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Oscillator Discussion Thread

For discussion of specific patterns or specific families of patterns, both newly-discovered and well-known.

Re: Oscillator Discoveries Thread

Postby Scorbie » June 21st, 2017, 11:32 am

Trivial 2-cell optimization of Sokwe's p44 tl hassler
Edit: Way smaller and prettier imho
x = 40, y = 39, rule = B3/S23
8b2o7b2o$8bo2b2ob2o2bo$9b2obobob2o$10bo5bo$10bob3obo$11bo3bo$29b2o$5b
2o4bo3bo12bo2bo$5b2o4bo3bo12bobobo$29bob3o$3b6o3b3o16b3o$2bo6bo$2b2o3b
2o$6bo28bo$28b3o4bo$5b3o5b3o12bobo3b3o$5b3o5bobo12b3obo$2b2ob3o5b3o$2b
o2b3o$3bob3o25b5o$3o2b3o24bob3obo$o4b3o24bobobobo$31b2obobob2o$6bo16b
2o8bob2o2bo$2b2o3b2o6b6o2bobo7bo3bo$2bo6bo4bob5obo2bo6b2o3b2o$3b6o8b7o
b2o$13bobo8bo$5b2o6b2o6b2obo$5bo7bo7bobob2o$3bobo2b2o3bo6b2obobo$3b2o
3bo5bo3b2o2bo2bo$9b2ob2o3b3o2bobo$7bobo10bob2o$6bobo11bo$6bobob2o7b2o$
4b2o5bo$3bo2b5o$3b2o3bo!
Last edited by Scorbie on June 21st, 2017, 12:32 pm, edited 1 time in total.
Best wishes to you, Scorbie
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Re: Oscillator Discoveries Thread

Postby muzik » June 21st, 2017, 12:01 pm

Was away on a school trip for 3 days, decided to construct some really stupid and boring oscillators with the spare time I had.

p210:
x = 86, y = 91, rule = B3/S23
5b2o$5b2o5$5bo$5bo$4bobo$3b2ob2o$2bo5bo$5bo$2b2o3b2o3$3b4o41b2o$3bo2b
2o39bobo$4bob2o38b3o12bo$37b2o6b3o8b2o3b4o$5b2o30b2o7b3o8b2o3b4o$6bo
40bobo2b2obob2o3bo2bo5b2o$48b2o2b2obobo4b4o5b2o$54b2obo3b4o$2obob2o54b
o$o5bo5bo$bo3bo7bo$2b3o6b3o33bo$45b2o$46b2o4$20bo$18bobo$3b2o14b2o17bo
bo$3b2o33b2o$39bo3$27bo$28bo$26b3o5$54b2o$35bo17b3o$33bobo20bo$34b2o
19b2obo$55b3o4$46b3o$48bo16bo15b2o$47bo16b2o15b2o$64bobo4$39b2o$38bobo
41bo$40bo31b2o7b3o$71b2o8b3o$73bo$79b2o3b2o$22bo8b2o46b2o3b2o$20bobo6b
o2bo$13b2o4bobo7bo3bo2b2o$13b2o3bo2bo7bo2b2o2b3o40b2o$19bobo16b2obo5b
2o29bobo$20bobo4b3o8bo2bo5b2o28b2o$22bo15b2obo36b2o$36b3o39b2o$36b2o
43b3o5$77b2o3b2o2$78bo3bo$79b3o$79b3o5$79b2o$79b2o!


x = 31, y = 38, rule = B3/S23
12bo6bo$11b2o6b2o$10b3o6b3o5b2o$11b2o6b2o6b2o$12bo6bo2$4bo$3bobo$3bobo
5bo4bo$2obob2o3bo6bo$ob2o4bo2bo4bo$4b3obo$4bo14b2o$5b3o2b2o6b2o$8bo11b
o4b5o$5b2obobobo11bob3obo$5b2obobob3o10bo3bo$9b2o4bo10b3o$11b4o12bo$
11bo13b2o$12bo11bobo$11b2o11bobo$25bo3$22b2obob2o$22bo5bo$23bo3bo$24b
3o8$25b2o$25b2o!


p330:
x = 88, y = 90, rule = B3/S23
5b2o$5b2o5$4b3o$4b3o$3bo3bo2$2b2o3b2o5$2b3o43b2o$6b2o39b3o$6b2o36bob2o
15bo$7b2o28b2o5bo2bo8b3o4bobo$5bobo29b2o5bob2o16bobo$5b2o40b3o2b2o2bo
7bo2bo3b2o$48b2o2bo3bo7bobo4b2o$53bo2bo6bobo$2o3b2o46b2o8bo$2o3b2o$12b
o$2b3o8b2o$2b3o7b2o31bo$3bo41bobo$45b2o4$19bobo$3b2o15b2o16bo$3b2o15bo
16bo$37b3o4$28b3o$27bob2o$29bo$30b3o$30b2o4$34bobo$35b2o$35bo$50b3o$
52bo12bo$51bo12b2o$64bobo16b2o$83b2o3$43b2o$42bobo38b3o$44bo27b2o9b3o$
71b2o9bo3bo$73bo7bo5bo$82bo3bo$83b3o2$24b2o9b3o$16bo7bo2bo9bo42bo$15bo
3b2o7bo7bo5bo36b2o$15bo5bo6bo12b4o34bobo$16b5o7bo11b2obobo3b2o$24bo2bo
11b3obo2bo2b2o$24b2o14b2obobo$41b4o$42bo2$82bo$81b3o$80b5o$79bobobobo$
79b2o3b2o3$82bo$81bobo$81bobo$82bo$81b2o$81b2o$81b2o!


Two p30 phi generators hassling a block:
x = 54, y = 44, rule = B3/S23
29b2o$28b3o$18b2o5bob2o15bo$18b2o5bo2bo8b3o4bobo$25bob2o16bobo4b2o$28b
3o2b2o2bo7bo2bo3b2o$29b2o2bo3bo7bobo$18bo15bo2bo6bobo$18bo15b2o8bo2$
18bo$17bobo$26bo$17b3o6bobo$26b2o2$17b3o2$17bobo$18bo2$18bo6b2o8bo$18b
o6b2o8bo2$28bo6bo$27b3o4bobo$26bobobo$26bobobo3b3o$27b3o$28bo$34b3o2$
34bobo$22b2o11bo$23b2o$12bo9bo12bo$12bobo20bo$13bobo9b2o5bo$2o11bo2bo
7b3o3bo3bo$2o11bobo5bob2o5bo$12bobo6bo2bo4bo5bo$12bo8bob2o9b2o$24b3o$
25b2o!
waiting for apgsearch to support one-dimensional rules
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Re: Oscillator Discoveries Thread

Postby mniemiec » June 21st, 2017, 4:31 pm

Kazyan wrote:Is there a list anywhere of these small objects that still need syntheses?

Here is my current list of small unbuildables:
Row 1: 6 spaceships up to 32 bits,
Rows 2-4: 49 pseudo-still-lifes up to 20 bits,
Rows 5-8: 65 P2 oscillators up to 18 bits,
Row 8: 3 P3 oscillators up to 21 bits,
Row 8: 7 non-trivial P3 pseudo-oscillators up to 26 bits,
Row 9: 7 P4 oscillators up to 25 bits (not counting 60 24-bit and 263 25-bit trivial molds built on as-yet-unsynthesized 19+20-bit still-lifes),
Row 9: 1 non-trivial P4 pseudo-oscillator up to 26 bits,
Row 10: 15 P5 oscillators up to 25 bits (all Elkies's P5s),
Rows 11-12: 23 P7 oscillators up to 29 bits,
Row 12: 14 P8 oscillators up to 32 bits,
Rows 13: 13 P14 oscillators up to 30 bits,
Row 13: 1 P20 pseudo-oscillator up to 30 bits.
(There are no unknown still-lifes up to 18 bits, non-trivial P2 pseudo-oscillators up to 21 bits, or P6 oscillators up to 26 bits, that I know of.)
x = 297, y = 171, rule = B3/S23
7b3o16boo22b3o22b3o6b3o18bo26bo$7bo17boo23bobbo4b3o14bobbo5bobbo13b3ob
3o22b4o$8bo18bo22bo6bobbo14bo8bo15bo6boo17booboo3bo3bo$10boo17bo4b3o
13bo3bo5bo14bo3bo4bo3bo12boo3bobbo3bo12boobbo5b4o$9boo18b3o4boo13bo4bo
3bo14bo3bobobbo3bo22b4o10bobbo7bo3bo$30b3obobo14bo3bo4bo14bo4bobobo26b
o3bo18bobbobo$8bo28bo12boboboo3bo16bo8bobo21bobbobo20bo$3o5bobbo18bobo
17bo6bo20booboo27bo$o7bo20boobo$bobb5obo19bo21boobo$3bo24boobo22bo$4b
oo25bo$29boo3$ooboobo8booboobo8booboboo8booboobo8booboobboo6boobooboo
8booboo10booboo9boo13booboo10booboobo8boo3boo9boobo11booboo10booboo10b
ooboo9bobooboo8boo13boo13boo$obooboo8booboboo8bobooboo8bobooboo9bobobb
obo7bobo3bo7bobobo10bobobobo8bobbooboo8bobobboo8boboboo8bo5bo8bobboo
12bobobo10bobobo8bobobo10boobobo10bo14bobbo10bo4boo$60bo3bobo8bo3bobo
8bo4b3o7bo6bo8bobo3bo7bo3bobo9bo15bobo10boo14bo5bo8bo4bo8bo4bo16bo7bo
5boo7bo3b3o10bobbobo$obooboo8booboboo9booboobo8booboobo7booboobbo7boob
oobobo7bo5bo8bo3b3o7boobbobo8booboobbo9bo13booboo15boo7bo4boo8bo5boo8b
o4bo14boo7b4obobo7boo5bo8boo4bo$ooboboo8bobooboo9booboboo8bobooboo13b
oo14boo8bobobo10bobo12boboboo12bobo10boboboo7bo3bo9boo5bo7bobobbo9bobo
4bo9bo4bo9boobo12bobo10bo4bo8bo5bo$91booboo10booboo11boo16boo10booboob
o8bobo10bobob3o9boo3bo9boobbo12bobobo8bobboo11bo3bo9bobobo10bobobo$
166booboo12boo15boo13boo10booboo9boo14booboo10booboo10booboo4$oobbo10b
oobboo9boobboo9boobo11boobobboo7booboo12booboo9boboo11boobbo10booboo9b
oboobo9boboobo9bobooboo8bobooboo8boobboo9booboo10booboo10booboo11boob
oo10booboo$o3b3o8bo3bo10bobobbo9boboo11boboo3bo7boobo14bobo10boobo10bo
bobb3o9bobobo8boobob3o7boobob3o7boobobo9boobobobo7bobbobo10bobo12boboo
10bo3bo12bobo12bobo$bo5bo8bo3bo11bobo16boo11b3o11bobboo9bo3bo15boo6bo
7bo7bo5bo15bo14bo12bo16bo8boo11bo3bo10bo6boo7bobo3boo7bo3bo9bo4bo$oo4b
o8boo4bo9bobb4o7boboo3bo8boobo13boobbo8bo5bo7boboo4bo7bo5bo7bo7bo13boo
10booboo13bo13boo10bobo9booboobbo7booboo3bo6booboo3bo6bo5bo8boo4bo$o4b
o9bo6bo8boo4bo7boobobbo10bo16bobo8bo7bo6boobbobbo9bo3bo8bobo3bobo9boo
bbo11bo12boo4bo8boobbo10bobb3o11bobobo10bobbo11bobbo7bobo4bo8bo5bo$bbo
bo12bob3o14bo11bobo11bobo13bobboo8b3ob3o10bobbo11bobo10boobbobo10bobob
o9bobo12bobb3o9bobobo10boo4bo10bobbo11bobo12bobo9bobobboo8bobobboo$boo
boo10boobo16boo10boo13boo13boo13bobo13boo11booboo14bo14bo10boo15boo14b
o16boo9boo15bo14bo12bo13bobo$273boo13bo3$booboo9boo13boo13booboo11boob
oo9bo14boo15boobo11boobo$bbobobbo8bo4boo7bobo3boo7bo3bo12bobo10b3o4boo
6bobo12bobbob3o7bobbob3o$bo4boo8boboobbo9bo3bo9bobo3bo8bo3b3o10bo4bo8b
o3boo7boo6bo6boo6bo$o16boboo11boo3bo7boob5o7bo7bo8bobb3o9boobbo15boo
10booboo$b3o32boo22boo5bo9boobo17bo9boobbo11bo$3b3o11boboo11boobbo13bo
15bo11bo13boo3boo9bobobo9bobo$6bo10boobbo10bobobo12bobo11bobo12bobo11b
obobo14bo10boo$5boo13boo13bo14bo12boo14boo14boo8$oo13boo4boo9bobo10boo
5boo6boo4bo8boo3b3o7boobboo9boobboo10bobb3o8boo13boo13boo13boo13boobb
3o8b3o12b3o12boo13boobb3o11bo11boo$obobb3o7bobo4bo9bobboo8bobo3bobo6bo
bobobboo6bo14bobbobo9bobobbo10bo13bo6boo6bobo12bobobb3o7bobobo10bo36b
oo6bobbobo9bo17boboboo6bobo$19bobo8bobboo29bo11boboobo9bo17bo10bobbobb
oo8bobo4bo12b3o25bobo9bobobboo8boboob3o7boboobobo8bobbobo8bobobboo8bo
6bo$obboobo8bobbo17boo7bobboobo10bo3bo27bo11bo33bobo9bobo10bobboobo10b
o5bo21bo14bo21bo29bo7bobboob3o$bo5bo8bo3b3o7boo14bo14bo13b3o3bobo6bobo
12bobbobo9bobobobbo8bobbo15bobo8bo14bo6bo8bobbobbo6boo3bobo7boo3bobbo
7boo4bo9bo3bo8boo14bo$bo4boo8bo19bo9bo3b3o8boob3o15boo6bobobboo8boo4bo
8boo3bo11bo3b3o7b3o4bo7bo4bobo7boobobobo9bo3bo15bo13bo11boo13bo16bobo
7bo3bobo$32bobo55bo3bo15boo13bo11bo19boo13boo12bo11bo3bo14boo13bo9boo
11boobbo12bobobboo14bo$34bo209bo12bo16bo17boo3$oo14boo13boo12boo4boo7b
oo6boo5boo5bo7boo3bobo8bo3bo9boo13boobboo10bo3bo9boo13boo13boo13boo13b
oo13boo13boo13boo13boo4bo$obo3bo9bobo12bobo11bobo4bo7bobo6bo5bo6bo7bo
4bo10bobobboo7bobobboo8bobobbo10bo3bobo7bobo12bobo12bobo5bo6bobo5bo6bo
bo5boo5bobo5boo5bo7boo5bobo4bo7bo5bo$6bo28bo13bobo14bobo7bobobobbo7bob
o4boo6bobo15bobo12bo10bobbo19boo11b3o14bo10bobobo15bo14bo6bobo3bobo12b
o8bobobobbo$bbobobbo8bobboo10bo3bo11bo14bobo32bo12bo11bo13bo21boo7bobo
4bo7bobo12bobobobbo7bo3bobo8bobobobo8bobobobo23boboobbo$21bo14bo13bo
14bobbo7bobbobobo7bo3bo11bo17bo9bobbobo10boo18bobo11bobo67b3oboobo25bo
3boo$b3obobo7boo13boo14bobobbo9b3o3bo9bo6bo5bobbobo13bobo9bobo11boo21b
o8bobbo10b3o13bobbobobo7bobobbo9bobbob3o6b3obobbo22b3obbobo$8bo12bobo
12bobo7boobboo15bo9bo5boo5boo13boobbobo9boobbobo12bobo7b3obobo11bo3b3o
12bobo8bo4boo7boobbo11bo18bo13b3o15bo8b3ob3o$7boo8bobobboo8bobobboo68b
o3bo14boo13boo13bo11bo19boo8bo17bo11bo18bo30boo$19bo14bo$$oo4bo8boo4bo
8boo3bo10bo3bo9boo14boo12boo4bo10boo12bo14boo12boo13boo13boo13boo13boo
13boo3bo9boo3bo9boo3bo11bobo12bobo$o5bo8bobo3bo8bo4bobo8bo3bobo7bobo
13bobo11bo5bo11bo12bo14bobo11bobo12bobo12bobo12bobo12bobo3bo8bo4bo9bo
4bobo7bo4bobo11bo14bo$boboobbo11bobbo8bobo11bobbo15bobo13bo10bobobobbo
8bo3bo8bobbo16bobo73bo9bobobbo9bobo12bobo11boo4bo8boo4bo$15bobbo19boo
13boo7bo3bo9bobbobo27bobobo14boo6bo3bo11bobo3boo7bobo3boo5bobboo3bo6bo
bboob3o8bobobbo30boo13boo7bo4boo8bo4boo$3obbobo8bo3bobo9bo13boo20bo12b
o11bo3boo6boo6bo6boboboobobo13boo14bo14bo6bo6bo7bo28b3obobo11bo14bo30b
o$16bo14bo6bo13bobbo6bobo4boo4boo35bobo5boo13boo5bo9bobboobo7b3oboobo
7bo3boobbo6bo3bobo8b3obobo26bo3bo10boobbo9boo4bo9bo4bo$7bobo12bobo6boo
bobo11bobo3bo7boobbo14bobo8bobobo9bo5bo13bobbo11bobo9bo77bobo10bo30bo
4boo8bo4boo$8boo13boo11bo13bo3bo11bobo8bobobboo8bobo13bobo17bo8bobo13b
o3b3o12b3o12bobo12bobo12bobo14bo11bobo12bobo13bo14bo$79bo12bo15bo19bo
10bo48boo13boo13boo13boo12boo13boo13bobo12bobo7$oo13boo15bobo13bo14bo
26boo5boo6boo13boo29b3o5b3o10b3o16bo19b3o5b3o9boo18boo9boo7boo$obo12bo
boboo13bo13bobo12bobo24bo5bobo6bo14bo34bobo12bo20bo23bobo12bobbo16bobb
o7bobbo5bobbo$4bo15bo9boo4bo9bo14bo5bo23boboobboo7bobo12bobo26bo4bobo
4bo7bo4bo15bo18bo4bobo4bo7bobobbo4b3o7bobobbo3bobbobo5bobobbo4b3o$bbo
bboo9bobbo12bo18boo14bo25bo21bo38bo3bo12bo19boo21bo3bobbobo7bo4bobo12b
o4bobo4bo7bo4bobo$17bo18boo7boo6bo6boo6bo29bobo6bobo3b3o6bobo26boo7boo
11boo3bo15bo4b3o9boo7bobbo12bobo4bo12bobo17bobo4bo$bbobobo10bobobo11b
oo58bobo3boo6bo4bo9bo4boo22bo9bo12bo3bo11bo4bobo13bo9boo9b3o4bo12b3o5b
3o9b3o4bobbobo$bboo34bo8bo6boo6bo6boo23bo14bobobo10bobobo22bo9bo12bo3b
o16bobo4bo8bo29boo38bobbo$6bobo12bobo10bo4boo7boo13boo43boobboo9boobbo
23bo9bo12bo3boo11b3o4bo12bo30bo39boo$9bo14bo11bo17bo14bo58b3o50bo18boo
40bo$8boo13boo11bobo11bobo12bobo62bo46bo4bo18bo40bo$52bo14bo114bo18bo$
178b3o20bo4$oo8boo4bo16boo10b3obobbobo12bo18boo24bo38boo7boo$obo4boobb
o3boboo12bobo3boo7bobobobobbo10bobo10boo6boboo4bo16b3o35bobbo5bobbo$b
3obo12boobboo6bo3bobobo16bo20boobo5bo7bobbo3boo13bo34bobobbobobbobo$3b
o3b3o6bobobobbo7bo3bo12bo16bobboobobo7bo3boobboboboboboobbo12bo36bo9bo
$7bo13boo25bobbobobobo7boo3bobbobobobboo8bo23bobbobboo30booboboboo$4bo
bo11bobbo11b4obbo9bobobbob3o12bo4bo21bobo16bobboo32bo3bo$6bo14boo17bo
58bo10boo3bobo$17bobo17bobo70bo3bobo$17boo17boo73bobbo$112bobo$113bo5$
bo3boo9bo14bo14bo13bo15bo3boo8boo3boo9bo3boo8boboo3boo7bo13boo3boo9bo
4bo9bo4bo8boo13boo3boo$obo3bo8bo4boo8bo4boo8bobo3boo7b3o3boo7bobo3bo8b
obo3bo8bobo3bo8boobbo3bo6bo4boo8bobo3bo8bo4bobo7bo4bobo7bobo3boo7bo4bo
$bobbo12bobobo10bobobo9bobo3bo10bo3bo8bobbo11bobbo11bobbo13bobbo10bobo
bo9bobbo12bobobo10bobobo9bobo3bo8b3obo$bboob4o7boboo11boboo12bobbo11bo
bbo11boob4o8boob4o8boob4o10boob4o5boboo12boob4o7boboo11boboo12bobbo12b
oboobo$3bobo3bo6bo3bo10bo3bobboo8boob4o8boob4o8bobobbo9bobo3bo8bobo3bo
10bobobbo5bo3bobboo8bobobbo7bo3bo10bo3bobboo8boob4o9bo3bo$bbo5boo6bob
ooboboo6boboobobbo9bobobbo9bobobbo7bo14bo5boo7bo5bobo8bo11boboobobbo7b
o13bobooboboo6boboobobbo9bobobbo10boobo$obb3o13boboobo9boboo10bo14bo
11bobb3o9bobb3o9bobb3o3bo7bobb3o11bobobo6bobb3o13boboobo9boboo10bo14bo
bobo$bo17bo14bo11bobb3o9bobb3o9bo14bo14bo16bo15bobbo8bo17bo14bo11bobb
3o11boo4bo$18boo13boo12bo14bo75boo28boo13boo12bo20bo7$3booboo10booboo
10booboo10booboo10booboo10booboo10booboo10booboo10booboo10booboo10boob
oo10bo14bo14bo14bo14bo14bo14booboo10booboo10booboo$bobbobo9bobbobobo7b
obbobobo10bobo9bobbobo9bobbobo9bobbobo9bobboboboboo4bobboboboboo4bobbo
bobo7bobbobobo8boboboo9boboboo9boboboo9boboboo9boboboo9boboboo8bobbobo
9bobbobo9bobbobobo$boobo3bo7boobo3bo7boobo3bo10bo3bo7boobo3bo7boobo3bo
7boobo3bobo5boobo3bobo5boobo3bobo5boobo3bobboo3boobo3bobboo4bobobo10bo
bobobo8bobobobo7bobbobo9bobbobobo7bobbobobo7boobo3bo7boobo3bo7boobo3bo
$4bobb4o8bobbooboo7bobbooboo4boobobb4o8bobb4o8bobb4o8bobb3obo7bobboobo
8bobboobo8bobboobobo6bobboobobo3boobo3bo7boobo3bo7boobo3bo7boobo3bo7b
oobo3bo7boobo3bo10bobb4o8bobb4o8bobbooboo$4bo6bo7bo4bobo7bo4bobo4boobo
6bo7bo6bo7bo6bo7bo6bo7bo4bo9bo4bo9bo4bo9bo4bo9bobb4o8bobbooboo7bobboob
oo7bobb4o8bobbooboo7bobbooboo7bo6bo7bo6bo7bo4bobo$5b6o9b4o11b4o11b6o9b
5obo8b5obo8b6o9b4o11b4o11b4o11b4o10bo6bo7bo4bobo7bo4bobo7bo6bo7bo4bobo
7bo4bobo8b6o9b6o9b4o$70bo14bo84b6o9b4o11b4o11b6o9b4o11b4o$7boo13boo11b
oo15boo13bobo12b3o12boo13boo11boo15boo11boo105boo13boo13boo$7boo13boo
11boo15boo13boo13bo14boo13boo11boo15boo11boo15boo13boo11boo15boo13boo
11boo15bobo11bobo13bobo$172boo13boo11boo15boo13boo11boo16bo13bo15bo5$
65bo29bo$bbooboo10booboo10booboo27bobo10booboo12bobo10booboo10booboo
10booboo10booboo10booboo10booboo10booboo10booboo10booboo11booboo8boo$o
bbobobo7bobbobobo7bobbobobo25bobobo10bobobo10bobobo10bobobo10bobobo10b
obobo10bobobo10bobobo10bobobo10bobobo10bobobo10bobobo11bobobo7boboboo$
oobo3bo7boobo3bo7boobo3bo25bobobo10bobobo10bobobo10bobobo10bobobo10bob
obo7bobbobobo10bobobo10bobobobbo7bobobo10bobobobbo7bobobobbo5bobbobobo
9bobobo$3bobbooboo7bobbooboo7bobbooboo19boobo3boboo4boobo3boboo4boobo
3boboo4boobo3boboo4boobo3boboo4boobo3boboo3bobobo3boboo4boobo3boboo4b
oobo3bobobo3boobo3boboo4boobo3bobobo3boobo3bobobo3bobobo3boboo6bobobo$
3bo4bobo7bo4bobo7bo4bobo19boobo3boboo4boobo3boboo4boobo3bobobo3boobo3b
oboo4boobo3boboo3bobobo3boboo4boobo3boboo4boobo3bobobo3boobo3boboo4boo
bo3bobobo3boobo3boboo4boobo3boboo5boobo3boboo3boobo3boboo$4b4o11b4o11b
4o25bo3bo10bo3bo10bo3bobbo7bo3bo10bo3bo7bobbo3bo10bo3bo10bo3bobbo7bo3b
o10bo3bobbo7bo3bo10bo3bo11bo3bo6boobo3boboo$63bobobo10bobobo10bobobo
10bobobo10bobobo10bobobo10bobobo10bobobo10bobobo10bobobo10bobobo10bobo
bo11bobobo9bo3bo$6boo11boo13boo28bobo12bobo12bobo12booboo8booboo12bobo
12bobo12bobo12bobo12booboo10booboo8booboo11booboo10bobobo$5bobo11bobo
11bobo29bo14bo14bo44bo14bo14bo14bo73bobo$6bo13bo13bo225bo6$3booboo10b
ooboo10bo14bo15booboo10booboo8boo13boo13boo13boo13boo13boo13boo29boo$b
obbobo12bobo10boboboo9boboboo12bobo12bobo8bobboboo10bo14bo14bo14bo14bo
14bo29bo4boo$boobo3bo10bo3bo8bobobo9bobbobo13bo3bo7bobbo3bo7bobobo9bo
14bo14bo14bo14bo14bo8boo22bo3bobbo$4bobb4o5boobobb4o5boobo3bo7boobo3bo
8boobobb4o4bobobobb4o4boobo3bo7b5o10b5o10b5o10b5o10b5o10b5o5bo22boo4b
oo$4bo6bo4boobo6bo7bobb4o8bobb4o5bobobo6bo4boobo6bo6bobb4o10bo14bo3boo
9bo3boo9bo3boo9boboo11bobo23bobbo$5b5obo8b5obo7bo6bo7bo6bo5bo3b5obo8b
5obo6bo6bo4boo3bo9boo3bo4bo4boo3bo4bo4boo3bo4bo4boo3bobo7boo3boboo21bo
8boo$10bo14bo9b5obo8b5obo14bo14bo8b5obo4bobboboboo6bobbobobo7bobbobobo
7bobbobobo7bobbobo4bo4bobbobo24boo6bobbo$7bo14bo17bo14bo12bo14bo16bo7b
oobobo9booboboo7b3oboboo7b3oboboo7b3obo3boo5b3obo30bobbobo$7boo13boo
13bo14bo15boo13boo12bo11bobo4bo7bobo13bo14bo14bo14bo35bo$37boo13boo43b
oo10bobo3boo7bobo12bo14bo14bo14bo32boboo$110bo14bo13boo13boo13boo13boo
32bo!
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Re: Oscillator Discoveries Thread

Postby muzik » June 23rd, 2017, 5:27 pm

Are there any known p62 oscillators that aren't glider loops or the like?

Also, how can the blocks be generated correctly in this p168-to-be?
x = 39, y = 28, rule = B3/S23
30b2o$30bo$28bobo$28b2o6bo$35bobo$34bo3bo$33bo3bo$32bo3bo$31bo3bo$32bo
bo$33bo2$9b2o$9b2o8b2o$19b2ob2o5b2o$22b3o4b2o$6b2o4b2o$11bo3b2o$5bo3bo
2b2obo$4bo4bo2b2o4bo$3bobobo5b2o4bo$2bobobo7bo3bo$o4bo10bo$o3bo$10b2o$
2b2o5bobo$9bo$8b2o!
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Re: Oscillator Discoveries Thread

Postby Bullet51 » June 23rd, 2017, 11:19 pm

muzik wrote:Are there any known p62 oscillators that aren't glider loops or the like?

Also, how can the blocks be generated correctly in this p168-to-be?
x = 39, y = 28, rule = B3/S23
30b2o$30bo$28bobo$28b2o6bo$35bobo$34bo3bo$33bo3bo$32bo3bo$31bo3bo$32bo
bo$33bo2$9b2o$9b2o8b2o$19b2ob2o5b2o$22b3o4b2o$6b2o4b2o$11bo3b2o$5bo3bo
2b2obo$4bo4bo2b2o4bo$3bobobo5b2o4bo$2bobobo7bo3bo$o4bo10bo$o3bo$10b2o$
2b2o5bobo$9bo$8b2o!



Possible block->2*block reaction, and its infinite wick form:

x = 13, y = 7, rule = B3/S23
3bo$2b3o$b5o$2o3b2o4b2o$b5o5b2o$2b3o$3bo!
#C [[ ZOOM 8 STOP 84 ]]


x = 306, y = 95, rule = B3/S23:T306,200+51
294b3o$293b4o$288b2o2bob2obo$276b3o9b2o2b2o3bo$275b4o14b2o3bo$270b2o2b
ob2obo14b4o$258b3o9b2o2b2o3bo$257b4o14b2o3bo13b4o$252b2o2bob2obo14b4o
13b2o3bo$240b3o9b2o2b2o3bo26b2o2b2o3bo$239b4o14b2o3bo13b4o8b2o2bob2obo
$234b2o2bob2obo14b4o13b2o3bo12b4o$222b3o9b2o2b2o3bo26b2o2b2o3bo14b3o$
221b4o14b2o3bo13b4o8b2o2bob2obo$216b2o2bob2obo14b4o13b2o3bo12b4o$204b
3o9b2o2b2o3bo26b2o2b2o3bo14b3o$203b4o14b2o3bo13b4o8b2o2bob2obo$198b2o
2bob2obo14b4o13b2o3bo12b4o$186b3o9b2o2b2o3bo26b2o2b2o3bo14b3o42b3o$
185b4o14b2o3bo13b4o8b2o2bob2obo58bo$180b2o2bob2obo14b4o13b2o3bo12b4o
52b2o4bo$168b3o9b2o2b2o3bo26b2o2b2o3bo14b3o42b3o7b2o4bo$167b4o14b2o3bo
13b4o8b2o2bob2obo58bo3bo12bo$162b2o2bob2obo14b4o13b2o3bo12b4o52b2o4bo
5bo12bo$150b3o9b2o2b2o3bo26b2o2b2o3bo14b3o42b3o7b2o4bo5bo13b3o$149b4o
14b2o3bo13b4o8b2o2bob2obo58bo3bo12bo5bo$144b2o2bob2obo14b4o13b2o3bo12b
4o52b2o4bo5bo12bo3bo$132b3o9b2o2b2o3bo26b2o2b2o3bo14b3o42b3o7b2o4bo5bo
13b3o$131b4o14b2o3bo13b4o8b2o2bob2obo58bo3bo12bo5bo$126b2o2bob2obo14b
4o13b2o3bo12b4o52b2o4bo5bo12bo3bo$114b3o9b2o2b2o3bo26b2o2b2o3bo14b3o
42b3o7b2o4bo5bo13b3o$113b4o14b2o3bo13b4o8b2o2bob2obo58bo3bo12bo5bo$
108b2o2bob2obo14b4o13b2o3bo12b4o52b2o4bo5bo12bo3bo$96b3o9b2o2b2o3bo26b
2o2b2o3bo14b3o42b3o7b2o4bo5bo13b3o$95b4o14b2o3bo13b4o8b2o2bob2obo58bo
3bo12bo5bo61b3o$90b2o2bob2obo14b4o13b2o3bo12b4o52b2o4bo5bo12bo3bo62b4o
$78b3o9b2o2b2o3bo26b2o2b2o3bo14b3o42b3o7b2o4bo5bo13b3o62bob2obo2b2o$
77b4o14b2o3bo13b4o8b2o2bob2obo58bo3bo12bo5bo61b3o14bo3b2o2b2o$72b2o2bo
b2obo14b4o13b2o3bo12b4o52b2o4bo5bo12bo3bo62b4o12bo3b2o$60b3o9b2o2b2o3b
o26b2o2b2o3bo14b3o42b3o7b2o4bo5bo13b3o62bob2obo2b2o8b4o$59b4o14b2o3bo
13b4o8b2o2bob2obo58bo3bo12bo5bo61b3o14bo3b2o2b2o$54b2o2bob2obo14b4o13b
2o3bo12b4o52b2o4bo5bo12bo3bo62b4o12bo3b2o13b4o$42b3o9b2o2b2o3bo26b2o2b
2o3bo14b3o42b3o7b2o4bo5bo13b3o62bob2obo2b2o8b4o13bo3b2o$41b4o14b2o3bo
13b4o8b2o2bob2obo58bo3bo12bo5bo61b3o14bo3b2o2b2o26bo3b2o2b2o$36b2o2bob
2obo14b4o13b2o3bo12b4o52b2o4bo5bo12bo3bo62b4o12bo3b2o13b4o14bob2obo2b
2o$24b3o9b2o2b2o3bo26b2o2b2o3bo14b3o42b3o7b2o4bo5bo13b3o62bob2obo2b2o
8b4o13bo3b2o14b4o$23b4o14b2o3bo13b4o8b2o2bob2obo58bo3bo12bo5bo61b3o14b
o3b2o2b2o26bo3b2o2b2o9b3o$18b2o2bob2obo14b4o13b2o3bo12b4o52b2o4bo5bo
12bo3bo62b4o12bo3b2o13b4o14bob2obo2b2o$6b3o9b2o2b2o3bo26b2o2b2o3bo14b
3o42b3o7b2o4bo5bo13b3o62bob2obo2b2o8b4o13bo3b2o14b4o$5b4o14b2o3bo13b4o
8b2o2bob2obo58bo3bo12bo5bo61b3o14bo3b2o2b2o26bo3b2o2b2o9b3o$2o2bob2obo
14b4o13b2o3bo12b4o52b2o4bo5bo12bo3bo62b4o12bo3b2o13b4o14bob2obo2b2o$2o
2b2o3bo26b2o2b2o3bo14b3o42b3o7b2o4bo5bo13b3o62bob2obo2b2o8b4o13bo3b2o
14b4o$5b2o3bo13b4o8b2o2bob2obo58bo3bo12bo5bo61b3o14bo3b2o2b2o26bo3b2o
2b2o9b3o$6b4o13b2o3bo12b4o52b2o4bo5bo12bo3bo62b4o12bo3b2o13b4o14bob2ob
o2b2o$18b2o2b2o3bo14b3o42b3o7b2o4bo5bo13b3o62bob2obo2b2o8b4o13bo3b2o
14b4o$6b4o8b2o2bob2obo58bo3bo12bo5bo61b3o14bo3b2o2b2o26bo3b2o2b2o9b3o$
5b2o3bo12b4o52b2o4bo5bo12bo3bo62b4o12bo3b2o13b4o14bob2obo2b2o$2o2b2o3b
o14b3o42b3o7b2o4bo5bo13b3o62bob2obo2b2o8b4o13bo3b2o14b4o$2o2bob2obo58b
o3bo12bo5bo61b3o14bo3b2o2b2o26bo3b2o2b2o9b3o$5b4o52b2o4bo5bo12bo3bo62b
4o12bo3b2o13b4o14bob2obo2b2o$6b3o42b3o7b2o4bo5bo13b3o62bob2obo2b2o8b4o
13bo3b2o14b4o$50bo3bo12bo5bo61b3o14bo3b2o2b2o26bo3b2o2b2o9b3o$43b2o4bo
5bo12bo3bo62b4o12bo3b2o13b4o14bob2obo2b2o$33b3o7b2o4bo5bo13b3o62bob2ob
o2b2o8b4o13bo3b2o14b4o$32bo3bo12bo5bo61b3o14bo3b2o2b2o26bo3b2o2b2o9b3o
$25b2o4bo5bo12bo3bo62b4o12bo3b2o13b4o14bob2obo2b2o$15b3o7b2o4bo5bo13b
3o62bob2obo2b2o8b4o13bo3b2o14b4o$14bo3bo12bo5bo61b3o14bo3b2o2b2o26bo3b
2o2b2o9b3o$7b2o4bo5bo12bo3bo62b4o12bo3b2o13b4o14bob2obo2b2o$7b2o4bo5bo
13b3o62bob2obo2b2o8b4o13bo3b2o14b4o$o12bo5bo61b3o14bo3b2o2b2o26bo3b2o
2b2o9b3o$bo12bo3bo62b4o12bo3b2o13b4o14bob2obo2b2o$bo13b3o62bob2obo2b2o
8b4o13bo3b2o14b4o$bo61b3o14bo3b2o2b2o26bo3b2o2b2o9b3o$o62b4o12bo3b2o
13b4o14bob2obo2b2o$62bob2obo2b2o8b4o13bo3b2o14b4o$45b3o14bo3b2o2b2o26b
o3b2o2b2o9b3o$45b4o12bo3b2o13b4o14bob2obo2b2o$44bob2obo2b2o8b4o13bo3b
2o14b4o$27b3o14bo3b2o2b2o26bo3b2o2b2o9b3o$27b4o12bo3b2o13b4o14bob2obo
2b2o$26bob2obo2b2o8b4o13bo3b2o14b4o$9b3o14bo3b2o2b2o26bo3b2o2b2o9b3o$
9b4o12bo3b2o13b4o14bob2obo2b2o$8bob2obo2b2o8b4o13bo3b2o14b4o$8bo3b2o2b
2o26bo3b2o2b2o9b3o$7bo3b2o13b4o14bob2obo2b2o$8b4o13bo3b2o14b4o$26bo3b
2o2b2o9b3o$8b4o14bob2obo2b2o$7bo3b2o14b4o$8bo3b2o2b2o9b3o$8bob2obo2b2o
$9b4o$9b3o!
Still drifting.
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Re: Oscillator Discoveries Thread

Postby muzik » June 24th, 2017, 7:12 am

Definitely interesting, but how would one terminate the wick?


Also, are any oscillators of the following periods known, exclusing glider loops?:

- p62
- p67
- p68
- p69
- p71
- p73
- p74
- p76
- p79
- p82
- p83
- p85
- p86
- p87
- p89
- p91
- p94
- p95
- p97
- p98
- p99
- p81
waiting for apgsearch to support one-dimensional rules
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Re: Oscillator Discoveries Thread

Postby Sokwe » June 24th, 2017, 8:14 am

muzik wrote:Also, are any oscillators of the following periods known, exclusing glider loops?

The first thing you should do before asking this question is to check jslife. You would have at least found a period-62 oscillator. Other than jslife, you should check my jslife-osc supplementary collection and anywhere earlier in this thread. Obviously there are also Herschel loops that work at all of those periods.

I would advise against adding wiki pattern pages for small oscillators with periods above 60. The smallest examples are almost all boring: either glider loops or LCM spark interactions.
-Matthias Merzenich
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Re: Oscillator Discoveries Thread

Postby muzik » June 24th, 2017, 8:43 am

Sokwe wrote:I would advise against adding wiki pattern pages for small oscillators with periods above 60. The smallest examples are almost all boring: either glider loops or LCM spark interactions.

Hence why we have such pages redirecting to a central glider loop page, and maybe a similar approach could be used for certain conduits.
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Re: Oscillator Discoveries Thread

Postby muzik » June 24th, 2017, 12:31 pm

Variant of caterer on fig8 which is superior to the one on LifeWiki in terms of bounding box across all generations:

x = 8, y = 15, rule = B3/S23
b2o$3bo$o$o3bo$o3b4o$2bo4$2b2o$2b2obo$6bo$3bo$4bob2o$6b2o!
waiting for apgsearch to support one-dimensional rules
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Re: Oscillator Discoveries Thread

Postby Extrementhusiast » June 24th, 2017, 3:28 pm

mniemiec wrote:
Kazyan wrote:Is there a list anywhere of these small objects that still need syntheses?

Here is my current list of small unbuildables:
Row 1: 6 spaceships up to 32 bits,
Rows 2-4: 49 pseudo-still-lifes up to 20 bits,
Rows 5-8: 65 P2 oscillators up to 18 bits,
Row 8: 3 P3 oscillators up to 21 bits,
Row 8: 7 non-trivial P3 pseudo-oscillators up to 26 bits,
Row 9: 7 P4 oscillators up to 25 bits (not counting 60 24-bit and 263 25-bit trivial molds built on as-yet-unsynthesized 19+20-bit still-lifes),
Row 9: 1 non-trivial P4 pseudo-oscillator up to 26 bits,
Row 10: 15 P5 oscillators up to 25 bits (all Elkies's P5s),
Rows 11-12: 23 P7 oscillators up to 29 bits,
Row 12: 14 P8 oscillators up to 32 bits,
Rows 13: 13 P14 oscillators up to 30 bits,
Row 13: 1 P20 pseudo-oscillator up to 30 bits.
(There are no unknown still-lifes up to 18 bits, non-trivial P2 pseudo-oscillators up to 21 bits, or P6 oscillators up to 26 bits, that I know of.)
(RLE)

I had previously posted this, which solves two of them:
x = 27, y = 26, rule = B3/S23
25bo$24bo$24b3o$9bo$10bo$8b3o$12bo$12bobo$12b2o$9bo6bo$10bo4bo$8b3o4b
3o2$19b3o$2b2o2b2o11bo$2bo3bo2b2o9bo$3bo3b2obo5b2o$3o12b2o$o4bo11bo$4b
obo$4bobo6b2o$5bo8b2o$13bo$4bo$4b2o$3bobo!

I think this one is new:
x = 346, y = 37, rule = B3/S23
296bobo$297b2o$297bo2$161bobo$161b2o22bo6bo$78bo83bo20bobo6bobo110bo$
78bobo75bo27b2o6b2o109bobo10bo$78b2o77bo43bo102b2o8b2o9bo$76bo78b3o41b
2o16bobo95b2o8bobo$74bobo82bobo28bo9b2o11bo3b2o81bobo22b2o$75b2o82b2o
28bobo22b2o2bo18bo63b2o$60bo39bo59bo23b2o3bobo4b2o15b2o23bo62bo17bo$
60bobo14bo18bo3bobo48bo31bobo4bo5bobo37b3o5bo25bo38bo9bobo$7bo49bo2b2o
15b2o18bo2b2o50bo25bobo4bo10bo23b2o21bobo23bobo36bobo8b2o$7bobo48bo17b
obo16b3o52b3o26b2o31bo6bobo12b2o7bobo23bobo24b2o10bobo13bo15bobo$7b2o
47b3o22bo21bob2o17bo4b2obob2o10b3o6b2obob2o17bo8b2ob2o17bobo6bo2b2o9bo
bo4b2obo2b2o13bo5bobo2b2o23b2o7bobo2b2o10b2o15bo2b2o$61b3o16bobo15b2o
3b2o2bo14bobo3bobob2o2bo11bo7bob2o2bo18bo5bob2o2bo17b2o4b2ob2o2bo10bo
4bobob2o2bo13bo3bobob2o2bo21bo4bo3bobob2o2bo9bobo12bo2b2o$4bo56bo19b2o
14bobo6b2o15b2o4bo5b2o10bo8bo4b2o12bo5b2o4bo4b2o22bobo4b2o17bo4b2o11b
3o3bobo4b2o25bobo2bobo4b2o5bo24b2o$5b2o6bobo46bo36bo19b3o33b2o18b2o3bo
bo3b2o28bobo22b2o24b2o31bobo3b2o10bo19b2o$4b2o7b2o18b2o8bo14b2o21b2o
23b2o13bo4bo8b2o24b2o11bobo15b2o23bo5b2o22b2o8b3o13b2o18b2o6bo10b2o4b
3o23bo$14bo15b2o2bo7bo12b2o2bo18b2o2bo20b2o2bo12bo5b2o4b2o2bo21b2o2bo
26b2o2bo26b2o2bo19b2o2bo10bo10b2o2bo19b2o13b2o2bo26bobo$30b2obo8b3o10b
2obo19b2obo21b2obo18bobo4b2obo22b2obo27b2obo17b3o7b2obo20b2obo10bo11b
2obo19bo15b2obo9b3o17bo$7bo5b3o17b2o23b2o21b2o23b2o27b2o24b2o29b2o18bo
10b2o22b2o24b2o6bo15b2o13b2o8bo$2o5b2o4bo19bo2bo21bo22bo24bo28bo25bo
30bo18bo11bo23bo25bo6bo15bobo13bo10bo$b2o3bobo5bo20b2o23bo22bo24bo28bo
25bo30bo30bo23bo25bo4b3o15bo15bo$o58b2o21b2o23b2o27b2o24b2o29b2o29b2o
22b2o24b2o27bo9b2o2b2o$303b2o12bobo$283bobo16bobo13bo4b2o$283b2o37b2o$
284bo39bo$35b2o$26b2o6b2o5b3o241b3o34bo$27b2o7bo4bo243bo36b2o$26bo3b3o
9bo243bo34bobo$30bo$31bo!
I Like My Heisenburps! (and others)
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Re: Oscillator Discoveries Thread

Postby mniemiec » June 25th, 2017, 6:12 am

Extrementhusiast wrote:I had previously posted this, which solves two of them: ...

Yes, thanks! I had added this when you first posted them. (There used to be 5 unsynthesized ones, and this reduced them to 3. Two of my remaining 3 are similar to these, but different.
Here are the fully-instantiated versions:
x = 251, y = 80, rule = B3/S23
obo$boo$bo3$25boo18boo18boo18boo18boo18boo18boo28boo13bo14boo18boo18b
oo$26bo19bo19bo19bo19bo19bo19bo29bo13bobo13bo19bo19bo$7bo18boboo16bob
oo16boboo16boboo16boboo16boboo16boboo26boboo10boo14boboo16boboo16boboo
$6bo20bobo17bobo17bobo17bobo17bobo17bobo17bobo27bobo27bobo17bobo17bobo
$6b3o63boo18boo18boo18boo18boo28boo$53boo16bobbo16bobbo16bobbo16bobbo
16bobbo8bobo3bobo9bobbo22bobo17bobo17bobo$8bo44bobo16boo18boo13boo3boo
13boo3boo13boo3boo10boo4boo5boo3boo23bo19bo19bo$7boo44bo53bobo17bobo
17bobo14bo5bo6bobo26bobboo15bobboo15bobboo$7bobo40boo33boo21bo19bo9bo
10bo29bo26bo19bo19bo$boo46bobo32bobo50bo10bo29bo8bo20bo19bo19bo$bboo
47bo34bo43boo5b3o8boo28boo6bo19bobo17bobo17bobo$bo87boo40boo53b3o17boo
18boo18boo$90boo38bo3b3o$89bo3boo39bo$93bobo39bo$93bo72boo35boo18boo$
167boo34boo18boo$166bo$170bo50boo$170boo10b3o35bobo$169bobo10bo39bo$
183bo$180bo$179boo$179bobo21$obo$boo$bo3$25boo18boo18boo18boo7bobo18b
oo19bo8boo28boo18boo18boo$26bo19bo19bo19bo8boo19bo17bobo9bo29bo19bo19b
o$7bo18boboo16boboo16boboo16boboo5bo20boboo15boo9boboo26boboo16boboo
16boboo$6bo20bobo17bobo17bobo17bobo27bobo27bobo27bobo17bobo17bobo$6b3o
54boo18boo9b3o16boo28boo$42boo18bobbo16bobbo10bo15bobbo26bobbo9bobo3bo
bo13bobo17bobo17bobo$8bo32bobo19boo18boo10bo17boo3boo23boo3boo5boo4boo
16bo19bo19bo$7boo34bo73bobo27bobo6bo5bo13boobbo15boobbo15boobbo$7bobo
35boo70bo29bo32bo19bo19bo$boo42bobo70bo20bo8bo29bo19bo19bo$bboo41bo71b
oo21bo6boo29bobo17bobo17bobo$bo136b3o38boo18boo18boo$88boo$87bobo$89bo
$159boo21boo18boo$158boo22boo18boo$160bo$95boo59bo47boo$94boo46b3o10b
oo47bobo$96bo47bo10bobo46bo$143bo$146bo$146boo$145bobo!

Extrementhusiast wrote:I think this one is new: ...

Yes, it is! I had a look at this yesterday, but had no idea how to create the top part facing the way it does. The more of these I see, the more they look like sufficiently advanced technology, and less like black magic. (Much of it is still beyond my capabilities, but at least I'm starting to be able to see how you're able to see the sculpture within the rock.)
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Re: Oscillator Discoveries Thread

Postby muzik » June 25th, 2017, 8:56 am

Does anyone have the RLE for P132 pi-heptomino hassler? The wiki doesn't seem it have an article on it yet.

EDIT: is this the one?
x = 42, y = 44, rule = B3/S23
20b2o10b2o$19bo2bo8bo2bo$19b3o2b6o2b3o$22b2o6b2o$21bo10bo$21b2obo4bob
2o$4bo21b2o$4b3o$7bo$6b2o23b2o$31b2o6$26bo$2b2o21b3o12b2o$bobo20bo3bo
11b2o$bo22b2ob2o$2o3$2o$bo22b2ob2o$bobo20bo3bo11b2o$2b2o21b3o12b2o$26b
o6$31b2o$6b2o23b2o$7bo$4b3o$4bo21b2o$21b2obo4bob2o$21bo10bo$22b2o6b2o$
19b3o2b6o2b3o$19bo2bo8bo2bo$20b2o10b2o!
waiting for apgsearch to support one-dimensional rules
muzik
 
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Location: Scotland

Re: Oscillator Discoveries Thread

Postby Sokwe » June 25th, 2017, 1:42 pm

muzik wrote:Does anyone have the RLE for P132 pi-heptomino hassler? The wiki doesn't seem it have an article on it yet.

It is in Dean Hickerson's stamp collection (DRH-oscillators.rle in Golly). This pattern should be incorporated into the gallery of p44 pi-heptomino hassler in the same way that the p88 pi-heptomino hassler is.
-Matthias Merzenich
Sokwe
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Re: Oscillator Discoveries Thread

Postby Gamedziner » June 25th, 2017, 1:45 pm

muzik wrote:Does anyone have the RLE for P132 pi-heptomino hassler? The wiki doesn't seem it have an article on it yet.

EDIT: is this the one?
x = 42, y = 44, rule = B3/S23
20b2o10b2o$19bo2bo8bo2bo$19b3o2b6o2b3o$22b2o6b2o$21bo10bo$21b2obo4bob
2o$4bo21b2o$4b3o$7bo$6b2o23b2o$31b2o6$26bo$2b2o21b3o12b2o$bobo20bo3bo
11b2o$bo22b2ob2o$2o3$2o$bo22b2ob2o$bobo20bo3bo11b2o$2b2o21b3o12b2o$26b
o6$31b2o$6b2o23b2o$7bo$4b3o$4bo21b2o$21b2obo4bob2o$21bo10bo$22b2o6b2o$
19b3o2b6o2b3o$19bo2bo8bo2bo$20b2o10b2o!

I wonder if that could be used to make a p132 gun.
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Re: Oscillator Discoveries Thread

Postby muzik » June 25th, 2017, 1:57 pm

Well anyways, here's a stupid stamp collection I've made for oscillators of every period from 1-144 plus 156, based off of the Oscillator page on the lifewiki. Any known ways to fill in the gaps without using glider loops, and any periods that aren't known at all besides such loops?

x = 2331, y = 642, rule = B3/S23
2o201bo97b2o97b2o202b2o195b2o104b2o99b2o91bo104b2o93bo5bo292b2o100b2o
99bo99b2o98b2o5b2o191bo$2o98b3o98bo3b4o91bo2bo96bo102b2o99b2o196bo104b
o2bo97bo92b3o7b2o93b2o92bobo3bobo199b2o91bo100b2o96bobo99bo2bo94b2o2bo
7bo187bobo$201bo3bo94bobo2bo96bo102bob2o193b2o98bob2o97bo4bo3bo96bo94b
o6bo188bo2bobo2bo199bobo90bobo9b2o87b2o97b3o97bobobo95bobo5bo90b2o99b
3o102b2o6bo$201bo99bo100bobo96bo2bo2b2o95b4o94b2obo95b2obobo97b2o3bob
2o95b2o93b2o4bobo190bo3bo97bo98bo4bob2o90bobo8bo88bo13bo2bo82bobo96bo
2bo96bob2o4bo3bo87bo100bobo99bob2o4bo3b4o$204bo97b2obo195bobo96b2obo4b
o97bo100bo301b2o96bobo5bo86b2ob2o97bo97b2o5bo101bobo87bobo12bo84bo98bo
99b2o7bo3b4o84bobo13b3o81bo101bo8bo3bo$202b2o100bo99bobo95bo97b2obo3bo
bo93bo101b3o92b2obo3b2o197bo100bo3bo3bo187bobo95bo2bo106b2o89bobob3o6b
o4bo180bobo98b2o7bo90b2o3bo8bo3bo185bo5bo$603bobo2bo95bob2o92b2o6b2o
90bo3bo4bo194b2obo92b2o5bo4b2obo188bo96b3o101b2o96bob4o5bobo2b2o281bo
2bo100bob2o6bo4bo180b2obo9bo$406bobo93b2o99bob3o98b2o92bo2bob2obo93bo
2bo99bo194b2o2b3o5bo191bo200b2ob2o94bo7b2obo188b2o97b3o99bo4bo6b2obo
181b2o9b2o$502b2o100bo197b2obo2bo95b2o99b2o95bo3bo2bo99b2o193bo106b3o
94b2o292bo4bo98b2o98bo3bo8bo3b2o$408b2o195bo200b2o192b2obobob3o91bob2o
4bo94bo3bo195bo105bo2bo88b2o104bo193bo4bo95b2obo3bob2o93b3o13bobo$411b
o192b2o394bob2obobobo91bo6bo99bo194bobo99bo5b2o88bobo103bo4bo2bo186bo
4bo95b2obobob2obo111bo$410b2o594bo2b3o88b2o7b3o93bo198bo98b2obo4bo89bo
8bobo95bo5b2o187bo2bo100b2o116b2o$1007b2o3bo98bo94b2o196bo99bobo93b2o
9bobo287bobo2bobo100b4o$1009b3o194bo298b2o106bo94b2o191b2o4b2o100bo2bo
$1009bo603b2o93b2o$1204b3o85$4b2o4b2o9b2o192b2o87bo6b2o99bo$4bobo2bobo
9b2o88b2o102b2o85b2obo5bo100b3o$6bo2bo96b2o4bo188bo10bo102bo$5bo4bo93b
3o3bobob2o184bobo2bo5b2o101b2o$5b2o2b2o90bobo4bob2obobo184bo2bo6bo$7b
2o21b2o69b2ob4obo3bo187b2o8b2o113bo$30bo73bo4bo3bo99b2o95bo2bo106bo4bo
bo$2o26bobo73bob2obobob3o98b2o89bob5o2bo96b2o6b2o5bo$bo26b2o73b2o2bobo
b2o3bo93bo4bo87b3obo4b2o97b2o7bo$bobo18b3o80bo2b2o4b2o94bo3bo87bo4bobo
bo$2b2o16b2ob2o76b3o2b3o2b3o96b2o7b3o81b4o4bo197bo200b2o83bo107b2o115b
2o78b2o109b2o11b2o77bo299bo97bo2bo122b2o75bo4b2o290bo7bo$9bo12bo77bobo
3bobo2b2o106bo87b4o96b2o98bobo200bo84bo108bo106bo7bobo79bo109b2o11b2o
74bobo107b3o4b2o181bobo101bo122bobo72b2obo3bo207b2o81bobo5bobo95bo3b2o
$7b2ob2o16b2o70bo3b2o2bo5b2o189bo2bo91b2o5b2o11bo85bobo11b2o182b2ob2ob
o4b2o78bo105b3o105b3o8bo80bobo197b3o115bo181b3o96bo4bo123bo4b2o65bo8bo
189b2o15bobo7b2o72bo7bo97b2ob2o$7b3o18bobo70b3o4bob4o2bo83b2o21bo81b2o
94bo17b2o5bo73b2o3bo2bo11b2o180bo2bobobo5bo78b2o104bo107bo93b2o198bobo
105bo5bo83b2o8b2o90bobo95b2o2bobo118b4ob2o2bo2bo62bobo2bo3b2o95bo4bo
88b2o17bo7b2o176bobo$2b2o26bo72bo5bo5b2o83b2o5b2o11bob2o177bobo16bo4bo
bo72b2o4bobo98b2obo2bob2o85b2o4bo8bo74bo107bo12bo94b2o98bo97bo23bo70bo
107b2o5bo3bo79b2o7bo91bo103bob2o5b2o109bo2bo3bobob2o62bo2bo100b2ob4ob
2o103b3o186bo$bobo26b2o79bo94b2obo11b2o5b2o172b2o22bo80bobo90b2o4bo2bo
4bo2bo4b2o92b2o73bo4bo3b2o99b3o7b3o101bo91b2o96bobo5bo9bo5bobo179bo4bo
3b4o88bo201bo113bobobobo66b2o103bo4bo288b2o2b3o5bobo2bo$bo108b2o94bo
21b2o279bo90b2o5bobo4bobo5b2o167bo7bobo102bo5bo104bobo90bo95bo2bo5bob
2o3b2obo5bo2bo175bo9bo89b2obo203bo113b2obobo361bo17bo85b2o9bob5o$2o21b
2o583bo6bo100b2o75b3o3bo103bo6b2o104b3o3b2o181b2o10bobo10b2o176bo3bo
95b2o195bo2bo5b2o117bo72bo289bo17bo$21b2o2b2o183bo489bo10bo3bobo80b2o
104bo95b2o20b2o191bobobobo184b2o297b2o6bo192b2o209b3o76bo17bo95bob4o$
21bo4bo181b3o7b2o187bo5bo286b3o7b3o3bo190b2o91b2o3b3o208bo3bo183bo5b3o
2b2o297b2o103b2o80b2obobob3o189b2o17bo72b2o23b2o91bo5bo$22bo2bo189bo3b
o186b3o3b3o288bo6bobo4b3o187b2o97bobo392bob2o4bo5b2o296bo2bo103bo8bo
71bob2obobobo189b2o15bobo71bobo7b3o3b3o7bobo91b2o2b2o$9b2o9bobo2bobo
186bo4bo482bobo14bo288bo96bo94b2o33b2o164bo3bo3bo298bob5o2bo102bobo5b
2o77bo2b3o90b2o112b2o72bo8bo3bobo3bo8bo89bobobo3b2o$9b2o9b2o4b2o186b2o
486b2o91bo112b2o104b2o89b2o93b2o33b2o164bo5bobo97b2o197b3obo4b2o104b2o
85b2o3bo89bobob2o2b2o177b2o27b2o87bobo2b3o3bo$215b2o391bo6bo179b2o111b
2o105bo89bo99b2o23b2o273bob2o196bo4bobobo120bo74b3o87b2obo3bobo2bo295b
o2b2o4b2obo$600b2o5bobo4bobo5b2o78b2o86b2obobob3o112bo90bo8b3o95b2o
392bo201b4o4bo121bo73bo89b2obo3bob3o185b2o13b2o93b2o4b3o3bo$406bo7bo
185b2o4bo2bo4bo2bo4b2o78bo8bo4b2o72bob2obobobo105b2o6bo88bobo7bo97bobo
93bobo19bobo178b2o96bo7b2o193b4o120b3o166bo3bo189b2o13b2o99bo2b3o$405b
obo5bobo191b2obo2bob2o87bo5bobobo2bo78bo2b3o104bo5bo89b2o108bo93bo2bo
17bo2bo178b2o94b2o8b2o191bo2bo291bobob3o306bo$406bo7bo288b2o4bob2ob2o
81b2o3bo100b3o7b3o196b2o93b2o19b2o478b2o115bo178bobo3bo179b2o27b2o$
213b2o494bo89b3o101bo11bo909b2o179bo2b2o180bo8bo3bobo3bo8bo$213b2o493b
2o89bo407b2o19b2o594bobo4b2o22bo150b2o183bobo7b3o3b3o7bobo$1206bo2bo
17bo2bo600bo21b3o336b2o23b2o$1206bobo19bobo601b3o17bo343bo17bo$1834bo
17b2o342bo17bo$1205b2o23b2o964bo17bo$1200b2o33b2o608bo$1200b2o33b2o
609b2o12b2o$1845b2o14bo$1216bo3bo582b2o56bob2o336bo7bo$1215bobobobo
582bo9b2o37bo5b3o2bo335bobo5bobo$1205b2o10bobo10b2o570bo10bobo37b2o3bo
3b2o337bo7bo$1204bo2bo5bob2o3b2obo5bo2bo569b5o8bo5b2o35b2obo$1205bobo
5bo9bo5bobo575bo13bo22b2o15bo$1206bo23bo573b3o12bobo21bobo12b3o$1803bo
15b2o22bo13bo$1803bob2o35b2o5bo8b5o$1211b2o11b2o575b2o3bo3b2o37bobo10b
o$1211b2o11b2o574bo2b3o5bo37b2o9bo$1800b2obo56b2o$1803bo14b2o$1803b2o
12b2o$1819bo2$1811b2o17bo$1812bo17b3o$1809b3o21bo$1809bo22b2o4bobo$
1838b2o$1839bo2$1828b3o$1828bo$1829bo$1842b2o$1835b2o5bobo$1835bo8bo$
1844b2o2$1831bo$1830bobob2o$1830bobobobo$1827b2obobo3bo2bo$1827bo2bo2b
2ob4o$1829b2o4bo$1835bobo$1836b2o26$28b2o185b2o85bo125b2o70b2o25b2o82b
2o110b2o102b2o73b2obo13bob2o105b2o198b2o101b2o7b2o58bo9bo94b2o113b2o
105bo377bo19bo$27bobo70b2o44b2o67b2o85b3o122bobo71bo25bo84bo110b2o101b
obo73bob2o13b2obo104bobo197bobo101b2o7b2o58b3o5b3o94b2o109b3o2bo103bo
3b4o372b3o15b3o192bo$21b2o4bo72bo2b3o36b3o2bo157bo9b2o104b2o4bo73bobo
7bo13bobo81b2o209b2o4bo194b2o4bo193b2o4bo77b2o7b2o87bo3bo202b3o6b2o
104bo3bo378bo13bo194bobo$19bo2bo2b2ob4o69b2o30b3o9b2o66b4o87b2o9bo103b
o2bo2b2ob4o70b2o5bo2bo5bo6b2o291bo2bo2b2ob4o72b3o13b3o97bo2bo2b2ob4o
73bo4bo108bo2bo2b2ob4o73b2o7b2o86b2o3b2o6bo3bo195bo84b2o23bo381b2o13b
2o192bo3bo$19b2obobobobo2bo74bo18bo15bo70bo4bo95bobo103b2obobobobo2bo
80bo5b2o87bobo96b2o16b2o92b2obobobobo2bo71bo2bo13bo2bo96b2obobobobo2bo
71b2ob4ob2o106b2obobobobo2bo179bo2bobobobo2bo84b2o100bo4bo85bo26bo586b
o3bo$22bobobobo77bo3bo12b2ob2o3bo5bo3bo71bo2bo91b2o3b2o107bobobobo79bo
10b2o185b2o14bob2o95bobobobo74b2o17b2o99bobobobo76bo4bo111bobobobo176b
o5bobo2bobo2bobo85b2o8b2o88b2o8b2o80bobo13b3o6b2o372b2o27b2o169b2o12bo
3bo$22bobob2o73b2o5b2ob2o12bo5bo5bo7b2o63b3obobo90bo114bobob2o80bo3b2o
4b2o85bobo114bo98bobob2o195bobob2o194bobob2o102b2o9b2o62bo6bo2b2ob2o2b
o96b2o90bo4b3o2bo80b2o3bo8bo3bo380bo11b2o14bo171bo11bo3bo$23bo76bo2b3o
4bo20bo5bo4b3o2bo61bo3bo92bo116bo85b5o96b2o110bo99bo79b4o13b4o100bo
199bo108bo7bo63bobo9bobo189bo11b2o84bob2o6bo4bo379bobo9b2o12bobo171bob
o10bobo$100b2o44b2o52bo8b2ob2o2bo90bobo293bobo3bobo110bo2bo176bo2bo13b
o2bo381bo11bo14b2o7b2o63bo7b2o5b2o88bobo95bo3bo92bo4bo6b2obo381b2o23b
2o173b2o11bo$36b2o95b3o64b3o10bobo91bo128b2o71b5o89bo5bo96bo16b2o110b
2o66bo5bo5bo5bo114b2o198b2o66b2o9b2o12bob2o7b2obo61bo7bo7bo87bo3bo92b
2o98bo3bo8bo3b2o394bobo186bo$36bo166bo5b2obo2bo2bo208b2o7bo71bo3b2o4b
2o81bo6b2o95bob2o126bo64b3o5b3o3b3o5b3o102b2o7bo72bobo115b2o7bo66bob2o
7b2obo5bo5bo13bo61bo9bo3bo88bo3bo91bo5b3o2b2o90b3o13bobo392bo2bo185b2o
$9bo24bobo69bo2bo28bo2bo60bo6b2obobo4bo82b2o105bo17b2o5bobo71bo10b2o
80b2o98b2o2bo2bo99bo24bobo64bo23bo84bo17b2o5bobo75bo96bo17b2o5bobo86bo
81bo101bo3bo89bob2o4bo5b2o108bo392bo2bo186bo$9b3o15bo6b2o69bob2obo26bo
b2obo60bo9bob3o2bo80bobo105b3o22b2o76bo5b2o181b2o5bo99b3o15bo6b2o174b
3o22b2o72bo2bo97b3o22b2o67b2o11b2o5bo80bobo5bo2bo3bo2bo85bobo90bo3bo3b
o115b2o384bo7bo$12bo13bobo77bo2bo28bo2bo64b2o6bo8bo77bo9b2o99bo89b2o5b
o2bo5bo6b2o284bo12b2ob2o183bo94bobobo100bo91bo11bo12bo13bo61bo7b2o5b2o
179bo5bobo499bo2bo$11b2o12b2ob2o76bo2bo28bo2bo64b2o7b5obobo76b2o9bo99b
2o88bobo7bo13bobo77bo204b2o12b2ob2o182b2o94bo2bo100b2o91bo11bo6bo5bob
2o7b2obo61bo94b2o607bo2bo$25bo2bo76bob2obo26bob2obo76b2o2bo88b3o104bob
o79bo25bo77b2o95b2o14b2o104bo2b2o71bo23bo183b2o193b2o11b2o5bo7b2o7b2o
158b2o8b2o597bobo$26b2o78bo2bo28bo2bo65b2o8b2o2bo92bo104b2o79b2o25b2o
71b2obobob3o90bob2o14b2o105b2o73b3o19b3o103b3o292bo8bo7bo61b2o3b2o102b
2o96b2o491b2o23b2o176bo$3b2o202b2o8bo3b2o180b2o15bo179bob2obobobo90bo
101b2o99bo17bo81b2o23bo174b2o24b3o71bob2o7b2obo12b2o9b2o60bo3bo201b2o
490bobo12b2o9bobo175b2o$3bo207bo6b3o182bo202bo2b3o88bo101bo9b3o87bo2bo
13bo2bo80bo25bo173bo25bo74b2o9b2o83b3o5b3o690bo14b2o11bo175bo$2obo20b
2o178b2o6bo7bo179b2obo20b2o5b3o173b2o3bo87bo2bo95b2obo8bo3bo7b2o77b4o
13b4o77b2obo12bo7b2o174b2obo11bobo6b2o4bo73bo11bo83bo9bo103b2o584b2o
27b2o179b2o$o2b3o4b2o13bo179bo5bo188bo2b3o4b2o13bo5bo177b3o89b2o96bo2b
3o5bo5bo7bo175bo2b3o4b2o2b2o9bo174bo2b3o4b2o3b2o8bo288b2o794bobo$b2o3b
o3b6o6b3o177b3o7b3o186b2o3bo3b2o10b3o7bo176bo190b2o3bo4bo5bo4b3o78b2o
17b2o78b2o3bo3b2o3b2o5b3o176b2o3bo3b2o4bo5b3o882b2o13b2o188bo$3b4o5bo
2bo6bo179bo11bo188b4o15bo379b4o4bo5bo4bo80bo2bo13bo2bo80b4o15bo180b4o
15bo108b2o7b2o766bo13bo189b2o$3bo9bobo3b2obo14bo365bo15b2obo379bo8bo3b
o2b2obo81b3o13b3o81bo15b2obo180bo15b2obo108b2o7b2o763b3o15b3o$4b3o12bo
bob2o11b2o366b3o12bobob2o378b3o6b3o3bobob2o180b3o12bobob2o179b3o12bobo
b2o80b2o7b2o789bo19bo$7bo13bo2bo11bobo368bo13bo2bo381bo13bo2bo13b2o63b
ob2o13b2obo84bo13bo2bo182bo13bo2bo80b2o7b2o$2b5o14b2o379b5o14b2o378b5o
14b2o15bobo62b2obo13bob2o79b5o14b2o179b5o14b2o$2bo399bo13bo384bo35bo
164bo199bo$4bo399bo9bobo386bo200bo199bo$3b2o398b2o10b2o385b2o199b2o
198b2o$1044bo$1043b2o$21bo423b2o596bobo199b2o$22bo421b2o576bo199bo21b
2o$20b3o423bo573bobo197bobo23bo$1021b2o198b2o$48b3o$48bo774bobo$49bo
774b2o$824bo27bo$428bo422b2o$66b2o361b2o420bobo$66bo361b2o$68bo$48b2o
14b5o$32bobo11bo2bo13bo394b2o10b2o586b2o$33b2o11b2obobo12b3o391bobo9bo
587bobo$33bo14bob2o3bobo9bo390bo13bo585bo201b2o$48bo6bo2bo5b4o384b2o
14b5o562bobo198bo23bobo$46b3o6b6o3bo3b2o380bo2bo13bo405b2o161b2o199b2o
21bo$45bo13b2o4b3o2bo379b2obobo12b3o402bo162bo199b2o$45b2o20bob2o381bo
b2o15bo367bo35bo200b2o$67bo384bo15b4o365bobo15b2o14b5o200bo$66b2o374bo
7b3o10b2o3bo3b2o364b2o13bo2bo13bo207bo199b2o$43b2o398bo5bo13b2o4b3o2bo
378b2obobo3b3o6b3o184b2o14b5o199bo$42bo2bo395b3o5b2o20bob2o380bob2o2bo
3bo8bo181bo2bo13bo206bo$41b2ob2o12b2o411bo383bo4bo5bo4b4o181b2obobo12b
3o183b2o14b5o$42bobo13bo395bo15b2o381b3o4bo5bo4bo3b2o181bob2o15bo180bo
2bo13bo$35b2o6bo15b3o392b2o396bo7bo5bo5b3o2bo180bo15b4o180b2obobo12b3o
$34bobo24bo391bobo396b2o7bo3bo8bob2o178b3o5b2o3b2o3bo3b2o180bob2o15bo$
34bo427b2o398b3o9bo180bo9b2o2b2o4b3o2bo179bo15b4o$33b2o427bo410b2o180b
2o7bo12bob2o177b3o5bo4b2o3bo3b2o$439b2o22b3o384b2o199bo25bo179bo8b2o3b
2o4b3o2bo$47bo390bobo5b2o17bo382b2o2bo199bo23b2o174bo4b2o6bobo11bob2o$
43b2obobo389bo7b2o400b2ob2o12b2o183b3o200bo25bo$42bobobobo388b2o409b2o
b2o12bo385b3o24b2o$39bo2bobobobob2o790b2o6bo15b3o199b2o$39b4ob2o2bo2bo
399bo389bobo24bo199bo$43bo4b2o397b2obobo388bo203b2o22b3o198b2o$41bobo
402bobobobo387b2o202bobo5b2o17bo198bo$41b2o400bo2bobobobob2o588bo7b2o
193b2o22b3o$443b4ob2o2bo2bo398bo188b2o201bobo5b2o17bo$447bo4b2o396b2ob
obo390bo7b2o$445bobo401bobobobo201bo187b2o$445b2o399bo2bobobobob2o194b
2obobo$846b4ob2o2bo2bo193bobobobo200bo$850bo4b2o192bo2bobobobob2o193b
2obobo$848bobo198b4ob2o2bo2bo192bobobobo$848b2o203bo4b2o191bo2bobobobo
b2o$1051bobo197b4ob2o2bo2bo$1051b2o202bo4b2o$1253bobo$1253b2o18$408b2o
92b2ob2o596bo600b2o$406bo2bo92b2obobo593b3o600b2o211b2o31bo$404b4o97bo
bo592bo3b2o402b2o8b2o184b2o194b2o15bobo7b2o10b2o8b2o15b2o336b2o11b2o$
221bo181bo4b4o90b2obob2ob2o203b2o384b3o2bo401bo7bob2o184bo13bo2bo178b
2o17bo7b2o10b2o7b2o16b2o335bo2bo9bo2bo$221bo181bobobo4bo89bo5bob2o203b
2o386bobobob2o398bo5bo187bobo12bo198b3o29b2o2b2o52b2obo2bob2o287b3o9b
3o$220bobo178b2o4bob3o2bo88bob2o216bob2o377bo2bobo2bo395b2o8bo185bobob
3o6bo4bo277b2o4bo2bo4bo2bo4b2o280bo13bo$221bo178bo2b5obo2b3o87b2obob2o
b2o210b2o3bo378b2o3b2o401b2obo187bob4o5bobo2b2o277b2o5bobo4bobo5b2o
279bobo11bobo$221bo179bo2bo6bo92bobo4b3o208bob2obo380bo405b2o190bo7b2o
bo290bo6bo289bo11bo$221bo180b2o8bo87b4o5bo4bo211bo1190b3o29b2o2b2o347b
o3bo9bo3bo$221bo182bo6b2o87bo2bobo3bob2obo990b2o203bo189b2o17bo12b3o
13b2o16b2o334bo2bo11bo2bo$220bobo179b2o98bo2b3obobobo588b2o4bo396bob2o
191b2o7bo4bo2bo182b2o15bobo29b2o15b2o335b2o13b2o$221bo180bo98b2obo215b
o382bo2bo3bo2bo386b2obobobobo190bo2b2o5bo5b2o199b2o31bo$221bo182bo95bo
3b2o3b7o203bob2obo375b3o4bob5o386bob2obobo193b2obo598b2o13b2o$403b2o3b
o91b4o2b2o7bo203bo3b2o375bo405bo2b3o193bo4b2o296bo6bo286bo2bo11bo2bo$
408b2o94b2o6b3o205b2obo383b5o395b2o3bo192bo4b2o288b2o5bobo4bobo5b2o
278bo3bo9bo3bo$406bobob3o89bo2bo6bo202b2o13b2o10b2o362bo5bo396b3o189b
2obo295b2o4bo2bo4bo2bo4b2o281bo11bo$404b3obobobo89b2o2b6o202bo2bo12b2o
9bo2bo362b2o2b2o4b2o390bo190bo2b2o302b2obo2bob2o286bobo11bobo$202bo2bo
4bo2bo189bo5bo2b3o100b2o585b2obobobo3b2o2bo582b2o602bo13bo$200b3o2b6o
2b3o187b2o5b2o3bo99b2o585bob2obob4o2bobo3b2o1181b3o9b3o$202bo2bo4bo2bo
198b3o693bo3bobobob2o2bo1180bo2bo9bo2bo5bo$222b2o188bo97bo2bo210bo384b
3o4bobob2o1182b2o11b2o4bo3b4o$221b2o284bo6bo188b2o10bob2o4bobo4b2o10bo
b2o366b2obo1207bo3bo$223bo282bo7bo188bobo9bobo12bobo9bobo362b4o2bob3o
1205bo$232bo4bo269bob2o3bo6b2o182bo8bo17bo8bo365bo2b2o2bo6b2o889b3o
311bo$230b2ob4ob2o271b3o7b2o179bobo9bobo6b3o3bobo9bobo371b3obo2bo887bo
313b2o$232bo4bo278b3o182b2obo10b2o11b2obo10b2o373bob2o889bo4bo$515bo3b
o1491bo$515bo1497b2o$515bo1498bo$516bo2bo1494bo$516bo185bo2bo9b2o12bo
2bo1281bo$703b2o10b2o13b2o$516bobo204bob2o$517bo204b2o3bo$722bob2obo$
726bo3$720bo$719bob2obo$719bo3b2o$720b2obo$730b2o$730b2o57$300b2o48b2o
763b2o206b2o397b2o$301bo48bo353b3o408b2o206bo398b2o$301bobo21b2o21bobo
974b2o383bo$302b2o8bo12b2o12b2o7b2o356bo97bo904bobo592bo6b2o$311b2o26b
obo364b2o96bo495b2o24bobo381bo11b3o579bo6b2obo$310b2o29bo363bo97bobo
495bo415b2o2bob2o578bobo9bo$311b2o2b2o22b3o366bo95bo308b2o186bobo13b3o
8bobo377b5o4b2o2b2o581bo7bo$704bo3bo95bo6b2o5bo295b2o186b2o3bo8bo3bo
386bo4bo8b2o581bo8bob2o$709b2o93bo5bo5b3o291bo4bo190bob2o6bo4bo8bobo
373bo2bo594bo10b2o$700b2o2b3o5bo91bo8bobo294bo3bo190bo4bo6b2obo11bo
370bo2bob2o594bo$311b2o2b2o22b3o358b2o5bo4b2obo87bobo10bo293b2o7b3o
184bo3bo8bo3b2o9bo367bobobo5bo590bobo$310b2o29bo365bo3bo3bo88bo6bo2b3o
2bo299bo187b3o13bobo7b2o368bo2bo4bobo590bo$311b2o26bobo365bobo5bo88bo
6bo5b3o505bo380b2o2bo2bo590bo$302b2o8bo12b2o12b2o7b2o461bo3b2o283b2o
21bo201b2o384b2o$301bobo21b2o21bobo459b2o5bo282b2o5b2o11bob2o$301bo48b
o355b2o102bo2bob2o289b2obo11b2o5b2o$300b2o48b2o354b2o103bobobo290bo21b
2o606b4o$713b2o97b2o2bo888b2o28bo4bo$711bob2o100b2o293bo594b2o27bobo3b
o$710bo397b3o7b2o613bobo3bo$713bo401bo3bo607bo5bo$709b2obo401bo4bo585b
3o17bobo5bo$709b2o403b2o11b3o570b2o2bob2o18b2o5bo2bo$1115b2o11bo571b2o
2b2o28b2o$1704b2o$1127b3o591bo$1126bo3bo591bo$1125bo5bo588b3o5b2o$
1113b2o10bobobobo595bo2bo2b2o$1113b2o9b2obobob2o594bobo4bo2bo$1123bo2b
2ob2o2bo594bo5bobobo$1123b2o7b2o597b2obo2bo$1731bo2bo$1719b4o5bo4bo$
1718bo4bo4b5o$1717bobo3bo$1716bobo3bo7bo$1716bo12bobo$1716bo13bo$1716b
o2bo$1717b2o60$310b2o604bo203b2o10b2o882bo7bo275b2o24b2o$309bo2bo602bo
bo201bo2bo8bo2bo291b2o587bobo5bobo274b2o24b2o$308bobobo597bo4bobo201b
3o2b6o2b3o291b2o588bo7bo293b2o$308bo2bo597bobo2b2ob2o2b2o199b2o6b2o
274bo4bo30bo4bo869bo2bo$307bo602bo3bo5bo2bo197bo10bo271b2ob4ob2o26b2ob
4ob2o868b2o$308bobo604b3o4bo2bo195b2obo4bob2o273bo4bo30bo4bo866bo$908b
5o4bo2bobob2o178bo21b2o586b3o294bo17bo283bobo$907bo4bo5b2o2bo181b3o
606bo2bo294bo17bo282bo3bo$906bo2bo11b2o184bo605bo2bo294bo17bo282bo2bo$
903bo2bob2o196b2o23b2o580b2o292b2o23b2o$902bobobo5bo218b2o292bo2bo577b
obo7b3o3b3o7bobo277bo2bo$307b2obo2bob2o586bo2bo4bobo509bobo2bobo575bo
8bo3bobo3bo8bo276bo3bo$300b2o4bo2bo4bo2bo4b2o582b2o2bo2bo510b2o2b2o
575b2o27b2o276bobo$300b2o5bobo4bobo5b2o587b2o489bo2bo4bo2bo26bo2bo4bo
2bo271b3o587bo$308bo6bo587b2o495b3o2b6o2b3o22b3o2b6o2b3o269bo2bo285b2o
13b2o279b2o$901b3obo496bo2bo4bo2bo12b2o12bo2bo4bo2bo274bo285b2o13b2o
278bo2bo$900bo4bo220bo299b2o278b3o15b3o581b2o$901b3ob2o29b2o164b2o21b
3o12b2o564bo298b2o27b2o264b2o24b2o$903bo3bo28bo164bobo20bo3bo11b2o564b
o2bo296bo8bo3bobo3bo8bo265b2o24b2o$907bo30bo162bo22b2ob2o578b3o296bobo
7b3o3b3o7bobo$308bo6bo588bobo27b4obo160b2o319bo10bo574b2o23b2o$300b2o
5bobo4bobo5b2o579bo4bo25bo4bo481bo10bo578bo17bo$300b2o4bo2bo4bo2bo4b2o
579bob4o27bobo481bobo8bobo568b2o7bo17bo$307b2obo2bob2o587bo30bo164b2o
319bo10bo285b2o282b2o7bo17bo$906bo28bo3bo161bo22b2ob2o292bo10bo283bo2b
o284bobo$905b2o23bobo3b2ob3o159bobo20bo3bo11b2o279bo10bo283bo2bo280b5o
bo$931b2o4bo4bo159b2o21b3o12b2o279bo10bo283b3o281bo5bo$931bo5bob3o184b
o293bobo8bobo567b2ob2o3b2o5bo7bo$938b2o481bo10bo569bobo4bobo3bobo5bobo
$930b2o489bo10bo569bobo6bo4bo7bo$925bo3bo2bo2b2o1066bo7b2o$926b2obobo
4bo2bo$925b2o3bo5bobobo$933b2obo2bo191b2o$920b2o11bo2bo169b2o23b2o$
920bo2b2o5bo4bo171bo$917b2obobo2bo4b5o169b3o$917bo2bo4b3o176bo21b2o$
919bo2bo5bo3bo188b2obo4bob2o$920b2o2b2ob2o2bobo187bo10bo$925bobo4bo
189b2o6b2o$925bobo191b3o2b6o2b3o$926bo192bo2bo8bo2bo$1120b2o10b2o57$
1120b2o$1120b2o4$1108b2o22b2o$1109bo12b2o8bo$1109bobo10bo7bobo$1105bo
4b2o10bo7b2o4bo$1105b3o15bo10b3o$1108bo24bo$1107b2o24b2o7$1132bo2bo$
1133b3o$1100b2o38b2o$1100b2o38b2o$1106b3o$1106bo2bo7$1107b2o24b2o$
1108bo24bo$1105b3o10bo15b3o$1105bo4b2o7bo10b2o4bo$1109bobo7bo10bobo$
1109bo8b2o12bo$1108b2o22b2o4$1120b2o$1120b2o!
waiting for apgsearch to support one-dimensional rules
muzik
 
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Re: Oscillator Discoveries Thread

Postby gameoflifeboy » June 25th, 2017, 3:02 pm

I remember last year Kazyan discovered a p87 oscillator here: viewtopic.php?f=2&t=1437&p=27054#p27054

It supposedly broke the record for smallest known P87 oscillator. I don't know whether the previous record holder was a glider loop or not.
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Re: Oscillator Discoveries Thread

Postby A for awesome » June 25th, 2017, 4:56 pm

Quite a while ago, rahul25 wrote:Maybe , instead of using still life , with any p2 oscillator or glider collision ,is it possible ?

Here:
x = 18, y = 18, rule = B3/S23
8b2o$7bo2bo$7bo2bo$5b2o4b2o$4bobob2obobo$3bo4b2o4bo$3b2o2bo2bo2b2o$b2o
3b2o2b2o3b2o$o3b2o6b2o3bo$o3b2o6b2o3bo$b2o3b2o2b2o3b2o$3b2o2bo2bo2b2o$
3bo4b2o4bo$4bobob2obobo$5b2o4b2o$7bo2bo$7bo2bo$8b2o!
x₁=ηx
V ⃰_η=c²√(Λη)
K=(Λu²)/2
Pₐ=1−1/(∫^∞_t₀(p(t)ˡ⁽ᵗ⁾)dt)

$$x_1=\eta x$$
$$V^*_\eta=c^2\sqrt{\Lambda\eta}$$
$$K=\frac{\Lambda u^2}2$$
$$P_a=1-\frac1{\int^\infty_{t_0}p(t)^{l(t)}dt}$$

http://conwaylife.com/wiki/A_for_all

Aidan F. Pierce
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Re: Oscillator Discoveries Thread

Postby muzik » June 25th, 2017, 6:16 pm

Upgraded:
x = 2363, y = 1242, rule = B3/S23
2o201bo97b2o97b2o202b2o195b2o104b2o99b2o91bo104b2o93bo5bo292b2o100b2o
99bo99b2o98b2o5b2o191bo$2o98b3o98bo3b4o91bo2bo96bo102b2o99b2o196bo104b
o2bo97bo92b3o7b2o93b2o92bobo3bobo199b2o91bo100b2o96bobo99bo2bo94b2o2bo
7bo187bobo$201bo3bo94bobo2bo96bo102bob2o193b2o98bob2o97bo4bo3bo96bo94b
o6bo188bo2bobo2bo199bobo90bobo9b2o87b2o97b3o97bobobo95bobo5bo90b2o99b
3o102b2o6bo$201bo99bo100bobo96bo2bo2b2o95b4o94b2obo95b2obobo97b2o3bob
2o95b2o93b2o4bobo190bo3bo97bo98bo4bob2o90bobo8bo88bo13bo2bo82bobo96bo
2bo96bob2o4bo3bo87bo100bobo99bob2o4bo3b4o$204bo97b2obo195bobo96b2obo4b
o97bo100bo301b2o96bobo5bo86b2ob2o97bo97b2o5bo101bobo87bobo12bo84bo98bo
99b2o7bo3b4o84bobo13b3o81bo101bo8bo3bo$202b2o100bo99bobo95bo97b2obo3bo
bo93bo101b3o92b2obo3b2o197bo100bo3bo3bo187bobo95bo2bo106b2o89bobob3o6b
o4bo180bobo98b2o7bo90b2o3bo8bo3bo185bo5bo$603bobo2bo95bob2o92b2o6b2o
90bo3bo4bo194b2obo92b2o5bo4b2obo188bo96b3o101b2o96bob4o5bobo2b2o281bo
2bo100bob2o6bo4bo180b2obo9bo$406bobo93b2o99bob3o98b2o92bo2bob2obo93bo
2bo99bo194b2o2b3o5bo191bo200b2ob2o94bo7b2obo188b2o97b3o99bo4bo6b2obo
181b2o9b2o$502b2o100bo197b2obo2bo95b2o99b2o95bo3bo2bo99b2o193bo106b3o
94b2o292bo4bo98b2o98bo3bo8bo3b2o$408b2o195bo200b2o192b2obobob3o91bob2o
4bo94bo3bo195bo105bo2bo88b2o104bo193bo4bo95b2obo3bob2o93b3o13bobo$411b
o192b2o394bob2obobobo91bo6bo99bo194bobo99bo5b2o88bobo103bo4bo2bo186bo
4bo95b2obobob2obo111bo$410b2o594bo2b3o88b2o7b3o93bo198bo98b2obo4bo89bo
8bobo95bo5b2o187bo2bo100b2o116b2o$1007b2o3bo98bo94b2o196bo99bobo93b2o
9bobo287bobo2bobo100b4o$1009b3o194bo298b2o106bo94b2o191b2o4b2o100bo2bo
$1009bo603b2o93b2o$1204b3o85$4b2o4b2o9b2o192b2o87bo6b2o99bo$4bobo2bobo
9b2o88b2o102b2o85b2obo5bo100b3o$6bo2bo96b2o4bo188bo10bo102bo$5bo4bo93b
3o3bobob2o184bobo2bo5b2o101b2o$5b2o2b2o90bobo4bob2obobo184bo2bo6bo$7b
2o21b2o69b2ob4obo3bo187b2o8b2o113bo$30bo73bo4bo3bo99b2o95bo2bo106bo4bo
bo$2o26bobo73bob2obobob3o98b2o89bob5o2bo96b2o6b2o5bo$bo26b2o73b2o2bobo
b2o3bo93bo4bo87b3obo4b2o97b2o7bo$bobo18b3o80bo2b2o4b2o94bo3bo87bo4bobo
bo$2b2o16b2ob2o76b3o2b3o2b3o96b2o7b3o81b4o4bo197bo200b2o83bo107b2o115b
2o78b2o109b2o11b2o77bo299bo97bo2bo122b2o75bo4b2o290bo7bo$9bo12bo77bobo
3bobo2b2o106bo87b4o96b2o98bobo200bo84bo108bo106bo7bobo79bo109b2o11b2o
74bobo107b3o4b2o181bobo101bo122bobo72b2obo3bo207b2o81bobo5bobo95bo3b2o
$7b2ob2o16b2o70bo3b2o2bo5b2o189bo2bo91b2o5b2o11bo85bobo11b2o182b2ob2ob
o4b2o78bo105b3o105b3o8bo80bobo197b3o115bo181b3o96bo4bo123bo4b2o65bo8bo
189b2o15bobo7b2o72bo7bo97b2ob2o$7b3o18bobo70b3o4bob4o2bo83b2o21bo81b2o
94bo17b2o5bo73b2o3bo2bo11b2o180bo2bobobo5bo78b2o104bo107bo93b2o198bobo
105bo5bo83b2o8b2o90bobo95b2o2bobo118b4ob2o2bo2bo62bobo2bo3b2o95bo4bo
88b2o17bo7b2o176bobo$2b2o26bo72bo5bo5b2o83b2o5b2o11bob2o177bobo16bo4bo
bo72b2o4bobo98b2obo2bob2o85b2o4bo8bo74bo107bo12bo94b2o98bo97bo23bo70bo
107b2o5bo3bo79b2o7bo91bo103bob2o5b2o109bo2bo3bobob2o62bo2bo100b2ob4ob
2o103b3o186bo$bobo26b2o79bo94b2obo11b2o5b2o172b2o22bo80bobo90b2o4bo2bo
4bo2bo4b2o92b2o73bo4bo3b2o99b3o7b3o101bo91b2o96bobo5bo9bo5bobo179bo4bo
3b4o88bo201bo113bobobobo66b2o103bo4bo288b2o2b3o5bobo2bo$bo108b2o94bo
21b2o279bo90b2o5bobo4bobo5b2o167bo7bobo102bo5bo104bobo90bo95bo2bo5bob
2o3b2obo5bo2bo175bo9bo89b2obo203bo113b2obobo361bo17bo85b2o9bob5o$2o21b
2o583bo6bo100b2o75b3o3bo103bo6b2o104b3o3b2o181b2o10bobo10b2o176bo3bo
95b2o195bo2bo5b2o117bo72bo289bo17bo$21b2o2b2o183bo489bo10bo3bobo80b2o
104bo95b2o20b2o191bobobobo184b2o297b2o6bo192b2o209b3o76bo17bo95bob4o$
21bo4bo181b3o7b2o187bo5bo286b3o7b3o3bo190b2o91b2o3b3o208bo3bo183bo5b3o
2b2o297b2o103b2o80b2obobob3o189b2o17bo72b2o23b2o91bo5bo$22bo2bo189bo3b
o186b3o3b3o288bo6bobo4b3o187b2o97bobo392bob2o4bo5b2o296bo2bo103bo8bo
71bob2obobobo189b2o15bobo71bobo7b3o3b3o7bobo91b2o2b2o$9b2o9bobo2bobo
186bo4bo482bobo14bo288bo96bo94b2o33b2o164bo3bo3bo298bob5o2bo102bobo5b
2o77bo2b3o90b2o112b2o72bo8bo3bobo3bo8bo89bobobo3b2o$9b2o9b2o4b2o186b2o
486b2o91bo112b2o104b2o89b2o93b2o33b2o164bo5bobo97b2o197b3obo4b2o104b2o
85b2o3bo89bobob2o2b2o177b2o27b2o87bobo2b3o3bo$215b2o391bo6bo179b2o111b
2o105bo89bo99b2o23b2o273bob2o196bo4bobobo120bo74b3o87b2obo3bobo2bo295b
o2b2o4b2obo$600b2o5bobo4bobo5b2o78b2o86b2obobob3o112bo90bo8b3o95b2o
392bo201b4o4bo121bo73bo89b2obo3bob3o185b2o13b2o93b2o4b3o3bo$406bo7bo
185b2o4bo2bo4bo2bo4b2o78bo8bo4b2o72bob2obobobo105b2o6bo88bobo7bo97bobo
93bobo19bobo178b2o96bo7b2o193b4o120b3o166bo3bo189b2o13b2o99bo2b3o$405b
obo5bobo191b2obo2bob2o87bo5bobobo2bo78bo2b3o104bo5bo89b2o108bo93bo2bo
17bo2bo178b2o94b2o8b2o191bo2bo291bobob3o306bo$406bo7bo288b2o4bob2ob2o
81b2o3bo100b3o7b3o196b2o93b2o19b2o478b2o115bo178bobo3bo179b2o27b2o$
213b2o494bo89b3o101bo11bo909b2o179bo2b2o180bo8bo3bobo3bo8bo$213b2o493b
2o89bo407b2o19b2o594bobo4b2o22bo150b2o183bobo7b3o3b3o7bobo$1206bo2bo
17bo2bo600bo21b3o336b2o23b2o$1206bobo19bobo601b3o17bo343bo17bo$1834bo
17b2o342bo17bo$1205b2o23b2o964bo17bo$1200b2o33b2o608bo$1200b2o33b2o
609b2o12b2o$1845b2o14bo$1216bo3bo582b2o56bob2o336bo7bo$1215bobobobo
582bo9b2o37bo5b3o2bo335bobo5bobo$1205b2o10bobo10b2o570bo10bobo37b2o3bo
3b2o337bo7bo$1204bo2bo5bob2o3b2obo5bo2bo569b5o8bo5b2o35b2obo$1205bobo
5bo9bo5bobo575bo13bo22b2o15bo$1206bo23bo573b3o12bobo21bobo12b3o$1803bo
15b2o22bo13bo$1803bob2o35b2o5bo8b5o$1211b2o11b2o575b2o3bo3b2o37bobo10b
o$1211b2o11b2o574bo2b3o5bo37b2o9bo$1800b2obo56b2o$1803bo14b2o$1803b2o
12b2o$1819bo2$1811b2o17bo$1812bo17b3o$1809b3o21bo$1809bo22b2o4bobo$
1838b2o$1839bo2$1828b3o$1828bo$1829bo$1842b2o$1835b2o5bobo$1835bo8bo$
1844b2o2$1831bo$1830bobob2o$1830bobobobo$1827b2obobo3bo2bo$1827bo2bo2b
2ob4o$1829b2o4bo$1835bobo$1836b2o26$28b2o185b2o85bo125b2o70b2o25b2o82b
2o110b2o102b2o73b2obo13bob2o105b2o198b2o101b2o7b2o58bo9bo94b2o113b2o
105bo377bo19bo$27bobo70b2o44b2o67b2o85b3o122bobo71bo25bo84bo110b2o101b
obo73bob2o13b2obo104bobo197bobo101b2o7b2o58b3o5b3o94b2o109b3o2bo103bo
3b4o372b3o15b3o192bo$21b2o4bo72bo2b3o36b3o2bo157bo9b2o104b2o4bo73bobo
7bo13bobo81b2o209b2o4bo194b2o4bo193b2o4bo77b2o7b2o87bo3bo202b3o6b2o
104bo3bo378bo13bo194bobo$19bo2bo2b2ob4o69b2o30b3o9b2o66b4o87b2o9bo103b
o2bo2b2ob4o70b2o5bo2bo5bo6b2o291bo2bo2b2ob4o72b3o13b3o97bo2bo2b2ob4o
73bo4bo108bo2bo2b2ob4o73b2o7b2o86b2o3b2o6bo3bo195bo84b2o23bo381b2o13b
2o192bo3bo$19b2obobobobo2bo74bo18bo15bo70bo4bo95bobo103b2obobobobo2bo
80bo5b2o87bobo96b2o16b2o92b2obobobobo2bo71bo2bo13bo2bo96b2obobobobo2bo
71b2ob4ob2o106b2obobobobo2bo179bo2bobobobo2bo84b2o100bo4bo85bo26bo586b
o3bo$22bobobobo77bo3bo12b2ob2o3bo5bo3bo71bo2bo91b2o3b2o107bobobobo79bo
10b2o185b2o14bob2o95bobobobo74b2o17b2o99bobobobo76bo4bo111bobobobo176b
o5bobo2bobo2bobo85b2o8b2o88b2o8b2o80bobo13b3o6b2o372b2o27b2o169b2o12bo
3bo$22bobob2o73b2o5b2ob2o12bo5bo5bo7b2o63b3obobo90bo114bobob2o80bo3b2o
4b2o85bobo114bo98bobob2o195bobob2o194bobob2o102b2o9b2o62bo6bo2b2ob2o2b
o96b2o90bo4b3o2bo80b2o3bo8bo3bo380bo11b2o14bo171bo11bo3bo$23bo76bo2b3o
4bo20bo5bo4b3o2bo61bo3bo92bo116bo85b5o96b2o110bo99bo79b4o13b4o100bo
199bo108bo7bo63bobo9bobo189bo11b2o84bob2o6bo4bo379bobo9b2o12bobo171bob
o10bobo$100b2o44b2o52bo8b2ob2o2bo90bobo293bobo3bobo110bo2bo176bo2bo13b
o2bo381bo11bo14b2o7b2o63bo7b2o5b2o88bobo95bo3bo92bo4bo6b2obo381b2o23b
2o173b2o11bo$36b2o95b3o64b3o10bobo91bo128b2o71b5o89bo5bo96bo16b2o110b
2o66bo5bo5bo5bo114b2o198b2o66b2o9b2o12bob2o7b2obo61bo7bo7bo87bo3bo92b
2o98bo3bo8bo3b2o394bobo186bo$36bo166bo5b2obo2bo2bo208b2o7bo71bo3b2o4b
2o81bo6b2o95bob2o126bo64b3o5b3o3b3o5b3o102b2o7bo72bobo115b2o7bo66bob2o
7b2obo5bo5bo13bo61bo9bo3bo88bo3bo91bo5b3o2b2o90b3o13bobo392bo2bo185b2o
$9bo24bobo69bo2bo28bo2bo60bo6b2obobo4bo82b2o105bo17b2o5bobo71bo10b2o
80b2o98b2o2bo2bo99bo24bobo64bo23bo84bo17b2o5bobo75bo96bo17b2o5bobo86bo
81bo101bo3bo89bob2o4bo5b2o108bo392bo2bo186bo$9b3o15bo6b2o69bob2obo26bo
b2obo60bo9bob3o2bo80bobo105b3o22b2o76bo5b2o181b2o5bo99b3o15bo6b2o174b
3o22b2o72bo2bo97b3o22b2o67b2o11b2o5bo80bobo5bo2bo3bo2bo85bobo90bo3bo3b
o115b2o384bo7bo$12bo13bobo77bo2bo28bo2bo64b2o6bo8bo77bo9b2o99bo89b2o5b
o2bo5bo6b2o284bo12b2ob2o183bo94bobobo100bo91bo11bo12bo13bo61bo7b2o5b2o
179bo5bobo499bo2bo$11b2o12b2ob2o76bo2bo28bo2bo64b2o7b5obobo76b2o9bo99b
2o88bobo7bo13bobo77bo204b2o12b2ob2o182b2o94bo2bo100b2o91bo11bo6bo5bob
2o7b2obo61bo94b2o607bo2bo$25bo2bo76bob2obo26bob2obo76b2o2bo88b3o104bob
o79bo25bo77b2o95b2o14b2o104bo2b2o71bo23bo183b2o193b2o11b2o5bo7b2o7b2o
158b2o8b2o597bobo$26b2o78bo2bo28bo2bo65b2o8b2o2bo92bo104b2o79b2o25b2o
71b2obobob3o90bob2o14b2o105b2o73b3o19b3o103b3o292bo8bo7bo61b2o3b2o102b
2o96b2o491b2o23b2o176bo$3b2o202b2o8bo3b2o180b2o15bo179bob2obobobo90bo
101b2o99bo17bo81b2o23bo174b2o24b3o71bob2o7b2obo12b2o9b2o60bo3bo201b2o
490bobo12b2o9bobo175b2o$3bo207bo6b3o182bo202bo2b3o88bo101bo9b3o87bo2bo
13bo2bo80bo25bo173bo25bo74b2o9b2o83b3o5b3o690bo14b2o11bo175bo$2obo20b
2o178b2o6bo7bo179b2obo20b2o5b3o173b2o3bo87bo2bo95b2obo8bo3bo7b2o77b4o
13b4o77b2obo12bo7b2o174b2obo11bobo6b2o4bo73bo11bo83bo9bo103b2o584b2o
27b2o179b2o$o2b3o4b2o13bo179bo5bo188bo2b3o4b2o13bo5bo177b3o89b2o96bo2b
3o5bo5bo7bo175bo2b3o4b2o2b2o9bo174bo2b3o4b2o3b2o8bo288b2o794bobo$b2o3b
o3b6o6b3o177b3o7b3o186b2o3bo3b2o10b3o7bo176bo190b2o3bo4bo5bo4b3o78b2o
17b2o78b2o3bo3b2o3b2o5b3o176b2o3bo3b2o4bo5b3o882b2o13b2o188bo$3b4o5bo
2bo6bo179bo11bo188b4o15bo379b4o4bo5bo4bo80bo2bo13bo2bo80b4o15bo180b4o
15bo108b2o7b2o766bo13bo189b2o$3bo9bobo3b2obo14bo365bo15b2obo379bo8bo3b
o2b2obo81b3o13b3o81bo15b2obo180bo15b2obo108b2o7b2o763b3o15b3o$4b3o12bo
bob2o11b2o366b3o12bobob2o378b3o6b3o3bobob2o180b3o12bobob2o179b3o12bobo
b2o80b2o7b2o789bo19bo$7bo13bo2bo11bobo368bo13bo2bo381bo13bo2bo13b2o63b
ob2o13b2obo84bo13bo2bo182bo13bo2bo80b2o7b2o$2b5o14b2o379b5o14b2o378b5o
14b2o15bobo62b2obo13bob2o79b5o14b2o179b5o14b2o$2bo399bo13bo384bo35bo
164bo199bo$4bo399bo9bobo386bo200bo199bo$3b2o398b2o10b2o385b2o199b2o
198b2o$1044bo$1043b2o$21bo423b2o596bobo199b2o$22bo421b2o576bo199bo21b
2o$20b3o423bo573bobo197bobo23bo$1021b2o198b2o$48b3o$48bo774bobo$49bo
774b2o$824bo27bo$428bo422b2o$66b2o361b2o420bobo$66bo361b2o$68bo$48b2o
14b5o$32bobo11bo2bo13bo394b2o10b2o586b2o$33b2o11b2obobo12b3o391bobo9bo
587bobo$33bo14bob2o3bobo9bo390bo13bo585bo201b2o$48bo6bo2bo5b4o384b2o
14b5o562bobo198bo23bobo$46b3o6b6o3bo3b2o380bo2bo13bo405b2o161b2o199b2o
21bo$45bo13b2o4b3o2bo379b2obobo12b3o402bo162bo199b2o$45b2o20bob2o381bo
b2o15bo367bo35bo200b2o$67bo384bo15b4o365bobo15b2o14b5o200bo$66b2o374bo
7b3o10b2o3bo3b2o364b2o13bo2bo13bo207bo199b2o$43b2o398bo5bo13b2o4b3o2bo
378b2obobo3b3o6b3o184b2o14b5o199bo$42bo2bo395b3o5b2o20bob2o380bob2o2bo
3bo8bo181bo2bo13bo206bo$41b2ob2o12b2o411bo383bo4bo5bo4b4o181b2obobo12b
3o183b2o14b5o$42bobo13bo395bo15b2o381b3o4bo5bo4bo3b2o181bob2o15bo180bo
2bo13bo$35b2o6bo15b3o392b2o396bo7bo5bo5b3o2bo180bo15b4o180b2obobo12b3o
$34bobo24bo391bobo396b2o7bo3bo8bob2o178b3o5b2o3b2o3bo3b2o180bob2o15bo$
34bo427b2o398b3o9bo180bo9b2o2b2o4b3o2bo179bo15b4o$33b2o427bo410b2o180b
2o7bo12bob2o177b3o5bo4b2o3bo3b2o$439b2o22b3o384b2o199bo25bo179bo8b2o3b
2o4b3o2bo$47bo390bobo5b2o17bo382b2o2bo199bo23b2o174bo4b2o6bobo11bob2o$
43b2obobo389bo7b2o400b2ob2o12b2o183b3o200bo25bo$42bobobobo388b2o409b2o
b2o12bo385b3o24b2o$39bo2bobobobob2o790b2o6bo15b3o199b2o$39b4ob2o2bo2bo
399bo389bobo24bo199bo$43bo4b2o397b2obobo388bo203b2o22b3o198b2o$41bobo
402bobobobo387b2o202bobo5b2o17bo198bo$41b2o400bo2bobobobob2o588bo7b2o
193b2o22b3o$443b4ob2o2bo2bo398bo188b2o201bobo5b2o17bo$447bo4b2o396b2ob
obo390bo7b2o$445bobo401bobobobo201bo187b2o$445b2o399bo2bobobobob2o194b
2obobo$846b4ob2o2bo2bo193bobobobo200bo$850bo4b2o192bo2bobobobob2o193b
2obobo$848bobo198b4ob2o2bo2bo192bobobobo$848b2o203bo4b2o191bo2bobobobo
b2o$1051bobo197b4ob2o2bo2bo$1051b2o202bo4b2o$1253bobo$1253b2o18$408b2o
92b2ob2o596bo310bo289b2o$406bo2bo92b2obobo593b3o310b3o287b2o211b2o31bo
$404b4o97bobo592bo3b2o311bo90b2o8b2o184b2o194b2o15bobo7b2o10b2o8b2o15b
2o336b2o11b2o$221bo181bo4b4o90b2obob2ob2o203b2o384b3o2bo309b2o90bo7bob
2o184bo13bo2bo178b2o17bo7b2o10b2o7b2o16b2o335bo2bo9bo2bo$221bo181bobob
o4bo89bo5bob2o203b2o386bobobob2o398bo5bo187bobo12bo198b3o29b2o2b2o52b
2obo2bob2o287b3o9b3o$220bobo178b2o4bob3o2bo88bob2o216bob2o377bo2bobo2b
o311b2o82b2o8bo185bobob3o6bo4bo277b2o4bo2bo4bo2bo4b2o280bo13bo$221bo
178bo2b5obo2b3o87b2obob2ob2o210b2o3bo378b2o3b2o311b2o8b2o78b2obo187bob
4o5bobo2b2o277b2o5bobo4bobo5b2o279bobo11bobo$221bo179bo2bo6bo92bobo4b
3o208bob2obo380bo325b2o78b2o190bo7b2obo290bo6bo289bo11bo$221bo180b2o8b
o87b4o5bo4bo211bo693bo496b3o29b2o2b2o347bo3bo9bo3bo$221bo182bo6b2o87bo
2bobo3bob2obo904bobo83b2o203bo189b2o17bo12b3o13b2o16b2o334bo2bo11bo2bo
$220bobo179b2o98bo2b3obobobo588b2o4bo309bo2bo83bob2o191b2o7bo4bo2bo
182b2o15bobo29b2o15b2o335b2o13b2o$221bo180bo98b2obo215bo382bo2bo3bo2bo
305b2o79b2obobobobo190bo2b2o5bo5b2o199b2o31bo$221bo182bo95bo3b2o3b7o
203bob2obo375b3o4bob5o386bob2obobo193b2obo598b2o13b2o$403b2o3bo91b4o2b
2o7bo203bo3b2o375bo303bo101bo2b3o193bo4b2o296bo6bo286bo2bo11bo2bo$408b
2o94b2o6b3o205b2obo383b5o291bobo101b2o3bo192bo4b2o288b2o5bobo4bobo5b2o
278bo3bo9bo3bo$406bobob3o89bo2bo6bo202b2o13b2o10b2o362bo5bo291bo104b3o
189b2obo295b2o4bo2bo4bo2bo4b2o281bo11bo$404b3obobobo89b2o2b6o202bo2bo
12b2o9bo2bo362b2o2b2o4b2o390bo190bo2b2o302b2obo2bob2o286bobo11bobo$
202bo2bo4bo2bo189bo5bo2b3o100b2o585b2obobobo3b2o2bo291bo290b2o602bo13b
o$200b3o2b6o2b3o187b2o5b2o3bo99b2o585bob2obob4o2bobo3b2o286b2o15b2o
876b3o9b3o$202bo2bo4bo2bo198b3o693bo3bobobob2o2bo277b2o3bo5bo15bobo
873bo2bo9bo2bo5bo$222b2o188bo97bo2bo210bo384b3o4bobob2o278b2o4b3o19b3o
4b2o867b2o11b2o4bo3b4o$221b2o284bo6bo188b2o10bob2o4bobo4b2o10bob2o366b
2obo291bobo15bo5bo3b2o886bo3bo$223bo282bo7bo188bobo9bobo12bobo9bobo
362b4o2bob3o291b2o15b2o895bo$232bo4bo269bob2o3bo6b2o182bo8bo17bo8bo
365bo2b2o2bo6b2o304bo584b3o311bo$230b2ob4ob2o271b3o7b2o179bobo9bobo6b
3o3bobo9bobo371b3obo2bo887bo313b2o$232bo4bo278b3o182b2obo10b2o11b2obo
10b2o373bob2o311bo577bo4bo$515bo3bo911bobo577bo$515bo916bo580b2o$515bo
1498bo$516bo2bo896b2o596bo$516bo185bo2bo9b2o12bo2bo682bo2bo595bo$703b
2o10b2o13b2o683bobo$516bobo204bob2o689bo$517bo204b2o3bo673b2o$722bob2o
bo673b2o8b2o$726bo684b2o2$1419b2o$720bo698bo$719bob2obo695b3o$719bo3b
2o697bo$720b2obo$730b2o$730b2o57$300b2o48b2o763b2o206b2o397b2o$301bo
48bo353b3o408b2o206bo398b2o$301bobo21b2o21bobo974b2o383bo$302b2o8bo12b
2o12b2o7b2o356bo97bo904bobo592bo6b2o$311b2o26bobo364b2o96bo495b2o24bob
o381bo11b3o579bo6b2obo$310b2o29bo363bo97bobo495bo415b2o2bob2o578bobo9b
o$311b2o2b2o22b3o366bo95bo308b2o186bobo13b3o8bobo377b5o4b2o2b2o581bo7b
o$704bo3bo95bo6b2o5bo295b2o186b2o3bo8bo3bo386bo4bo8b2o581bo8bob2o$709b
2o93bo5bo5b3o291bo4bo190bob2o6bo4bo8bobo373bo2bo594bo10b2o$700b2o2b3o
5bo91bo8bobo294bo3bo190bo4bo6b2obo11bo370bo2bob2o594bo$311b2o2b2o22b3o
358b2o5bo4b2obo87bobo10bo293b2o7b3o184bo3bo8bo3b2o9bo367bobobo5bo590bo
bo$310b2o29bo365bo3bo3bo88bo6bo2b3o2bo299bo187b3o13bobo7b2o368bo2bo4bo
bo590bo$311b2o26bobo365bobo5bo88bo6bo5b3o505bo380b2o2bo2bo590bo$302b2o
8bo12b2o12b2o7b2o461bo3b2o283b2o21bo201b2o384b2o$301bobo21b2o21bobo
459b2o5bo282b2o5b2o11bob2o$301bo48bo355b2o102bo2bob2o289b2obo11b2o5b2o
$300b2o48b2o354b2o103bobobo290bo21b2o606b4o$713b2o97b2o2bo888b2o28bo4b
o$711bob2o100b2o293bo594b2o27bobo3bo$710bo397b3o7b2o613bobo3bo$713bo
401bo3bo607bo5bo$709b2obo401bo4bo585b3o17bobo5bo$709b2o403b2o11b3o570b
2o2bob2o18b2o5bo2bo$1115b2o11bo571b2o2b2o28b2o$1704b2o$1127b3o591bo$
1126bo3bo591bo$1125bo5bo588b3o5b2o$1113b2o10bobobobo595bo2bo2b2o$1113b
2o9b2obobob2o594bobo4bo2bo$1123bo2b2ob2o2bo594bo5bobobo$1123b2o7b2o
597b2obo2bo$1731bo2bo$1719b4o5bo4bo$1718bo4bo4b5o$1717bobo3bo$1716bobo
3bo7bo$1716bo12bobo$1716bo13bo$1716bo2bo$1717b2o60$310b2o604bo203b2o
10b2o882bo7bo275b2o24b2o$309bo2bo602bobo201bo2bo8bo2bo291b2o587bobo5bo
bo274b2o24b2o$308bobobo597bo4bobo201b3o2b6o2b3o291b2o588bo7bo293b2o$
308bo2bo597bobo2b2ob2o2b2o199b2o6b2o274bo4bo30bo4bo869bo2bo$307bo602bo
3bo5bo2bo197bo10bo271b2ob4ob2o26b2ob4ob2o868b2o$308bobo604b3o4bo2bo
195b2obo4bob2o273bo4bo30bo4bo866bo$908b5o4bo2bobob2o178bo21b2o586b3o
294bo17bo283bobo$907bo4bo5b2o2bo181b3o606bo2bo294bo17bo282bo3bo$906bo
2bo11b2o184bo605bo2bo294bo17bo282bo2bo$903bo2bob2o196b2o23b2o580b2o
292b2o23b2o$902bobobo5bo218b2o292bo2bo577bobo7b3o3b3o7bobo277bo2bo$
307b2obo2bob2o586bo2bo4bobo509bobo2bobo575bo8bo3bobo3bo8bo276bo3bo$
300b2o4bo2bo4bo2bo4b2o582b2o2bo2bo510b2o2b2o575b2o27b2o276bobo$300b2o
5bobo4bobo5b2o587b2o489bo2bo4bo2bo26bo2bo4bo2bo271b3o587bo$308bo6bo
587b2o495b3o2b6o2b3o22b3o2b6o2b3o269bo2bo285b2o13b2o279b2o$901b3obo
496bo2bo4bo2bo12b2o12bo2bo4bo2bo274bo285b2o13b2o278bo2bo$900bo4bo220bo
299b2o278b3o15b3o581b2o$901b3ob2o29b2o164b2o21b3o12b2o564bo298b2o27b2o
264b2o24b2o$903bo3bo28bo164bobo20bo3bo11b2o564bo2bo296bo8bo3bobo3bo8bo
265b2o24b2o$907bo30bo162bo22b2ob2o578b3o296bobo7b3o3b3o7bobo$308bo6bo
588bobo27b4obo160b2o319bo10bo574b2o23b2o$300b2o5bobo4bobo5b2o579bo4bo
25bo4bo481bo10bo578bo17bo$300b2o4bo2bo4bo2bo4b2o579bob4o27bobo481bobo
8bobo568b2o7bo17bo$307b2obo2bob2o587bo30bo164b2o319bo10bo285b2o282b2o
7bo17bo$906bo28bo3bo161bo22b2ob2o292bo10bo283bo2bo284bobo$905b2o23bobo
3b2ob3o159bobo20bo3bo11b2o279bo10bo283bo2bo280b5obo$931b2o4bo4bo159b2o
21b3o12b2o279bo10bo283b3o281bo5bo$931bo5bob3o184bo293bobo8bobo567b2ob
2o3b2o5bo7bo$938b2o481bo10bo569bobo4bobo3bobo5bobo$930b2o489bo10bo569b
obo6bo4bo7bo$925bo3bo2bo2b2o1066bo7b2o$926b2obobo4bo2bo$925b2o3bo5bobo
bo$933b2obo2bo191b2o$920b2o11bo2bo169b2o23b2o$920bo2b2o5bo4bo171bo$
917b2obobo2bo4b5o169b3o$917bo2bo4b3o176bo21b2o$919bo2bo5bo3bo188b2obo
4bob2o$920b2o2b2ob2o2bobo187bo10bo$925bobo4bo189b2o6b2o$925bobo191b3o
2b6o2b3o$926bo192bo2bo8bo2bo$1120b2o10b2o57$1120b2o$1120b2o2$504bo
1513bo$504bo1513bo$503bobo602b2o22b2o883bobo$504bo604bo12b2o8bo885bo$
504bo604bobo10bo7bobo885bo$504bo600bo4b2o10bo7b2o4bo881bo$504bo600b3o
15bo10b3o881bo$503bobo602bo24bo883bobo$504bo602b2o24b2o883bo$504bo
1513bo6$1132bo2bo$1133b3o867b2o6b2o$1100b2o38b2o860bo2bo4bo2bo$520bo6b
o572b2o38b2o860bo2bo4bo2bo$519b2o6b2o577b3o893bo2bo4bo2bo$518b3o6b3o
576bo2bo893b2o6b2o$519b2o6b2o1505bo2bob2obo2bo$520bo6bo1505b2o2bo4bo2b
2o$2034bo2bob2obo2bo4$1107b2o24b2o$515b3o590bo24bo$515bo12bo576b3o10bo
15b3o904bo$516bo12bo575bo4b2o7bo10b2o4bo905b2o$527b3o579bobo7bo10bobo
908b2o$1109bo8b2o12bo901b2o$1108b2o22b2o899b2o$2035bo3$517bo6bo595b2o$
516b2o6b2o594b2o$515b3o6b3o$516b2o6b2o1505bo2bob2obo2bo$517bo6bo1505b
2o2bo4bo2b2o$2031bo2bob2obo2bo$2064b2o6b2o$2063bo2bo4bo2bo$2063bo2bo4b
o2bo$2063bo2bo4bo2bo$2064b2o6b2o3$540bo$540bo$539bobo$540bo$540bo1517b
o$540bo1517bo$540bo1516bobo$539bobo1516bo$540bo1517bo$540bo1517bo$
2058bo$2057bobo$2058bo$2058bo34$1905bo3bo3bo$1903b3o2bobo2b3o$1902bo5b
obo5bo$1509b2o390bob5obob5obo$1509bo2bo388bo5bo3bo5bo$1502b3o397bo2bob
obo2bobobo$1501bo3bobo395bob2ob3o3b2o$1501bo3bobo3b2o391b2obo$824bo12b
o664b2o401b2ob3o$817b2o24b2o659bo3bo396bo4b4o$816b3o3b2o14b2o3b3o1059b
ob2o4bo$822b2ob2o8b2ob2o1083b2o$824bo12bo1085bo$1502b2o5b2o410bobo$
1921b2o$1501bo9bo$810bo40bo649bo3bobo3bo$809b2o40b2o648bo3bobo3bo388b
2o$809b2o40b2o649bobo3bobo389b2o$1503bo5bo413b2o$1923bo$1921bobo$810b
2o38b2o1064b2o3b2o$810b2o38b2o1050b2o11bo2bo$808bo3bo36bo3bo1047bobo
11b3o$811bo38bo1050bo$811bo38bo1049b2o$1923b2o$1916bo6b2o$1913b2obo$
1509b2o403bo$1509b2o391b2o$1901bobo$1901bo$1900b2o$811bo38bo1061bo4bob
o$811bo38bo690bo2bo365b2o4b4o$808bo3bo36bo3bo677b3o7bo371b4obo$810b2o
38b2o665b2o11bo4bo9bo$810b2o38b2o665b2o10bo5bo8b2o363bo5b2o2b3o$1530bo
8bo368bob2obobobob2obo$1531b2o8b2o364bobo3bo3bo5bo$1907bob5obob5obo$
809b2o40b2o678b2o8b2o365bo5bobo5bo$809b2o40b2o677bo8bo3bo365b3o2bobo2b
3o$810bo40bo677bo5bo4bo2bo367bo3bo3bo$1511b2o17bo4bo4bo2bo$1511b2o18b
3o7b2o2$824bo12bo$822b2ob2o8b2ob2o$816b3o3b2o14b2o3b3o$817b2o24b2o$
824bo12bo47$700b2o48b2o557b2o$701bo48bo554b2o2bo$701bobo44bobo553bo2bo
bo$702b2o9bo34b2o550b2obobobob2o$714bo22bo562bob2o5bo$708b2o5bo20b3o3b
2o561b3o3bo$708b2o2bobo22b2o3b2o557b4obob3obo$713bo24bo561bo11bo$1301b
3o5b3o$713bo24bo564bo5bo$708b2o2bobo22b2o3b2o560b5o$708b2o5bo20b3o3b2o
$714bo22bo$702b2o9bo34b2o$701bobo44bobo$701bo48bo556b2o7b3o$700b2o48b
2o554bo2bo4bo4bo11b2o$1306bo2bo4bo5bo10b2o$717bobo2bo583bo3bo8bo$717b
3obob2o582b2o8b2o$716bo6bo$717bo5b2o582b2o8b2o$1310bo8bo$716b2o5bo580b
2o8bo5bo$717bo6bo579bo9bo4bo$716b2obob3o584bo7b3o$718bo2bobo581bo2bo
77$2305bo4bo44bo4bo$2303b2ob4ob2o40b2ob4ob2o$2305bo4bo44bo4bo3$2332b2o
$2332b2o8$2331b4o$2332b2o$2330b2o2b2o3$2332b2o$2332b2o3$2305bo4bo44bo
4bo$2303b2ob4ob2o40b2ob4ob2o$2305bo4bo44bo4bo272$2320b2o$2320b2o4$
2309b2o$2308bo2bo10b2o$2309b2o11bo$2322bo12bo$2323bo10bobo$2334bobo$
2335bo7$2332bo2bo$2333b3o$2300b2o38b2o$2300b2o38b2o$2306b3o$2306bo2bo
7$2306bo$2305bobo$2305bobo10bo$2306bo12bo$2319bo11b2o$2318b2o10bo2bo$
2331b2o4$2320b2o$2320b2o!
waiting for apgsearch to support one-dimensional rules
muzik
 
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Location: Scotland

Re: Oscillator Discoveries Thread

Postby dvgrn » June 25th, 2017, 6:24 pm

Gamedziner wrote:I wonder if that could be used to make a p132 gun.

This is an eminently reasonable thing to wonder, but it might make sense to check the gun collection before posting. Otherwise someone may get the impression that this is new technology, and run off and re-invent yet another wheel.
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dvgrn
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Re: Oscillator Discoveries Thread

Postby wwei23 » June 28th, 2017, 9:44 am

muzik wrote:Well anyways, here's a stupid stamp collection I've made for oscillators of every period from 1-144 plus 156, based off of the Oscillator page on the lifewiki. Any known ways to fill in the gaps without using glider loops, and any periods that aren't known at all besides such loops?

x = 2331, y = 642, rule = B3/S23
2o201bo97b2o97b2o202b2o195b2o104b2o99b2o91bo104b2o93bo5bo292b2o100b2o
99bo99b2o98b2o5b2o191bo$2o98b3o98bo3b4o91bo2bo96bo102b2o99b2o196bo104b
o2bo97bo92b3o7b2o93b2o92bobo3bobo199b2o91bo100b2o96bobo99bo2bo94b2o2bo
7bo187bobo$201bo3bo94bobo2bo96bo102bob2o193b2o98bob2o97bo4bo3bo96bo94b
o6bo188bo2bobo2bo199bobo90bobo9b2o87b2o97b3o97bobobo95bobo5bo90b2o99b
3o102b2o6bo$201bo99bo100bobo96bo2bo2b2o95b4o94b2obo95b2obobo97b2o3bob
2o95b2o93b2o4bobo190bo3bo97bo98bo4bob2o90bobo8bo88bo13bo2bo82bobo96bo
2bo96bob2o4bo3bo87bo100bobo99bob2o4bo3b4o$204bo97b2obo195bobo96b2obo4b
o97bo100bo301b2o96bobo5bo86b2ob2o97bo97b2o5bo101bobo87bobo12bo84bo98bo
99b2o7bo3b4o84bobo13b3o81bo101bo8bo3bo$202b2o100bo99bobo95bo97b2obo3bo
bo93bo101b3o92b2obo3b2o197bo100bo3bo3bo187bobo95bo2bo106b2o89bobob3o6b
o4bo180bobo98b2o7bo90b2o3bo8bo3bo185bo5bo$603bobo2bo95bob2o92b2o6b2o
90bo3bo4bo194b2obo92b2o5bo4b2obo188bo96b3o101b2o96bob4o5bobo2b2o281bo
2bo100bob2o6bo4bo180b2obo9bo$406bobo93b2o99bob3o98b2o92bo2bob2obo93bo
2bo99bo194b2o2b3o5bo191bo200b2ob2o94bo7b2obo188b2o97b3o99bo4bo6b2obo
181b2o9b2o$502b2o100bo197b2obo2bo95b2o99b2o95bo3bo2bo99b2o193bo106b3o
94b2o292bo4bo98b2o98bo3bo8bo3b2o$408b2o195bo200b2o192b2obobob3o91bob2o
4bo94bo3bo195bo105bo2bo88b2o104bo193bo4bo95b2obo3bob2o93b3o13bobo$411b
o192b2o394bob2obobobo91bo6bo99bo194bobo99bo5b2o88bobo103bo4bo2bo186bo
4bo95b2obobob2obo111bo$410b2o594bo2b3o88b2o7b3o93bo198bo98b2obo4bo89bo
8bobo95bo5b2o187bo2bo100b2o116b2o$1007b2o3bo98bo94b2o196bo99bobo93b2o
9bobo287bobo2bobo100b4o$1009b3o194bo298b2o106bo94b2o191b2o4b2o100bo2bo
$1009bo603b2o93b2o$1204b3o85$4b2o4b2o9b2o192b2o87bo6b2o99bo$4bobo2bobo
9b2o88b2o102b2o85b2obo5bo100b3o$6bo2bo96b2o4bo188bo10bo102bo$5bo4bo93b
3o3bobob2o184bobo2bo5b2o101b2o$5b2o2b2o90bobo4bob2obobo184bo2bo6bo$7b
2o21b2o69b2ob4obo3bo187b2o8b2o113bo$30bo73bo4bo3bo99b2o95bo2bo106bo4bo
bo$2o26bobo73bob2obobob3o98b2o89bob5o2bo96b2o6b2o5bo$bo26b2o73b2o2bobo
b2o3bo93bo4bo87b3obo4b2o97b2o7bo$bobo18b3o80bo2b2o4b2o94bo3bo87bo4bobo
bo$2b2o16b2ob2o76b3o2b3o2b3o96b2o7b3o81b4o4bo197bo200b2o83bo107b2o115b
2o78b2o109b2o11b2o77bo299bo97bo2bo122b2o75bo4b2o290bo7bo$9bo12bo77bobo
3bobo2b2o106bo87b4o96b2o98bobo200bo84bo108bo106bo7bobo79bo109b2o11b2o
74bobo107b3o4b2o181bobo101bo122bobo72b2obo3bo207b2o81bobo5bobo95bo3b2o
$7b2ob2o16b2o70bo3b2o2bo5b2o189bo2bo91b2o5b2o11bo85bobo11b2o182b2ob2ob
o4b2o78bo105b3o105b3o8bo80bobo197b3o115bo181b3o96bo4bo123bo4b2o65bo8bo
189b2o15bobo7b2o72bo7bo97b2ob2o$7b3o18bobo70b3o4bob4o2bo83b2o21bo81b2o
94bo17b2o5bo73b2o3bo2bo11b2o180bo2bobobo5bo78b2o104bo107bo93b2o198bobo
105bo5bo83b2o8b2o90bobo95b2o2bobo118b4ob2o2bo2bo62bobo2bo3b2o95bo4bo
88b2o17bo7b2o176bobo$2b2o26bo72bo5bo5b2o83b2o5b2o11bob2o177bobo16bo4bo
bo72b2o4bobo98b2obo2bob2o85b2o4bo8bo74bo107bo12bo94b2o98bo97bo23bo70bo
107b2o5bo3bo79b2o7bo91bo103bob2o5b2o109bo2bo3bobob2o62bo2bo100b2ob4ob
2o103b3o186bo$bobo26b2o79bo94b2obo11b2o5b2o172b2o22bo80bobo90b2o4bo2bo
4bo2bo4b2o92b2o73bo4bo3b2o99b3o7b3o101bo91b2o96bobo5bo9bo5bobo179bo4bo
3b4o88bo201bo113bobobobo66b2o103bo4bo288b2o2b3o5bobo2bo$bo108b2o94bo
21b2o279bo90b2o5bobo4bobo5b2o167bo7bobo102bo5bo104bobo90bo95bo2bo5bob
2o3b2obo5bo2bo175bo9bo89b2obo203bo113b2obobo361bo17bo85b2o9bob5o$2o21b
2o583bo6bo100b2o75b3o3bo103bo6b2o104b3o3b2o181b2o10bobo10b2o176bo3bo
95b2o195bo2bo5b2o117bo72bo289bo17bo$21b2o2b2o183bo489bo10bo3bobo80b2o
104bo95b2o20b2o191bobobobo184b2o297b2o6bo192b2o209b3o76bo17bo95bob4o$
21bo4bo181b3o7b2o187bo5bo286b3o7b3o3bo190b2o91b2o3b3o208bo3bo183bo5b3o
2b2o297b2o103b2o80b2obobob3o189b2o17bo72b2o23b2o91bo5bo$22bo2bo189bo3b
o186b3o3b3o288bo6bobo4b3o187b2o97bobo392bob2o4bo5b2o296bo2bo103bo8bo
71bob2obobobo189b2o15bobo71bobo7b3o3b3o7bobo91b2o2b2o$9b2o9bobo2bobo
186bo4bo482bobo14bo288bo96bo94b2o33b2o164bo3bo3bo298bob5o2bo102bobo5b
2o77bo2b3o90b2o112b2o72bo8bo3bobo3bo8bo89bobobo3b2o$9b2o9b2o4b2o186b2o
486b2o91bo112b2o104b2o89b2o93b2o33b2o164bo5bobo97b2o197b3obo4b2o104b2o
85b2o3bo89bobob2o2b2o177b2o27b2o87bobo2b3o3bo$215b2o391bo6bo179b2o111b
2o105bo89bo99b2o23b2o273bob2o196bo4bobobo120bo74b3o87b2obo3bobo2bo295b
o2b2o4b2obo$600b2o5bobo4bobo5b2o78b2o86b2obobob3o112bo90bo8b3o95b2o
392bo201b4o4bo121bo73bo89b2obo3bob3o185b2o13b2o93b2o4b3o3bo$406bo7bo
185b2o4bo2bo4bo2bo4b2o78bo8bo4b2o72bob2obobobo105b2o6bo88bobo7bo97bobo
93bobo19bobo178b2o96bo7b2o193b4o120b3o166bo3bo189b2o13b2o99bo2b3o$405b
obo5bobo191b2obo2bob2o87bo5bobobo2bo78bo2b3o104bo5bo89b2o108bo93bo2bo
17bo2bo178b2o94b2o8b2o191bo2bo291bobob3o306bo$406bo7bo288b2o4bob2ob2o
81b2o3bo100b3o7b3o196b2o93b2o19b2o478b2o115bo178bobo3bo179b2o27b2o$
213b2o494bo89b3o101bo11bo909b2o179bo2b2o180bo8bo3bobo3bo8bo$213b2o493b
2o89bo407b2o19b2o594bobo4b2o22bo150b2o183bobo7b3o3b3o7bobo$1206bo2bo
17bo2bo600bo21b3o336b2o23b2o$1206bobo19bobo601b3o17bo343bo17bo$1834bo
17b2o342bo17bo$1205b2o23b2o964bo17bo$1200b2o33b2o608bo$1200b2o33b2o
609b2o12b2o$1845b2o14bo$1216bo3bo582b2o56bob2o336bo7bo$1215bobobobo
582bo9b2o37bo5b3o2bo335bobo5bobo$1205b2o10bobo10b2o570bo10bobo37b2o3bo
3b2o337bo7bo$1204bo2bo5bob2o3b2obo5bo2bo569b5o8bo5b2o35b2obo$1205bobo
5bo9bo5bobo575bo13bo22b2o15bo$1206bo23bo573b3o12bobo21bobo12b3o$1803bo
15b2o22bo13bo$1803bob2o35b2o5bo8b5o$1211b2o11b2o575b2o3bo3b2o37bobo10b
o$1211b2o11b2o574bo2b3o5bo37b2o9bo$1800b2obo56b2o$1803bo14b2o$1803b2o
12b2o$1819bo2$1811b2o17bo$1812bo17b3o$1809b3o21bo$1809bo22b2o4bobo$
1838b2o$1839bo2$1828b3o$1828bo$1829bo$1842b2o$1835b2o5bobo$1835bo8bo$
1844b2o2$1831bo$1830bobob2o$1830bobobobo$1827b2obobo3bo2bo$1827bo2bo2b
2ob4o$1829b2o4bo$1835bobo$1836b2o26$28b2o185b2o85bo125b2o70b2o25b2o82b
2o110b2o102b2o73b2obo13bob2o105b2o198b2o101b2o7b2o58bo9bo94b2o113b2o
105bo377bo19bo$27bobo70b2o44b2o67b2o85b3o122bobo71bo25bo84bo110b2o101b
obo73bob2o13b2obo104bobo197bobo101b2o7b2o58b3o5b3o94b2o109b3o2bo103bo
3b4o372b3o15b3o192bo$21b2o4bo72bo2b3o36b3o2bo157bo9b2o104b2o4bo73bobo
7bo13bobo81b2o209b2o4bo194b2o4bo193b2o4bo77b2o7b2o87bo3bo202b3o6b2o
104bo3bo378bo13bo194bobo$19bo2bo2b2ob4o69b2o30b3o9b2o66b4o87b2o9bo103b
o2bo2b2ob4o70b2o5bo2bo5bo6b2o291bo2bo2b2ob4o72b3o13b3o97bo2bo2b2ob4o
73bo4bo108bo2bo2b2ob4o73b2o7b2o86b2o3b2o6bo3bo195bo84b2o23bo381b2o13b
2o192bo3bo$19b2obobobobo2bo74bo18bo15bo70bo4bo95bobo103b2obobobobo2bo
80bo5b2o87bobo96b2o16b2o92b2obobobobo2bo71bo2bo13bo2bo96b2obobobobo2bo
71b2ob4ob2o106b2obobobobo2bo179bo2bobobobo2bo84b2o100bo4bo85bo26bo586b
o3bo$22bobobobo77bo3bo12b2ob2o3bo5bo3bo71bo2bo91b2o3b2o107bobobobo79bo
10b2o185b2o14bob2o95bobobobo74b2o17b2o99bobobobo76bo4bo111bobobobo176b
o5bobo2bobo2bobo85b2o8b2o88b2o8b2o80bobo13b3o6b2o372b2o27b2o169b2o12bo
3bo$22bobob2o73b2o5b2ob2o12bo5bo5bo7b2o63b3obobo90bo114bobob2o80bo3b2o
4b2o85bobo114bo98bobob2o195bobob2o194bobob2o102b2o9b2o62bo6bo2b2ob2o2b
o96b2o90bo4b3o2bo80b2o3bo8bo3bo380bo11b2o14bo171bo11bo3bo$23bo76bo2b3o
4bo20bo5bo4b3o2bo61bo3bo92bo116bo85b5o96b2o110bo99bo79b4o13b4o100bo
199bo108bo7bo63bobo9bobo189bo11b2o84bob2o6bo4bo379bobo9b2o12bobo171bob
o10bobo$100b2o44b2o52bo8b2ob2o2bo90bobo293bobo3bobo110bo2bo176bo2bo13b
o2bo381bo11bo14b2o7b2o63bo7b2o5b2o88bobo95bo3bo92bo4bo6b2obo381b2o23b
2o173b2o11bo$36b2o95b3o64b3o10bobo91bo128b2o71b5o89bo5bo96bo16b2o110b
2o66bo5bo5bo5bo114b2o198b2o66b2o9b2o12bob2o7b2obo61bo7bo7bo87bo3bo92b
2o98bo3bo8bo3b2o394bobo186bo$36bo166bo5b2obo2bo2bo208b2o7bo71bo3b2o4b
2o81bo6b2o95bob2o126bo64b3o5b3o3b3o5b3o102b2o7bo72bobo115b2o7bo66bob2o
7b2obo5bo5bo13bo61bo9bo3bo88bo3bo91bo5b3o2b2o90b3o13bobo392bo2bo185b2o
$9bo24bobo69bo2bo28bo2bo60bo6b2obobo4bo82b2o105bo17b2o5bobo71bo10b2o
80b2o98b2o2bo2bo99bo24bobo64bo23bo84bo17b2o5bobo75bo96bo17b2o5bobo86bo
81bo101bo3bo89bob2o4bo5b2o108bo392bo2bo186bo$9b3o15bo6b2o69bob2obo26bo
b2obo60bo9bob3o2bo80bobo105b3o22b2o76bo5b2o181b2o5bo99b3o15bo6b2o174b
3o22b2o72bo2bo97b3o22b2o67b2o11b2o5bo80bobo5bo2bo3bo2bo85bobo90bo3bo3b
o115b2o384bo7bo$12bo13bobo77bo2bo28bo2bo64b2o6bo8bo77bo9b2o99bo89b2o5b
o2bo5bo6b2o284bo12b2ob2o183bo94bobobo100bo91bo11bo12bo13bo61bo7b2o5b2o
179bo5bobo499bo2bo$11b2o12b2ob2o76bo2bo28bo2bo64b2o7b5obobo76b2o9bo99b
2o88bobo7bo13bobo77bo204b2o12b2ob2o182b2o94bo2bo100b2o91bo11bo6bo5bob
2o7b2obo61bo94b2o607bo2bo$25bo2bo76bob2obo26bob2obo76b2o2bo88b3o104bob
o79bo25bo77b2o95b2o14b2o104bo2b2o71bo23bo183b2o193b2o11b2o5bo7b2o7b2o
158b2o8b2o597bobo$26b2o78bo2bo28bo2bo65b2o8b2o2bo92bo104b2o79b2o25b2o
71b2obobob3o90bob2o14b2o105b2o73b3o19b3o103b3o292bo8bo7bo61b2o3b2o102b
2o96b2o491b2o23b2o176bo$3b2o202b2o8bo3b2o180b2o15bo179bob2obobobo90bo
101b2o99bo17bo81b2o23bo174b2o24b3o71bob2o7b2obo12b2o9b2o60bo3bo201b2o
490bobo12b2o9bobo175b2o$3bo207bo6b3o182bo202bo2b3o88bo101bo9b3o87bo2bo
13bo2bo80bo25bo173bo25bo74b2o9b2o83b3o5b3o690bo14b2o11bo175bo$2obo20b
2o178b2o6bo7bo179b2obo20b2o5b3o173b2o3bo87bo2bo95b2obo8bo3bo7b2o77b4o
13b4o77b2obo12bo7b2o174b2obo11bobo6b2o4bo73bo11bo83bo9bo103b2o584b2o
27b2o179b2o$o2b3o4b2o13bo179bo5bo188bo2b3o4b2o13bo5bo177b3o89b2o96bo2b
3o5bo5bo7bo175bo2b3o4b2o2b2o9bo174bo2b3o4b2o3b2o8bo288b2o794bobo$b2o3b
o3b6o6b3o177b3o7b3o186b2o3bo3b2o10b3o7bo176bo190b2o3bo4bo5bo4b3o78b2o
17b2o78b2o3bo3b2o3b2o5b3o176b2o3bo3b2o4bo5b3o882b2o13b2o188bo$3b4o5bo
2bo6bo179bo11bo188b4o15bo379b4o4bo5bo4bo80bo2bo13bo2bo80b4o15bo180b4o
15bo108b2o7b2o766bo13bo189b2o$3bo9bobo3b2obo14bo365bo15b2obo379bo8bo3b
o2b2obo81b3o13b3o81bo15b2obo180bo15b2obo108b2o7b2o763b3o15b3o$4b3o12bo
bob2o11b2o366b3o12bobob2o378b3o6b3o3bobob2o180b3o12bobob2o179b3o12bobo
b2o80b2o7b2o789bo19bo$7bo13bo2bo11bobo368bo13bo2bo381bo13bo2bo13b2o63b
ob2o13b2obo84bo13bo2bo182bo13bo2bo80b2o7b2o$2b5o14b2o379b5o14b2o378b5o
14b2o15bobo62b2obo13bob2o79b5o14b2o179b5o14b2o$2bo399bo13bo384bo35bo
164bo199bo$4bo399bo9bobo386bo200bo199bo$3b2o398b2o10b2o385b2o199b2o
198b2o$1044bo$1043b2o$21bo423b2o596bobo199b2o$22bo421b2o576bo199bo21b
2o$20b3o423bo573bobo197bobo23bo$1021b2o198b2o$48b3o$48bo774bobo$49bo
774b2o$824bo27bo$428bo422b2o$66b2o361b2o420bobo$66bo361b2o$68bo$48b2o
14b5o$32bobo11bo2bo13bo394b2o10b2o586b2o$33b2o11b2obobo12b3o391bobo9bo
587bobo$33bo14bob2o3bobo9bo390bo13bo585bo201b2o$48bo6bo2bo5b4o384b2o
14b5o562bobo198bo23bobo$46b3o6b6o3bo3b2o380bo2bo13bo405b2o161b2o199b2o
21bo$45bo13b2o4b3o2bo379b2obobo12b3o402bo162bo199b2o$45b2o20bob2o381bo
b2o15bo367bo35bo200b2o$67bo384bo15b4o365bobo15b2o14b5o200bo$66b2o374bo
7b3o10b2o3bo3b2o364b2o13bo2bo13bo207bo199b2o$43b2o398bo5bo13b2o4b3o2bo
378b2obobo3b3o6b3o184b2o14b5o199bo$42bo2bo395b3o5b2o20bob2o380bob2o2bo
3bo8bo181bo2bo13bo206bo$41b2ob2o12b2o411bo383bo4bo5bo4b4o181b2obobo12b
3o183b2o14b5o$42bobo13bo395bo15b2o381b3o4bo5bo4bo3b2o181bob2o15bo180bo
2bo13bo$35b2o6bo15b3o392b2o396bo7bo5bo5b3o2bo180bo15b4o180b2obobo12b3o
$34bobo24bo391bobo396b2o7bo3bo8bob2o178b3o5b2o3b2o3bo3b2o180bob2o15bo$
34bo427b2o398b3o9bo180bo9b2o2b2o4b3o2bo179bo15b4o$33b2o427bo410b2o180b
2o7bo12bob2o177b3o5bo4b2o3bo3b2o$439b2o22b3o384b2o199bo25bo179bo8b2o3b
2o4b3o2bo$47bo390bobo5b2o17bo382b2o2bo199bo23b2o174bo4b2o6bobo11bob2o$
43b2obobo389bo7b2o400b2ob2o12b2o183b3o200bo25bo$42bobobobo388b2o409b2o
b2o12bo385b3o24b2o$39bo2bobobobob2o790b2o6bo15b3o199b2o$39b4ob2o2bo2bo
399bo389bobo24bo199bo$43bo4b2o397b2obobo388bo203b2o22b3o198b2o$41bobo
402bobobobo387b2o202bobo5b2o17bo198bo$41b2o400bo2bobobobob2o588bo7b2o
193b2o22b3o$443b4ob2o2bo2bo398bo188b2o201bobo5b2o17bo$447bo4b2o396b2ob
obo390bo7b2o$445bobo401bobobobo201bo187b2o$445b2o399bo2bobobobob2o194b
2obobo$846b4ob2o2bo2bo193bobobobo200bo$850bo4b2o192bo2bobobobob2o193b
2obobo$848bobo198b4ob2o2bo2bo192bobobobo$848b2o203bo4b2o191bo2bobobobo
b2o$1051bobo197b4ob2o2bo2bo$1051b2o202bo4b2o$1253bobo$1253b2o18$408b2o
92b2ob2o596bo600b2o$406bo2bo92b2obobo593b3o600b2o211b2o31bo$404b4o97bo
bo592bo3b2o402b2o8b2o184b2o194b2o15bobo7b2o10b2o8b2o15b2o336b2o11b2o$
221bo181bo4b4o90b2obob2ob2o203b2o384b3o2bo401bo7bob2o184bo13bo2bo178b
2o17bo7b2o10b2o7b2o16b2o335bo2bo9bo2bo$221bo181bobobo4bo89bo5bob2o203b
2o386bobobob2o398bo5bo187bobo12bo198b3o29b2o2b2o52b2obo2bob2o287b3o9b
3o$220bobo178b2o4bob3o2bo88bob2o216bob2o377bo2bobo2bo395b2o8bo185bobob
3o6bo4bo277b2o4bo2bo4bo2bo4b2o280bo13bo$221bo178bo2b5obo2b3o87b2obob2o
b2o210b2o3bo378b2o3b2o401b2obo187bob4o5bobo2b2o277b2o5bobo4bobo5b2o
279bobo11bobo$221bo179bo2bo6bo92bobo4b3o208bob2obo380bo405b2o190bo7b2o
bo290bo6bo289bo11bo$221bo180b2o8bo87b4o5bo4bo211bo1190b3o29b2o2b2o347b
o3bo9bo3bo$221bo182bo6b2o87bo2bobo3bob2obo990b2o203bo189b2o17bo12b3o
13b2o16b2o334bo2bo11bo2bo$220bobo179b2o98bo2b3obobobo588b2o4bo396bob2o
191b2o7bo4bo2bo182b2o15bobo29b2o15b2o335b2o13b2o$221bo180bo98b2obo215b
o382bo2bo3bo2bo386b2obobobobo190bo2b2o5bo5b2o199b2o31bo$221bo182bo95bo
3b2o3b7o203bob2obo375b3o4bob5o386bob2obobo193b2obo598b2o13b2o$403b2o3b
o91b4o2b2o7bo203bo3b2o375bo405bo2b3o193bo4b2o296bo6bo286bo2bo11bo2bo$
408b2o94b2o6b3o205b2obo383b5o395b2o3bo192bo4b2o288b2o5bobo4bobo5b2o
278bo3bo9bo3bo$406bobob3o89bo2bo6bo202b2o13b2o10b2o362bo5bo396b3o189b
2obo295b2o4bo2bo4bo2bo4b2o281bo11bo$404b3obobobo89b2o2b6o202bo2bo12b2o
9bo2bo362b2o2b2o4b2o390bo190bo2b2o302b2obo2bob2o286bobo11bobo$202bo2bo
4bo2bo189bo5bo2b3o100b2o585b2obobobo3b2o2bo582b2o602bo13bo$200b3o2b6o
2b3o187b2o5b2o3bo99b2o585bob2obob4o2bobo3b2o1181b3o9b3o$202bo2bo4bo2bo
198b3o693bo3bobobob2o2bo1180bo2bo9bo2bo5bo$222b2o188bo97bo2bo210bo384b
3o4bobob2o1182b2o11b2o4bo3b4o$221b2o284bo6bo188b2o10bob2o4bobo4b2o10bo
b2o366b2obo1207bo3bo$223bo282bo7bo188bobo9bobo12bobo9bobo362b4o2bob3o
1205bo$232bo4bo269bob2o3bo6b2o182bo8bo17bo8bo365bo2b2o2bo6b2o889b3o
311bo$230b2ob4ob2o271b3o7b2o179bobo9bobo6b3o3bobo9bobo371b3obo2bo887bo
313b2o$232bo4bo278b3o182b2obo10b2o11b2obo10b2o373bob2o889bo4bo$515bo3b
o1491bo$515bo1497b2o$515bo1498bo$516bo2bo1494bo$516bo185bo2bo9b2o12bo
2bo1281bo$703b2o10b2o13b2o$516bobo204bob2o$517bo204b2o3bo$722bob2obo$
726bo3$720bo$719bob2obo$719bo3b2o$720b2obo$730b2o$730b2o57$300b2o48b2o
763b2o206b2o397b2o$301bo48bo353b3o408b2o206bo398b2o$301bobo21b2o21bobo
974b2o383bo$302b2o8bo12b2o12b2o7b2o356bo97bo904bobo592bo6b2o$311b2o26b
obo364b2o96bo495b2o24bobo381bo11b3o579bo6b2obo$310b2o29bo363bo97bobo
495bo415b2o2bob2o578bobo9bo$311b2o2b2o22b3o366bo95bo308b2o186bobo13b3o
8bobo377b5o4b2o2b2o581bo7bo$704bo3bo95bo6b2o5bo295b2o186b2o3bo8bo3bo
386bo4bo8b2o581bo8bob2o$709b2o93bo5bo5b3o291bo4bo190bob2o6bo4bo8bobo
373bo2bo594bo10b2o$700b2o2b3o5bo91bo8bobo294bo3bo190bo4bo6b2obo11bo
370bo2bob2o594bo$311b2o2b2o22b3o358b2o5bo4b2obo87bobo10bo293b2o7b3o
184bo3bo8bo3b2o9bo367bobobo5bo590bobo$310b2o29bo365bo3bo3bo88bo6bo2b3o
2bo299bo187b3o13bobo7b2o368bo2bo4bobo590bo$311b2o26bobo365bobo5bo88bo
6bo5b3o505bo380b2o2bo2bo590bo$302b2o8bo12b2o12b2o7b2o461bo3b2o283b2o
21bo201b2o384b2o$301bobo21b2o21bobo459b2o5bo282b2o5b2o11bob2o$301bo48b
o355b2o102bo2bob2o289b2obo11b2o5b2o$300b2o48b2o354b2o103bobobo290bo21b
2o606b4o$713b2o97b2o2bo888b2o28bo4bo$711bob2o100b2o293bo594b2o27bobo3b
o$710bo397b3o7b2o613bobo3bo$713bo401bo3bo607bo5bo$709b2obo401bo4bo585b
3o17bobo5bo$709b2o403b2o11b3o570b2o2bob2o18b2o5bo2bo$1115b2o11bo571b2o
2b2o28b2o$1704b2o$1127b3o591bo$1126bo3bo591bo$1125bo5bo588b3o5b2o$
1113b2o10bobobobo595bo2bo2b2o$1113b2o9b2obobob2o594bobo4bo2bo$1123bo2b
2ob2o2bo594bo5bobobo$1123b2o7b2o597b2obo2bo$1731bo2bo$1719b4o5bo4bo$
1718bo4bo4b5o$1717bobo3bo$1716bobo3bo7bo$1716bo12bobo$1716bo13bo$1716b
o2bo$1717b2o60$310b2o604bo203b2o10b2o882bo7bo275b2o24b2o$309bo2bo602bo
bo201bo2bo8bo2bo291b2o587bobo5bobo274b2o24b2o$308bobobo597bo4bobo201b
3o2b6o2b3o291b2o588bo7bo293b2o$308bo2bo597bobo2b2ob2o2b2o199b2o6b2o
274bo4bo30bo4bo869bo2bo$307bo602bo3bo5bo2bo197bo10bo271b2ob4ob2o26b2ob
4ob2o868b2o$308bobo604b3o4bo2bo195b2obo4bob2o273bo4bo30bo4bo866bo$908b
5o4bo2bobob2o178bo21b2o586b3o294bo17bo283bobo$907bo4bo5b2o2bo181b3o
606bo2bo294bo17bo282bo3bo$906bo2bo11b2o184bo605bo2bo294bo17bo282bo2bo$
903bo2bob2o196b2o23b2o580b2o292b2o23b2o$902bobobo5bo218b2o292bo2bo577b
obo7b3o3b3o7bobo277bo2bo$307b2obo2bob2o586bo2bo4bobo509bobo2bobo575bo
8bo3bobo3bo8bo276bo3bo$300b2o4bo2bo4bo2bo4b2o582b2o2bo2bo510b2o2b2o
575b2o27b2o276bobo$300b2o5bobo4bobo5b2o587b2o489bo2bo4bo2bo26bo2bo4bo
2bo271b3o587bo$308bo6bo587b2o495b3o2b6o2b3o22b3o2b6o2b3o269bo2bo285b2o
13b2o279b2o$901b3obo496bo2bo4bo2bo12b2o12bo2bo4bo2bo274bo285b2o13b2o
278bo2bo$900bo4bo220bo299b2o278b3o15b3o581b2o$901b3ob2o29b2o164b2o21b
3o12b2o564bo298b2o27b2o264b2o24b2o$903bo3bo28bo164bobo20bo3bo11b2o564b
o2bo296bo8bo3bobo3bo8bo265b2o24b2o$907bo30bo162bo22b2ob2o578b3o296bobo
7b3o3b3o7bobo$308bo6bo588bobo27b4obo160b2o319bo10bo574b2o23b2o$300b2o
5bobo4bobo5b2o579bo4bo25bo4bo481bo10bo578bo17bo$300b2o4bo2bo4bo2bo4b2o
579bob4o27bobo481bobo8bobo568b2o7bo17bo$307b2obo2bob2o587bo30bo164b2o
319bo10bo285b2o282b2o7bo17bo$906bo28bo3bo161bo22b2ob2o292bo10bo283bo2b
o284bobo$905b2o23bobo3b2ob3o159bobo20bo3bo11b2o279bo10bo283bo2bo280b5o
bo$931b2o4bo4bo159b2o21b3o12b2o279bo10bo283b3o281bo5bo$931bo5bob3o184b
o293bobo8bobo567b2ob2o3b2o5bo7bo$938b2o481bo10bo569bobo4bobo3bobo5bobo
$930b2o489bo10bo569bobo6bo4bo7bo$925bo3bo2bo2b2o1066bo7b2o$926b2obobo
4bo2bo$925b2o3bo5bobobo$933b2obo2bo191b2o$920b2o11bo2bo169b2o23b2o$
920bo2b2o5bo4bo171bo$917b2obobo2bo4b5o169b3o$917bo2bo4b3o176bo21b2o$
919bo2bo5bo3bo188b2obo4bob2o$920b2o2b2ob2o2bobo187bo10bo$925bobo4bo
189b2o6b2o$925bobo191b3o2b6o2b3o$926bo192bo2bo8bo2bo$1120b2o10b2o57$
1120b2o$1120b2o4$1108b2o22b2o$1109bo12b2o8bo$1109bobo10bo7bobo$1105bo
4b2o10bo7b2o4bo$1105b3o15bo10b3o$1108bo24bo$1107b2o24b2o7$1132bo2bo$
1133b3o$1100b2o38b2o$1100b2o38b2o$1106b3o$1106bo2bo7$1107b2o24b2o$
1108bo24bo$1105b3o10bo15b3o$1105bo4b2o7bo10b2o4bo$1109bobo7bo10bobo$
1109bo8b2o12bo$1108b2o22b2o4$1120b2o$1120b2o!

There are big holes where P19, P23, P38, P41, and so on.
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Re: Oscillator Discoveries Thread

Postby BlinkerSpawn » June 28th, 2017, 11:06 am

wwei23 wrote:
muzik wrote:Well anyways, here's a stupid stamp collection I've made for oscillators of every period from 1-144 plus 156, based off of the Oscillator page on the lifewiki. Any known ways to fill in the gaps without using glider loops, and any periods that aren't known at all besides such loops?

rle

There are big holes where P19, P23, P38, P41, and so on.

Well, yeah, we don't know of any oscillators for those periods and some of the only known oscillators for higher periods are large Herschel tracks that wouldn't meld well with the collection.
Muzik's statement didn't clarify that though ("every known period" vs. "every period"), so I guess your confusion is understandable.
LifeWiki: Like Wikipedia but with more spaceships. [citation needed]

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Re: Oscillator Discoveries Thread

Postby Scorbie » July 8th, 2017, 8:04 am

Here are new shorter symmetric ant wick stabilizers:
x = 64, y = 58, rule = B3/S23
40b2o$40bobo$11b2o7b2o20bo2b2o$5bob2obo2bob2o4bo19b2obobo$5b2obob2obob
2o2bo24bo$3b2o3bobo2bo5b2o4b2o3b2o3b2o3bo3b2o8b2o5b2o$2bo2b2obobob2ob
2o6b2o3b2o3b2o3b2ob4o2bobob2ob2o6bo$bobobo5bobob2ob2obob2o3b2o3b2o3b2o
5bobob2obobo2bob3o$bo4bobobo2b2obob2o5b2o3b2o3b2o6bob2o4bo4bo2bo$2ob2o
bobob2obo4b3o20b2o3bob2obob2ob2o2b2o$bobo2bob2o7bo22bo3b2o3bobo2bo6bo$
bobo2bo4b2o3bobo20bob3o2b3o3bobo6bobo$2bo4b3obo5bo21bo3bo2bo6bo8b2o$9b
obo26b2o$10bo5$45b2o$39b2o3bo2bo$40bo4b2o$40bob3o$11b2o7b2o19bo3b4o$5b
ob2obo2bob2o4bo21b2o4bo$5b2obob2obob2o2bo22b2o2b3o$3b2o3bobo2bo5b2o4b
2o3b2o3b2o3b3o2b2o$2bo2b2obobob2ob2o6b2o3b2o3b2o3b2o2bo$bobobo5bobob2o
b2obob2o3b2o3b2o3b2o2bo$bo4bobobo2b2obob2o5b2o3b2o3b2o3b3o2b2o$2ob2obo
bob2obo4b3o21b2o2b3o$bobo2bob2o7bo25b2o4bo$bobo2bo4b2o3bobo22bo3b4o$2b
o4b3obo5bo22bob3o$9bobo28bo4b2o$10bo28b2o3bo2bo$45b2o4$16bo28b2o$6b2o
2bob2obobo21b2o3bo2bo$6b2o2b2obobobo22bo4b2o$15bob2o21bob3o$6b9o4bo21b
o3b4o$5bo2bo5b2o3bo23b2o4bo$5b2o3b6o2bo23b2o2b3o$10bo3bo3b4o3b2o3b2o3b
2o3b3o2b2o$11bo3bo3bo3b2o3b2o3b2o3b2o2bo$11bo3bo3bo3b2o3b2o3b2o3b2o2bo
$10bo3bo3b4o3b2o3b2o3b2o3b3o2b2o$5b2o3b6o2bo23b2o2b3o$5bo2bo5b2o3bo23b
2o4bo$6b9o4bo21bo3b4o$15bob2o21bob3o$6b2o2b2obobobo22bo4b2o$6b2o2bob2o
bobo21b2o3bo2bo$16bo28b2o!

The "emitter" on the right is smaller than the original in population, but the "reciever" on the left isn't.
The symmetric form has a smaller bounding box, although that depends on the length of the wick.
Best wishes to you, Scorbie
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Re: Oscillator Discoveries Thread

Postby muzik » July 13th, 2017, 4:06 pm

Here is an updated list of oscillator periods under 100 which aren't currently known (excluding glider loops and conduits) according to the table I made on the wiki:

67
68
69
71
73
74
76
79
81
82
83
85
86
89
91
94
95
97
98
99
waiting for apgsearch to support one-dimensional rules
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Re: Oscillator Discoveries Thread

Postby mniemiec » July 13th, 2017, 5:41 pm

muzik wrote:Here is an updated list of oscillator periods under 100 which aren't currently known (excluding glider loops and conduits) according to the table I made on the wiki: ...

Those are all periods that can be made with glider loops and conduits, but you are missing 19, 23, 38, and 41, that can't currently be made at all.
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Re: Oscillator Discoveries Thread

Postby wwei23 » August 2nd, 2017, 8:19 am

P28, anyone?
x = 24, y = 14, rule = B3/S23:T0,14
obobobo10bobobobo$2o3b2o10b2o3b2o$12b3o$12bobo$12b3o4$12b3o$12bobo$12b
3o$2o3b2o10b2o3b2o$obobobo10bobobobo$2bobo14bobo!

Also, a P32308770 I found, in a different rule.
x = 26, y = 25, rule = B345678/S4568
11b4o$11b2obo$9b3o2b3o$9b8o$7b3ob4ob3o$7b2obob7o$5b8ob4ob2o$5bob3o4b7o
$3b2o3bob4ob2o2bob2o$3b2obobobob5ob5o$b3o4bob7ob3ob3o$b2ob4ob3ob2ob6ob
2o$o2b13o2b3obo2bo$b5ob7ob2ob3o2b2o$b11ob4ob3ob3o$3bo3b2ob6ob6o$3b4ob
4o2b9o$5bo2b4ob8o$5b2o3b5o2b4o$7bo2b4ob3o$7b2ob7obo$9b8o$9b2ob5o$11b3o
$11b4o!

It took Oscar about four days to figure that out.
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