Reflectorless Rotating Oscillators (RRO)

For discussion of other cellular automata.
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FWKnightship
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Re: Reflectorless Rotating Oscillators (RRO)

Post by FWKnightship » July 9th, 2019, 8:40 am

Gamedziner wrote: Predecessor for an unusual 22c/44:

Code: Select all

x = 6, y = 4, rule = B3-cnqy4jz5ckr6cn7c8/S2-i3-ak4einrtyz5-inqy6-kn7c
2o2b2o$o3bo$bo2bo$b3o!
22c/44 synth:

Code: Select all

x = 60, y = 158, rule = B3-cnqy4jz5ckr6cn7c8/S2-i3-ak4einrtyz5-inqy6-kn7c
37bo$34bob2o$37bo9$3bo$ob2o$3bo7$53bo$52b3o$52b3o59$56bo$56b2obo$56bo
18$40bo$39b3o$39b3o51$22b3o$23bo2$23bo!
EDIT:p2,p3,p4,p5,p6,p7,p8,p9,p10,p11,p12,p13,p14,p15,p16:

Code: Select all

x = 299, y = 65, rule = B3-cnqy4jz5ckr6cn7c8/S2-i3-ak4einrtyz5-inqy6-kn7c
6bobo6bo16bo16b2o8bobob2o20b2o31bobo36b2o13b2o9bo3bo17b2o22b2o3b2o20b
2o14bo2b2o15b2o$2bob5o7b2o13b3o15bo9b4obo21bo31b3o37bo13bo10b3ob2o17bo
bo20bo2bo2bo21bo11b4o2bo17bobo$2b2o2bo9bob2o28b2o11bob2o21b2o30bo36bob
3o9bo2bobo10bo2bo16b4o19b2ob3ob2o19b4o8b2o2bob2o15b5ob2o$4bo12bobo11bo
15b3o36bo32bo34bobobo10b6o9b6obo14bo22bo2bo2bo21bobo7b4obo17bo4bo2bo$
3b2o12b2o26b4o37bobobo27b2obo33bo2bobo24bo2bob2o11b5o20b4ob4o19b2o9bob
4o16bobobobobo$45bo41b4o28bo32bobo2b4o8b6o9b5o14bo2b2o17bobo9bobo11bob
ob2o10bo2bo16bobo3b4o$79bo5bo2bo29bo33b7o10bo2bobo29bobo16b5o9b5o9b5o
10b5o16b3ob2o$31b2o46b5o2bo31b3o33bo2bo14bo13bo16b4o16bo3bo9bo3bo11bo
35bo2bo2bo$31bo49bo2bo33bobo35b2o14b2o12b3o15bo2bo17bobo9bobo13b2o13bo
19b5obobo$4b2o26bo28b2o20b3o102bo14b5o16b3o11b3o25b3o23bo2bo$2bobo11b
2o13b2o27bo2bo20bo119bo2bo17bobo9bobo26bo22bobo$2b2o2b2o9bo14bo26bo2b
4o17b2o118b4o16bo3bo9bo3bo47b2o$5bobo8bo14bo27bobobobo138bobo16b5o9b5o
$4b2o10b2o13b2o17b2o8b3o89b2o5b2o42bo2b2o17bobo9bobo15b2o$16bo33bo10bo
91bo5bo43b5o20b4ob4o19bo$15b2o32b3o9b2o89bo7bo45bo22bo2bo2bo17b5o$48b
3o63b2o7b2o26b5ob5o43b4o19b2ob3ob2o16bo2bo$31b2o13b5o30b2o3b2o27bob2ob
2obo24bob3o2bobo2b3obo41bobo20bo2bo2bo15bobo3b2o$5b2o8bo4bo10bo14bobo
33bo3bo27b3obobob3o23b2obo3bobo3bob2o40b2o22b2o3b2o15b4o5bo$4bo2bo7b6o
8b4o49b2ob2o28bo7bo27bo3bobo3bo91bobobo$3bo2b2o21bobobobo23b2o4b2o16bo
bo28b3obobob3o26b4o3b4o93bo2b2o$3bobo9b6o11b4o23bo2bobobo13bobo3bobo
20bobob3ob2ob2ob3obobo128bo$4b2o9bo4bo12bo27b3o14b5o3b5o18b7o2bobo2b7o
21b4o3b4o94bo$32b2o13b2ob2o7bo17bo13bo19bobo4bobo4bobo23bo3bobo3bo$48b
obo8b2o16bo13bo18bo3bo3bobo3bo3bo19b2obo3bobo3bob2o$47bo3bo24b2o13b2o
17b2ob6ob6ob2o19bob3o2bobo2b3obo$20b2o22bobobobobobo17bo4bo13bo4bo54b
5ob5o$5b2o13bo7bo15b2ob2ob2ob2o17b3ob2o13b2ob3o13b2ob6ob6ob2o23bo7bo$
6bobo10b2o7bo45b2o17b2o15bo3bo3bobo3bo3bo24bo5bo$5b4o11bo7b2o14b2ob2ob
2ob2o56bobo4bobo4bobo24b2o5b2o$2bob3o10bo2bo8bo14bobobobobobo19b2o17b
2o14b7o2bobo2b7o$2b5o8b5o10bo16bo3bo20b3ob2o13b2ob3o12bobob3ob2ob2ob3o
bobo$4bo10bo15b2o15bobo21bo4bo13bo4bo17b3obobob3o$3b2o27b3o12b2ob2o24b
2o13b2o22bo7bo$77bo13bo22b3obobob3o$77bo13bo23bob2ob2obo$19b2o57b5o3b
5o23b2o7b2o$18bobo59bobo3bobo$3b2ob2o10bo28b2o34bobo$2o2bobo2b2o5b7o
24bo34b2ob2o$o2b2ob2o2bo4bo2bobobo22b4o33bo3bo$2bobobobo6b2ob2o25bobob
o31b2o3b2o$b2o5b2o8bo28b3o74b2o$18b2o29bo74bo$49b2o72b3o$124bo$120b7o$
17bo101bobo2bobo$15b3o101b3o2bo$15bobobo99bo3b2o$18b4o95bobo2bo$16bo2b
obo93b8o$17bo97bobobo$16b2o101b2o3$20b2o$21bo$20b4o$19bobobo$18bobo$
15bobobo$15b4o$17bo$17b2o!
c/2,2c/4,18c/36,44c/88,14c/30:

Code: Select all

x = 171, y = 212, rule = B3-cnqy4jz5ckr6cn7c8/S2-i3-ak4einrtyz5-inqy6-kn7c
161bo5bo$2bo10b3ob3o15bo5bo54b3o17b3o41b3o3b3o$b3o9bob3obo14b3o3b3o53b
o2bo15bo2bo40b2o2bobo2b2o$b3o8b2obobob2o12bo2bo3bo2bo51bo3bo15bo3bo39b
o2bo3bo2bo$14b2ob2o14b2obo3bob2o51b2o2b2o13b2o2b2o39b2obo3bob2o$2ob2o
10bobo19bobo$bobo10b2ob2o18bobo$13bobobobo16b2ob2o$33bo3bobo3bo115bo9b
o$32bo4bobo4bo113b3o7b3o$31b2o2b3ob3o2b2o$32b4obobob4o59b3ob3o$106bobo
52bobobobo$161b3ob3o4$100bo13bo$99b3o11b3o$97bo2b2o11b2o2bo$89bo6b2o
19b2o6bo$34b2o5b2o42b2o12bo15bo12b2o32bo3bo$35bobobobo43b2o2bo7b2o17b
2o7bo2b2o$33bo2b2ob2o2bo41bo3b2o4bo23bo4b2o3bo$33b2o2bobo2b2o49bob2o
21b2obo41bobo$35bobobobo50bobo5b2o11b2o5bobo38b3ob3o$35bobobobo50bo2bo
4b2o11b2o4bo2bo38bo5bo$35b3ob3o50b4o23b4o36b5ob5o$158b4obobob4o$158b3o
7b3o$158b2o9b2o$159b2obo3bob2o$161bobobobo2$162bo3bo7$36b2ob2o$36b2ob
2o6$31b2obo7bob2o$30bo2b3obobob3o2bo$30bo3bobo3bobo3bo$30bob2o2bo3bo2b
2obo$31b3o9b3o$34bo7bo$34bo7bo$34bo7bo2$36bo3bo$36b2ob2o20$69bo75bo$
69b3obo67bob3o$68bob4o67b4obo$71bo71bo58$82b2o47b2o$81bo2bo45bo2bo$81b
o2b2o43b2o2bo$80bo2b2o45b2o2bo$80b4o47b4o37$102b3o5b3o$102bo9bo$102b3o
5b3o4$84b3o41b3o$83b2obo41bob2o$82b2o2bo41bo2b2o$83b2o3bo37bo3b2o$87b
2o37b2o$88bo37bo11$81b3o47b3o$80bo2bo47bo2bo$80bo2bo47bo2bo$79b2o2bo
47bo2b2o$80b2o51b2o$81bo51bo$82bo49bo$81bo51bo$80b2o4bo41bo4b2o$80b2o
3b2o41b2o3b2o!
EDIT2:p2,p4,p5,p7,p9,p57:

Code: Select all

x = 97, y = 38, rule = B3-cnqy4jz5ckr6cn7c8/S2-i3-ak4einrtyz5-inqy6-kn7c
b2o20b2o16b2o19b2o$bo7b2o12bo17bo20bo$3o5bobo11b2o16b4o17b3o$bo6bobo
10b3o17bobo18bo$2o7b2o8b4o5bo11b2o18bobo$2o17bo5b4o8bobobo19bo$bo22b3o
8b6ob2o17bo23bo8bo$3o21b2o9bobo3bobobo14bobo22b2o6b2o$bo22bo12b2o2b5o
16bo20b5o4b5o$2o21b2o18bo17b3o20b2o8b2o$43b2o17bo22bo8bo$62b2o4$85bo8b
o$84b2o8b2o$83b5o4b5o$59b2o2b2o20b2o6b2o$59bo4bo20bo8bo$58b3o2b3o$59bo
4bo$59b2o2b2o$59bo4bo$52bobo3b3o2b3o3bo$52b9o2b9o$54bobob2ob2ob2obobob
o$60bo2bo$60bo2bo$54bobob2ob2ob2obobobo$52b9o2b9o$52bobo3b3o2b3o3bo$
59bo4bo$59b2o2b2o$59bo4bo$58b3o2b3o$59bo4bo$59b2o2b2o!
I'm too shy to talk to other members.
But I want to upload my apgsearch results to Catagolue like others.

Code: Select all

x = 12, y = 1, rule = JvN29
FWKNIGHTSHIP!

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2718281828
Posts: 738
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Re: Reflectorless Rotating Oscillators (RRO)

Post by 2718281828 » July 15th, 2019, 6:41 pm

2718281828 wrote:An interesting natural p256 (https://catagolue.appspot.com/object/xp ... t5-aky67c8), 1,2,4-fold:

Code: Select all

x = 184, y = 53, rule = B2kn3aijnr4aciky/S2n3-cek4aijnt5-aky67c8
6$107b3o35bo28b3o$106b5o32b3o2b4o21b5o$105bob4o29b6o2b3o21bob4o$104b2o
bo2bo28b3obobobo2b2o19b2obo2bo$104b8o27b3ob4obobo20b8o$104b5ob2o27b9ob
obo19b5ob2o$105b8o27bo2b4o2b2o21b8o$106b3o32b5o27b3o$107bobo32b3o29bob
o$108bob2o63bob2o$106b2o2b2o61b2o2b2o$106bob4o61bob4o$107bobobo62bobob
o16$6bobobo62bobobo62bobobo$6b4obo61b4obo61b4obo$6b2o2b2o61b2o2b2o61b
2o2b2o$6b2obo63b2obo63b2obo$8bobo64bobo64bobo29b3o$9b3o64b3o64b3o27b5o
$5b8o59b8o59b8o21b2o2b4o2bo$6b2ob5o59b2ob5o59b2ob5o19bobob9o$6b8o59b8o
59b8o20bobob4ob3o$7bo2bob2o60bo2bob2o60bo2bob2o19b2o2bobobob3o$7b4obo
61b4obo61b4obo21b3o2b6o$7b5o62b5o62b5o21b4o2b3o$8b3o64b3o64b3o28bo!
But I am not sure if it is an RRO due to the interactions in the centre.
A relative RRO:

Code: Select all

x = 842, y = 142, rule = B2kn3aijnr4aciky5ekr6n8/S2n3-ceky4aijnt5-aky6-i7c8
6$682b3o$499b3o179b5o$498b5o178b7o$497bob2o2bo177b2obobo2bo$500b3obo
177b6o$499bo2b3o176bob2ob4o$403bo3bo90bob3o2b2o171bobo3b2o4bo$403b2o3b
o88b2ob4o2b2o168b4o2b2o3bo2bobo$400b2o3bob3o90bo5b3o166bob5ob2obo2bob
2o2bo91bo3bo$400b5ob4o89b3o3b4o166b4ob4obobo2b2obo93b2o3bo$398b2obob2o
bob2o89b2obo3b3o166b3o4b2ob2o3b6o2bo85b2o3bob3o$27bo3bo368bo2b4obo92bo
3b4o166bo6b2o3bo3b3o3bo4bo81b5ob4o$27b2o3bo363bobo4bobobo93bobob3o176b
o7bob2obo5bo78b2obob2obob2o$24b2o3bob3o184bo3bo174bo7b2o97bob2o167b2o
4bo4b2o4b2o2bob3ob3o79bo2b4obo$24b5ob4o184b2o3bo172bob2obo2bo98bobo91b
o3bo93b2o4b4o75bobo4bobobo$22b2obob2obob2o181b2o3bob3o172b8o192b2o3bo
79bo7b2o3bo7b2o76bo7b2o$24bo2b4obo182b5ob4o172b7o190b2o3bob3o80bo2bo3b
o3b2o3b4o76bob2obo2bo$20bobo4bobobo181b2obob2obob2o174b4o191b5ob4o86b
2o7bobobo77b8o$21bo7b2o184bo2b4obo368b2obob2obob2o83b5obo2bo3b3o78b7o$
20bob2obo2bo182bobo4bobobo371bo2b4obo85b3obo90b4o$21b8o183bo7b2o368bob
o4bobobo88bo$21b7o183bob2obo2bo371bo7b2o$23b4o185b8o370bob2obo2bo$212b
7o372b8o$214b4o373b7o$593b4o13$787bo$785b2obo$785b2o2bo$785b4obo$786b
3ob2o$782bobo2b5o$780b2o2bo2b2obobo$779b4o2bo2b2o2bo$779b2obobobo2bo3b
o$778b4ob4obob4o$778b3o4bob2ob4o$777b4o3b8o$777b5obo2b2ob3obo$295b4o
479b3ob3o2bo2b2o$295b3o480bo2bobobo3bo$293b2ob3obo378b4o96bo3b2o2b2o$
295b2o2b2o3bo374b3o101bob3ob2o$294bo3bobobo2bo371b2ob3obo101b3o$292b2o
2bo2b3ob3o373b2o2b2o3bo96b4o$290bob3ob2o2bob5o371bo3bobobo2bo$292b8o3b
4o369b2o2bo2b3ob3o$290b4ob2obo4b3o368bob3ob2o2bob5o$290b4obob4ob4o370b
8o3b4o$290bo3bo2bobobob2o369b4ob2obo4b3o$291bo2b2o2bo2b4o369b4obob4ob
4o$291bobob2o2bo2b2o370bo3bo2bobobob2o$292b5o2bobo373bo2b2o2bo2b4o$
292b2ob3o377bobob2o2bo2b2o$293bob4o377b5o2bobo$294bo2b2o377b2ob3o$295b
ob2o378bob4o$296bo381bo2b2o$679bob2o$680bo16$393bo$391bob3o$381b3o3bo
2bob5o380bo$380bobobo7b2o287b4o90bob3o$380b4o3b2o3bo3bo2bo280b7o78b3o
3bo2bob5o$379b2o7bo3b2o7bo277b8o77bobobo7b2o$379b4o4b2o290bo2bob2obo
76b4o3b2o3bo3bo2bo$379b3ob3obo2b2o4b2o4bo4b2o268b2o7bo76b2o7bo3b2o7bo$
112b4o264bo5bob2obo7bo276bobobo4bobo75b4o4b2o$111b7o263bo4bo3b3o3bo3b
2o6bo82b4o180bob4o2bo79b3ob3obo2b2o4b2o4bo4b2o$110b8o267bo2b6o3b2ob2o
4b3o81b7o177b2obob2obob2o78bo5bob2obo7bo$110bo2bob2obo271bob2o2bobob4o
b4o80b8o177b4ob5o81bo4bo3b3o3bo3b2o6bo$108b2o7bo270bo2b2obo2bob2ob5obo
80bo2bob2obo176b3obo3b2o85bo2b6o3b2ob2o4b3o$107bobobo4bobo272bobo2bo3b
2o2b4o79b2o7bo178bo3b2o93bob2o2bobob4ob4o$106bob4o2bo278bo4b2o3bobo80b
obobo4bobo178bo3bo91bo2b2obo2bob2ob5obo$105b2obob2obob2o277b4ob2obo82b
ob4o2bo281bobo2bo3b2o2b4o$105b4ob5o281b6o82b2obob2obob2o281bo4b2o3bobo
$105b3obo3b2o279bo2bobob2o81b4ob5o284b4ob2obo$106bo3b2o284b7o81b3obo3b
2o286b6o$107bo3bo286b5o82bo3b2o287bo2bobob2o$399b3o84bo3bo91bobo195b7o
$580b2obo198b5o$580b3obobo196b3o$579b4o3bo$579b3o3bob2o$579b4o3b3o$
579b3o5bo$580b2o2b4ob2o$581b2o2b3obo$583b3o2bo$583bob3o$584bo2b2obo$
585b5o$586b3o!
1/2/3/4/6 fold with period full period 1548.

Edit1:
Another one, which might count as a rectangular one:

Code: Select all

x = 217, y = 110, rule = B2k3aijnr4aeikwy5r8/S2in3-ceky4acijnt5-aky67c8
211b4o$2b4o204b6o$b6o202b3ob4o$3ob4o202b2obo$b2obo205b2o$b2o210bo2bo$
4bo2bo203bo2b2o$2bo2b2o96$127b2o2bo$126bo2bo$131b2o$129bob2o$126b4ob3o
$127b6o$128b4o!

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2718281828
Posts: 738
Joined: August 8th, 2017, 5:38 pm

Re: Reflectorless Rotating Oscillators (RRO)

Post by 2718281828 » July 15th, 2019, 7:57 pm

A record 1/2/4/5/10/20:

Code: Select all

x = 391, y = 358, rule = B2n3-k4cj5ek67/S2n3-jk4acikrty5cr678
12bo$12b2o$10bob2o$3bo62b2obo60bo62b2ob2o59bobo60b2o$2b8o55bob2obob2ob
o53b5obo56bob2o2bo57b3o4bo55bob3o3bo$b6ob3o53bob6o2b2ob2o49b7o56bob6o
2bo53b5o58bob4o3bo$7ob2o7b2ob2o42b10ob2obo48b8obo54b9o54b6o3bo54b8o$b
5ob2o10b2o43bob2o2bo2bo5bo48b6o57bob2ob3obo54b7o56bob2o$2bo62b2ob2ob2o
56bo4bob2o54b2obob2o57bo4bo57b2ob2o$136b2o$137b3o$138bo17$38b2o$37bo$
38bo$39b5o306b3o$37b2obo308bobobo$38b3o308b4obo$37b5o308b5o$37b4o308bo
b3o$36b5o308bob2obo$36bob4o308b4o$37bobobo307bob2o$38b3o308bobobo$350b
2obo$352bo$351b3o$351bo$352bo$351b2o$350bo48$37bobo311bo$350b3o$40b2o
307b5o$40bo309b5o$36bob3o309b4o$37b4o309b4o$36b5o309b4o$37b5o307bob2o$
38b3o312bo$39bo308b2obo$347b3o$346b2o$347bo50$38bo$40bo$39bo310b3o$37b
5o307bobobo$36bob4o307b4obo$36bob3o309b5o$37b3obo307bob3o$36b5o309b3ob
o$36bob4o307b4obo$37bobobo307b5o$38b3o310bo$350bo$352bo50$43bo$43b2o$
41b3o$39bob2o308bo$37bo312b3o$38b2obo307b5o$37b4o309b5o$37b4o309b4o$
37b4o309b3obo$36b5o309bo$37b5o307b2o$38b3o$39bo311bobo48$40bo$38b2o$
38bo$39bo$37b3o$38bo$37bob2o$37bobobo308b3o$38b2obo307bobobo$37b4o308b
4obo$36bob2obo308b5o$37b3obo308b4o$36b5o308b5o$36bob4o308b3o$37bobobo
308bob2o$38b3o306b5o$352bo$353bo$351b2o17$252bo$64bo186b3o$64bo188b2o$
64bo2bo2b2o57bo4bo57b2obob2o54b2obo4bo56b2ob2ob2o62bo$64b7obo56b7o54bo
b3ob2obo57b6o48bo5bo2bo2b2obo43b2o10b2ob5o$61bo2bob7o54bo3b6o54b9o54bo
b8o48bob2ob10o42b2ob2o7b2ob7o$61bobob6obo58b5o53bo2b6obo56b7o49b2ob2o
2b6obo53b3ob6o$62bo2bob3obo55bo4b3o57bo2b2obo56bob5o53bob2obob2obo55b
8o$69b2o60bobo59b2ob2o62bo60bob2o62bo$377b2obo$377b2o$378bo12$39bo$39b
2o$40bo$39bo$39bo4$34b2o$33b3o2$35bo2bo$37b3o$37b4o$37bo2bo$37b3o$37b
4o$37b4o$36b5o$37b5o$38b3o$39bo!
and still plenty of space.

Edit1:
Better: 1/2/4/7/14/28

Code: Select all

x = 440, y = 440, rule = B2n3-k4jq5k67/S2n3-jy4aikrty5cr678
393b3o$392bobobo$392b4obo$393b5o$392bob3o$393b3obo$393b2obo$394bo$394b
obo$392bo2b3o$392bobobo$392b5o$390b7o$390b4o2bo$391b4o$390b3o$390b2o
23$283b2o$282bo2bo$281bob2obo$2b2obo3bo47bo4bobo46b2ob3o2bo46bo5bo47b
2obo51bo2bobob3o44b2obo51bo$bob2obob6o42b9o45bob2o3b5o43b10o44bob2o2bo
48b4obo2b6o40bob2obo49b4obo$ob4o3bob2o42b10o44bob13o40b5ob5o43bob4obo
47b8ob6o39bob5o48b7ob2o$9ob3obo39b11o44b16o38b7ob3o44b6o48b6obo2b6o39b
7o47b9o$ob2ob2o4b4o40b10o44bob2o3b11o37b11o43bob3o50b4o2bo2b5obo38bob
2o2bo48b7obobo$b2obo4b7o30bo9bo3bobo47b2ob3obob4o3bo38bo3b3ob2o44b2o
53bo6b2o2b2o3b3o35b2ob3obobo45bo2b4obo$12b5o27bo2bo12bo61b2o162bo4bo
45bo49b3o$12b2ob2o27bobo74bo$45bob2o$43b6o$44b5o$43b5o$43b4o347bo$42b
5o346b3o$43b5o344b5o$44b3o346b5o$45bo347b4o$393b4o$391b6o$393b4o$392b
6o$393b4o$393b5o38$47b2o2$47bo2$43b5o$42bob2obo$43b3obo$42b5o346b3o$
42bob4o344bobobo$43bobobo344b4obo$44b3o346b5o$392bob3o$392bob2obo$392b
ob2obo$393b3obo$392b5o$393b4o$392b6o$392b5o$390bob5o$391b5o$391bob3o$
393b2o$393bo$392b2o21$47bo$47b2o$47bo2$46bo$43b3o$41bob6o$40bo2b5o$39b
ob6o$39bob6o$40bob6o$41bo5bo$42bobo$43b4o$42bobo$43b3o$43b4o347bo$42b
5o346b3o$43b5o344b5o$44b3o346b5o$45bo347b4o$393b4o$392b3obo$392b2ob2o$
392b5o$393b5o$392b5o$392b2ob2o40$43b2o2$42bob2o$43b4o$42b5o346b3o$42bo
b4o344bobobo$43bobobo344b4obo$44b3o346b5o$393b4o$394b2obo2$395b2o40$
43b2ob2o$43b5o$42b5o$43b5o$43b2ob2o$43bob3o$43b4o$43b4o347bo$42b5o346b
3o$43b5o344b5o$44b3o346b5o$45bo347b4o$394b3o$395bobo$393b4o$395bobo$
392bo5bo$392b6obo$393b6obo$393b6obo$392b5o2bo$391b6obo$394b3o$393bo2$
392bo$391b2o$392bo21$46b2o$46bo$45b2o$44b3obo$44b5o$43b5obo$43b5o$42b
6o$43b4o$43b5o$42bob3o$42bob2obo$42bob2obo$43b3obo$42b5o346b3o$42bob4o
344bobobo$43bobobo344b4obo$44b3o346b5o$392bob3o$392bob2obo$392b5o2$
392bo2$391b2o38$42b5o$43b4o$42b6o$43b4o$43b6o$43b4o$43b4o347bo$42b5o
346b3o$43b5o344b5o$44b3o346b5o$45bo347b4o$392b5o$391b5o$391b6o$391b2ob
o$318bo74bobo27b2ob2o$50b3o49bo45bo4bo162b2o61bo12bo2bo27b5o$48bob4o2b
o45bobob3ob2o35b3o3b2o2b2o6bo53b2o44b2ob3o3bo38bo3b4obob3ob2o47bobo3bo
9bo30b7o4bob2o$47bobob7o48bo2b2obo38bob5o2bo2b4o50b3obo43b11o37b11o3b
2obo44b10o40b4o4b2ob2obo$50b9o47b7o39b6o2bob6o48b6o44b3ob7o38b16o44b
11o39bob3ob9o$48b2ob7o48b5obo39b6ob8o47bob4obo43b5ob5o40b13obo44b10o
42b2obo3b4obo$51bob4o49bob2obo40b6o2bob4o48bo2b2obo44b10o43b5o3b2obo
45b9o42b6obob2obo$55bo51bob2o44b3obobo2bo51bob2o47bo5bo46bo2b3ob2o46bo
bo4bo47bo3bob2o$153bob2obo$154bo2bo$155b2o23$48b2o$47b3o$45b4o$43bo2b
4o$43b7o$43b5o$43bobobo$42b3o2bo$43bobo$45bo$43bob2o$42bob3o$43b3obo$
42b5o$42bob4o$43bobobo$44b3o!
Edit2:
Even better: 1/2/3/4/6/9/12/18/36:

Code: Select all

x = 557, y = 557, rule = B3-k4cejqz5e6-e78/S2n3-jk4-cjnw5c678
506b3o$505bobobo$505b4obo$506b5o$505bob3o$506b4o$505bob3obo$506bobobo$
504b8o$509bo$506b2o$508b3o$509bo$508bobo32$6bobo257b2o47b3o$2b2o3b2o2b
obo40bo50b2o2b2o46bobo48b2obo3bob2o41bo3b4o43b2o3b2o45bo3b2o45b2obo2bo
45bo4b2o$bob4ob2ob2o40b6o45bob5o45b3o48bob2o4bob2o40b4o2bo44bob5obo43b
5ob2o43bob2ob2o45b7obo$ob7o2bobo38b5o46bob5obo43b5obo44bob7obob2o38b7o
44bob7ob3o39b8obo41bob6ob2o41b8obo$7obobo40b7o45b6o3b3o39b6ob4o41b7ob
2o2b2o37b7obo13b3o27b12o39b6ob2obobo39b6obo43b8obo$ob2obob2obo41b5o46b
ob2ob2o2bobo40b4ob2o44bob2obobo3bobo38b5o2bo10bobob2o27bob2obob4obo39b
7o2b3o39bob2obob3o42b7obo$b2obobobo44bo50b2obo6bo41bo50b2obo6b2o40bo
14b2o2bobo29b2obo5bobo40bo5bo44b2obo48bo3bo37bo$8bo357bo69bo69b3o$436b
o68b5o$436bo69b5o$506b4o$506b4o$507bobo$509bo25$47b2o$46bo2b2o$46b3o$
47b4o$47b5o$47b4o$47b4o$46b5o$47b5o$48b3o$49bo10$506b3o$505bobobo$505b
4obo$506b5o$505bob3o$506b4o$506bob3o$509b2o$508bo$506b2o$507bo$505b3o
6$52b3o14$48bo$48bobo$46bo3bo$47b4o$47b2o$46bob3o$47b3obo$46b5o$46bob
4o$47bobobo$48b3o10$507bo$506b3o$505b5o$506b5o$506b4o$507b2obo$506bo$
506b3o$507bo$507bo$507bo20$49b2o$50bo$48b3o$47bo$46b4obo$46bob3o$47b2o
bobo$47b4o$47b4o$46b5o$47b5o$48b3o$49bo10$506b3o$505bobobo$505b4obo$
506b5o$505bob3o$506b3obo$507b2o$506bobo$507b2o$507bob2o$508bo$505b2o2b
2o$505bob4o$506b3o16$48bob2o$48b2o$48b4o$47bob2o$45b2ob3o$45b6o$45bob
3o$47b4o$47b3obo$46b5o$46bob4o$47bobobo$48b3o10$507bo$506b3o$505b5o$
506b5o$506b4o$506b4o$507b2o$508bobo$506b2ob2o$510b2o$510b2o7$505bo$49b
2o454bo$49b3o454bo$49bo$50b2o453b2o$507bo$50bo454b3o$51bo454b2o$51bo7$
45b2o$45b2o$46b2ob2o$46bobo$48b2o$47b4o$47b4o$46b5o$47b5o$48b3o$49bo
10$506b3o$505bobobo$505b4obo$506b5o$505bob3o$506b4o$507b3obo$506b6o$
506b3ob2o$506b2obo$505b4o$507b2o$505b2obo16$48b3o$46b4obo$46b2o2b2o$
48bo$46b2obo$48b2o$48bobo$48b2o$46bob3o$47b3obo$46b5o$46bob4o$47bobobo
$48b3o10$507bo$506b3o$505b5o$506b5o$506b4o$506b4o$504bobob2o$506b3obo$
505bob4o$509bo$506b3o$506bo$506b2o20$49bo$49bo$49bo$48b3o$50bo$46bob2o
$47b4o$46b5o$47b5o$48b3o$49bo10$506b3o$505bobobo$505b4obo$506b5o$505bo
b3o$506b3obo$508b2o$506b4o$506bo3bo$506bobo$508bo14$502b3o6$49b3o$49bo
$49b2o$48bo$46b2o$46b3obo$47b4o$47b3obo$46b5o$46bob4o$47bobobo$48b3o
10$507bo$506b3o$505b5o$506b5o$506b4o$506b4o$505b5o$506b4o$508b3o$506b
2o2bo$508b2o25$47bo$47bobo$47b4o$47b4o$46b5o69bo$47b5o68bo$48b3o69bo
69bo357bo$49bo37bo3bo48bob2o44bo5bo40bobo5bob2o29bobo2b2o14bo40b2o6bob
2o50bo41bo6bob2o50bo44bobobob2o$84bob7o42b3obob2obo39b3o2b7o39bob4obob
2obo27b2obobo10bo2b5o38bobo3bobob2obo44b2ob4o40bobo2b2ob2obo46b5o41bob
2obob2obo$84bob8o43bob6o39bobob2ob6o39b12o27b3o13bob7o37b2o2b2ob7o41b
4ob6o39b3o3b6o45b7o40bobob7o$83bob8o41b2ob6obo41bob8o39b3ob7obo44b7o
38b2obob7obo44bob5o43bob5obo46b5o38bobo2b7obo$83bob7o45b2ob2obo43b2ob
5o43bob5obo44bo2b4o40b2obo4b2obo48b3o45b5obo45b6o40b2ob2ob4obo$84b2o4b
o45bo2bob2o45b2o3bo45b2o3b2o43b4o3bo41b2obo3bob2o48bobo46b2o2b2o50bo
40bobo2b2o3b2o$239b3o47b2o257bobo32$46bobo$47bo$46b3o$49b2o$47bo$45b8o
$46bobobo$45bob3obo$47b4o$47b3obo$46b5o$46bob4o$47bobobo$48b3o!
Edit3:
I got lazy: This is p4140=2*2*3*3*5*23. The largest cycle that works is 46 (which gives a p90), this is 2/3/4/5/6/9/10/12/15/18/20/23/30/36/45/46-cyclic (16 options).

Code: Select all

x = 10, y = 54, rule = B2n34cjqz5ey6-e78/S2n3-jk4-cjnw5c678
6bo$3bobo$5bo$3b4o$3b4o$2b5o$3b5o$4b3o$5bo25$4b3o$4b2o$3b3o$3b5o$3bobo
$2b2o$3b2o$3bo$3bo$ob2o$5o2b2o$5o2b3o$ob7o$3b3o$4b2o$3b4o$3b4o$2b5o$3b
5o$4b3o$5bo!
Edit4:
Unfortunately this is p6452=2*2*1613 (the latter is a prime):

Code: Select all

x = 7, y = 58, rule = B2n34cejqz5ek6-en78/S2n3-jk4-jnw5ceky678
2bo$b2o$2o$obo$3bobo$bo2b2o$2b2o$2bo$2b4o$bob2obo$2b3obo$b5o$bob4o$2bo
bobo$3b3o32$4bo$2bo4$2b2o$2b4o$2b4o$b5o$2b5o$3b3o$4bo!
The minimum distance between them is 85, thus 75 would fit in there.

This is p13284, but not really an RRO:

Code: Select all

x = 8, y = 6, rule = B2n3-k4ejqz5ek6-en78/S2n3-jk4-jnw5c678
3bo$2b5o$b6o$8o$b5o$2bo!
Last edited by 2718281828 on July 15th, 2019, 9:26 pm, edited 2 times in total.

User avatar
jimmyChen2013
Posts: 134
Joined: December 11th, 2017, 3:28 am

Re: Reflectorless Rotating Oscillators (RRO)

Post by jimmyChen2013 » July 15th, 2019, 9:18 pm

Jesus christ.
Failed Replicator!

Code: Select all

x = 4, y = 4, rule = B34ce5cen67c8/S2-i3-jqry4cent5j67c8
bo$obo$bobo$2bo!
(That I wish was not failed D:)

AforAmpere
Posts: 1111
Joined: July 1st, 2016, 3:58 pm

Re: Reflectorless Rotating Oscillators (RRO)

Post by AforAmpere » July 15th, 2019, 9:38 pm

Those are insane, 2718281828!
Here's a 2/3/4/6/12/17/19/34/38/51/57 from a similar search:

Code: Select all

x = 855, y = 864, rule = B34cjq5e6-en78/S2n3-jk4-jnqw5ceky678
192bo$191b3o$190b5o$189bob3o$188b6o$187b7o$187bob5o$188bo2b3o$189b2o2b
2o9$187b3o$187b2o$188bo15$192bo$191b3o$190b5o$189b5o$190b4o$190b4o$
190b4o$189b6o$189b5o$193bo25$192bo$191b3o$190b5o$189b5o$190b4o$190b4o$
191b2obo$189b5o$189bobobo2$190bobo$190bo$190bo4$191b3o$190bobo$193bo
16$192bo$191b3o$190b5o$189b5o$190b4o$190b4o$190b4o$191bobo$190b3o$191b
2o$192bo24$192bo$191b3o$190b5o$189b5o$190b4o$190b3o$191b4o$189bob6o$
189b6o$188b2ob4o$187bobob2o$191bo$189bo22$192bo$191b3o$190b5o$189b5o$
190b4o$190b4o$190b3o$191b2o$191b2o$191bo$191bo$191b2o$191b3o$191b4o4$
301bo328bobo$328b4o35b2o68bo102bo67bo20bobobo7bo136bo$202b2ob2o25bob2o
bob2o32b2o27bobo2b2o13bo2bo3bo5bob3ob2o24bo2bob2ob2o30bob2o17b2o6bo3b
2ob2o30bob2o30bob2o23b2o4b2ob2o26bobobob2o29b2ob2o13b7o4bo3bobob2o32b
2o26bob3ob2o28b3ob2o22bo4bob2ob2o29b2ob2o30bob2o$202bob2obo22b2ob4ob2o
bo20b3o6b3obo23bob7obo9b13ob3ob2ob2obo25b3o2b2obo28bob2obo16b5ob2ob7ob
o28bob2obo28b4obo22b6o2b2obo26b3ob2obo24bob2o2b2obo15bo7b2obobob2obo
28b4obo22b5o3b2obo23bo2bo3b2obo20bobobob2o2b2obo26bo3b2obo24b3obob2obo
$202b5obo23bo2b6obo14bo3bob2o3bo2b4obo22bo2bob5obo9b23obo25b7obo27b5ob
o15b3o3bobo2b6obo23bo2b6obo28b4obo22b5ob4obo21b2ob8obo12b2o7bo4b6obo
26b6obo22b3o3b4obo25b7obo21bob9obo19b13obo27b5obo22b3o2b5obo$201b8o23b
ob9o15bob3obo2bo2b7o25bob7o11b16ob6o24b10o25b9o14b5o2bob2o2b7o23bob9o
21bo6b6o23b3ob7o21bob11o13bo5bo3b3ob7o23bo2b8o20b7ob6o21bo2b10o21bob2o
b8o20b3o4b7o27b7o22b3ob8o$201b3ob2obo24b2obo2b2obo13b2o2b4o4b4ob2obo
24b2obo2b2obo11b2ob8o3b2obob2obo27bo2b2obo26b3ob2obo15b2o3b2o2bo2bo2b
2obo24b5ob2obo30b2obo21bob2o3bob2obo21bo3b3o2b2obo12bob2o3bo3bob3o2b2o
bo24b3o3b2obo21b4obobob2obo27bo2b2obo21b2o2bobo2b2obo20b2o3b3o2b2obo
25bo4b2obo28bob2obo$201b2obob2o29b2ob2o15b2obo9bobob2o24b2o3b2ob2o12b
5ob2o10bob2o29b2ob2o27b2obob2o15bob6o2b4obob2o24b2o4bob2o30bob2o22b2ob
2obobob2o26bo2b2ob2o14b2obo6b2o3b2ob2o25b2ob3ob2o18bobob3obo3bob2o29b
2ob2o24bo4b2ob2o29b2ob2o28b3ob2o30bob2o$256bo70bo100b3o6bo136bo22b2o
10bo60b6o102b2o$258bo170bo168bo71b4o$670b5o$669b5o$670b3o$671bo4$192bo
$191b3o$190b5o$189b5o$190b4o$190b4o$191b2o$189b3obo$187b5o$188b3o$188b
2o$188b5o$187b4o$188bo4bo$190b3o5$670bo$671b2o$670bob4o$669bob4o$670b
4o$670b4o$670b4o$670b4o$670b5o$669b5o$670b3o$671bo4$192bo$191b3o$190b
5o$189b5o$190b4o$190b4o$190b3o$191b2o$192bo$190bo$192bo$187bobo2bo$
186bo2b3o$185b6o$186b5obo$187bo2$669b2o$669b4o$670b5o$670b5o$670b2o2bo
$670b3o$670b2o$670b4o$670b4o$670b4o$670b5o$669b5o$670b3o$671bo4$192bo$
191b3o$190b5o$189b5o$190b4o$190b4o$190b2obo$190b3obo$190bo2bo$187b2o$
187bob4o$190b2o$190bo10$670b4o$670b4o$668b7o$670b4o$670b4o$670b5o$669b
5o$670b3o$671bo4$192bo$191b3o$190b5o$189b5o$190b4o$190b4o$190b3obo$
190bobobo$190b2o$190bo$190b3o$190bob2o$191bo2$672bo$670bobo$669b4o$
670b4o$670b4o$670b4o$669b4o$669b6o$669b5o$669bob2obo$669bob3o$670b4o$
670b4o$670b5o$669b5o$670b3o$671bo4$192bo$191b3o$190b5o$189b5o$190b4o$
190b4o$190b5o$189bob3o$191b4o$190b2o$188b2o$189bo3$673bo$671b3o$670bob
2o$671b4o$668bob2o2bo$669b4o$668b2o$670bo$668b3obo$670b2obo$670b4o$
670b4o$670b4o$670b5o$669b5o$670b3o$671bo4$192bo$191b3o$190b5o$189b5o$
190b4o$190b4o$190b3obo$192bobo$190b3obo$189b5o$190b2obo$190bo$193bo$
193bo7$673bo$670b2o2b2o$670b3o$671b2o$671b3o$670b4o$670b4o$670b5o$669b
5o$670b3o$671bo4$192bo$191b3o$190b5o$189b5o$190b4o$190b4o$190b4o$191b
3o$190b4o$189bobobo$188b2o2b2o$190b2o$190bo$189bob2o$189b3o$189bobo$
188b4o476b2obo$188bo479b2obobobo$189bo479b5o$669b2o3bo$190bo478bo4bo$
189b3o479b2obo$190bobo478b3o$190bo478b3ob2o$188b3o481b2o$192bo477b4o$
670b4o$191bobo476b5o$192bo476b5o$193bo476b3o$671bo4$192bo$191b3o$190b
5o$189b5o$190b4o$190b4o$189b4o$190b2obo$190b2o$190bo478bo$189bob2o476b
3o$189bo479bo6$669b3o$669b3o$669b3o$670b2o$668b2obo$668b5o$668bob3o$
670b5o$670b4o$670b4o$670b5o$669b5o$670b3o$671bo4$192bo$191b3o$190b5o$
189b5o$190b4o$190b4o$190b3obo$192b3o478bo$191b3o$192b2o6$674bo$673bobo
$671bobobo$673bob3o$674b2o$669b4o$670b3obo$670b5o$670b4o$668bobob2o$
670b4o$670b4o$670b5o$669b5o$670b3o$671bo4$192bo$191b3o$190b5o$189b5o$
190b4o$190b4o$190bob3o$188bob3o$190b2o$193bo$191b2ob2o$191b3o$190b8o$
189b9o$189b2o$193bo$192b3o$192bo$192bo$193bo477bo$671bo$190bobo479bo$
190b2o477b2o$190b3o480b2o$191b3o475b5o$190b5o475b4o$190bob3o475b4o$
191b4o475b5o$192bo476b5o$670b3o$671bo4$192bo$191b3o$190b5o$189b5o$190b
4o$190b4o$190b3obo$190bobobo$190b3obo$191b3o473bo$193bo473b2o$191bo
475bo4bo$191bo478bobo$670b2obo$674bo$672bo2$669b4o$669b2o2bo$670b7o$
669bob4o$670b5o$670b4obo$670bob3o$671b3o$670b4o$670b4o$670b5o$669b5o$
670b3o$671bo4$192bo$191b3o$190b5o$189b5o$190b4o$190b4o$190b6o$191b3o$
190b2ob2o473b2o$191bo2bo470b3obo$193bo472bo$667bo2$671bo$668b3o2bo$
668b8o$671b2ob2o$669bob2obo$668b6o$668b3o2bo$668b2o$672b3o$672b3o$669b
obo$670b4o$669b5o$670b4o$670b5o$669b5o$670b3o$671bo4$192bo$191b3o$190b
5o$189b5o$190b4o$190b4o$190b4o$191b2o$192bo$191bobo$192bo4$671bo$669b
2o$669bob2o$669b3o$667bobo2b2o$667b5ob2o$668bo2b4o$672b4o$671b4o$671b
4o$671b3o$670b4o$670b4o$670b5o$669b5o$670b3o$671bo4$192bo$191b3o$190b
5o$189b5o$190b4o$190b4o$190bob3o$188b7o$188b4o$188bob2o$189b4o$189bo2b
o$191bo$189bob3o$188b5o$189bobo$189b3o480bo$669b4obo$671b4o$410b2o257b
ob3o$670b3o$409bo3b2o129b2o126b3o$173bo133bobo105bo127bo2bo64bo4bo55b
3o$3o24b2obo30b2obo5b2o23b2ob2o29b2obob2o27b2ob2obob3o23b2obo30b2ob2o
29b2obo4b2o2bobo19b2obo2b2obo24b2obo5bo24b2ob2o29b2o6b3obo21b2obo5bo
24b2obobo28b2obo30b2ob2ob3obo23b2obo3b2ob2o22b2obo2bo3b2o22b2obob2o25b
3o$3obo21bob2obo2b2o24bob2ob2obob2o22bob2o2bobo2b2obo19bob2o3bo26bob2o
2b3ob2o22bob2ob2o3bo23bob2o2bobob3o21bob2ob6ob4o18bob2ob3obobo22bob2ob
o2bobobo21bob2o30bob4obobobobo2bo17bob2obo2bo3bo21bob2ob2ob3o23bob2ob
2o27bob2o2b6o5bo16bob2ob2ob6o20bob2ob5obo22bob2ob2obo23b4o$o3bo21b10o
24b7obob3o21b7ob7o19b6obo26b9o3bo21b7o3bo23b7obo2b2o21b11o2b2obo17b8ob
ob2o21b8ob2ob2o20b7o4bobo20b5o2b3obo22b9o25b11o23b6o28b8o2b2obo20b9obo
bo2bo18b13o21b8o24b4o$2ob2obo19bob7o25bob5o2b2o23bob11obo19bob4o28bob
8o2bo21bob4obobo24bob10o22bob5o4bo2b2o18bob5o4bo22bob7o2bo22bob4obo2b
3o21bob9obo21bob6ob4o21bob10o22bob8o24bob6ob2o3b2o2b3o13bob7o2bo3bo18b
ob7o3bo21bob6obobo20b4o$bob3o21bob2o2b3o25bob5ob3obo21bob2ob3ob2obo21b
ob3o29bob2o3bobo24bob2o2b2o26bob2o3b4o23bob2obobob2obo21bob2ob2o3bobo
21bob2ob2o3bo23bob2o2bo3b3o21bob2ob3o26bob2o2b2obo24bob2o2b3o25bob4o
28bob2o2bo3b4o2bo2bo14bob2o2b2o3bobo20bob2o4b2o24bob4o5bo7bo11b5o$6bo
21b2ob2o29b2ob3obo3bo22b2obo3bob2o23b2obo3b2o25b2ob3o28b2ob2o29b2ob3ob
4o23b2obo5bo24b2obo3bob2o23b2obo30b2obo6bo23b2obob2o27b2ob3obo26b2ob2o
2bo26b2obo30b2ob3o7bo4bo15b2ob2o2b4obo21b2ob4o27b2ob3o4bo7bo10b5o$3bo
237b2o65b3o239bo31bobo65bo19b3o$549bo100bo20bo17$671bo$670bo$669bob2o$
670bo2bo$671b2o$671bobo$672b2o$669b2o$670b6o$670bob3o$669bob3o$669b5o$
670b4o$670b4o$670b5o$669b5o$670b3o$671bo21$672bo$670bobo$670b5o$671b4o
$671b3o$671bobo$671bobobo$670b4o$670b4o$670b4o$670b5o$669b5o$670b3o$
671bo10$672b2o$670bob2o$670b3o$669bob2o$670b3o$671bo9$672b2o$670b4o$
670b3o$671b2obo$671b3o$670b4o$670b4o$670b5o$669b5o$670b3o$671bo18$670b
2o$671bo$672bo$669b2o$669bobo2$670b2o$670b4o$671b2o$670b4o$668bobob2o$
670b4o$670b4o$670b5o$669b5o$670b3o$671bo25$671b2obo$670bob2o$669bob4o$
669bob3o$670b4o$670b4o$670b5o$669b5o$670b3o$671bo12$672bo$671b4o$672bo
$671b4o$670b3o$669bo2bo!
EDIT, 2/3/4/6/7/12/13/14:

Code: Select all

x = 244, y = 252, rule = B2n34jqz5ek6-en78/S2n3-jk4-cjnw5cek678
55b2o$54bob2o$54b2ob2obobo$55b3ob4o$56bobo3b2o$57bo$56b2o$57bo$56b3o$
58bo14$56bo$55b3o$54b5o$53b5o$54b4o$54b4o$54b4o$54b4o$55b4o$54b4obo$
54bobobo$57bo18$60b3o$59bobo$61bo4bo113bo$63b2ob2o110b3o$61bobo2bob2o
83bo3bo20b3o$62b2obo6bo8b2ob2o35bob2o28bo3bo2bob2o14b2o17b2o2b2o32b4ob
2o$59b6ob4ob4obo3bo2b2obo30bo2bob2obo26bob3o2bob2obo12b3o17b5obo29bob
2o2b2obo$63b11o6b6obo33b4obo23bo7b6obo20b2ob2o6b6obo31b6obo$60bo3b12o
2bo2b7o30bob7o24b2ob2o2b8o20b3o2bobob10o30bob7o$64bob10o4bobob2obo31b
3ob2obo23b2o4bob2o2b2obo21b3obobo2b3o2b2obo30b2ob4obo$56bo10b2o2b2ob2o
7bob2o35bob2o25bo5b2ob2ob2o22b3o2b5ob3ob2o30b3obo2b2o$55b3o8bob3o3b4o
107bobob2o3bobo$54b5o9bo118bobo4b2o$53b5o129bobo$54b4o129b3o$54b4o128b
4o$54bobo129b4o$54bo3bo127b5o$185b5o$186b3o$187bo27$187bo$187bo$56bo
128bo$55b3o127b4o$54b5o127b3o$53b5o127bob3o$54b4o128b4o$54b4o128b4o$
54b4o128b4o$54b5o127b5o$54b4o127b5o$53b5o128b3o$53b2obo130bo$56bo27$
187bo$56bo130bob2o$55b3o128b5o$54b5o127b4o$53b5o127b5o$54b4o128b4o$54b
4o128b4o$54b4o128b4o$54b3obo127b5o$55b3o127b5o$55b4o127b3o$58bo128bo$
56bo$56bo27$56bo$55b3o$54b5o$53b5o127bo3bo$54b4o129bobo$54b4o128b4o$
54b3o129b4o$54bobo129b5o$48b2o4bobo118bo9b5o$47bobo3b2obobo107b4o3b3ob
o8b3o$b2o2bob3o30b2ob3ob5o2b3o22b2ob2ob2o5bo25b2obo35b2obo7b2ob2o2b2o
10bo$ob4ob2o30bob2o2b3o2bobob3o21bob2o2b2obo4b2o23bob2ob3o31bob2obobo
4b10obo$7obo30b10obobo2b3o20b8o2b2ob2o24b7obo30b7o2bo2b12o3bo$ob6o31bo
b6o6b2ob2o20bob6o7bo23bob4o33bob6o6b11o$bob2o2b2obo29bob5o17b3o12bob2o
bo2b3obo26bob2obo2bo30bob2o2bo3bob4ob4ob6o$2b2ob4o32b2o2b2o17b2o14b2ob
o2bo3bo28b2obo35b2ob2o8bo6bob2o$63b3o20bo3bo83b2obo2bobo$63b3o110b2ob
2o$63bo113bo4bo$182bobo$181b3o18$186bo$185bobobo$184bob4o$185b4o$186b
4o$186b4o$186b4o$186b4o$186b5o$185b5o$186b3o$187bo14$185bo$185b3o$186b
o$186b2o$186bo$180b2o3bobo$181b4ob3o$181bobob2ob2o$186b2obo$187b2o!
EDIT, this one can fit 74, but is only 2/4:

Code: Select all

x = 8, y = 6, rule = B2n3-k4ejqz5ek6-e78/S2n3-jk4-cjnw5cey678
2o2b2o$b4obo$2b4obo$2b6o$2bob2obo$3bob2o!
Wildmyron and I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules.

Things to work on:
- Find a (7,1)c/8 ship in a Non-totalistic rule

wildmyron
Posts: 1398
Joined: August 9th, 2013, 12:45 am

Re: Reflectorless Rotating Oscillators (RRO)

Post by wildmyron » July 15th, 2019, 10:27 pm

Wow! All these high period oscillators are absolutely amazing.
The latest version of the 5S Project contains over 226,000 spaceships. There is also a GitHub mirror of the collection. Tabulated pages up to period 160 (out of date) are available on the LifeWiki.

AforAmpere
Posts: 1111
Joined: July 1st, 2016, 3:58 pm

Re: Reflectorless Rotating Oscillators (RRO)

Post by AforAmpere » July 15th, 2019, 10:43 pm

2/3/4/6/11/12/22/23/33:

Code: Select all

x = 454, y = 476, rule = B2n34jyz5cekry6-en78/S2n3-jk4-cjnw5cek678
27b3o$26bobobo$26b5o$27b3o$29bo$28b3o$29b2o$27bob2o$29b2obo$30b2o8$28b
o$27bob2o$27bob5o$28b3obo$31bo25$27b3o$26bobobo$25bob4o$25b5o$26b3obo$
26b4o$25b4o132b3o$25b3o134bobo$25bo3bo131bo$28bo130b3ob2o$26b2ob2o128b
3o116b3o$25bo3b3o77b2obo46bob3o114b2o$25b6o46bo31bobo5bo42b3o7bo18bo
23b3o62b2o21bo6bo121bo$26b6obo2bo25bo10b2ob2o4bo16bo8bo7b2o10bo30b5o4b
4o2bo15b2o21bo6bo40bobo2bo30bo2b2obo8bo32bo12bo35b2o2b2o4bo42bo2bo$26b
12o22bobob3o6bob3ob5o13b3o10b2ob3ob3obob7o28bob4obob9o12b2o10bo11b4ob
5o39bob5o26b3ob4o2bo2b7o30b2o9b5o35b2ob8o26bo5bo8b5o$29b10o24bob2o6b
12o13b2o11b7obob10o22b2o5b4ob12o13bo9b3o6b2obo2b8o36bo3b6o26b6obo3b9o
29b2obo3b10o11bo20b14o23bobo5bob2obo2b7o$27b13o25bo7b2ob10o13bo10bobo
4bob3o2b8o14b2obo3b2obo3b9ob8o21b2o8b2o3b10o38bob6o24b7obo2b11o22b2o2b
4o2b7ob6o10bo21b4o2b8o33bob11o$29b3ob6o34bob10o14bo10bob2obo2b2o4b7o
14bob2o2b2o3b2ob3ob2ob3ob7o22b2o9bob3o3b5o37bob7o25b2o2b3obo2b3o2b5o
22bo2b8o3b10o33bo2bo3b6o36b3o2b5o$28b4o5bo34bo3bo6bo15b2o10bob3o9bo3bo
15b3o4bo3bob5o3bob3o4bo45bo40bo4bo33bo4bo6bo23b16obo4bo34bobo8bo45bo$
29bo44bobo23bo11bo12bo19bo6bo4b3obo7bo131bo35b2ob6ob2o5b2o$145bobo11bo
179bobo2bo2b2o$343b3o25$27b3o$26bobobo374b2o$25bob4o371b3obo$25b5o372b
o2bo$26b3obo370b5o$25bob3o371bob2o$26bob3o372b2o$27b4o370bob3o$26b3obo
371b2o$27bo373b4o$28bo371bob2obo$27b2obo369bob3o$30bo370b5o$27bo2bo
369b4obo$28bobo369bobobo$28bo372b3o23$404b2o$402bobo$400bo4bo$398b3ob
3o$401bo$400bobo$403bo$401b3ob2o$27b3o374bo$26bobobo371b3o$25bob4o367b
2o2b3o$25b5o368bo2b3o$26b3obo366b8o$25bob2obo369bob3o$25bob2obo369bobo
bo$26b4o373bo$27b4o370b2o$26b3o372b5o$26bo2bo371b3obo$29bo370bob3o$
401b5o$400b4obo$400bobobo$401b3o25$399b2obo$399b5o$400b4o$399b4obo$
400b3obo$401b3o$27b3o373b3o$26bobobo369b4o$25bob4o371b4o$25b5o372b3o$
26b3obo370bobobo$25bob3o373bobo$25bo2b3o370b4o$26bob3o368b7o$26b3o370b
5obo$25b4o371b4o$25b4o370bob4o$25bo2bo372b4o$401b5o$26bo373b4obo$26bo
373bobobo$401b3o15$404bobo$404b2o$402bobo3bo$402b2o3b2o$402b2obo$402b
3o$401b6o$403b3obo$401bob3obo$401bob5o$401b5o$401bo2b2o$402bo2$401b3o$
402b2o$27b3o371bob2o$26bobobo371b3o$25bob4o370bobobo$25b5o372b4o$26b3o
bo371b4o$25bob3o374b2o$26b4o373b2o$28b3o370b2o$26bob2o372bo$27b3o371b
4o$26b4o370bob2obo$400bob3o$26bobo372b5o$26b3o371b4obo$26b2o372bobobo$
26b3o372b3o$25bo$27bo29$27b3o$26bobobo$25bob4o372bobobo$25b5o$26b3obo
373bo$25bob2obo369b2o2b2o$27b3o370b3obo$23b5obo369bob2obobo$23b5o371b
6o$23b5o373b3obo$24b6o372b2obo$24bo2b2obo370b4o$24bobob2o371b5o$26b4o
370b4obo$28bo371bobobo$30bo370b3o10$27bo2bo$28b2o$27b4o$28b4o$30bobo$
29b3o$31bo2$404b2o$404b2o$402b3obo$402bo3bo$403b4o$403bob2o$400b4o$
402bo6$27b3o$26bobobo$25bob4o$25b5o375b3o$26b4o372b3ob2o$26b5o371b5o$
25b6o368b2ob3obo$26b5o369bob2obo$27b4o369b4o$28b3o370b3obo$28b2o371b3o
bo$28b3o369bob3o$26b5o370b5o$27b2o371b4obo$26bobo371bobobo$27b4o370b3o
10$25bo$25bo$27bo$25bo$24b5o$24bo2b2o$27bo14$402b2o$27b3o370b4o$26bobo
bo369b4obo$25bob4o370bob3o$25b5o371b6o$26b3obo369bob5o$25bob2obo367bob
3o2b2o$25b3obo368b4o3bo$25b5obo369bo2bo$27bobobo368bo$400b3obo$29bo
370b4obo$28b2o370bob3o$28bob2o369b5o$28b3o369b4obo$27bob2o369bobobo$
27bob2o370b3o$28b3o$29b3o$28b4o$26bob4o$26b4o$24bo3b2o$24bo3bo$24b3o$
25b2o$25b2o$25bo7$403b2o2$400bo2bo$399b2o$400bo$398b3o$398bo$401bo$
399b2o$399bobo$401bo3$27b3o$26bobobo370bobo$25bob4o$25b5o369bobob3o$
26b4o371b2obo$25bob2o369b5obobo$25bob3o369b4obobo$25b5o370b3obobo$24b
3o3bo368bob4o$25b2o4b3o366bob2obo$27b2o373b2obo$26b7o368b4o$26bo2bo
371b5o$24bobo2b3o368b4obo$24bo2b5o368bobobo$25b2ob3o370b3o$24b7o$23bob
7o$24b7o28bo182b2o93bo$25b3obo28bob2o3bo37b2obo37bo91bo3b3o4bo81bo2bo
2b4o4b2o3bo28bo$2bo2bobo4bo13b2obo18bo4bo3b4obo2bo28bo4b2obo2b3o2b2o
28bo5b2ob2ob2o32bo8bo36bo7b3o3bob2o28bo5bo2bobo34bo3bob4o2b2obo2bo4b2o
21bo6bo3bo7bo2bo$b8ob3o12b3obo17b6obo2b2ob2o6bo24b15ob3o27b7o2bobobo2b
2o28b6o3bob2o33b10o5b3obo26b10obobo32b15o2bo4b2obobo18b7o2bob3o6bob2o
2b2o$7o4bo12b3o19b8ob2obo3bob2ob4o21b6ob3ob9o26b6ob5obob4o27b9ob6o30b
6o2bobo2bo2b5o25b14obo30b13ob2ob2o4bo4bo17b9ob2ob3o2bo3b3obobo$b11obo
10bob2o19b6o3bo7b2o4bo22b6o3bobob6o27b6o3b3o4b2o28b15o31b9o2bo2b5o27b
6o2b2ob2obo31b12o6bo7bo19b8ob2o3b3o2bob3obo$2b7o15b2obo20b6o8bo2bobo
26b5o6bo3bo30b4ob6ob4obo28b6ob2o37b7o2b10o27b6o5b2o33b5ob5o2bo10b2o20b
4o2b2o2bob4ob5o2b3o$3bo22bo22bo2bo10bobo29bo2bo42bo9b5o31bo4bo40bo3b3o
5b6o28bo45bo3bo2bo2b2o12bo21bo10bo3bob5ob3o$153bob4o80bo6b4o83b2o61b2o
$155b3o90b2o147bo$156bo17$400bob2o$400b3o2bo$399b5obo$401b5o$401b3obo$
401bo$402bo$402b2o$399b2obo$402bob2o$402b3o$400bob2obo$400bob3o$401b5o
$400b4obo$400bobobo$401b3o!
This thing just shoots stuff super far away:

Code: Select all

x = 14, y = 8, rule = B3-k4cjyz5eky6-en78/S2n3-jk4-jnw5ceky678
5bo$5bo$3b4o3bo$o2b4ob4o$bobob8o$bob2ob8o$6b7o$6bobo2bo!
EDIT, 2/3/4/6/7/12/14/21/23/28:

Code: Select all

x = 10, y = 6, rule = B3-k4cjqz5eky6-en78/S2n3-jk4-cjnw5cek678
6bo$2b6o$4b5o$o2b7o$4b5o$7bo!
Wildmyron and I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules.

Things to work on:
- Find a (7,1)c/8 ship in a Non-totalistic rule

User avatar
2718281828
Posts: 738
Joined: August 8th, 2017, 5:38 pm

Re: Reflectorless Rotating Oscillators (RRO)

Post by 2718281828 » July 15th, 2019, 11:01 pm

2/3/4/6/11/12/22/31/33/44/62/66:

Code: Select all

x = 782, y = 688, rule = B2n3-k4ej5ey6-e78/S2n3-jk4-cjnwy5cky678
627b3o$626bobobo$626b4obo$627b5o$626bob3o$626bob3o$627b3o2$627b4obo$
630bo2$629b3o$631bo$630bo49$627b3o$626bobobo$626b4obo$627b5o$626bob3o$
627b4o$630bo$627b2o$258bo367bobo$107bo120b4ob3o22b2o26bo123bo214bob3o$
3bo61bo39bobo19bo30bo4b2o24bo30bo4b2o3b4o17bo3b5o22bo3bo2bo23bo2bo2bo
24bo8b2o20bo30bo30bo3bo26bo30bo30bo3bo26bo30bo30bob5o$2b8o54b7o36bo18b
6o25b8o23b5o26b7o2b7o15b4o2b4o21b8obo3bob4o12b8o23b12o19b6o25b6o25b4ob
o3bo21b5o3bo22b7o24b4ob3o23b6o25b6o25b8o$b6obo3bobo48b6ob3obo2b2o2bo
43b5o26b8o23b6o25b7ob3obob4obo11b13o18b10o2bo3bobo12b9o22b6ob5o19b10o
3bobo15b6o25b6obo2b2o19b8o23b7o24b9o22b5o26b11o20b8o$9o3bobo47b9obo3b
7o41b7o2bo21b11o20b10o21b9o4bob4obo10b9o3b2o17b6ob5o4b3obo10b9o22b10ob
3o17b10o3bobo15b10o21b8o23b9obo20b9o22b6o25b6o25b11o20b6o2bo$b8obo52b
11ob2ob4o43b5o2bo23b6obo23b5o2b2o22b6ob3o4bobo14b6o3b2obo18b5o4b2o2bob
3o13b7o24b8o23b6o4b2o2b2o15b11o20b5ob2obo21b5o2b2o22b5obo24b10o21b4obo
25b6o2b2o21b6o$2bo2b4o55bo4b2o4b6o45bo30bo4b2o24bo30bo13bo16bo30bo4bob
2o6b3o13bo5b2o23bo6bo23bo3bo4b5o17bo4bobo23bo3bo26bo3b2o2bo22bo30bo30b
o2bo27bo30bo$6bo63bo7b4o145bo68bobo18bo60bo4b2obo146b3o90bo$78bo218bo
7$122b2o$120bob2o$118bo2bo2bo$119b4o$120bob2o$120b3o$119bob4o$120b4o
503b3o$120b3obo501bobobo$119b5o502b4obo$119bob4o502b5o$120bobobo501bob
3o$121b3o502bob2obo$627b3o$628b4o$627bob5o$627bob4o$628bo3bo$631bo2$
631bo14$122bo$121bobob2o$120b5o$119b6o$120b5o502b3o$120b4o502bobobo$
119b5o502b4obo$119bob4o502b5o$120bobobo501bob3o$121b3o503b4o$626b5obo$
627b4o$627b3o$627bo$630bo$630b3o$628bob2o$629b4o$630b3o5$119bo$121bo$
118b2o$119b3o$120b2o$120b3o2$120b2o$120b2o$119b5o$120b2o$119bob3o$119b
ob2obo502b3o$120b3obo501bobobo$119b5o502b4obo$119bob4o502b5o$120bobobo
501bob3o$121b3o502bob2obo$626bob2obo$626bob3o$626bob4o$627b5o$628b4o$
629b3o$629b3o$629bo5$626b2o$122b2o503b2o$118bo4b2o503bo$119bo3b2o$118b
o3b2o3$119b2o$118b3o$118b2o$119bobob2o$122b4o$121b5o$120b4o503b3o$120b
3obo501bobobo$119b5o502b4obo$119bob4o502b5o$120bobobo501bob3o$121b3o
503b4o$626b6o$627bo$628bo$626b2o10$120bo$119bo6$124bo$122bobo$121b2o$
121bo$119b6o$119bob2obo502b3o$120b3obo501bobobo$119b5o502b4obo$119bob
4o502b5o$120bobobo502b4o$121b3o503bobobo$629b2o$628bo$628bobo$627b3o2$
631bo$627bob2obo$628bob4o$627b2obo12$121bo2b2o$120b6o$119bob4o$119b6o$
120b4o$119bob3o503b3o$120b3obo501bobobo$119b5o502b4obo$119bob4o502b5o$
120bobobo502b4o$121b3o502b4obo$626b5o$626b5o$625b7o$625bob7o$626bobob
2o$629b3o16$122b2o$123bo$123bo$121b3o$122b2o503b3o$120b3obo501bobobo$
119b5o502b4obo$119bob4o502b5o$120bobobo501bob3o$121b3o502bob2obo$626bo
b2obo$626b4obo$628b3o$626bo2bo$629bo$628b3o$630b2o$630bo$627b2o$627bob
o$626bobo6$119bo$118b2o$121bo$118b2o3bo$123bo$122b2o$121b3o$120b4o$
119bob3o$119bob3o503b3o$120b3obo501bobobo$119b5o502b4obo$119bob4o502b
5o$120bobobo502b4o$121b3o504b2o$626b3o$627b4o$627b2o$630b2o$629b3o$
629bobo$628b3o$629bo10$121bo$120b3o$119bobo$119b3o$119b2o$122b2o$120b
4o$122b3o$121b2o504b3o$120b4o502bobobo$119b5o502b4obo$119bob4o502b5o$
120bobobo501bob3o$121b3o503b3obo$627b3obo$627b4o$627b3o$627b2o$627bo$
627bo3b2o$629bo$631b2o$631bo6$122bobo$121bobo$122b2o$120bo$119b2o$120b
3o$121bo$121bo2bo$120b3o$119bob4o$119bob2obo$119bob2obo502b3o$120b3obo
501bobobo$119b5o502b4obo$119bob4o502b5o$120bobobo501bob3o$121b3o503b2o
$627b3o$627bo$627bo$627b2o16$119b3o$119b2obobo$117b7obo$119b7o$120b5o$
120b5o$119bob4o502b3o$120b4o502bobobo$119b5o502b4obo$119bob4o502b5o$
120bobobo501bob3o$121b3o503b3obo$627b4o$626b6o$626b4obo$625b6o$625b2o
2bo12$120bob2o$117b4obo$118bob2obo$119bo2$121b3o$120bobo$122bo$120b2o$
119bobobo503b3o$120b4o502bobobo$119b5o502b4obo$119bob4o502b5o$120bobob
o501bob3o$121b3o502bob2obo$626b6o$629bo$628b2o$626bobo$626bo6$631bo$
630bo10$123b2o$122bo$123bo$119b6o$120b4o503b3o$120b3obo501bobobo$119b
5o502b4obo$119bob4o502b5o$120bobobo501bob3o$121b3o503b4o$625b5o$625b4o
$626b2obobo$631b2o$630b3o$630b2o3$627b2o3bo$626b2o3bo$122bo503b2o4bo$
122b2o503b2o$123b2o5$121bo$119b3o$119b3o$119b4o$119b5o$119b4obo$120b3o
bo$119bob2obo$119bob2obo502b3o$120b3obo501bobobo$119b5o502b4obo$119bob
4o502b5o$120bobobo501bob3o$121b3o502bob2obo$627b3obo$629b2o$627b5o$
629b2o$629b2o2$628b3o$629b2o$629b3o$631b2o$629bo$631bo5$118b3o$118b4o$
119b2obo$118b3o$120bo$123bo$121b3o$120b4o$118bob5o$120b4o503b3o$120b3o
bo501bobobo$119b5o502b4obo$119bob4o502b5o$120bobobo502b4o$121b3o502b5o
$626b6o$626b5o$624b2obobo$628bo14$119bo2$119bo$118bo3bo$118b4obo$117b
5obo$119b4o$121b3o$119bob2obo502b3o$120b3obo501bobobo$119b5o502b4obo$
119bob4o502b5o$120bobobo501bob3o$121b3o503b4o$626b4obo$628b3o$627b2obo
$628b4o$626bo2bo2bo$627b2obo$627b2o7$453bo253bobo$124bo90b3o146bob2o4b
o60bo18bobo68bo183bobo$128bo30bo27bo2bo30bo30bo22bo2b2o3bo26bo3bo23bob
o4bo17b5o4bo3bo23bo6bo23b2o5bo13b3o6b2obo4bo30bo16bo13bo30bo24b2o4bo
30bo25bo4bo47bo3bob4o4bo61bo$124b6o21b2o2b6o25bob4o21b10o24bob5o22b2o
2b5o21bob2ob5o20b11o15b2o2b2o4b6o23b8o24b7o13b3obo2b2o4b5o18bob2o3b6o
14bobo4b3ob6o22b2o2b5o23bob6o23bo2b5o22b2ob6o44b5o3b3ob6o57bob3o$122bo
2b6o20b11o25b6o25b6o22b9o20bob9o23b8o21b10o15bobo3b10o17b3ob10o22b9o
10bob3o4b5ob6o17b2o3b9o10bob4obo4b9o21b10o20b11o21bo2b7o18bobob9o43b4o
2b3o3b7o52b2o3b2ob2o$122b8o20b11o26b5o22b9o24b7o23b8o19b2o2bob6o25b6o
15bobo3b10o19b5ob6o22b9o12bobo3bo2b10o18b13o11bob4obob3ob7o25b6o23b8o
26b5o18bobob9o46b5o2b9o56bo3bo$121b8o25b6o25b6o23b3ob4o24b7o22bo3b5o
21bo3bob4o25b6o25b6o19b12o23b8o12b4obo3bob8o21b4o2b4o15b7o2b7o26b5o23b
8o25b6o22b9o46bob2ob11o$121b5obo30bo30bo26bo3bo30bo30bo26bo3bo30bo30bo
20b2o8bo24bo2bo2bo23bo2bo3bo22b5o3bo17b4o3b2o4bo30bo24b2o4bo30bo21b2o
3b2o2bo48b3obo2b2o4bo$121b3obo214bo123bo26b2o22b3ob4o124b4o$122bobo
367bo$122b2o$120bo$120b4o$120b3obo$119b5o$119bob4o$120bobobo$121b3o8$
123bo$123bo$121b5o$123bo$123bo7$117b2obobo$121b4o$119b5obo$118bob5o$
118b6o$120b4o$121b3o$120b3obo$120b3obo$119b5o$119bob4o$120bobobo$121b
3o50$116b4o$116b3o$116bob2ob2o$118bo2bo$121bobo$122bobo$120b4o$119bob
3o$120b3obo$119b5o$119bob4o$120bobobo$121b3o!
Edit1:
1/2/3/4/6/12/13/26/29/39/52/58:

Code: Select all

x = 6, y = 47, rule = B2in3-kq4cjy5eky6-e78/S3-jk4-cjnw5ce678
3b2o$2b2o$b4o$b4o$5o$b5o$2b3o$3bo25$2bo$2bo6$bobo$b4o$b4o$b4o$5o$b5o$
2b3o$3bo!

User avatar
calcyman
Posts: 2199
Joined: June 1st, 2009, 4:32 pm

Re: Reflectorless Rotating Oscillators (RRO)

Post by calcyman » July 16th, 2019, 5:35 am

I think your 58 is currently the winner. (The 66 doesn't count, because they interact outside the loop.)
What do you do with ill crystallographers? Take them to the mono-clinic!

Gamedziner
Posts: 796
Joined: May 30th, 2016, 8:47 pm
Location: Milky Way Galaxy: Planet Earth

Re: Reflectorless Rotating Oscillators (RRO)

Post by Gamedziner » July 16th, 2019, 8:19 am

Some of these rules have other interesting patterns; I don't have time right now to list them though.

Code: Select all

x = 81, y = 96, rule = LifeHistory
58.2A$58.2A3$59.2A17.2A$59.2A17.2A3$79.2A$79.2A2$57.A$56.A$56.3A4$27.
A$27.A.A$27.2A21$3.2A$3.2A2.2A$7.2A18$7.2A$7.2A2.2A$11.2A11$2A$2A2.2A
$4.2A18$4.2A$4.2A2.2A$8.2A!

User avatar
2718281828
Posts: 738
Joined: August 8th, 2017, 5:38 pm

Re: Reflectorless Rotating Oscillators (RRO)

Post by 2718281828 » July 16th, 2019, 3:17 pm

calcyman wrote: (The 66 doesn't count, because they interact outside the loop.)
Yes, but, still it is an 33-cyclic RRO by considering two 'ships' in a row.

A huge 1/2/4:

Code: Select all

x = 6, y = 8, rule = B2in3-k4cejz5ey6-e78/S3-jk4-cjnwy5ceky678
3bo$b3o$b4o$b4o$5o$b5o$2b3o$3bo!

AforAmpere
Posts: 1111
Joined: July 1st, 2016, 3:58 pm

Re: Reflectorless Rotating Oscillators (RRO)

Post by AforAmpere » July 16th, 2019, 4:28 pm

2718281828 wrote: A huge 1/2/4:

Code: Select all

Awesomness
Wow, that one can fit 112! Nice job!

EDIT, the actual loop:

Code: Select all

x = 1505, y = 1533, rule = B2in3-k4cejz5ey6-e78/S3-jk4-cjnwy5ceky678
298bo$298b3o$298b2o$297b3o$296bobo$297b2o$297bo$298bo$298bo$298bo24$
297b3o$296bobobo$295bob4o$295b5o$296b3obo$295bob3o$296b4o2$296b2o$296b
ob3o$298b3o$297b3o$298bo21$298bo$297b3o$296b5o$295b5o$296b4o$296b4o$
296b4o$294b5obo$294b6o$294bob2o$294bob2obo$294bobobo$295b2o$295b4o8$
298bobo4$300bo9$297b3o$296bobobo$295bob4o$295b5o$296b3obo$295bob3o$
295bob3o$296b4o$296b4o$297b4o$296bo2b2o$295bo2bo$295b2o$295b2o20$298bo
$297b3o$296b5o$295b5o$296b4o$296b4o$296b2obobo$297bobobo$297b3obo$298b
2o3$296b3o$296b2o8$302bo$300bobo$297bo5bo$300bo$298bob3o9$297b3o$296bo
bobo$295bob4o$295b5o$296b4o$295bob4o$296b4o$299bo3$297b3o$297b3obo$
298b3o$297b5o$297b7o$297bob4o$299bobo17$298bo$297b3o$296b5o$295b5o$
296b4o$296b4o$297b2o$296b3o$295b5o$294bobob3o$299bo$294b2obobo$296bobo
$296bo$295b2obo$296b2o2$297bo$299b2o$297b3o$297bo4$294bo2$295bo$294bo
7$297b3o$296bobobo$295bob4o$295b5o$296b3obo$295bob2obo$297b4o$297bo$
296b3obo$296b2o2b2o$296bob3o$297bo$297bo21$298bo$297b3o$296b5o$295b5o$
296b4o$296b4o$296b4o$296b4o$296b3o$295b6o$295b5o$297b3o$297b3o15$377b
3o565bo508b2o$377b4o562b3o2b3o308b3o191bo2b2o$352bo27b2o204bo58bo35b2o
bo230b3o21b2o2bob2o2b2o4bo137bo33b2o30b2o98b3obo157bobo29b6o34b2obo$
319b2ob2o27b3o2bo15b6o2b2o2b2obob2o19b2o11bo25b6ob2o19b3o3b3o4bo24b3o
3bob2o32bo20bo8bo2b2o20b2o3b3o4bo21b2obob5ob2o21b2o3bo5bo24bobobo3b2o
27b2o3bo26bo3bob2o26bobo3bo24bo3b3ob2o27bo4bo20bo3bobo3bob2o12bob2obo
3b2o2b2o5bo30bob2o38bo30bob2o21b2o3b3o3bo26b3obob2o27bo4bo27bo4b2o23b
3ob2o3bo24b5o3b2o21b3o3b3o2bo27bo2bob2o32bo30bob2o32bo20b3o7bob2o28bo
3bo$315bo2bo2b2obo19b2obo4b6o16b3ob3o3b3ob2obo19b2o3b3o2b4o23bo6b2obo
18b4o2b2ob6o22b3obobob2obo28b5o18b3o2b4ob4obo17bob2o2bob8o21bo4b2o2b2o
bo19b14o19bo4bo4b3obo18b2o3bob8o23b2ob6obo15b2ob2o5bob6o23bob2o3b2obo
24b2ob6o21b3obob2ob2obo13b2o3b3ob2o2b7o26bobob2obo34b5o27b2ob2obo20bob
ob3ob5o24bob3ob2obo23b10o25bo3b3obo22b4o2b5o24b8obo23bo4b5o26b3ob2obo
28b5o25bo2bob2obo23b2o3b5o19b4o2bo2bob2obo24bob7o$311bo2bob8obo18b3o4b
8o15b4o2b11obo20b2ob2o2b6o20b12obo18bo2b5ob6o22b2ob7obo24b9o16bo2bo2bo
b8obo15b2o6b10o18b3obobob6obo18b15o12bobobobo2b2o3b6obo17b2o2bo3b8o22b
10obo11b2obo11b7o24b8obo22bob9o18bo2b2o3b6obo11b6ob2ob5ob6o27b5obo33b
6o19b2o2bo2b6obo18bob13o25b7obo24b9o23bo3b5obo20b13o22b3o2b5obo19b2o2b
3ob6o24bob6obo19bo7b6o22bobob6obo23bo2b7o19b7ob5obo24b9o$311bob2obob8o
19bob2o3bob6o13b2o2b2ob13o21bobo2b8o19b14o18bo2bob11o24b9o24b10o15b3ob
o2b11o15b3ob2obob10o17bob2o3b9o19b15o12bo2b3ob4o2b8o16b3o2b13o20bob11o
15bo6bobob8o22b11o23b11o25b8o12b22o20b13o32b8o19b2obob9o20b2obob9o23b
10o22b12o22bobob7o21b3ob9o20b13o21bo2bo3b6o24bob7o15bobobo5b9o19bob4ob
7o21b13o19b14o24bob8o$297b3o11bob2obo2bo2b2obo21bobob8o17bo3b4ob2o2b2o
bo20b7ob5o18bo3b4o4b2obo19b2o2b4ob5o25b4ob2obo27b6o17bo2b2o4bobob2obo
16bobob2obobo2b5o19bo2b2o2bo3b2obo20b13o19bobob5o2b2obo17b4ob11o22bo2b
obo2b2obo14bo2bo5bo3b6o22bo2bo4b2obo22b3obob5o27bo2b2obo12b6ob5o4b5o
22bob2ob2ob2obo34b5o18b2o2bo2b2obob2obo20bo4b8o23bob2o3b2obo22b2o2b7o
24b2o2bob2obo20bob2o3b6o20b5o2b2ob2obo25bob6o25bo2bob2obo15bobo8b7o23b
obobo2b2obo22bob9o19b2ob4ob2ob2obo15b3o6bo3b5o$296bobobo19b2ob2o22b5o
5bo17bobo5bo3b2ob2o20bobobo3bo3bo24bobo2b2ob2o24b3obo3bo28bobob2o32bo
18b2o10bob2o16b2ob2o2bo8bo21b3o3b4ob2o22bo3bo5bo24b2ob2obob2o18b3obo2b
2obo3bo24bo2bob2ob2o20bob2o3b3o2bo27b4ob2o28bo3bo29b2ob2o17bo3b3ob4o3b
o24bobo3bob2o38bo23b3o4bob2o26bobo3bo27b4ob2o25b2obo3bo22bo2bo4bob2o
22b2o8bo26b2o2bob2o27b3o2bo30bob2o16bo10b2o3bo23bo5b2ob2o24b4o4bo22bo
3bo3bob2o16b2obo12bo$295bob4o48b4o62b2ob2o29bo33bo126bobobo35bo69bo31b
o2bo58bobob2o2bo233bobo132bobo31bo71bo188b2obo$295b5o50bo66bo29b3o162b
2o104bobo93b3o444b2o88bo136bo$296b3obo147bo364b4obo$296b3obo513b2o$
295b5o513b2obo$295b3obo515bo$297bo745bobo$1043bobo$1043bobo2$297bo$
1233bo5$1231b2o3$1231b3o$1231bobo$1232b4o$1232b3o$1231b4o$1231b4o$
1231b4o$1231b5o$1230b5o$1231b3o$1232bo2$298bo$297b3o$296b5o$295b5o$
296b4o$296b4o$296b6o$295b5o$296b2ob2o$299bo6$296bo936bo$1232b2obo$
1233bo$1231bo4bo$1231b5o$1231b3obo$1230b3obo$1231b4o$1230bob3o$1231b3o
bo$1231b3obo$1231b3obo$1230bob3o$1231b5o$1230b4obo$1230bobobo$1231b3o
3$297b3o$296bobobo$295bob4o$295b5o$296b3obo$295bob2obo$296b4o935bo$
296b2o936bobo$295bob3o934b2o$296bo935bo2bobo$298b2o932bobobo$297bo934b
4obo$1230b6o$1232bob3o$1231bo3b2o$1235b2o$1233b3o$1231b2o2bo$1232bo$
1233b2o$1232bobo$1231b7o$1231b3o$1233b2o$1230bobobo$1231b4o$1230b5o$
1231b4o$1231b5o$1230b5o$1231b3o$1232bo2$298bo$297b3o$296b5o$295b5o$
296b4o$296b4o$296b4o$296b3o$296b3o$295b4o$294b4o8$1232bo$1230b3o$1231b
obo$1231b2o$1228b6o$1231b3obo$1229bo4b2o$1231bob2o$1230b4obo$1230bob3o
$1231b5o$1230b4obo$1230bobobo$1231b3o3$297b3o$296bobobo$295bob4o$295b
5o$296b3obo$295bob2obo$296b3obo$297b3o$296bob3o$297b3o$296bob2o$297b2o
$297b3o4$1234bo$1233bobo$1231b3obo$1230b2o2bo2$1230b3o2$1233bo$1231bob
2o$1231bob2o$1231b4o$1231b4o$1231b5o$1230b5o$1231b3o$1232bo2$298bo$
297b3o$296b5o$295b5o$296b4o$296b4o$296b4o$297bobo$296b2obo$295bobo$
295b4obo$296b2o$296b2o3bo$296b5o933bo$297b5obo928b2o$298b6o929b2o$298b
o3bobo927b4o$301b3o2b2obo920bobob2o$299bo5b5o921b2ob3o$299bo3b6obo919b
ob4o$299b3o2bob2obo922bo2bo$302b2obob2o923b2o$1232b2o$1232bo$1231b4o$
1230bob2obo$1230bob2obo$1230bob3o$1231b5o$1230b4obo$1230bobobo$1231b3o
3$297b3o$296bobobo$295bob4o$295b5o$296b3obo$295bob3o$297b2o$296bo$295b
2ob2o$295bo$295b6o$295b5o$293b2o4b2o$294bo2bo2bo$297bo$296b4o$298bo$
298bo4$1232bo$1231b3o$1231b2o$1232b2o$1231bob3o$1231b4o$1231b4o$1231b
5o$1230b5o$1231b3o$1232bo2$298bo$297b3o$296b5o$295b5o$296b4o$296b4o$
295b5o$294b7o$295bob4o$297bob2o$298b2o$298bobo$298bo$297bobo10$1234bo$
1233b2o$1231b4o$1230bob2obo$1230bob3o$1231b5o$1230b4obo$1230bobobo$
1231b3o3$297b3o$296bobobo$295bob4o$295b5o$296b3obo$295bob4o$295bob3o$
296bobo$294bobob2o$294bobobo$294b5o$294bo2b3o$294b2ob3o$293bo4b2obo$
294bo3b2o$295b7o$294b2ob2obo931b2o$296b2obo932bo$294bobobobo931b2o$
294b3obobo931b2o$297bob2o930bo$296b2ob2o929bob2obo$296bobo932b2o$296bo
bo933bo$1232b2o$1232b3o$1231b4o$1231b4o$1231b5o$1230b5o$1231b3o$1232bo
2$298bo$297b3o$296b5o$295b5o$296b4o$296b4o$296b4o$298bo$296b4o$297b2o$
296bo933b2o2bo$296bo933b2o2b2o$295bobo931b6o$294b2ob2o930bobo$294b2ob
2o932b2o$298bo$295b2o2$1231bobo$1232bo$1233bo$1232bo2$1233bo$1233bo$
1231b5o$1230bob4o$1230bob3o$1231b5o$1230b4obo$1230bobobo$1231b3o3$297b
3o$296bobobo$295bob4o$295b5o$296b3obo$295bob2obo$296b4o$296b2o$296b4o$
296b2o$295b5o$295bob2obo934bo$296bobo934b5o$298bo929bob3ob4o$1228bobob
3ob2o$1229b6obo$1228b7o$1228bob4o$1229bo2b2obo$1230bob2o$1232bo$1233b
3o$1231b2o3bo$1230b2o3bo$1229bob4o$1229b6o$1230b5o$1231b4o$1231b5o$
1230b5o$1231b3o$1232bo2$298bo$297b3o$296b5o$295b5o$296b4o$296b4o$297b
2obo$295bob4o$295b2o2b2o$295b2ob2o$295b3o2bo933bo$296b2o932b2ob4o$
1230b3ob3o$1230bobob3o$1230b4o$1230b3obo$1230b3obo$1228b2o$1230b3o$
1234bo$1231b2obo$1230bob3o$1231b4o$1228bobobob4o$1228bobobob2o$1231b4o
bo$1231b4o$1230bob3o$1231b5o$1230b4obo$1230bobobo$1231b3o3$297b3o$296b
obobo$295bob4o$295b5o$296b4o$295bob4o$296b5o$295b6o$296b3obobo$295bob
3obo$296bo2bobo$300bo930b2o$300bo2bo$300b2obo927b3o$301b4o$301b4o927bo
3$297bo933bo$296bobo$296b2obo$298bo$298bo$1233b3o$1230b6o$1231b4o$
1231b4o$1231b4o$1231b5o$1230b5o$1231b3o$1232bo2$298bo$297b3o$296b5o$
295b5o$296b4o$296b4o$296b4o$295b5o$296b4o$295bob3o$296b2o$296b2o$295bo
2bo2$1233bo$1231b2o2$1232bo$1231b2o$1231b3o$1231b3o$1232b4o$1230bob2o$
1230b4obo$1230b4o$1231b3o$1230bob3o$1230bob3o$1231b5o$1230b4obo$1230bo
bobo$1231b3o3$297b3o$296bobobo$295bob4o$295b5o$296b3obo$295bob2obo$
295bob2o$296b4o$296b4obo$295b6o$294bob4o$295b4o$295b4o$296b2o$298b2o
934bo$296bo2bo934bo$297b2o935bobo$299bo933b2o$299bo935bo$1231b4o$1229b
5obo$1229b5o$1230b5o$1232bob2o$1229bo2bob3o$1231bob3o$1231b4o$1231b4o$
1231b5o$1230b5o$1231b3o$1232bo2$298bo$297b3o$296b5o$295b5o$296b4o$296b
4o$296b3o$297b2o$297bo3bo$297bo3b2o$301bo$301bo$296b2o4bo$296b2obo$
300bo$297bob2o928b2o$296bobo930b2o$297b3o931bo$296bobo$297b2o931b2o$
297b2o932b4o$1231b3obo$1231b3o$1233b2o$1233b2o$1231b4o$1230bob2obo$
1230bob3o$1231b5o$1230b4obo$1230bobobo$1231b3o3$297b3o$296bobobo$295bo
b4o$295b5o$296b3obo$295bob3o$296b4o$296b4o$296b4o$296b5o$298b2o$295bob
2obo$297b2obo$296b4o$296b5o$294bob3obo$295b3obo$295b4o$1234bo$1233bo$
1232b2o2$1231b2o$1229bobo$1231b5o$1231b4o$1231b4o$1231b4o$1231b5o$
1230b5o$1231b3o$1232bo2$298bo$297b3o$296b5o$295b5o$296b4o$296b4o$296b
5o$294bob4o$294bob3o2bo$296b2o$293b2o2bo$295b3o$295bob4o$295bob5o$294b
3o2b2o$294b5o$294b4o$296b2o4$1231bo$1231bo2bo$1231b3obo$1232b3o$1231b
5o$1230bob3o$1230bob3o$1231b5o$1230b4obo$1230bobobo$1231b3o3$297b3o$
296bobobo$295bob4o$295b5o$296b3obo$295bob3o$295bob2o$295bobobo$297b2o$
295b5o$293b6o$294bo3bo937bo$298b3o933b2o$299b2o933b2o$298b2obo930b2o$
298b3o931b2o$296b4o933b2obo$294bo2bob3o930b4o$295b5o932b3o$297bobo3$
1231b3o$1230bob2o$1231b3o$1229b6o$1231b4o$1231b4o$1231b5o$1230b5o$
1231b3o$1232bo2$298bo$297b3o$296b5o$295b5o$296b4o$296b4o934bo$296b3o
931b2o2bo$296b3o930b2ob2o$295bob2o928bobob2obo$296b4o929bobo3bo$296b3o
932bo2b2o$295b4o931b3o2b2o$295bo2bo931b6o$295b3o931bob5o$1230b7o$298bo
933b5o$296b2o936b4o$1234b4o$295bo939b4o$1234b5o$1234b2o$1233b3o$1232bo
b4o$1233b5o$1231bob3o$1231b5o$1230bob3o$1230bob3o$1231b5o$1230b4obo$
1230bobobo$1231b3o3$297b3o$296bobobo$295bob4o$295b5o$296b3obo$295bob2o
bo$296b4o$296b4o10$1233bobo$1231bo2b2o$1230bo2b2o$1230b2o2bo$1231b3obo
$1230bob2o$1230bob2obo$1230bob2obo$1230bob3o$1231b4o$1231b4o$1231b5o$
1230b5o$1231b3o$1232bo2$298bo$297b3o$296b5o$295b5o$296b4o$296b4o$296b
4o$297b3o$296bobo$296b3o$297b2o$294b2o$295b4o$296bo$295bobo2$1235b3o$
1237b2o4$1232bo$1234bo2$1233bo$1234b2o$1230b5o$1230bob3o$1231b5o$1230b
4obo$1230bobobo$1231b3o3$297b3o$296bobobo$295bob4o$295b5o$296b3obo$
296b3obo$294bob3obo920bo$294b6o921bo$294b6o921b4o$295b5obo921bo$294bob
6o918bo4bo$294bobobo2bo$295b3obo927bobo$296bobo928bo2bo$1228bo$296bo
935b2o$296b2o932bo3bo$296bo933bobo$1233b2o$1231bo$1230bob2o$1229bobo$
1228b2o$1230b2o3b3o$1230b6o$1230bob2o$1232b3o$1231b4o$1231b5o$1230b5o$
1231b3o$1232bo2$298bo$297b3o$296b5o$295b5o$296b4o$296b4o$298b2o$295b2o
bo$295bo$297bo$298b3o$294b5ob2o$298b2o$297bob3o$297b2obo$296bobo934bo$
1233bo$1231b2o$1231bobo2$1231bob2o$1230bo2b2o2$1236bo$1232bob3o$1231b
4obo$1230b5o$1230bob3o$1231b5o$1230b4obo$1230bobobo$1231b3o3$297b3o$
296bobobo$295bob4o$295b5o$296b3obo$296b3o$296b3ob2o$296bob3obo$301bo$
301bo$300bo$298b2o$297bo2bo$295b2o2b2o$295b2obo$296bo5$1231bo$1233bo$
1231b4o$1234bo$1232b3o$1231b4o$1231b4o$1231b4o$1231b5o$1230b5o$1231b3o
$1232bo2$298bo$297b3o$296b5o$295b5o$296b4o$296b4o$296b2obobo$296b4o$
296b3obo$295b5o$295bob4o$294b6o2$295b2obo$297b2o$293bobob5o$297b2o$
295bob3o$295b4o$293bob4o$293b4o2bo$293b4o$295bo939bo2$1230b7o$1230bob
3obo$1230bob3o$1230bob3o$1231b5o$1230b4obo$1230bobobo$1231b3o3$297b3o$
296bobobo$295bob4o$295b5o$296b4o$296b5o$295b5o$295b5o$295b3ob2o$293b3o
$296bobob2o$301bo$296bob2o$299bo$297bo$297bo$296b3o3$1230bo$1231bobo$
1228b3o2bo$1230b3o$1230bob2o$1231bob2obo$1232b3o$1231b4o$1231b4o$1231b
5o$1230b5o$1231b3o$1232bo2$298bo$297b3o$296b5o$295b5o$296b4o$296b4o$
296b4o$296b3o$295b4o$297bobo$298bo$297bo$298b2o$295b5o$297b3o$297b2o2$
485bo$484b4o$484b4o$483b4o746bo$482b2obo745b5o$483bobo745b5o$481bobo
231bo515bob2o$480b2obo229bo2b2o514b2obo$180bo298bobo104b2o124bobo25bo
368b2o120b3obo$40b3o94bo16b4o21b3o55bo3bo98bo29bo100b2o10bo97b2obob2o
50bo68bo3b6o94bo35bo32b3o90bo107bobo24bobo31b2o3bo82bob2obo$o30bo9bobo
20b2obo3b2o25bo32b2ob2o3bo15bo9bo9bob2obo17b2obo5bo24bo7bo24b2obo4bo
25bo32b2ob2ob3o25bo3bo28b2ob2o29bo3b3obo24b2obob3o5bobob2o15bo6bobo23b
2ob4obo25bo3b2o9bobobo13b2ob2o29bo3bo2b2o24b2obob2o27bo3bo2bob2obo20b
2obo2bo2bo24bo3bo28b2obo6bo23bo10b3o2bo16b2ob2o6b5o18bo14b4o14b2obo30b
o32b2obo30bo3b2o3b2o22b2ob2o2b3o2bobo19bo4b4o24b2ob2o6bo2bobo17bo5b3o
24b2ob2o8bo13bob3o$obo27b5ob3o2b2obo18bob2ob2ob2o24b10ob2o20bob2o2b5o
23b5obo4b6o16bob2obo28b8o2bo22bob2ob6obo21b6o27bob2o3b3o24b7obo24bob2o
2bob2o24b5o3b4o21bob2ob3o2b2obo7bo12b5o3bobo22bob2o4b3o23b7o9b2obo13bo
b2o2bob2o2b4o18b7obo24bob2ob4o25b5ob4obo21bob2ob2ob3o23b5ob3o2b2o20bob
2ob2o3bo2bo3bob2o13b10ob8o14bob2o2bobo2b7o16b5o2bo6bob3o14bob2obob2obo
b3o19b6o27bob2ob4obobo21b5o2bo2bob2o19bob2o3b2ob4o2bo17b5o3b3o3bo18bob
2o2b8ob3o2b2o12b10o5bo17bob2o2bo7b3o12b5o$b5o23b6ob2o4b3o18b12obobo17b
10o2bo21b9o24b7o3bo2bo3b2o15b8obobo2bo4bo13b9o2bo22b11o2bo19b11o23b9o
24b11o23b10obo21b16o18b8o25b8o2bo5bo17b11o22b8obo2bo4b4ob2obo8b7obo6bo
17b11o2bo20b8obo23b11o23b11o22b9ob4ob2o17b7o2bo3bo2b2o3bo11b19o15b7o2b
o2b4o17b9ob4o2b3obo13b9ob4o19b6obo2bo23b10ob3o19b13o4b2o15b7o4b4o18b6o
b5o3bo18b6ob6o4b4obo10b9o2bobob2o17b9ob3o3bo11b4obo$2b2o26b6obo4b3o18b
ob14o18b7ob3obobo18bob5o2b2obo21b6ob3o23bob5o3b8o16b7o4bo21bob10o22b
10o23bob7o25b6o2b3o22bob8o2bo21b6o3b2ob2o19bob6ob2obobo19b6o2b2obobobo
17bob9ob2o20b7ob4o2b6o4bo8bob6obo2b4o18b6obob4o20bob8o24b11o22bob5ob4o
b2o19b7ob5o20bob6o5bo20b6ob12o14bob4obo5b5o16b6ob2obo4bo3b3o11bob10obo
bo18b7o2bo23bob5o2b2o23b16o2bo14bob4o4b2obobo18b6o27bob9o2bo2b5o13b8o
3bo2bo2bo15bob7o2bo2b3o11bobobo$b3o27b6obo25bob2o2b4ob3obo18b8o3bob2o
18bob3o7bobo19b6obo25bob2obo2bobobobo19b6obo25bob2ob5o24b8o25bob2o2b3o
25b7o26bob2ob2o2bo24b7o2bo23bob2ob2o6b2o19b6o4bo22bob7obobo21b8o3b7o3b
3o9bob2obo4b6o18b6obobob2o20bob2obo2b2o24b8o25bob2o2b4ob3o20b9ob2o2b2o
17bob2ob2o5bobo19b8o3bob2ob3o14bob6ob7o18b4o2bo4bo4b2obo13bob2o2bobo2b
o22b5o28bob2obo4b2ob2o19b11o3bobo16bob3o6b2o21b7o26bob2ob5o5b7o12b5o2b
ob4o20bob2o2bob2o18b3o$32bo4bo27b2obob5ob3o20bo5bo3b2obo19b2o9bo22bo4b
o27b2obo5bob2o21bo5b3o24b2obo4b2o24bo4b2o26b2ob2o2bo26bo32b2obo2bo2b2o
23bo32b2ob5o26bo5b2o4bo20b2o2b3obo25bo2b3o2bob3o2b3o15b2obo5bob5o18bo
8bo23b2obo5b3o22bo5b3o24b2ob2obob2o24bo5bobo3bo20b2ob2o29bo6bo5bobobo
15b2o7bobob4o17bo3bo12bo15b2obo3b2o25bo32b2obo30bo3bo2b3o3bobo17b2o7bo
bo22bo2bo29b2obo5bob10o13bo3b2o3bo23b2ob2o$70b4o2b2o25bo5bobo397b3o29b
o30bo2b7o29bob3o59bobo95bo7bo69bo29bo160bobo5bo100b2obo24b3o$70b3o37bo
398b3o29bo33bob2obo31bo537bobo4b2o20bo$577bobo17$1230b2ob2o$1229bob3ob
o$1230b5o$1231b4o$1231b4o$1231b4o$1231b2obo$1231b4o$1231b4o$1231b4o$
1231b5o$1230b5o$1231b3o$1232bo21$1231bobo$1231b6o$1232bobo$1232b2obo$
1233b2o$1232bo2bo$1233bobo$1231b3obo$1230bob3o$1231b5o$1230b4obo$1230b
obobo$1231b3o20$1234b2o$1233bo$1232b2o2$1233bo3$1231bob2o$1230bob4o$
1231b4o$1231b4o$1231b5o$1230b5o$1231b3o$1232bo14$1227bobo$1227bob3o$
1227b3obo$1230bobo$1229bob2o$1230b2o$1232bo$1232bo$1233bo2$1232b2o2$
1233bo$1233bo2bo$1230b5o$1230bob3o$1231b5o$1230b4obo$1230bobobo$1231b
3o5$1229bo$1229bo14$1234bo$1232b2o2$1231bobo2$1231b3o$1231b3o$1232b2o$
1231b5o$1231b4o$1231b4o$1231b5o$1230b5o$1231b3o$1232bo17$1234b2o$1236b
o$1236bo$1235b2o$1234b2o$1232bo$1229bo$1230bob2o$1228b5obo$1228bobob2o
$1231b3o$1231b4o$1230bob3o$1231b5o$1230b4obo$1230bobobo$1231b3o16$
1233bo$1233bo2bo$1233b2o2bo$1232b5obo$1233b4obo$1232b5obo$1232b6o$
1230bob6o$1230b5o$1231b3obo$1231b2obo$1230bob2o$1231b4o$1231b4o$1231b
4o$1231b5o$1230b5o$1231b3o$1232bo15$1232bo$1231b2o$1230b2o$1230b2o$
1230bobo$1230bo2$1230bo2$1232bo2bo$1233b2obo$1232b5o$1232b3obo$1231b4o
$1230bob3o$1231b5o$1230b4obo$1230bobobo$1231b3o24$1234bo$1232b3o$1233b
o$1232bobo$1232b2o!
EDIT 2, this one can fit 91, not quite as much, but a lot:

Code: Select all

x = 7, y = 6, rule = B2in3-k4cejq5ek6-en78/S3-jk4-cjnw5cy678
3bo$5o$b5o$7o$b5o$4bo!
Wildmyron and I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules.

Things to work on:
- Find a (7,1)c/8 ship in a Non-totalistic rule

User avatar
2718281828
Posts: 738
Joined: August 8th, 2017, 5:38 pm

Re: Reflectorless Rotating Oscillators (RRO)

Post by 2718281828 » July 16th, 2019, 7:12 pm

According my script this

Code: Select all

x = 6, y = 8, rule = B2in3-kq4cejqz5ey6-e78/S2n3-jk4-jnwy5cey678
bo2$b3obo$b3obo$5o$ob4o$bobobo$2b3o!
is [2, 3, 4, 5, 6, 7, 10, 12, 14, 15, 20, 21, 25, 28, 30] cyclic (p2100)
and

Code: Select all

x = 6, y = 8, rule = B2n3-kq4ejqz5ey6-e78/S2n3-jk4-jnw678
3bo$3bo$b4o$b4o$5o$b5o$2b3o$3bo!
is [2, 3, 4, 5, 6, 7, 9, 10, 12, 14, 15, 18, 20, 21] cyclic (p1260)
and

Code: Select all

x = 6, y = 10, rule = B2n3-kq4ejz5eky6-en78/S2n3-jk4-cjnwy5cey678
3bo$4bo$bo$bobo$b4o$b4o$5o$b5o$2b3o$3bo!
is [2, 3, 4, 5, 6, 7] cyclic (a minimal p420 example).
These are the only RROs I found so far with all loopabilities up to 7. I did not find anything for up to 8


I checked a couple of hundred large period RRO candidates but nothing with loopability grater than 58 popped up.

And this p2268 [2, 3, 4, 6, 7, 9, 12, 14, 18, 21, 27, 28, 36, 42]-cyclic one is very tight (distance only 54 for 42 copies):

Code: Select all

x = 309, y = 289, rule = B2n3-kq4jz5eky6-en78/S3-jk4-cjnwy5e678
36bo$225bo54bo$2b2o10bo14b2o2b4o19b2ob3obo2b2o15b2o2bo22b2ob2ob2o19b2o
b3o21b2obo23b2ob3o21b2obo23b2obo23b2o2b3ob3o$bob3o2bob2obo14bob6obo17b
ob2o3b3ob3o13bob6o19bob2o2b2o19bob2ob2obo18bob2obobo19bob2o4bo18bob2ob
o21bob2obo3bob2o14bob5ob3o11bo$ob3o4b2obobobo10bob8o17bob12o13bob5o20b
ob11o14bob7o3bo14bob6obo17bob8o17bob6o19bob6ob2ob2o13bob5ob2o12b3o$6o
2bo6bo11b10o17b12obo13b7o20b7ob6o13b6o2bo3bobo12b9obo16b8o19b10o17b10o
17b6o2b2o11b5o$ob2o8b3o12bob2o3b3o17bob2o3b5o15bob2obob5o15bob2o2b7o
14bob2obob4o16bob2o4bo18bob2o3bobo17bob2o2b5o16bob6obobobo13bob2ob2o
15b5o$b2obo7bo2b2o11b2ob3o3bo17b2ob3o3b2o16b2obo3bobo17b2ob2o4bo17b2ob
o3b2obo16b2ob4o20b2ob3o21b2ob2obo20b2o3b2ob6o13b2obo17b4o$14b2o47b3o
23b2o24bo29bo102b2obo2b2o36b4o$12b4o237b3o36b4o$13b4o276b3o$13b4o276b
3o$12b5o276b4o$13b5o275bob2o$14b3o276bo$15bo14$13b2o$12b4o277bo$13b2o
277b3o$291b5o$12bobobo275b5o$13b4o275b4o$14b2o276b4o$13b6o273b3obo$13b
4o277b3o$13b4o275b4o$12b5o274bo2b2o$13b5o276bo$14b3o$15bo15$293bo$292b
3o$291b5o$292b5o$292b4o$15bo276b4o$13b3o275bob3o$13b3o275bob2o$13b4o
274bob2o$12b5o274bob3o2bo$13b5o274b5obo$14b3o275b8o$15bo276b3obo$291b
4o$292b2o$293bo12$293bo$292b3o$291b5o$16bo275b5o$12bob3o275b4o$11b5obo
274b4o$12b5o275bobobo$13b4o275b4o$13b4o278bo$12b5o$13b5o$14b3o$15bo15$
293bo$292b3o$12bo278b5o$12b3o277b5o$12b2o278b4o$12bo3bo275b4o$15b2o
273bobob2o$13b3o276b6o$13b4o274b5o$12b5o276bobobo$13b5o276b3o$14b3o
278bo$15bo279bo15$13bo279bo$12b2ob2o275b3o$14b3o274b5o$12b6o274b5o$12b
5o275b4o$13b4o275b4o$13b2obobo271bobob2o$13b4o275b4o$13b4o275b5o$12b5o
274b6o$13b5o274b3o$14b3o275b2ob2o$15bo279bo15$13bo279bo$13bo278b3o$12b
3o276b5o$11bobobo276b5o$13b5o274b4o$11b6o276b3o$13b2obobo273b2o$13b4o
275bo3bo$13b4o278b2o$12b5o277b3o$13b5o278bo$14b3o$15bo15$293bo$292b3o$
291b5o$292b5o$13bo278b4o$13b4o275b4o$12bobobo275b5o$13b4o274bob5o$13b
4o275b3obo$12b5o275bo$13b5o$14b3o$15bo12$15bo$15b2o$14b4o$12bob3o276bo
$9b8o275b3o$10bob5o274b5o$10bo2b3obo274b5o$14b2obo274b4o$14b2obo275b3o
$13b3obo275b3o$13b4o276bo$13b4o$12b5o$13b5o$14b3o$15bo15$293bo$292b3o$
14bo276b5o$13b2o2bo274b5o$13b4o275b4o$12b3o277b4o$12bob3o273b6o$13b4o
276b2o$13b4o275b4o$12b5o275bobobo$13b5o$14b3o277b2o$15bo277b4o$294b2o
14$293bo$15bo276b3o$12b2obo275b5o$12b4o276b5o$13b3o276b4o$13b3o276b4o$
13b4o36b3o237b4o$13b4o36b2o2bob2o102bo29bo24b2o23b3o47b2o$13b4o17bob2o
13b6ob2o3b2o20bob2ob2o21b3ob2o20b4ob2o16bob2o3bob2o17bo4b2ob2o17bobo3b
ob2o16b2o3b3ob2o17bo3b3ob2o11b2o2bo7bob2o$12b5o15b2ob2obo13bobobob6obo
16b5o2b2obo17bobo3b2obo18bo4b2obo16b4obob2obo14b7o2b2obo15b5obob2obo
15b5o3b2obo17b3o3b2obo12b3o8b2obo$13b5o11b2o2b6o17b10o17b10o19b8o16bob
9o12bobo3bo2b6o13b6ob7o20b7o13bob12o17b10o11bo6bo2b6o$14b3o12b2ob5obo
13b2ob2ob6obo19b6obo17b8obo17bob6obo14bo3b7obo14b11obo20b5obo13b12obo
17b8obo10bobobob2o4b3obo$15bo11b3ob5obo14b2obo3bob2obo21bob2obo18bo4b
2obo19bobob2obo18bob2ob2obo19b2o2b2obo19b6obo13b3ob3o3b2obo17bob6obo
14bob2obo2b3obo$26b3ob3o2b2o23bob2o23bob2o21b3ob2o23bob2o21b3ob2o19b2o
b2ob2o22bo2b2o15b2o2bob3ob2o19b4o2b2o14bo10b2o$28bo54bo$272bo!

AforAmpere
Posts: 1111
Joined: July 1st, 2016, 3:58 pm

Re: Reflectorless Rotating Oscillators (RRO)

Post by AforAmpere » July 16th, 2019, 10:05 pm

This one also holds 58 as a loopability:

Code: Select all

x = 6, y = 13, rule = B2in34cjqy5eky6-en78/S3-jkq4-cjnwy5cky678
5bo4$3bo$2bo2bo$3bo$2b3o$b4o$b5o$4obo$obobo$b3o!
EDIT, this one has a loopability of 89 (1/2/4/17/34/68/89):

Code: Select all

x = 781, y = 794, rule = B2i3-k4cjqyz5ey6-en78/S2n3-j4-jnwy5cky678
9b2o$11bo20$217bo70b3o$19bo195b2o71b3o242bo24b2obo37bo58bo45bo$19b3o
195bo10bo59bo38b2o60bo143bo25bobobobo31bobo57bo6bo4bo33b3o$18b4ob4o2b
2o29b2ob2o23b2ob2obo2b2o30bob2o30bob2o23bob2o2b2ob2o14b2obo11b2ob2o17b
2o9bo3b2o21bobobobob2ob2o24b3o2b2ob2o30bob2o17bobo8b3ob2o29bo2b2o27bob
2ob2o30bob2o23b2o2b3o2b2o17bo2bobobobo2b2ob2o22bob2o2b3ob2o26bo2b2ob2o
14b4ob3o4b4o2b2o26b3obob2o29b2ob2o13bo12bo3b4o$19b2o2b7obo25bobo2b2obo
23bo3b5obo28bob2obo21bo5b2ob2obo18bo2bob5o2b2obo15bo9bo4b2obo15bob3o4b
3o2b3obo20b3ob2obo2b2obo24b3o3b2obo28bob2obo10bobo3b4obo3bob2ob2obo26b
6obo26bo3b2obo9bo16bobob2obo21b4obob4obo22bo2bobo2b2obo21b4obo3b2obo
19bo3b2ob2o2b2obo14b2o7b2ob6obo22b6ob3obo26b2o2b2obo12b2o10bo2b2o2bobo
$23bob6obo22b2ob7obo18b4ob9obo27b5obo20b3o2b7obo15b2ob14obo12b2o8bo2b
7obo15b4o8b5obo16b4o2b10obo24bo2b5obo24b8obo9b2o3b2ob2o4bo2b6obo26b6ob
o19b3o2bob6obo7b2o15bob6obo19b3obo3b5obo16b2o2b12obo22b10obo17bobo3b2o
bob4obo13b2obob2obo2b8obo21b11obo25b7obo11bobo11bobob3obo$25b8o18b4o2b
10o18b2o2bo3b8o27b7o20bo4bob7o15b19o14bo5bob2ob9o14bo10b9o19bo2bob10o
21b2ob2ob7o24b10o14bo2bobo2bob3ob6o22b2obob7o19b3o3b9o7b2o11b14o19b3o
4b8o18b16o21bob11o17b4obob10o13bo2bo2bob2obob8o21bob11o24b10o10b3o12b
2ob6o$29b2obo19bob6o3b2obo15bo9b2o3b2obo28bob2obo20b3obo2bo2b2obo15b5o
b2o2bob2ob2obo25bob2ob2obo17b2o9bob2obo18bo4bo2bo3b2obo21b4ob2o2b2obo
24b3o3b2obo23bo2b2o2b2obo20bo3b3ob4obo19b3o2bob2o2b2obo21b4o2bo2b2obo
20bo6b2ob2obo18b8ob2ob2obo21b3obob2ob2obo19b6ob3ob2obo15b5obo5b5obo24b
5ob2obo24bo2b2ob2obo7bobo16bob4obo$6bo19b3ob2o21bo2bo4b2ob2o28b3ob2o
30bob2o29b2ob2o15b3obobo2bo4b2ob2o30bob2o18b2o10bob2o28b3ob2o24bo4b2ob
2o27b4ob2o25bo3b2ob2o25bo2b2o2b2o26b2ob2ob2o22b2o5b2ob2o28b3ob2o23bob
3o2bob2o20b2obo2b2o2bob2o21b3ob2o3bob2o29bo2b2o25bob2obob2o28bobob2o8b
5o14b2o3b2o$5b3o73bo101b2obo68bo140bo2bo166bo30b2o33b2o120b4o15b3o$4b
5o588b2o157bo$3b5o$4b4o$4b4o$4bobo750bob2o$4bo752bo$757b2o$756bob2o$
754bobob3o$4b3o749b4o$5bo750b4o$5bo750b5o$755b5o$756b3o$757bo11$757bob
o$759b2o$757b3o$758b2o4$6bo$5b3o$4b5o$3b5o$4b4o$4b4o$4b3obo748b2o$4b4o
748b2o$3bob3o747b5o$3bob2o2bo745bobo$3b2ob2o749b2o$3b6o746b4obo$7bo
748b4o$5b2o749b5o$4bo750b5o$756b3o$757bo2$3b3o16$6bo749bo$5b3o746bo$4b
5o745bo$3b5o747b5o$4b4o745bob4o$4b4o745bo2b2o$4b4o744bob4o$5b4o743bob
6o$5b4o744bo2b5o$5b5o744bo2b2o$6b4o745bob3o$3bob2o749b4o$756b4o$756b5o
$755b5o$756b3o$757bo18$6bo$5b3o747bo$4b5o744bo$3b5o746bobobo$4b4o745bo
3bob2o$4b4o747bob4o$4b3obo747bob2obo$4b3obo748b4o$3bob2obo746b2ob2obo$
4b3obo747b5o$4b3obo747b4o$3bob3o748b4o$3b3obo748b4o$3bo2b2o748b5o$755b
5o$756b3o$757bo6$9b2o$10bo11$6bo751bo$5b3o749bobo$4b5o748b2obo$3b5o
749b4o$4b4o749b2o$4b4o747bob3o$4b3obo748b2o$5b2obo744bob3o$4bobobo747b
2o$5b3o748b2obo$5b3o748b4o$3bob2o749b4o$3b4o749b4o$3b3o750b5o$4bo750b
5o$756b3o$757bo18$6bo$5b3o$4b5o$3b5o746bob2o$4b4o745bob2obo$4b4o746bo
4bo$3b3obobo746b2o$2b4obobo746b3obo$3b4o2bo746b2o$4bo4bo746b5o$4bo4bo
744bo2b2o$3b4o2bo746b4o$2b6o748b4o$2b5obo747b5o$4b3obo746b5o$2bo2b2obo
747b3o$b7o749bo$ob4o$bob2obo$3bo2bo$bobo$2b4o$3bo4$757bo$757bo$758b2o$
758b2o$759bo$757b3o$760bo$758bobo$6bo750b2obo$5b3o749b2o$4b5o746bob2ob
o$3b5o748b4o$4b4o749b4o$4b4o749b2o$4b2obobo746b4o$5b3o749b2obo$5b3o
749bobo$5b4o747bob2obo$5b3o748b4o$7bo748b4o$6bo749b4o$756b5o$755b5o$
756b3o$757bo2$5bo2$4bo2bo$4bobo$4b3o$4bo2bo$6b2o5$759bo5$6bo$5b3o$4b5o
$3b5o$4b4o748b2o$4b4o748b3o$3b3obo748b3o$2b3o751bobo$3b2o753bo$4b2o
749b3o$3b7o746b5o$2b3obo748b5o$4bobo749b4o$3b2o751b5o$3b2o750b5o$756b
3o$757bo3$8bo$6bo2bo$8bo10$758bo$757bobo$757b4o$6bo750bobo$5b3o750bobo
$4b5o751bo$3b5o752bo$4b4o749bob2obo$4b4o749b4obo$4b3o750bob2obo$3bob3o
749b2obo$3bob2o2bo746bob2o$3bob4ob2o745b3o$3bob7o742bobob2o$3b3ob3obo
744b4o$4b2o3b2o745b4o$5bo750b5o$4bo750b5o$4bo751b3o$757bo2$6bo$3b3obo
13$758bo$758b2o$6bo750bo$5b3o752b2o$4b5o749b4o$3b5o750b2o$4b4o749bob2o
$4b4o$4b3o752bo$5b2o748bo$3b3obo746b6o$3b2ob2o745b5o$3b2o750b5o$3bo
753b3o$756b4o$756b5o$755b5o$756b3o$757bo8$755bo2bo$755b2o$755b2o8$6bo$
5b3o$4b5o$3b5o750b2o$4b4o751bo$4b4o749b4o$4b2o753bo$2b3ob3o747b5o$756b
2o$3bo2b2o746bob3obo$4bo3bo747b4o$4bo751b4o$756b4o$756b5o$755b5o$756b
3o$757bo12$756b2o$755bo2bo$754bob2obo$754bobo$754b2ob2o$756b2o$6bo750b
2o$5b3o749b6o$4b5o749b4o$3b5o751b3o$4b4o753bo$4b4o749b4o$4b4o748b2ob2o
$2bobob3o747b2o$4bobo748bob2o$4b4o747bobo2bo$3bo2b2o747bob3o$2b2o2b2o
748b4o$b2obob2o748b4o$2b4o750b5o$2bo752b5o$3b3o750b3o$757bo18$6bo$5b3o
$4b5o$3b5o$4b4o748b2o$4b4o750bo$4b3obo746b3obo$3bob2obo746bob3o$3bob2o
bo746bob2o$3bob2obo747b4o$4b4o746bobob2o$3b6o747b4o$3b5o748b4o$4b4o
748b5o$4b3o748b5o$2b2ob3o748b3o$2b2o2b3o748bo$b3o3bo$6bo$2obo$b2obo14$
6bo$5b3o$4b5o$3b5o$4b4o$4b4o$3b3obo748b3o$2b3o750b4o$3b2o752bo$3bob3o
745b5o$3b3o2b2o745b4o$3bobo2b3o746b3o$4b2ob2o2bo744b4o$3b4o2b2o745b5o$
3b2o750b5o$756b3o$757bo13$757bo2bo$758b4o$758b4o$757bob2obo$757bobobo$
6bo751b4o$5b3o750b3o$4b5o748bobo$3b5o750bobo$4b4o$4b5o747b2o$4b6o749bo
$4bob4o747b2o$3b3o753bo$3b3ob2o750bo$3b5o749b3o$5bo750b4o$5bo750b4o$6b
2o748b5o$6bo748b5o$756b3o$757bo18$6bo$5b3o$4b5o$3b5o750bo$4b4o750b2o$
4b4o$3b3ob3o747b4o$3b5o749bo$5b3o750bobo$755bobobo$755b6o$756b4o$756b
4o$756b5o$755b5o$756b3o$757bo18$6bo749bo$5b3o748bo$4b5o748b2o$3b5o748b
o$4b4o747b2o2bo$4b4o748b2obo$4b2obobo746bo$5b2o2bo747bo$5b2o748bob2o$
4b2ob2o747b3o$3bob3o746bobob2o$4b3o749b4o$4bobo749b4o$6b2o748b5o$6b4o
745b5o$6b4o746b3o$757bo$4bo2bo17$6bo$5b3o$4b5o747bo$3b5o749b2o$4b4o
750bo$4b5o$4b4o749b3o$4b3o750bo$2b3ob2o748b5o$2b2ob3o748b6o$2bo2bo749b
ob4o$2b4o750b4o$b5obo748b4o$2b4ob3o746b5o$5b5o745b5o$7bobo746b3o$6b3o
748bo18$6bo$5b3o$4b5o$3b5o$4b4o749bo$4b4o748b3o$4b3o750bo$4bo2bo751bo$
758b2o$4b3o750b3o$6b2o748b4o$4b2o750b4o$756b4o$756b5o$755b5o$756b3o$
757bo12$756bo$754bo5$6bo$5b3o749b2o$4b5o747bobobo$3b5o747bob5o$4b4o
747b8o$4b4o747b6o$4b4o749b2o$3b4o749b3obo$4b2o750b3obo$4bob2o749b2obo$
4bo751bob2o$5bo750b4o$4bo751b4o$756b5o$755b5o$756b3o$757bo16$759bobo$
755bob2ob2o$6bo747bobob2o$5b3o744b6o$4b5o742bob5o$3b5o744bob3o$4b4o
745bo2bo$4b4o747b3o$4b4o747bo$4b3o749bobo$4b3o747b5o$5b2o747bob5o$4bob
2o746bobob2o$3bo2b3o747b4o$7bo748b4o$4b5o747b5o$6bobo746b5o$4b2obo748b
3o$5b2o750bo$7bo17$6bo$5b3o$4b5o$3b5o749bo$4b4o749bo$4b4o747bo$4b3obo$
4b3obo747bo$4b4o749b2obo$3b4o748bob2o$2bob3o748b5o$3b5o748b4o$3bo2b2o
748b4o$3bob2o749b5o$755b5o$756b3o$757bo14$459bo29b3o265bobo$459b3o26b
5o264bob2o$113bo102bo165bobo31bo6b2o2bo21b2o10bo27b3o107bo125bo29b2ob
2o2bo$b2ob2o7bo21b2obo3bo4bob2o18b2ob2o29b2ob2ob3ob5obo17b2obo30b2obob
4obo9b4o10b2obob2ob4o22b2o3bo2b2o24b2obo30b2ob2o29b2obo30b2obob2ob2o
24b2obo3b3o2b2o20b2ob2o2bobo6bo17b2obo2bo5bo21b2ob2o29b2ob2o5bob3o19b
2ob4o4bo6b2obo12b2ob2o7bo21b2ob2o29b2ob2obo2bo24b2obo6b2o22b2obob3o3bo
$ob2o2bo2bo24bob2ob3o8bobo15bob2o2bo2bo24bob2o2bo2b5obo4b2o12bob2obob
2o25bob2ob3o3bo7bobo12bob2ob6o2bo20bob3o3bo25bob2ob2o8bo18bob2o2b3o25b
ob2ob2o27bob2ob2ob3o23bob2ob2obo5b5o15bob2o2b5obo2bobobo14bob2ob3o7bo
18bob2o2bob2obo22bob2o2bo3bob5o17bob2o4b2ob3o2bo3b3o11bob2o4b4obobo18b
ob2o2b4o24bob2o2bob2ob2o21bob2obo2bob4o20bob2o6bobo$7ob2o2b3o19b7o3b5o
2bo2bo13b7ob3o23b13ob7o13b7obo25b13o5bo5bo9b11o23b6o2bo25b10o3bo20b8o
2b2o22b6o2bo25b6o2b4o22b8o5b7o14b7o3bobob3o17b8o8bo17b10ob3o20b11ob4o
18b9obob4ob3o14b6o2b4obo20b8ob2o23b11o23b15o2bo16b8o2bo$ob9o3bo19bob6o
b2o2bob6o13bob6ob2o23bob10obobob2obo13bob7o25bob8ob2o21bob8o2b2o20bob
8o24bob5o2b5o20bob5o27bob5o2bo24bob5ob5o21bob5o2bo2b3o2b3o14bob6o7b3o
16bob5o7bob2o16bob7ob4o20bob15o17bob7ob2o3bobob2o13bob4o2b3o23bob5ob4o
bo20bob8o24bob12o4bo15bob5ob2obo$bob2ob4o2b3o20bob4o6b9o13bob2ob3o2b2o
22bob2ob8ob4o16bob2o2b3o25bob5obob3o21bob6o2bo23bob2o3bo26bob2o2bobo3b
ob2o18bob2obo4b2o22bob2ob3o26bob4obo2bo23bob2ob3o2b2ob2o19bob5o27bob2o
7bobo20bob2ob3o2b4o20bob2ob11o18bob2ob2o2b2o23bob4o28bob2o3b2o3bo21bob
2ob3obo24bob2o3bo3bob2obobo15bob4o$2b2ob3o2b3obo21b2o12b5o15b2obo30b2o
bo30b2ob2ob2o26b2o3b2o27b2o3b3o26b2ob3ob2o25b2ob2o8b2o19b2ob2o3bo3b2o
20b2obo2bo27b2ob2o29b2obobo2b2o24b2o2bo29b2obo6bobo21b2obo4b2ob2o21b2o
bob2obo2bo22b2ob3o2b2o24b2o32b2ob2o5bo23b2obob3o26b2ob3obo2bob3ob2o16b
2o6bobo$10bo2bo37b2o123b3o3bo27b3o34b2o170bo132bobobo31bobo137b3o26b4o
$52bo501bo34bo137bo29b4o$554bo203bo$757b2o$756b3o$757b3o$756b4o$756b4o
$756b5o$755b5o$756b3o$757bo!
Wildmyron and I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules.

Things to work on:
- Find a (7,1)c/8 ship in a Non-totalistic rule

muzik
Posts: 3785
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Re: Reflectorless Rotating Oscillators (RRO)

Post by muzik » August 2nd, 2019, 6:51 am

Crikey on a bikey, these are blowing up. I think a wiki 5s-style tabulation is in order here.
Bored of using the Moore neighbourhood for everything? Introducing the Range-2 von Neumann isotropic non-totalistic rulespace!

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Gustone
Posts: 614
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Re: Reflectorless Rotating Oscillators (RRO)

Post by Gustone » August 2nd, 2019, 7:10 am

Gamedziner wrote:Predecessor for an unusual 22c/44:

Code: Select all

x = 6, y = 4, rule = B3-cnqy4jz5ckr6cn7c8/S2-i3-ak4einrtyz5-inqy6-kn7c
2o2b2o$o3bo$bo2bo$b3o!

Code: Select all

x = 30, y = 18, rule = B3-cnqy4jz5ckr6cn7c8/S2-i3-ak4einrtyz5-inqy6-kn7c
26bo$25b3o$b3o20bo2b2o$o2bo20b2o$2o2bo20bo$3b2o19b2o$2b2o21bo$2b3o$3b
2o$20bob2o4b2o$16b5obo5b2o$5b2obob2o4bo3b4o$6bo2bob2o3bobo2b3o$6bo5b2o
3b2o6bo$8bobobo10b3o$3bobo4b2o$3b2o$4bo!

Code: Select all

x = 27, y = 18, rule = B3-cnqy4cejz5ckr6cin7c8/S2-i3-ak4-ajkqw5-inqy6-kn7c8
3bo$2b3o$b2o2bo$4b2o$4bo17b3o$4b2o15bo2bo$4bo16bo2bo$22bo$20b3o$2o4b2o
bo15b2o$2o5bob5o8bo$6b4o3bo8bo$6b3o2bobo3bob2o4bo$4bo6b2ob2ob3o5b2o$4b
3o6b2o3bobo$14b2o3b2o$15bo3b2obo$21b2o!
My favourite oscillator of all time

Code: Select all

x = 15, y = 13, rule = B3/S23
7bo2$3b2o5b2o$b2o4bo4b2o$5b2ob2o$bobo7bobo$bo2bobobobo2bo$5obobob5o$o
4bo3bo4bo$b3obobobob3o$3bob2obo2bo$8bobo$8b2o!

CoolCreeper39
Posts: 58
Joined: June 19th, 2019, 12:18 pm

Re: Reflectorless Rotating Oscillators (RRO)

Post by CoolCreeper39 » August 11th, 2019, 2:56 am

p28 RRO in Immortalife:

Code: Select all

x = 5, y = 7, rule = B3-cqy4j/S2-n34i
2o$bo$2o$bo$2ob2o$b3o$2bo!

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Moosey
Posts: 3286
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Re: Reflectorless Rotating Oscillators (RRO)

Post by Moosey » August 11th, 2019, 7:25 am

CoolCreeper39 wrote:p28 RRO in Immortalife:

Code: Select all

x = 5, y = 7, rule = B3-cqy4j/S2-n34i
2o$bo$2o$bo$2ob2o$b3o$2bo!
Unfortunately, it's not loopable. (It's also known, since it's the second-most-interesting thing in the ash of the B). I would recommend that if you find something in a rule which has an active topic you just edit your post or make a new one, since it keeps the forums from getting cluttered.
I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

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GUYTU6J
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Re: Reflectorless Rotating Oscillators (RRO)

Post by GUYTU6J » August 20th, 2019, 11:44 am

p88 pseudo-rectangular RRO:

Code: Select all

x = 14, y = 31, rule = B2in34ijqrtyz5i8/S23-ac4i
4bo4$o11$8b3o$8bo2bo$7bo3bo$7bo3bo$7bo2bo6$11b3o$7b2obobo$6bo4bo$6bo4b
o$6bobo$7bo!
Lifewiki: User:GUYTU6J
---
Someone please find a use for this:

Code: Select all

x = 9, y = 7, rule = B3/S23
6bo$6bobo$5bo2bo$b2o3b2o$o2bo$bobo$2bo!
#C [[ COLOR BACKGROUND 255 200 82 COLOR ALIVE 81 143 51 ]]

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Hdjensofjfnen
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Re: Reflectorless Rotating Oscillators (RRO)

Post by Hdjensofjfnen » August 20th, 2019, 4:21 pm

So... does anyone have a table of loopabilities that are known? Or periods (of RROs only) that are known? Or both?
"A man said to the universe:
'Sir, I exist!'
'However,' replied the universe,
'The fact has not created in me
A sense of obligation.'" -Stephen Crane

Code: Select all

x = 7, y = 5, rule = B3/S2-i3-y4i
4b3o$6bo$o3b3o$2o$bo!

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2718281828
Posts: 738
Joined: August 8th, 2017, 5:38 pm

Re: Reflectorless Rotating Oscillators (RRO)

Post by 2718281828 » August 20th, 2019, 8:48 pm

Hdjensofjfnen wrote:So... does anyone have a table of loopabilities that are known? Or periods (of RROs only) that are known? Or both?
I recently wrote a small script that checks the loopabilities. Recent matchpatt2 results gave plenty of loopabilities. I attached a csv of results of a single search, but there are many more out there.
Just to get a feeling, the loopabilities in this set:

Code: Select all

[2, 3, 4, 5, 6, 10, 11, 12]
[2, 3, 4, 5, 6, 10, 12, 13]
[2, 3, 4, 5, 6, 10, 12, 15, 17, 20]
[2, 3, 4, 5, 6, 10, 12, 15, 17]
[2, 3, 4, 5, 6, 10, 12, 15, 19, 20]
[2, 3, 4, 5, 6, 10, 12, 15, 20, 30, 31]
[2, 3, 4, 5, 6, 10, 12, 15, 20, 30]
[2, 3, 4, 5, 6, 10, 12, 15, 20]
[2, 3, 4, 5, 6, 10, 12]
[2, 3, 4, 5, 6, 10]
[2, 3, 4, 5, 6, 7, 10, 12, 14, 15, 20, 21, 25, 28, 30]
[2, 3, 4, 5, 6, 7, 9, 10, 12, 14, 15, 18, 20, 21]
[2, 3, 4, 5, 6, 7]
[2, 3, 4, 5, 6, 9, 10, 11, 12, 15, 18, 20, 22]
[2, 3, 4, 5, 6, 9, 10, 12, 15, 17, 18, 20, 30, 34, 36, 45]
[2, 3, 4, 5, 6, 9, 10, 12, 15, 18, 20, 23, 30, 36, 45, 46]
[2, 3, 4, 5, 6, 9, 10, 12, 15]
[2, 3, 4, 5, 6, 9, 10, 12]
[2, 3, 4, 5, 6, 9, 10]
[2, 3, 4, 5, 6, 9]
[2, 3, 4, 5, 6]
[2, 3, 4, 6, 11, 12, 13, 22, 26]
[2, 3, 4, 6, 11, 12, 19, 22, 33, 38]
[2, 3, 4, 6, 11, 12, 22, 23, 33]
[2, 3, 4, 6, 11, 12]
[2, 3, 4, 6, 12, 13, 17, 26, 34, 39]
[2, 3, 4, 6, 12, 13, 19, 26, 38, 39]
[2, 3, 4, 6, 12, 13, 26, 29, 39, 52, 58]
[2, 3, 4, 6, 12, 13, 26]
[2, 3, 4, 6, 12, 13]
[2, 3, 4, 6, 12, 17, 19, 34, 38, 51]
[2, 3, 4, 6, 12]
[2, 3, 4, 6, 7, 12, 13, 14]
[2, 3, 4, 6, 7, 12, 14, 17, 21]
[2, 3, 4, 6, 7, 12, 14, 19, 21]
[2, 3, 4, 6, 7, 12, 14, 21, 23, 28]
[2, 3, 4, 6, 7, 12, 14, 21, 28, 31, 42]
[2, 3, 4, 6, 7, 12, 14]
[2, 3, 4, 6, 7, 12]
[2, 3, 4, 6, 7, 9, 12, 14, 18, 21, 27, 28, 36, 42]
[2, 3, 4, 6, 7, 9, 12, 14]
[2, 3, 4, 6, 7, 9, 12]
[2, 3, 4, 6, 7, 9]
[2, 3, 4, 6, 7]
[2, 3, 4, 6, 9, 11, 12, 18]
[2, 3, 4, 6, 9, 11, 12]
[2, 3, 4, 6, 9, 12, 17, 18, 27]
[2, 3, 4, 6, 9, 12, 18, 19, 27]
[2, 3, 4, 6, 9, 12, 18, 23, 27, 36]
[2, 3, 4, 6, 9, 12, 18, 27]
[2, 3, 4, 6, 9, 12, 18, 36]
[2, 3, 4, 6, 9, 12, 18]
[2, 3, 4, 6, 9, 12]
[2, 3, 4, 6, 9]
[2, 3, 4, 6]
[2, 4, 11, 22, 44]
[2, 4, 11, 22]
[2, 4, 11]
[2, 4, 13, 26, 52]
[2, 4, 13, 26]
[2, 4, 13]
[2, 4, 17, 19]
[2, 4, 17, 23]
[2, 4, 17, 29]
[2, 4, 17, 31, 34]
[2, 4, 17, 34]
[2, 4, 17]
[2, 4, 19, 29]
[2, 4, 19, 38]
[2, 4, 19]
[2, 4, 23, 31]
[2, 4, 23, 41, 46]
[2, 4, 23]
[2, 4, 5, 10, 11, 13, 20, 22, 26]
[2, 4, 5, 10, 11, 20]
[2, 4, 5, 10, 11]
[2, 4, 5, 10, 19, 20, 25, 38]
[2, 4, 5, 10, 20, 23, 25]
[2, 4, 5, 10, 20, 25, 31]
[2, 4, 5, 10, 20]
[2, 4, 5, 10]
[2, 4, 5, 7, 10, 11, 14, 20, 22, 28]
[2, 4, 5, 7, 10, 11, 14, 20, 22]
[2, 4, 5, 7, 10, 13, 14, 20, 26, 28]
[2, 4, 5, 7, 10, 14, 17, 20, 28, 34, 35]
[2, 4, 5, 7, 10, 14, 19, 20, 28, 35, 38]
[2, 4, 5, 7, 10, 14]
[2, 4, 5, 7, 10]
[2, 4, 5]
[2, 4, 7, 11, 14, 22, 28]
[2, 4, 7, 13, 14, 26, 28]
[2, 4, 7, 14, 17]
[2, 4, 7, 14, 28]
[2, 4, 7, 14]
[2, 4, 7]
[2, 4, 8, 16]
[2, 4]
[2, 7]
[2, 23]
[2]
[3, 11, 31, 33]
[3, 5, 11, 15, 25, 33]
[3, 5, 15]
[3, 5, 7, 15, 21]
[3, 5, 7, 9, 15, 21, 27, 35, 45]
[3, 5, 7, 9]
[3, 5, 9, 11, 15, 33]
[3, 5, 9, 13, 15]
[3, 5, 9, 15, 27]
[3, 5, 9, 15]
[3, 5, 9]
[3, 5]
[3, 7, 11]
[3, 7, 17]
[3, 7, 21, 23]
[3, 7, 21, 31]
[3, 9, 11]
[3, 9]
[3]
[4]
[5, 11]
[5, 13]
[5, 19, 25]
[5, 7]
[5]
[7, 13]
[7]
[11]
[13]
[17]
The largest single loopability is 17.
Attachments
rro_test_rro.csv
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GUYTU6J
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Re: Reflectorless Rotating Oscillators (RRO)

Post by GUYTU6J » August 22nd, 2019, 5:43 am

Hdjensofjfnen wrote:
GUYTU6J wrote:

Code: Select all

x = 5, y = 6, rule = B3-jknr4city5ijk8/S23-a4city
2o$3b2o$4bo$o3bo$o2bo$3o!
EDIT:Uh no,it can't be looped.
Reminds me of the command character on an Apple computer. (⌘)
p124 version:

Code: Select all

x = 5, y = 4, rule = B2in3aceir4ey5ik6i7e/S2-i3-ak4ity
bo$o$o2b2o$3o!
EDIT on 9.30: p320

Code: Select all

x = 6, y = 5, rule = B2kn3-enq4eiwz/S2-n3-ae4-aejrw
2o2bo$bo2bo$5bo$2bobo$3b2o!
Lifewiki: User:GUYTU6J
---
Someone please find a use for this:

Code: Select all

x = 9, y = 7, rule = B3/S23
6bo$6bobo$5bo2bo$b2o3b2o$o2bo$bobo$2bo!
#C [[ COLOR BACKGROUND 255 200 82 COLOR ALIVE 81 143 51 ]]

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GUYTU6J
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Re: Reflectorless Rotating Oscillators (RRO)

Post by GUYTU6J » September 29th, 2019, 1:13 pm

Hdjensofjfnen wrote:
GUYTU6J wrote:What is the highest (known) period for an unloopable (loopability 1) RRO in isotropic non-totalistic Life-like cellular automaton (without B0)?
I have a p1912 (or a predecessor of it) which is of loopability 1 in my signature.
My best: p1332

Code: Select all

x = 61, y = 64, rule = B2kn3-ckqy4ijwz/S23ijkqr4iknr
26b2o$28b2o$29bo$27b3o3$60bo$60bo$60bo6$27bo$28b2o$26bo2bo3$26bo2bo$
28b2o$24bobob2o$28bo$26b3o$27bo25$57bo$57bo$57bo5$o$o$o11bo$12bo$12bo$
55bo$55bo$55bo!
It isn't comparable to hdj's oscillator though.

Code: Select all

x = 7, y = 5, rule = B3/S2-i3-y4i
4b3o$6bo$o3b3o$2o$bo!
EDIT: Unrelated, a rule hosting two RRO and a similar fourfold gun:

Code: Select all

x = 119, y = 126, rule = B3-c7e/S2-in3-a4ciqyz5ai6i
34bo81bo$33b2o11bo57bo11b2o$32b2o2bo9b2o55b2o9bo2b2o$33bob2o10b2o53b2o
10b2obo$34b3o9b2o55b2o9b3o19$111bo$109bo2b2o$39bo73b2o$38b2o72bo$38bo
75bo$33b2o78b2o$34b2o2bo76bo2bo$33b2o3bo$34bo2b2o$35b3o76bobo$36bo77b
2o47$34bo$33b2o11bo$32b2o2bo9b2o$33bob2o10b2o$34b3o9b2o18$2o$obo$b2o$
39bo$38b2o$38bo$33b2o$34b2o2bo$33b2o3bo$34bo2b2o$35b3o$36bo10$28bo$29b
2o$28b2o!
EDIT: Another rectangular RRO, 1/2/4 fold:

Code: Select all

x = 83, y = 26, rule = B2k3aik4j5iry6i/S2-ci3-acey4i5eq7e8
$62bobo$b3o30b3o23bo2bo10b3o$bobo30bobo23bo3b2o8bobo$bo32bo25bo5bo7bo
$o2b2o28bo2b2o25b2ob2o5bo2b2o$67bo$65bo$66b4o$66bo2bo$66b3o6$74b3o$73b
o2bo$73b4o$77bo$75bo$25b2o2bo35b2o2bo5b2ob2o$28bo39bo7bo5bo$26bobo37b
obo8b2o3bo$26b3o37b3o10bo2bo$78bobo!
Last edited by GUYTU6J on November 24th, 2019, 12:57 am, edited 2 times in total.
Lifewiki: User:GUYTU6J
---
Someone please find a use for this:

Code: Select all

x = 9, y = 7, rule = B3/S23
6bo$6bobo$5bo2bo$b2o3b2o$o2bo$bobo$2bo!
#C [[ COLOR BACKGROUND 255 200 82 COLOR ALIVE 81 143 51 ]]

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Re: Reflectorless Rotating Oscillators (RRO)

Post by GUYTU6J » November 24th, 2019, 12:51 am

p144 from a bunch of replicators:

Code: Select all

x = 32, y = 42, rule = B2in3-j4r5qr8/S2aek3ijnqr4i
5b3o$5bobo$5bo3$3o$o11b2o$2o11bo$11b3o3$8bo$6bobo$6b3o5$23b3o$23bobo$
23bo3$18b3o$18bo11b2o$18b2o11bo$29b3o2$13b3o$13bobo10bo$13bo10bobo$24b
3o2$8b3o$8bo11b2o$8b2o11bo$19b3o3$16bo$14bobo$14b3o!
p776:

Code: Select all

x = 4, y = 3, rule = B2k3aikq4ej5iy6i/S2-ci3-acey4iy5cnq7c
2o$o2bo$b3o!
loopable p1096:

Code: Select all

x = 4, y = 6, rule = B2ikn34qr/S2aek3ijnqr4i
3bo$3bo2$b2o$2o$b2o!
p1340:

Code: Select all

x = 3, y = 4, rule = B2ikn3-j4rt7/S2aek3ijnqr4i6k8
2o$o$obo$b2o!
p2344:

Code: Select all

x = 94, y = 114, rule = B2ikn3-j4rt7/S2aek3ijnqr4in6ck
85bo4bo2bo$84b2o4bo2bo$83b2o2bo3b3o$84b5o$86bo$55bo33bo$55bobo$55bo8$
25bo$23bo2bo$28bo$21bo6bo$19bo3bob2o2b2o$24b3o$30bo3b2o$31bob2o$31bo7$
3b3o$3bo$3b3o17bo2bo$23bo2bo$23bo2bo$28bo$24b3o$24b5o4$24bo$25bo$23b2o
bo$24bob2o$24b3o$25bo45$15bo$13bobo$5bo5b2obo3b2o$4bobo7bo4bo$3b2o5bo
2bob5o$7bo7bobo$2o11bobo$obo6bobo$2obo2bobo2bo$8b3o2b3o$4bo2$83bo$82b
3o$81bo2bo$80bob2obo$81b2o$87bo$88b2o$87bob2o$86b2obo$86bobo$87bo!
p6636 that is currently the unloopable RRO with highest period:

Code: Select all

x = 46, y = 74, rule = B2ikn3-j4rt7/S2aek3ijnqr4ci6kn
5bo35b2o$4bo2bob2obo24bobo4b2o$3bo5bo2b2o24bo3bo2bo$2b2obo5bo32b2o$3b
2o8bo25bo2b2o$5bo36b2o$39b2o$38bo$35bo4bo$35bo2bobo$35b2o$36bobo$36b3o
59$2o$obo$b2o!
Lifewiki: User:GUYTU6J
---
Someone please find a use for this:

Code: Select all

x = 9, y = 7, rule = B3/S23
6bo$6bobo$5bo2bo$b2o3b2o$o2bo$bobo$2bo!
#C [[ COLOR BACKGROUND 255 200 82 COLOR ALIVE 81 143 51 ]]

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77topaz
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Re: Reflectorless Rotating Oscillators (RRO)

Post by 77topaz » November 27th, 2019, 2:51 am

Gamedziner wrote:
June 25th, 2019, 7:05 pm
dvgrn wrote: I like the clean version that you posted on Discord a little better.

Code: Select all

x = 85, y = 113, rule = B2n3aeijr4jk5c6cn7e/S23-a4einrtyz5en6-ak7c8
38b3o$38bobo$37bob2o$37b3o2bo$37bo2b3o$41bo2$41b2o$35b2ob2ob2o$35bobob
o$34bob5o7bo$34b4o9b3o$36bo9bo2b2o$45b4o$45bo5bo$45b2o3bo$49bo2bo$46b
2o3bo$45b3o2b2o$44bo2bo$43b2ob3o10bo$7b3o34bo2b2o12bo$9bo24b2o9b3o11bo
2bo$10b2o15b2o5bob2o8bo11b2o3bo$11bo15b2o5bo2bo25bo$7b5o14bo10bo20b2ob
3o$25b2o5b3obo21b4o$32b3o23b3o3$74bo$73b2ob2o$77bo$71b4o$71bo$70b2o$
71bobob2o$71bo4bo$72bo2bo$73b3o12$7b3o$6bo2bo$6bo3bo70b2o$5b2o3bo69bo
2b2o$5b2ob3o68b2o3bo$8b2o65bobobo4bo$b2o3bobo65b2obob5o$obo3b3o68bo2b
2o$o8bo63bo$3o5b2o63b3o$9bo65bob2o$73bo3bo$72b2o3bo$73bo2bo$73b3o12$7b
3o$7bo2bo$7bo2bo$10b2o$9b2o$6b2obo$5b6o$6bo68bo$6bobo63bo$6b3o63bo2bo$
5b2o43bo2b2o20b2o$6b2o15b2o8b2o13b3o2b4o$6b2o13b2o2bo8bo12bo3bo4bo16bo
$21bo3b2o20bo4b4o16bobo$21bo4bo6bo13b3o3bo19b3o$22b5o5b2obo$24b2o8b4o$
34bo2bo$33b3o$32b6o$31b2o2bo$31bo2bo$31b3o2b2o$32bo2b2o$33b3o$34bo$43b
o2bo$40b7o$40b2o5bo$40bo4bobo$46b2o$40b2o4bo$40b2o2b3o$41bo4bo$41bo3bo
$42b3o!
Same rule, 2c/15 diagonal and (Zigzagging!) 21c/84 diagonal:

Code: Select all

x = 21, y = 5, rule = B2n3aeijr4jk5c6cn7e/S23-a4einrtyz5en6-ak7c8
4bo$3b2o14b2o$2bobo12bob2o$bobo13bobo$3o14b3o!
Natural RRO-based gun in this rule:

Code: Select all

x = 16, y = 16, rule = B2n3aeijr4jk5c6cn7e/S23-a4einrtyz5en6-ak7c8
2bo2bobob2o2b2o$2ob4o4bob3o$bob4ob3ob4o$o2b2o2bob2obobo$bobob3ob2o2bob
o$2b2obobobo2bo$o2b3o2bob3o$bobobob2obobob2o$2bo3b2obo4bo$o2b2obob2ob
3obo$b2o5bo2b2o2bo$2bo2b4o2b5o$obo3bo5b2o$bo3b5ob2obo$bo2b2o3b4obo$2bo
bobob2obob2o!
AforAmpere wrote:
July 15th, 2019, 9:38 pm
Here's a 2/3/4/6/12/17/19/34/38/51/57 from a similar search:

Code: Select all

x = 855, y = 864, rule = B34cjq5e6-en78/S2n3-jk4-jnqw5ceky678
snip
Weird natural wickstretcher in this rule:

Code: Select all

x = 16, y = 16, rule = B34cjq5e6-en78/S2n3-jk4-jnqw5ceky678
o3b2obob4ob2o$2obobo2bo2b2ob2o$ob2ob2ob2obo$5b2o2b3o3bo$b3o2bob6obo$b
2ob5obobob2o$4o2b2ob3ob2o$bo3bob4o3b2o$2o4bob3o2bo$o2bobobo4b2obo$bo2b
2o3b2o2b2o$b2obobo3b2ob2o$5bo2b3obo2bo$obob4o2b6o$b3o2bo8bo$2obobo2b2o
b2o!
Day and Night-ish p312 c/2 ship:

Code: Select all

x = 8, y = 5, rule = B34cjq5e6-en78/S2n3-jk4-jnqw5ceky678
2obob2o$3ob2obo$2b6o$bo2b2obo$2b2ob2o!
And one that's p828:

Code: Select all

x = 7, y = 12, rule = B34cjq5e6-en78/S2n3-jk4-jnqw5ceky678
3bo$2b3o$b5o$7o$b5o$b5o$b5o$b5o$2b3o$2b3o$2b2o$2bo!
AforAmpere wrote:
July 15th, 2019, 10:43 pm
This thing just shoots stuff super far away:

Code: Select all

x = 14, y = 8, rule = B3-k4cjyz5eky6-en78/S2n3-jk4-jnw5ceky678
5bo$5bo$3b4o3bo$o2b4ob4o$bobob8o$bob2ob8o$6b7o$6bobo2bo!
Weird combination of a wickstretcher and a growing spaceship in the same soup (appears four times in a 10000-soup haul) in this rule:

Code: Select all

x = 16, y = 16, rule = B3-k4cjyz5eky6-en78/S2n3-jk4-jnw5ceky678
3b2o2b5ob2o$2obo2b2ob3ob2o$obob2obob3obobo$b4o3bo2b2o$6o4b2o2bo$2bo3b
3ob6o$bobo2bo3b4obo$3bo2bobobob2o$b2o2bob3o3bobo$5o2bob2obobo$3b2o3b2o
bob3o$2ob2o2b4obo2bo$2b2o2b6o$o3bob2o4bob2o$3obobobobo3bo$2b4o2b3ob2o!
This rule also has the weird wickstretchers of the preceding rule.

Natural puffers:

Code: Select all

x = 16, y = 16, rule = B3-k4cjyz5eky6-en78/S2n3-jk4-jnw5ceky678
bo3b2ob3obo$2b2o3b3o4b2o$o2bob2obo2b3o$3obob3ob2obobo$2o2b3obobo2bobo$
bo2b2o6b4o$ob3ob3o2b2o2bo$b3ob3o2bo2bo$2bobo3bo5b2o$bob2o2b2o2b2o$2b3o
b2ob3obobo$bo2bo2b4o$2ob3obo4bob2o$o5bob3o4bo$3ob2ob3ob5o$bo2b3obobo2b
3o!

Code: Select all

x = 16, y = 16, rule = B3-k4cjyz5eky6-en78/S2n3-jk4-jnw5ceky678
b3ob2o3bob2obo$2bo3b3ob2ob2o$2bo4bob2o2b3o$obobo4bo2bo$2b2o2bo2b5obo$b
7o2bo4bo$o2b3o2bobo2b2o$3b3o2bobob2o$b2obo2bobo3bobo$3obob3o3bobo$2o2b
7ob2obo$o4bob5o2bo$o3b2o2bo4b3o$ob4o3bo2b4o$ob3obob3ob2obo$b4o4bobobo!

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