo4b2o4bo17bo
28b2obo70bo2b4o43bo5bobobo$8bobobo6b2o30b2obo13bobo2b3o50bo2bo12bobo
55bobo17bo52b2obob2o33b2o7bobo4bo2bo$9bo2b3o3b3o34b3o11b2o6b3o14bo12bo
19b2o15bob2o15b2o36b2o4bo12bo33bo2b2o19b2o16bo14bo10bo2bo2b2o$18bo39bo
18b3o14bo10bobo36b3o15bo2bo39bobo9b3o33b2o2b3o15b3o17b2o12b2o4b2o6b2o$
11b2o3bo50b2o27bobo6b3o9b2o26bo16bo2bo40b2o44b3o2b2o8b2o25bo2bo11bo6b
2o$11bo4bo3b2o8b2o35b2o11b2o11bo5b2o4bo11b2o11b2o30b2ob2o13b2o48b2o21b
2o2b2o8b2o11b2o11b2obo12bo2b2o2b3o$20b2o8bo49bo12bobo34bo33b2o14bo49bo
49bo13b3o13bob2o5b3o$17bo13b3o47b3o47b3o47b3o47b3o9b3o35b3o11bo24b2o$
18bo2bo3b2ob3o2bo49bo11bo37bo24bo24bo49bo9b3o37bo$18b3o3bobobo3bo21b2o
3bo33bo2bo7b2o3bo44b2o3bo44b2o3bo35bo8b2o3bo44b2o3bo$7b2o16bo2bob2o22b
o3bobo35bo7bo3bobo43bo5bo43bo3bobo43bo3bobo43bo3bobo$8bo19bobo24bo3bob
o30bo2bo9bo3bobo43bo2b2obo43bo3bobo43bo3bobo43bo3b2o$8bobo16b2obo11b2o
12bo4bo30bo13bo4bo30b2o12bo4bo30b2o12bo4bo30b2o12bo4bo30b2o12bo$9b2o
13bobo2bo13bo9b3o5b2o30bo9b3o5b2o30bo9b3o5b2o30bo9b3o5b2o30bo9b3o5b2o
30bo10bob5o20b2o$24b2o2bo11b3o10bo36b3o10bo36b3o10bo36b3o10bo36b3o10bo
36b3o10bobo4bo16b2o2bo$29b3o8bo49bo49bo49bo49bo49bo12bo2b3obob2o8bo4bo
bobo$31bo270b2o4bo2bobo7b3o6bo$309bobo9b3o$310b2o16bo$320b4o3bobo$320b
5o3bo$19bo301bob2o4b3o$17b2ob2o309bo$18bo2b2o$11bo7b3o$11bobo6bo6b2o
274b2o$11b3o13bobo274bo$29bo274bobo15b2o$29b2o274b2o15b2o3$2bo$2b3o$5b
o$4bobo$5bo5b2o9b2o$10b2o10bo294b2o$3bo8bo7bobo294bobo$2bobobo13b2o
282b2o13bo$2bo2b2o8b3o287bo2b2o7bobo$b2o11b4o287bobobo6bo6b2o$12b2obo
2bo287bo9bobo4bobo$12b2ob2obo297bo8bo$13bo4bo289bo6bo9b2o$13bo2bo290bo
bo$14b3o291bo$305b3o$305bo3$2b2o15b2o311b2o$bobo15b2o311bo$bo311b2o15b
obo$2o311b2o2b3o10b2o$316bo3bo$316b2o2bo$28bo290b2o$26b3o$25bo291b2o$
18bo5bobo290bobo$7b2o8b4o4bo291bo$8bo8b4o$8bobo16bo287b2o$9b2o13bobobo
286b2o14b2o$17b4o3b2o2bo286b2o10b2o2bo$18b3o7b2o282b2o13bobobo$19bo
291bobo16bo$311bo$310b2o14b3o$329bo$323bo4bo$324bo4b3o$331bo$22b3o297b
o$22b2o297b3o$22b2o3b2o274b2o15bo2b2o$10bo16bobo274bo$8b2ob2o16bo274bo
b2o11bo$29b2o274bo3bo2b2o$11bobo301b2ob2o$9bo3bo293bo2bobo$2bo6bo2b2o
294b2o4bo3bo$2b3o5b3o$5bo5bo302bo$4bobo306bo$5bo16b2o289bo$22bo$3bo16b
obo$2bobobo13b2o282b2o$2bo2b2o298bo2b2o$b2o302bobobo3b3o7b2o$306bo7bo
8bobo$314b3o8bo$308bo16b2o$307bobo$308bo$12b2o291b3o$10b2o293bo$10bo5b
2o$10bo7bo$2b2o7bo6bo313b2o$bobo9b2o3bo313bo$bo311b2o15bobo$2o311b2o
15b2o3$28bo$26b3o$25bo$24bobo$7b2o16bo$8bo8b3o297b3o$8bobo8bo7bo288bo
2bo$9b2o7bo5bobobo287bo2bo11b2o$24b2o2bo288b4o6b2o2bo$13b2o13b2o282b2o
5b2o6bobobo$13bob3o293bobo7bo8bo$13b2o2bo293bo8bo$14b3o293b2o8bo7bo$
15bo311bobo$328bo$329b3o$331bo3$10b2o15b2o274b2o$10b2o15bobo274bo13bo$
29bo274bobo10bob2obo$29b2o274b2o12b2obo$315b3o$314b2o3b2o$2bo312b2ob2o
$2b3o311bob3o$5bo313b2o$4bobo312b3o$5bo5bobo8b2o$10bo2bo8bo$3bo6bo2bo
6bobo295bo3bo$2bobobo2bo3bo6b2o282b2o13bo$2bo2b2o3bobo292bo2b2o$b2o8bo
293bobobo13b2o$306bo16bobo$325bo$307bo2bo14b2o$307bobo$308bo$305b3o$5b
obo297bo7b3o$5bob2o5b2o297bo2bo$6bo2b2o301bo3bo$2b2o308b4o16b2o$bobo
309bo18bo$bo18bo309bobo$2o16b4o308b2o$17bo3bo301b2o2bo$17bo2bo297b2o5b
2obo$18b3o7bo297bobo$26b3o$25bo$24bobo$7b2o14bo2bo$8bo$8bobo16bo$9b2o
13bobobo293bo8b2o$24b2o2bo292bobo3b2o2bo$14bo13b2o282b2o6bo3bo2bobobo$
11bo3bo295bobo6bo2bo6bo$311bo8bo2bo$310b2o8bobo5bo$12b3o312bobo$13b2o
313bo$13b3obo311b3o$14b2ob2o312bo$13b2o3b2o$16b3o$11bob2o12b2o274b2o$
11bob2obo10bobo274bo$15bo13bo274bobo15b2o$29b2o274b2o15b2o3$2bo$2b3o$
5bo$4bobo311bo$5bo7bo8b2o293b3o$13bo8bo293bo2b2o$3bo8bo7bobo293b3obo$
2bobobo6b2o5b2o282b2o13b2o$2bo2b2o6b4o288bo2b2o$b2o11bo2bo287bobobo5bo
7b2o$14bo2bo288bo7bo8bobo$14b3o297b3o8bo$308bo16b2o$307bobo$308bo$305b
3o$305bo3$2b2o15b2o311b2o$bobo15b2o311bo$bo313bo3b2o9bobo$2o313bo6bo7b
2o$315bo7bo$316b2o5bo$28bo293b2o$26b3o291b2o$25bo$24bobo$7b2o16bo$8bo
8b3o$8bobo8bo7bo$9b2o7b3o3bobobo302b2o$24b2o2bo298b2o2bo$28b2o282b2o
13bobobo$311bobo16bo$311bo$20bo289b2o16bo$20bo306bobo$19bo302bo5bo$
321b3o5b3o$15bo3bo4b2o294b2o2bo6bo$21bobo2bo293bo3bo$14b2ob2o301bobo$
20b2o2bo3bo274b2o$14bo11b2obo274bo16b2ob2o$29bo274bobo16bo$9b2o2bo15b
2o274b2o3b2o$10b3o297b2o$11bo297b3o$2bo$2b3o4bo$5bo4bo$4bo$5b3o14b2o$
22bo$3bo16bobo291bo$2bobobo13b2o282b2o7b3o$2bo2b2o10b2o286bo2b2o3b4o$b
2o14b2o286bobobo13b2o$17b2o287bo16bobo$313b4o8bo$16bo291bo4b4o8b2o$14b
obo290bobo5bo$15b2o291bo$305b3o$13b2o290bo$13bo2b2o$13bo3bo$2b2o10b3o
2b2o311b2o$bobo15b2o311bo$bo311b2o15bobo$2o311b2o15b2o3$28bo$26b3o$25b
o291b3o$24bobo290bo2bo$7b2o9bo6bo289bo4bo$8bo8bo297bob2ob2o$8bobo4bobo
9bo287bo2bob2o$9b2o6bo6bobobo287b4o11b2o$14bobo7b2o2bo287b3o8b2o2bo$
14bo13b2o282b2o13bobobo$14bobo294bobo7bo8bo$15b2o294bo10b2o$310b2o9b2o
5bo$327bobo$328bo$329b3o$331bo3$10b2o15b2o274b2o$10b2o15bobo274bo$29bo
274bobo13b3o$29b2o274b2o6bo6bobo$312b3o7bo$311b2o2bo$2bo309b2ob2o$2b3o
4b2obo301bo$5bo3b5o$4bobo3b4o$5bo16b2o$10b3o9bobo$3bo6b3o7bobo2bo4b2o
270bo$2bobobo4bo8b2obob3o2bo12bo49bo49bo49bo49bo49bo8b3o$2bo2b2o16bo4b
obo10b3o36bo10b3o36bo10b3o36bo10b3o36bo10b3o36bo10b3o11bo2b2o$b2o20b5o
bo10bo30b2o5b3o9bo30b2o5b3o9bo30b2o5b3o9bo30b2o5b3o9bo30b2o5b3o9bo13bo
2bobo13b2o$27bo12b2o30bo4bo12b2o30bo4bo12b2o30bo4bo12b2o30bo4bo13bo30b
o4bo12b2o11bob2o16bobo$23b2o3bo43bobo3bo43bobo3bo43bob2o2bo43bobo3bo9b
o2bo30bobo3bo24bobo19bo$23bobo3bo43bobo3bo43bobo3bo43bo5bo43bobo3bo7bo
35bobo3bo22b2obo2bo16b2o$24bo3b2o44bo3b2o8bo35bo3b2o44bo3b2o44bo3b2o7b
o2bo33bo3b2o21bo3bobobo3b3o$50bo37b3o9bo49bo24bo24bo37bo11bo49bo2b3ob
2o3bo2bo$12b2o24bo11b3o35b3o9b3o47b3o47b3o47b3o47b3o13bo$12b3o5b2obo
13b3o13bo49bo49bo14b2o33bo34bobo12bo49bo8b2o$15b3o2b2o2bo12bob2o11b2o
11b2o8b2o2b2o21b2o48b2o13b2ob2o30b2o11b2o11bo4b2o5bo11b2o11b2o35b2o8b
2o3bo4bo$16b2o6bo11bo2bo25b2o8b2o2b3o44b2o40bo2bo16bo26b2o9b3o6bobo27b
2o50bo3b2o$9b2o6b2o4b2o12b2o17b3o15b3o2b2o33b3o9bobo39bo2bo15b3o36bobo
10bo14b3o18bo39bo$4b2o2bo2bo10bo14bo16b2o19b2o2bo33bo12bo4b2o36b2o15b
2obo15b2o19bo12bo14b3o6b2o11b3o34b3o3b3o2bo$bo2bo4bobo7b2o33b2obob2o
52bo17bobo55bobo12bo2bo50b3o2bobo13bob2o30b2o6bobobo$obobo5bo43b4o2bo
70bob2o28bo17bo4b2o4bo11bo2bo29bobo20bo4bo11bo4bo30bo8bo2bo$bo2bob2o9b
o37bo4bo55bo13bob2o29bo16bo3b5ob2o11b5o31bobo17bo2bo2bo13b3o30bo10b2o$
4bo2bo9bo22b2o14b4o34b3o14bo4bo13b3o17b4o30b3obob2o8b2ob2o38bo18b3o33b
2o11b2o$5bo4bo5b2obo21bo8bobo3b2o34bo3b2o13bo42bo29bo17bo41bo52b3ob2o
8b2o$6b5o4bo3b2o18b3o8b2o40bobo2b2o13bo2bo24b2o8bo4bo25bo8b2o52b2o44b
2o6b2ob3o12b2o$14bobo10b2o22bo25b2o12bo5bo14b3o12b2o11b2o9b2obo9bo12b
2o48b2o14b2o3bo28b2o11b2o5b3ob2o12bo2bo2b2o$8bo5bo2bo10bo49bo13bo2b2o
31bo24bo10bo13bo49bo14bo3bo30bo18b2o16bobo4bo2bo$7bobo5b2o8b3o47b3o14b
o32b3o35bo11b3o47b3o47b3o38bo5bobobo$8bo16bo49bo49bo36b2o11bo49bo24bo
24bo43b2obo2bo$49bo3b2o44bo3b2o44bo3b2o9bo34bo3b2o45bo2b2o44bo3b2o14bo
2bo$48bobo3bo43bobo3bo43bobo3bo7b2o34bobo3bo43bobo3bo43bobo3bo11bo4bo$
47bobo3bo43bobo3bo43bobo3bo43bobo3bo43bobo3bo43bobo3bo12b5o$47bo4bo12b
2o30bo4bo12b2o30bo4bo12b2o30bo4bo12b2o30bo4bo12b2o30bo4bo$46b2o5b3o9bo
30b2o5b3o9bo30b2o5b3o9bo30b2o5b3o9bo30b2o5b3o9bo30b2o5b3o12bo$55bo10b
3o36bo10b3o36bo10b3o36bo10b3o36bo10b3o36bo11bobo$68bo49bo49bo49bo49bo
49bo!
#C [[ THUMBSIZE 2 THEME 6 GRID GRIDMAJOR 0 SUPPRESS THUMBLAUNCH ]]
#C [[ AUTOSTART ]]
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Pattern type
Oscillator
Number of cells
3004
Bounding box
334 × 334
Period
57
Mod
Unknown
Heat
1241.0
Volatility
Unknown
Strict volatility
Unknown
Discovered by
Dietrich Leithner
Year of discovery
1997
P57 Herschel loop 1 is a period 57 Herschel loop oscillator created by Dietrich Leithner on December 15, 1997 and was the first oscillator of that period to be found.
See also
External links