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Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 4th, 2021, 3:23 pm
by HelicopterCat3
This rule has a c/5o glider and a c/4d glider and is pretty conduit-y, with a stable 45 degrees (c/5o -> c/4d) reflector and a stable c/4d eater being found in the first 10 soups:
Code: Select all
x = 30, y = 16, rule = B2n3-jn4eijkt/S1c2-a3-q4air
6$7bo13bo$6b2o13b2o$5b2o13bob2o$6bo12bo2bo$18b2o$19bo!
Code: Select all
x = 60, y = 35, rule = B2n3-jn4eijkt/S1c2-a3-q4air
3$20b2o$18bo$14b3o$15bobo$16bo4$45bo$46bo$47bo$54bo$53b2o$19bo32b2o$
20bo32bo!
The domino sparks from the c/5 can be used to build puffers:
Code: Select all
x = 26, y = 14, rule = B2n3-jn4eijkt/S1c2-a3-q4air
2$10bo$9bobo9bo$8b3o9bobo$12bo8b3o$14b2o3bo$16b2o!
And from these puffers, spawns a whole line of corderships, different puffers, and a forerake:
Code: Select all
x = 341, y = 155, rule = B2n3-jn4eijkt/S1c2-a3-q4air
20$300bo$299bobo9bo$298b3o9bobo$302bo8b3o$304b2o3bo$306b2o5$298bo6bo$
297bobo6bo$296b3o$300bo$302b2o2$305bo$306bo4$297bo6bo$296bobo6bo$295b
3o8bo$299bo$301b2o2$304bo$305bo$306bo6bo$312bobo$313b3o$303bo7bo$304bo
3b2o$305bo$83bo222bo$82bobo9bo$81b3o9bobo$85bo8b3o135bo70bo$87b2o3bo
82bo55bobo9bo60bo$89b2o31bo51bobo9bo43b3o9bobo60bo6bo$121bobo9bo39b3o
9bobo46bo8b3o65bobo$120b3o9bobo42bo8b3o47b2o3bo54bo15b3o$124bo8b3o43b
2o3bo53b2o55bobo12bo$126b2o3bo49b2o111b3o6bo3b2o$128b2o168bo5bo$300b2o
3bo2$230bo6bo$173bo6bo48bobo6bo$120bo6bo44bobo6bo46b3o72b2o$119bobo6bo
42b3o58bo70bobo$118b3o54bo58b2o68b2o$122bo54b2o$124b2o111bo$180bo57bo
57bo$127bo53bo113bobo5b2o$128bo165b3o6bobo$298bo5b2o$229bo6bo63b2o$
172bo6bo48bobo6bo71bo$119bo6bo44bobo6bo46b3o8bo69bo$118bobo6bo42b3o8bo
49bo$117b3o8bo45bo58b2o$121bo54b2o$123b2o111bo$179bo57bo$126bo53bo57bo
6bo$127bo53bo6bo55bobo$128bo6bo51bobo55b3o$134bobo51b3o44bo7bo$135b3o
40bo7bo49bo3b2o$125bo7bo45bo3b2o52bo$126bo3b2o48bo57bo$127bo53bo$128bo
185bo$235bo77bobo$178bo57bo77b3o$125bo53bo57bo6bo67bo$126bo53bo6bo55bo
bo59bo3b2o$127bo6bo51bobo39bo15b3o59bo$133bobo35bo15b3o37bobo12bo64bo$
118bo15b3o33bobo12bo40b3o6bo3b2o$117bobo12bo36b3o6bo3b2o46bo5bo$116b3o
6bo3b2o42bo5bo52b2o3bo$50bo69bo5bo48b2o3bo$49bobo9bo60b2o3bo$48b3o9bob
o$52bo8b3o171b2o$54b2o3bo118b2o55bobo$56b2o67b2o51bobo6bo48b2o$125bobo
51b2o5bobo55bo$126b2o59b3o53bobo$185bo58b3o$182b2o51b2o5bo$48bo6bo122b
2o55bobob2o$47bobo6bo68b2o7bo43bobo55b2o$46b3o76bobo5bobo43b2o$50bo75b
2o6b3o$52b2o78bo$129b2o$55bo$56bo4$18bo35bo$17bobo9bo25bo$16b3o9bobo
25bo6bo$20bo8b3o30bobo$22b2o3bo19bo15b3o$24b2o20bobo12bo$45b3o6bo3b2o$
49bo5bo$51b2o3bo2$23bo$24bo$54b2o$54bobo$16bo38b2o$15bobo$14b3o6bo39bo
$18bo5bo37bobo$20b2o32b2o7b3o$54bobo4bo$55b2ob2o!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 4th, 2021, 6:21 pm
by Moosey
close relative of my other rule, I have no idea how this is apgsearchable
Code: Select all
x = 4, y = 4, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
obo$o2bo$bo$ob2o!
literally the eighth most common object and it takes 3000 steps to stabilize with a final population of no fewer than 1976 ^
2c/64d
Code: Select all
x = 6, y = 4, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
2o2bo$6o$2b4o$bob2o!
p58
Code: Select all
x = 4, y = 4, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
obo$b3o$3o$bobo!
p106
Code: Select all
x = 6, y = 6, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
b2o$4o$5o$b3obo$2bobo$3bo!
this rule could only be called "
daggers" (check 25-27)
wick
Code: Select all
x = 81, y = 8, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
bo4bo3b2o8bo2bo9b2o11b2o9bo2bo8b2o3bo4bo$b9obob10o2b11ob7ob11o2b10obob
9o$ob77obo$b79o$b79o$ob77obo$b9obob10o2b11ob7ob11o2b10obob9o$bo4bo3b2o
8bo2bo9b2o11b2o9bo2bo8b2o3bo4bo!
quadratic
Code: Select all
x = 16, y = 16, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
2obob2o2bo4b2o$o5bo3b2o2bo$b2obo4bob3obo$b2obobo3bob4o$b2o2bob2obob3o$
2bob4o2b3o$2bobo3b5ob2o$bob3ob4o2b2o$4b2o2bo2bo2b2o$obob4o2bob4o$ob3ob
obo2b3obo$2ob2ob2o2b2o3bo$2bo2b4obobobo$ob5ob3o2bo$obo2b2o4bo2b2o$2b5o
2b3obo!
there are so many natural ships it's not even funny
Code: Select all
x = 151, y = 26, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
106b2o8b2o$105bo2bob6o2bo$105bob10obo$106b12o$83b2o22b11o$77b6o2bo20b
12o24b2o$2bobo27b2o18bobobo19b8obo20b12o24b2obo$3bo28b2obo17b3o20b9o
21b12o25b2o$3bo29b2o17bobobo19b9o21b12o25b3o$33b3o16bobobo19b9o21b11o
25b4o$33b3o18bo21b9o21b12o25b2o$33b2o41b9o20b12obo$33b3o39b10o21b8obo
2bo$34bo41b8o21bobo8b2o$33bo41bobo$3o3bob2o$o4bo3bo$3obo4b2o4$21bobob
3o3bob2o2bo9b3o3bob2o2b3o15b3o3bobobob2o2b2o$21b3obo4bo3bo2b2o8bo4bo3b
o2bobo15bo4bo2b3o2bo2bobo6b3o3bo2b2ob3ob2o$23bob3obo3b3ob2o8b3obo4b2ob
3o15b3obo5bob3ob2o7bo4bo3bo2bobobobo8b2o2b3o3bobo2bobob2o$102b3obo3b2o
2b3ob2o10bo2bo4bo2b2ob3obobo$130b2ob3obo3b2o3bob2o!
the c/41d and c/50d are part of an infinite family (first five members below)
Code: Select all
x = 187, y = 33, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
165b2o7b2o8b2o$164bo2bob8ob6o2bo$164bob19obo$123b2o8b2o30b21o$118b8ob
6o2bo30b20o$117b17obo29b21o$72bo3b2o8b2o29b18o30b21o$73b6ob6o2bo28b18o
30b21o$73b14obo28b18o30b21o$35b2o8b2o26b15o29b18o30b20o$34bo2bob6o2bo
24b16o28b19o29b22o$34bob10obo24b16o28b19o29b23o$8b2o25b12o26b15o29b17o
31b22o$2b6o2bo25b11o27b14o30b17o31b20o$b8obo24b12o26b15o29b19o29b21o$b
9o25b12o26b14o30b19o29b21o$b9o25b12o26b15o29b18o30b21o$b9o25b12o26b16o
28b18o30b21o$b9o25b11o27b16o28b18o30b20o$b9o25b12o26b15o29b18o30b21o$
10o24b12obo24b16o28b19o29b21obo$b8o26b8obo2bo25b8ob6o29b8ob8o31b8ob8ob
o2bo$obo31bobo8b2o25bobo8b2o3bo27bobo8b2o35bobo8b2o7b2o8$2b3o3bobobob
2o2b2o14b3o3bo2b2ob3ob2o20b3o3bo2b2ob2ob2o27b3o3bobo2b2o2b2o33b3o3bob
3ob3ob2o$2bo4bo2b3o2bo2bobo13bo4bo3bo2bobobobo19bo4bo3bo2b2obobo26bo4b
o2b2ob3obobo32bo4bo4bo3bobobo$2b3obo5bob3ob2o14b3obo3b2o2b3ob2o20b3obo
3b2o3bob2o27b3obo3b2o2b2ob2o33b3obo5bo3bob2o!
7c/14
Code: Select all
x = 9, y = 10, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
4bo2bo$2bobob3o$b2ob3obo$b7o$2b6o$8o$8o$2b6o$4b4o$6bo!
new c/2
Code: Select all
x = 7, y = 5, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
2bo2bo$obob3o$b4obo$b5o$3b3o!
seed for c/41
Code: Select all
x = 8, y = 8, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
2bo$bo2b4o$ob6o$2b6o$b7o$b7o$b6o$b5obo!
disgusting nontrivial p372
Code: Select all
x = 17, y = 18, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
o6bobo$b8o$b9o$b8o$b8o$b8o$b8o$9o$b8o$obo6bo6$14bo$15bo$16bo!
6c/30
Code: Select all
x = 11, y = 10, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
5b2obo$4bo2bobo$4bob4o$5b5o$b2obob4o$o2bob5o$ob8o$b9o$ob8o$b8obo!
catagolue:
https://catagolue.appspot.com/census/b2 ... q5-a678/C1
6c/12
Code: Select all
x = 11, y = 10, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
5bo$2bo3b2o$3b5o$b8o$3b6o$10o$2b8o$b10o$2ob3o2b2o$b2o4bo2bo!
c/77d naturally
Code: Select all
x = 16, y = 16, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
oobboobbboobbobb$
obooboobobobobbb$
ooobobboooboboob$
bobooboobooooobo$
obooboooooobobob$
oboboobbbbbbobbb$
oobobbooboobbbbb$
boobbobbooboobbb$
booooobbbbobbooo$
obbbooboboooobbo$
bbbbooobobbbbobo$
obboobbbboobbboo$
bbobooobbboobooo$
bbbooobbbboooobb$
bboooboooooobbob$
bbbbboobobboobbo!
2c/9
Code: Select all
x = 9, y = 15, rule = B2cei3-i4z5-a6-a78/S1c2ik3y4q5-a678
2bo2b2o$bo2b2obo$ob4o$2b7o$b5o$b6o$b5o$2b5o$b4o$5o$5o$b4o$b4o$b4o$2b2o!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 7th, 2021, 9:32 am
by iNoMed
Time for some more spicy technology! (P2, P3, P4, P5, P6, P7, P8, 2c/4o, c/3o, 2c/7o, c/4o, c/5o, c/6o)
Code: Select all
x = 163, y = 49, rule = B2cei3-ai4a7e/S123ar
2bo7b4o8bo3b2o16bo7bo3bo6bo9bo2bo2bo11bo14b6o12bo10bobo5bobo5b3o5b3o$b
3obo4bo22bobo8b2o6bo3bo14b11o8bobo11bo8bo8b3o15bo10b3o5b3o$5b2o3bobo2b
o5b2o3bo4b3ob3o4bobo5b3o3b3o3b2o7b3o2bo2b3o8bo3bo8b2obo4bob2o5b3o4b2o
5bo2bo2bo2bo2bo5bo7bo$bo3bo4b2o32bo17b2o7bo4bo4bo8b2o3bo6b2o10b2o4bo3b
o2b2o5bo11bo4bo9bo$2o13bo17b3o6bobo7bo3bo13b3o3bo3b3o18bobob3o2b3obobo
3bobo11bobo7bobo3bobo7bobo$bob3o6bo18bo5bo14bo3bo6bo8bo3bo3bo8bo6bo4bo
14bo3bobo3bob3o3bobobo3bobobo3bo11bo$4bo11b2o13bo5bo14bo3bo12bobo9bobo
5b2o4b2o4bo3b8o3bo3bo2bob3o2bo3bobo7bobo3bob3o3b3obo$12bo2bobo15b3o17b
obo13b2o11b2o5b2o10bo14bo3bo4b2o3bo3bobobobobobobo3bobobo3bobobo$17bo
70bo2bo2bo2bo3bobob8obobo3bo4bo2bobo3bobo3bo3bobo3bobo7bobo$14b4o13b3o
b3o15b3o12bo2b3o5b3o2bo3bo2bo2bo2bo3bo2b2o6b2o2bo3bo13bo3b2ob2o3bo3bob
3o3b3obo$33bobo14bo7bo9b3o3bo3bo3b3o16bobo2bob2obo2bobo3bo2bo10bob2o5b
2obo3bo4bobo4bo$50bo7bo9b2o4bo3bo4b2o5b6o5bob3o2b2o2b3obo3bo3b2o8bo5bo
5bo3bo4b3o4bo$50bobobobobo9bo5bo3bo5bo7b2o7bobobo6bobobo6b2obo7bo5bo5b
o3bo4b3o4bo$50bobo3bobo10bo2bobo3bobo2bo17bobo10bobo5b3o2bo6bo3b2ob2o
3bo3bo11bo$50bobo3bobo13bobo3bobo20bobobo2b2o2bobobo5bo2bo8bo2bo5bo2bo
3bo11bo$50bobobobobo12b2o3bo3b2o19bo14bo17bo11bo3bo11bo$50bo7bo13bo2bo
bo2bo20bo5b4o5bo8bo2bo5bo11bo3bo4b3o4bo$50bo7bo12b4o3b4o19bo4bo4bo4bo
6bo4bo5bobo2b3o2bobo3bo5bo5bo$53b3o15b3o5b3o19bo4b6o4bo4bobob2obo5bobo
7bobo3bobo3bo3bobo$101bobo10bobo4bobo2bobo5bo11bo3bobo7bobo$53bobo45bo
4b6o4bo4bob2o2b2o5bo4bobo4bo3bobob2ob2obobo$52bo3bo44bo2bobo4bobo2bo4b
o12bob2obobob2obo3bobo2b3o2bobo$52bo3bo44bobo3b4o3bobo4bob2o13b2ob2o$
52bo3bo44bobo10bobo4bobo15bobo12bo3bo$101bobo4b2o4bobo4b2o14bobobobo6b
o5bo5bo$50b3o3b3o42bob3o6b3obo18bobobobobobo8b2ob2o$52bo3bo44bo4bo4bo
4bo17b2obobobobob2o$52bo3bo44bo3bo6bo3bo17b2ob2obob2ob2o6bo2bo2bo$101b
ob2o8b2obo18bo9bo$101bo3bo6bo3bo18b3o5b3o$101bobo2bo4bo2bobo17bobo7bob
o$101bo4b6o4bo17bobo7bobo$101bo14bo17bobobo3bobobo$101bo2b10o2bo17bobo
bo3bobobo$101bo2b2o6b2o2bo17bobobo3bobobo$101bob5o2b5obo17bo2bo5bo2bo$
101bo3bo6bo3bo17bo11bo$101bo2b10o2bo21bo3bo$101bo2bo8bo2bo22b3o$101bob
o3b4o3bobo23bo$101bo14bo20bo2bo2bo$101bo4b6o4bo$101bo3bo6bo3bo$101bo3b
2o4b2o3bo$101bo14bo$102bo4bo2bo4bo$102bo2b2o4b2o2bo$104b3o4b3o$104bobo
4bobo!
Credits go to ".H" for the rule itself and to Yujh for finding the 2c/4o and 2c/7o spaceships.
Edit: 2c/6o glide-sym spaceship, and the first non-wickstretching puffer in this rule (a P288 2c/4o-based puffer):
Code: Select all
x = 86, y = 37, rule = B2cei3-ai4a7e/S123ar
4bo2b4o58bobo9bobo$3bobo5bo56bo3bo7bo3bo$3bobobo$4bo2bo59bo5bo5bo5bo$
7bob3o55bo5bo5bo5bo$2bo2bobob2obo60bo5bo$b2o2bobo60b2obo2b5o2bob2o$2b
2o2bo2b2obo54b2ob4o5b4ob2o$3b2o6bobo53bo3b4o3b4o3bo$b2o2bo5bobo56bo2bo
5bo2bo$bo7b2o2bo56bob2o5b2obo$bo2bo3b5o56bo4bo3bo4bo$bo5bobo58b3o3bo3b
o3b3o$3b2o2bobo64bo3bo$4bo2bobo58b3obob5obob3o$4bo2b2obo57b2o13b2o$4bo
2bo2b2o$5b2o4bo$5bob2o2$6b2o2bo$4b2obo$2b2obobob2o$5bobobob2o$bo3bobob
o2bo$bobobobobob2o$5bobob2o$3bo6bo$3bo4bo3bo$4bo7bo$b2obobo4b2o$2obo9b
o$2ob2o5bo2bo$9b3o2bo$5bo3bo4bo$2b2obo7bo$2o!
Custom-built 4c/8o spaceship: (The period-8 wickstretcher was found in a width-17 4c/8o search, the P2 line-pair eater was found in a width-17 2c/4o search (Acting as a backend for an unrelated 2c/4o spaceship), and the single-line wickstretcher was found by running width-11 2c/4o asym)
Code: Select all
x = 53, y = 24, rule = B2cei3-ai4a7e/S123ar
23bo2bo2bo$21b11o$21b3o2bo2b3o$21bo4bo4bo$20b3o3bo3b3o$5bo16bo3bo3bo
16bo$3b5o11bobo9bobo11b5o$3b5o11b2o11b2o11b5o$7bo14bo7bo14bo$2bo3b3o9b
o2bo3bobo3bo2bo9b3o3bo$2bo5bo9bo3bo2b3o2bo3bo9bo5bo$3bobo3bo8bo4bo5bo
4bo8bo3bobo$18bo2b3o5b3o2bo$5b2o3bo7bo2bobo5bobo2bo7bo3b2o$7bo2bo7bo2b
obo5bobo2bo7bo2bo$2bob2o4bo2bobo2bo2b3o5b3o2bo2bobo2bo4b2obo$5b2o3bobo
3bobo7bo7bobo3bobo3b2o$2b4o4bo7bo2bo4bo4bo2bo7bo4b4o$ob2o6bobo3bobo7bo
7bobo3bobo6b2obo$o9bo3bo3bo15bo3bo3bo9bo$o9bo7bobo11bobo7bo9bo$o9bo2bo
bo2bo15bo2bobo2bo9bo$2b2o6b3o3b3o15b3o3b3o6b2o$11bo5bo17bo5bo!
Alternative period-8 oscillator, and a rather small 4c/8 puffer:
Code: Select all
x = 35, y = 16, rule = B2cei3-ai4a7e/S123ar
7bo8bobo9bobo$15bo3bo7bo3bo$5bobo$5b3o6bo5bo5bo5bo$14bo5bo5bo5bo$2b2o
16bo5bo$3bo11b2obo2b5o2bob2o$ob2o10b2ob4o5b4ob2o$14bo3b4o3b4o3bo$20bo
5bo$16b2o2bo5bo2b2o$12b2obobo3b5o3bobob2o$20bo5bo$17bo5bo5bo$12bo2bo6b
3o6bo2bo$22b3o!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 7th, 2021, 9:46 am
by yujh
with c/7o, 2c/7o, c/4d and c/6d help
Code: Select all
x = 340, y = 35, rule = B2ce3-i4z5-ae6-ai78/S1c2k3y4q5-a678
obo3bobo15b3o17bobo18bo2bo15bo2bo15bo2bo19bo4bo20b2ob5ob2o47bobo9bo2bo
4bob3obo30b2o8b2o18b2o11bobobo16bob2o$23b5o14b7o14b2ob2ob2o11b2ob2ob2o
12bo4bo18bo4bo22b2obob2o50bo8bobob3o4bo3bo30bo2bob6o2bo11b6o2bo11b3o
16bobo2bo$23b5o15b2ob2o16b6o13b6o12bob4obo15bo3b2o3bo18bo2b5o2bo48bo9b
4obo4b5o30bob10obo10b8obo10b5o15b4obo$2bobobo14bob5obo13b5o16b6o13b6o
14b4o18b2ob2ob2o17bobo2b5o2bobo56b5o4b7o30b12o11b9o11b4o16b5o$bob3obo
14bobobobo13b7o14b8o12b6o13b6o15bobob4obobo21b3o64b3o5b5o32b11o11b9o
12b2obo15b4obob2o$3b3o15b2obobob2o10bob7obo11b10o10bob4obo10b10o13bo3b
4o3bo15bobo3b3o3bobo66b5o31b12o11b9o31b5obo2bo$21b9o11b9o13b8o13b4o12b
10o12bob2ob4ob2obo16b2o2b3o2b2o68b5o31b12o11b9o31b8obo$22b7o12b9o11b
12o10b6o13b6o13bobo2b6o2bobo16bo7bo70b3o32b12o11b9o31b9o$21b9o13b5o12b
obo2bo2bo2bobo7bob6obo10b8o12b2o2b8o2b2o14bo3bo3bo3bo67bobobo31b12o10b
10o31b8obo$20b11o12b5o17bo2bo11bob8obo9bob4obo13b3o3b2o3b3o15b2ob2o3b
2ob2o103b11o12b8o33b8o$20b11o13b3o33b2o8b2o9b2ob2ob2o14bo4b2o4bo18bo7b
o105b12o10bobo38bo$21b9o51bo8bo11bob2obo20b2o23bo2b3o2bo104b12obo$21b
9o51bobo4bobo13b2o22b2o25bo3bo72b3o32b8obo2bo$22b7o13bo5bo33bo6bo31bob
o4b2o4bobo15bobob3obobo103bobo8b2o$20b11o9bo2b2ob2o2bo29b5o2b5o11b4o
14bobo4b2o4bobo16b9o71bo$22b7o11b2o2bobo2b2o29b4o4b4o30bo5b2o5bo18b7o$
81bobo4bobo11bob2obo13b2o4b4o4b2o17b7o$41b3o3b3o31b4o2b4o10bo2b2o2bo
11bobo4b4o4bobo16bob3obo$42b3ob3o52bob4obo11bob2ob2ob2ob2ob2obo16bo5bo
$80bobobo2bobobo9bob4obo11b4o10b4o$42b2o3b2o52bobo2bobo12bobo10bobo$
43bobobo34b3o2b3o11b2o4b2o$43b5o52b10o$100b10o$44b3o54b8o$44b3o57b2o$
104b2o$103b4o$43b2ob2o54b6o$42bob3obo52b8o$44b3o53b2ob4ob2o$42b7o54b4o
$44b3o56b4o$43b5o55b4o$44b3o!
with a bit more(?) interest than the original one(the 6c/30d without the dot makes pufferbut not a large osc
)
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 7th, 2021, 7:05 pm
by Aleph
Why does B3/S234k seem to have so many catalysts?
Code: Select all
x = 51, y = 31, rule = B3/S234k
28bo$27bobo$27bo2bo$22bo2bo2b2o$22b4o$26b2o$22b2o2bo$22bobobo$23b2ob2o
11$28bo17b2o$bo26bo16bo2bo$2o25bo18b2o$bo4b2o19bo2b2o$3b2o2bo14b2obo2b
2o16bo$2bob3o15bob2o19bobo$2b2o22b2o17bob3o$5b2o19bo15bo3bo3bo$6bo20bo
14b4o2b2o$5bo20b2o18b2o$5b2o37bo2bo$44b2o!
EDIT: P98:
Code: Select all
x = 2, y = 5, rule = B3/S23-e4k
o$o$2o$bo$bo!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 8th, 2021, 3:08 pm
by HelicopterCat3
2G -> c/5o
Code: Select all
x = 15, y = 7, rule = B2n3-jn4eijkt/S1c2-a3-q4air
13bo$12b3o$11b2o$bo$obo$2bo$2bo!
Eaters for both c/4d and c/5o:
Code: Select all
x = 42, y = 27, rule = B2n3-jn4eijkt/S1c2-a3-q4air
5$17bo12bo$16bo14bo$15bo16bo$39bo$38b2o$37b2o$38bo4$12bo$11bobo$12b3o$
10bo$7b2o!
I reckon this rule could be Turing-Complete if there was a gun, although I have not found any high period oscillators that I could try and gosperize.
Code: Select all
x = 135, y = 218, rule = B2n3-jn4eijkt/S1c2-a3-q4air
22$31bo$30bobo9bo63bo$29b3o9bobo51bo9bobo$33bo8b3o49bobo9b3o$35b2o3bo
52b3o8bo$37b2o58bo3b2o$99b2o4$29bo6bo$28bobo6bo63bo6bo$27b3o70bo6bobo$
31bo76b3o$33b2o71bo$103b2o$36bo$37bo63bo$100bo3$28bo6bo$27bobo6bo65bo
6bo$26b3o8bo63bo6bobo$30bo69bo8b3o$32b2o73bo$104b2o$35bo$36bo65bo$37bo
6bo56bo$43bobo47bo6bo$44b3o45bobo$34bo7bo48b3o$35bo3b2o54bo7bo$36bo60b
2o3bo$37bo63bo$100bo2$34bo$35bo67bo$36bo6bo58bo$42bobo49bo6bo$27bo15b
3o47bobo$26bobo12bo50b3o15bo$25b3o6bo3b2o56bo12bobo$29bo5bo62b2o3bo6b
3o$31b2o3bo65bo5bo$101bo3b2o3$34b2o$34bobo65b2o$35b2o64bobo$101b2o2$
27bo20b3o$26bobo5b2o15bo35b3o20bo$25b3o6bobo13bo35bo15b2o5bobo$29bo5b
2o50bo13bobo6b3o$31b2o68b2o5bo$105b2o$69bo$67b2o$66bobo$67bo9$36bo$37b
o63bo$38bo6bo54bo$44bobo45bo6bo$45b3o43bobo$43bo46b3o$40b2o52bo$96b2o
5$69bo$67b2o$66bobo$67bo21$59bo9bo$58bobo6b2o$57b3o6bobo$61bo5bo$63b2o
18$76bo$75bobo$69bo6b3o$68bo5bo$67bo3b2o$66bo18$59bo$58bobo$57b3o15bo$
61bo12bobo$63b2o3bo6b3o$67bo5bo$66bo3b2o21$75bo$67b2o5bobo$66bobo6b3o$
66b2o5bo$70b2o!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 9th, 2021, 7:25 am
by yujh
Code: Select all
x = 7, y = 17, rule = B2ce3-ik4eqyz5-ae6-ai7/S1c2kn3ky4jq5-a6-k78
ob3obo$bo3bo$b5o$7o$b5o$b5o$ob3obo$bobobo$bobobo$bobobo3$o5bo$o5bo$b2o
b2o$o5bo$3bo!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 9th, 2021, 10:06 am
by creeperman7002
This 19c/149 is one of the strangest OCA ships I've seen in a while:
Code: Select all
x = 20, y = 9, rule = B2-an3ackn4e5r/S1c2eik3ejnry4crz5k7e
14bo2bo$5b3o$5bo2bo9bo$2bo2bo5bob2o$o6bo10b2o$2bo2bo5bob2o$5bo2bo9bo$
5b3o$14bo2bo!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 9th, 2021, 2:55 pm
by HelicopterCat3
7 cell (3,5)c/73:
Code: Select all
x = 3, y = 4, rule = B3-cy4ijnqr6a/S23-a4citz5eqr7
bo$3o$bo$b2o!
Extremely sparky P480:
Code: Select all
x = 6, y = 5, rule = B3-cy4ijnqr6a/S23-a4citz5eqr7
4b2o$4b2o$3o$bo$b2o!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 9th, 2021, 4:30 pm
by LaundryPizza03
creeperman7002 wrote: March 9th, 2021, 10:06 am
This 19c/149 is one of the strangest OCA ships I've seen in a while:
Code: Select all
x = 20, y = 9, rule = B2-an3ackn4e5r/S1c2eik3ejnry4crz5k7e
14bo2bo$5b3o$5bo2bo9bo$2bo2bo5bob2o$o6bo10b2o$2bo2bo5bob2o$5bo2bo9bo$
5b3o$14bo2bo!
Guess which way this 22c/472o moves.
Code: Select all
x = 49, y = 17, rule = B2-an3ackn4e5r/S1c2eik3ejnry4crz5k7e
4bo15bo$2bo2bo15bo$2b2o2b2o11bo$3bo18bobob2o$bo4bo3bo15b2ob18o$bo18bo
4bo20bobo$3bo5bo14bo4b17obo$o2bo15bo8bo17bobo$3bo5bo7bo6bobo3b17o$bobo
4bobo6bo2b2o3b2o$3bo4bobo5bo2bo2bo$5bob2o8b3obo$2bo5bo$4b2obo$7b2obo2$
7bo!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 10th, 2021, 4:04 pm
by Layz Boi
Some oscillators in Coral; I reduced some stators.
Code: Select all
x = 413, y = 316, rule = B3/S45678
3$235b2o3b2o12b2ob2o$235b3ob3o10b9o$235b7o9b3obobob3o$180bo5b5o43b2obo
bob2o9b3o3b3o$180bo5bo3bo17bo2b2obobob2o2bo11b3o3b3o8bob3ob3obo66b3o5b
3o51b3obo5bob3o$19b3o157b3o4bo21b5o2bo2b5o10b5ob5o9b3ob3o67bo3bo3bo3bo
19bo15b2o13b3ob3ob3ob3o$18bo3bo157bo5bo21b5ob3ob5o12bob3obo10b9o66bo3b
o3bo3bo17b3o14b4o10b9ob9o$18bo3bo12b2o143bo25b4o2b7o2b4o12bobo12bo3bo
3bo70bo3bo3bo17b5o12b2ob3o6b4o3b9o3b4o$22bo11b3o143bo5b4o13b5o4b3ob3o
4b5o8b2ob2o15bo73b2o22b4ob2o12b3ob4o7b3o4b2ob2o4b3o$21b2o11b2o5b3o6b4o
126bo8bo13b3o7bo3bo7b3o8b2ob2o11bo2b3o2bo69bo4bo3bo14b3o3b2o11b2o3b2o
9b2o13b2o$21bo18b5o4bob2obo124b3o8bo12b5o4b3ob3o4b5o8b2ob2o13b5o70bo5b
o3bo15b3ob3o12bo3bo9b2o15b2o$20bo19b2ob2o4b2o2b2o125bo9bo15b4o2b7o2b4o
12bobo12bo2b3o2bo67bo27b3ob3o10b2o3b2o8b2o15b2o$19bo20b5o4b2o2b2o125bo
5bo3bo17b5ob3ob5o12bob3obo14bo70b2o6bo3bo16b2o3b3o9b3ob4o8b2o13b2o$18b
2o15bo5b3o5bob2obo125bo5bo3bo17b5o2bo2b5o10b5ob5o8bo3bo3bo66bo7bo3bo
17b2ob4o10b2ob3o8b3o4b2ob2o4b3o$18bo15b3o13b4o124b5o4b3o18bo2b2obobob
2o2bo11b3o3b3o9b9o66bo3bo3bo3bo16b5o13b4o8b4o3b9o3b4o$18bo3bo12bo198b
2obobob2o10b3ob3o67b5o4b3o19b3o14b2o11b9ob9o$18b5o212b7o9bob3ob3obo96b
o31b3ob3ob3ob3o$235b3ob3o10b3o3b3o129b3obo5bob3o$235b2o3b2o9b3obobob3o
$252b9o$254b2ob2o6$180bo6b3o$19b3o158bo5bo3bo$18bo3bo156b3o4bo3bo$18bo
3bo13b2o6b2o134bo9bo161b3o3bo5bo3b3o$22bo12b4o4b4o133bo8b2o16bo11b4o
129b3o2b4ob4o2b3o$21b2o12b4o4b4o133bo8bo15b5o9b4o105b3o6bo13b4ob5ob5ob
4o$19b3o13b4o5b2o134bo7bo16b5o8b6o103bo3bo5bo13b10ob10o$21bo157b3o5bo
17b2ob2o10b2o105bo3bo4b3o13b2obo2b7o2bob2o$22bo157bo5b2o16b7o7b6o107bo
5bo15b2o5b3o5b2o$22bo157bo5bo17b3ob3o7b6o106b2o5bo15b3o4bobo4b3o$18bo
3bo157bo5bo3bo13b2o3b2o8b4o107bo6bo14b4o11b4o$18bo3bo155b5o3b5o28b4o
106bo7bo16bo13bo$19b3o306bo7b3o13b4o11b4o$327b2o8bo15b3o4bobo4b3o$327b
o9bo15b2o5b3o5b2o$327bo3bo5bo14b2obo2b7o2bob2o$327b5o3b5o11b10ob10o$
351b4ob5ob5ob4o$352b3o2b4ob4o2b3o$352b3o3bo5bo3b3o$131b2o$20b2o19bobo
67b2o18b2o$20b2o16b2o2b3o12b2o3bo17bo14b2o12b6o15b4o$19bobo16b2ob6o8b
4ob3o15b4o13b4o10b2o2b2ob3o8b2ob5o$19bob2o14b5o2b3o9b8o13b5o10b2ob4o
10b2o2b6o7b4ob4o125b3obobob2o$18b2obo14b3o2bo2bo11b2obob3o10b4o2b2o8b
3ob6o10b6o2b2o4b6o2b2o126b5o2b3o$18bo2bo15b2o2b5obo9b2ob2o11b4o4b2o7b
8obo8b4obobo2b2o4b5ob2o2b2o44bo7bo35bo15bo7bo11b2ob2ob7o$18bo2bo14bob
5o2b2o8b3obob2o11b2o6b2o5b5obob2o9b4o2b5o7b2o2b2ob5o42bo7bo20bo14bo16b
2o3b2o10b4ob4o2b4o$18b5o16bo2bo2b3o7b8o11b2o6b2o5b6ob6o5b2o2bo3b4o9b2o
2b6o41b3o5b3o18b4o8b2ob3ob2o8b2ob4ob4ob2o6b3o2b4o4b2o$21bo15b3o2b5o9b
3ob4o11b2o4b4o7b2obob5o5b2o2b6o10b4ob4o44bo7bo16b7o7b11o6b17o6b2o2b2o
2b5o$21bo15b6ob2o10bo3b2o14b2o2b4o7bob8o7b6o2b2o9b5ob2o45bo7bo16b3o2b
2o7b2ob2ob2ob2o6b3o2b3ob3o2b3o5bob3o4b6o56b3o5b3o44b2o$21bo17b3o2b2o
30b5o10b6ob3o7b3ob2o2b2o10b4o48bo7bo15b3o4b2o5b2o9b2o4b2o5bo3bo5b2o7b
2o5b2o58bo3bo3bo3bo41b4o$20b3o17bobo33b4o12b4ob2o13b6o11b2o49bo7bo16b
2o4b3o4b2o9b2o4b2o5bo3bo5b2o4b6o4b3obo55bo3bo3bo3bo42b4o$77bo14b4o18b
2o13b2o48b3o5b3o16b2o2b3o6b2ob2ob2ob2o6b3o2b3ob3o2b3o6b5o2b2o2b2o60bo
7bo20bo3bo3bo11bob2ob4o$94b2o84bo7bo17b7o6b11o6b17o5b2o4b4o2b3o58b2o6b
2o20b2ob3ob2o12b2obob2o$63bo116bo7bo17b4o10b2ob3ob2o8b2ob4ob4ob2o6b4o
2b4ob4o58bo7bo19b13o9b5ob3o$63b2o115bo7bo19bo15bo16b2o3b2o10b7ob2ob2o
59bo7bo18b4o9b4o8bob2obo$62b6o110b5o3b5o33bo15bo7bo12b3o2b5o58bo7bo21b
13o8b3ob5o$63b5obo191b2obobob3o57b2o6b2o23b2ob3ob2o11b2obob2o$52bo8b3o
2b6o256bo7bo24bo3bo3bo10b4ob2obo$38b4o9b2o8b3o4b3o257bo3bo3bo3bo42b4o$
38b4o7b4o8b2o5b2o258b5o3b5o43b4o$37b2o2b2o5b5o7b3o4b3o314b2o$37b2o2b2o
5b4o7b6o2b3o$38b4o6b2o11bob5o$38b4o6bo14b6o$66b2o$67bo5$329b3o5b3o$
181bo6b3o137bo3bo3bo3bo$181bo5bo3bo136bo3bo3bo3bo16b3obo$180b3o4bo3bo
20b2o3b2o44bob3obo62bo7bo15b6o3bo$181bo9bo16bo3b2o3b2o3bo10bobo2b2o3b
2o2bobo14b5o62b2o6b2o15b2ob4ob3o$181bo8b2o15b3ob4ob4ob3o9b3ob4ob4ob3o
12b4ob4o60bo5b3o15b2o2b2ob5o$181bo6b3o16b8ob8o8b19o10b4o3b4o58bo8bo15b
2o2bo3b4o$181bo8bo16b3o2b2o3b2o2b3o9b2ob2ob2ob2ob2ob2o11b4o3b4o57bo10b
o15b4o3bo2b2o$180b3o8bo14b2o6b3o6b2o7b2o15b2o9b2obo5bob2o55b2o10bo15b
5ob2o2b2o$181bo9bo14b2o6b3o6b2o7b2o15b2o9b2obo5bob2o55bo7bo3bo15b3ob4o
b2o$181bo5bo3bo15b3o2b2o3b2o2b3o9b2ob2ob2ob2ob2ob2o11b4o3b4o56bo3bo3bo
3bo16bo3b6o$54bo126bo5bo3bo15b8ob8o8b19o10b4o3b4o56b5o4b3o21bob3o$52b
3o49b2o6b2o65b5o4b3o16b3ob4ob4ob3o9b3ob4ob4ob3o12b4ob4o$52b4o32bob3o
11b2obo2bob2o10b3o81bo3b2o3b2o3bo10bobo2b2o3b2o2bobo14b5o$49b6obo29b7o
9b5ob2ob5o5b7o6b2o3b2o71b2o3b2o44bob3obo$48b4o2b2o30b7obo7b3ob6ob3o5b
3ob2o7b3ob3o$49b2o4b2o16b4o2bo6b3o2b3o10b2obo2bob2o6b3o2bo8b7o11b3o$
49b2o4b2o17b6o5b2o6b3o7bob2o4b2obo6bo2b3o5b3o5b3o8b4o$36b5o9b2o2b4o6bo
8b2o2b4o4b2o6b3o8b2o6b2o6b2ob3o7b4ob4o9b4o$35bob3obo7bob6o6b3o6b4o2b2o
6b3o2b3o10b2o6b2o5b7o6b11o5b4o$35b2obob2o8b4o8b5o6b6o7b7obo8bob2o4b2ob
o5b3o11bob3obo7b4o$35b3ob3o9b3o10bo8bo2b4o6b7o11b2obo2bob2o22bobo9b3o
178b3o6b2o$17b5o13b2obob2o9bo10b5o21bob3o9b3ob6ob3o212bo3bo5b2o$17bo3b
o13bob3obo21b3o36b5ob2ob5o212bo3bo4bobo23bo$17bo18b5o23bo39b2obo2bob2o
218bo4bob2o20b5o$17bo86b2o6b2o217b2o3b2obo15bo5b5o5bo$78bo51b2obo8b5o
184bo4bo2bo16b2ob4ob4ob2o$17b4o31bo3bo21bo11bo38b5o9b3o111b2o71bo5bo2b
o16b5o5b5o$20bo30b3ob3o8bobo8b3o8b5obobo28b9o6bob2ob2obo76b2o14bo13b6o
68bo6b5o15b2ob4ob4ob2o$21bo29b7o7b5o7b3o9b4ob3o7bo9bo11b3o2b3o6b4ob4o
73b8o11b3o10b3o2b3o66b2o9bo15bo5b5o5bo$21bo29b2obob2o7b5o4bob2ob2obo5b
3ob6o6bo7b3o10b4o4b2o5b2o2bo2b2o32bo7b2o31b3o2b3o10b4obo8b2o4b2o66bo
10bo21b5o$17bo3bo30b2ob2o8b2ob2o5b2o3b2o8b2obob2o5b4o6b4obo7b3o5b3o4b
4ob4o32bo7b2o31b2o4b2o11b7o6b3o2b3o66bo3bo6bo23bo$17bo3bo21b3o5b2obob
2o6b2o3b2o4b2o3b2o6b3o3b3o6b3o5b9o6b2o4b4o4bob2ob2obo31b3o5bobo15b5o8b
ob3o4b3obo6b3o2b3o8b6o67b5o5b3o$18b3o22b3o5b7o6b2o3b2o3bob2ob2obo5b2ob
ob2o7b3o7b2o2b4o7b3o2b3o8b3o35bo6bob2o15b4o9b5o2b5o7b3o2b3o9bo2bo$43b
3o5b3ob3o7b2ob2o7b3o7b6ob3o5b4o5b2o4b4o6b9o6b5o34bo5b2obo16b4o2bo5bob
4o2b4obo5b7o9b3o2b3o$43b3o6bo3bo8b5o7b3o8b3ob4o7bo5b4o4b2o8b5o49bo5bo
2bo13b4o2b4o8b2o4b2o10bob4o9b6o$65b5o8bo9bobob5o6bo6b4o2b2o9bob2o50bo
5bo2bo13b3o4b3o7b3o4b3o11b3o11b4o$66bobo9bo15bo15b9o61b3o4b5o12b3o4b3o
7b2o6b2o13bo11b4o$112bob4o63bo8bo13b4o2b4o7b3o4b3o24bob2obo$84bo30b3o
25bo6bo30bo8bo13bo2b4o11b2o4b2o26b4o$84bo30bo27bo6bo30bo8bo16b4o8bob4o
2b4obo23b4o$83b3o56b3ob2ob3o27b5o5b3o15b5o8b5o2b5o25b2o$39b3ob2ob3o11b
ob2ob2obo9b2o2b4o20b2o33b12o66bob3o4b3obo24b2o$39b3ob2ob3o9bo2b7o2bo5b
7obo18b8o13bo4bobo7b4ob2o2b2ob4o67b2o4b2o11b5o11b2o70b3o4b5o18b2o$37bo
b10obo7b6ob6o7b2o2bobo17b4o2b4o11b4ob3o10b3o6b3o69b3o2b3o11b4o83bo3bo
3bo3bo16b6o$38b2ob2o2b2ob2o8b2ob2o3b2ob2o8b3ob3o17b8o12b11o8b2o6b2o70b
8o11b4o83bo3bo3bo19b3o2b3o$36b3o10b3o5b3o3b3o3b3o8bobo2b2o16b3o2b3o12b
3ob2ob4o7b2o8b2o72b2o13b5o87bo3bo19b2o4b2o$36b3o10b3o5b3o3b3o3b3o8bob
7o14bobo2bobo11b2o8b2o7b2o8b2o178b2o24b2o2b2o$38b2ob2o2b2ob2o8b2ob2o3b
2ob2o8b4o2b2o14b2ob6ob2o9b4ob2ob3o9b2o6b2o179bo4b4o18b4o$37bob10obo7b
6ob6o8b3o21bobo2bobo11b11o8b3o6b3o177bo8bo17b2o2b2o$39b3ob2ob3o9bo2b7o
2bo9bo22b3o2b3o14b3ob4o6b4ob2o2b2ob4o174bo10bo16b2o2b2o$39b3ob2ob3o11b
ob2ob2obo11bo22b8o13bobo4bo9b12o175b2o10bo17b4o$102b4o2b4o30b3ob2ob3o
176bo7bo3bo15b3o2b3o$103b8o32bo6bo177bo3bo3bo3bo15b2o4b2o$106b2o35bo6b
o177b5o4b3o16b3o2b3o$356b8o$359b2o3$182bo6b3o$182bo5bo3bo14b2o4bo$181b
3o4bo18b5ob4o$182bo5bo18b4ob5o$182bo23b3ob3ob2o$182bo5b3o17b2obob3o
145b2o$182bo6bobo15bobo2b2obo113b3o4b5o18b6o$181b3o4bo3bo14b3o3b2o113b
o3bo3bo3bo17b3o2b3o$182bo5bo3bo14b2ob3ob3o111bo3bo7bo15bob2o4b2obo$38b
2o142bo5bo3bo13b5ob4o116bo7bo15b4o4b4o$38b2o142bo5bo3bo13b4ob5o115b2o
6bo14b7o2b7o$19b3o14b6o138b5o4b3o17bo4b2o115bo7bo15b2ob3o2b3ob2o$18bo
3bo14b4o289bo6b4o15bo2bo4bo2bo$18bo17b2o2b2o8bobo7b4o265bo8bo16b2ob3o
2b3ob2o$18bo17b2o2b2o6b3ob3o5b4o264b2o8bo15b7o2b7o$35bob4obo6b5o5b6o
263bo9bo17b4o4b4o$18b3o15b2o2b2o8bobo8b2o265bo3bo5bo17bob2o4b2obo$19bo
bo14b2o2b2o7b5o5b6o263b5o4b3o18b3o2b3o$18bo3bo12bob4obo5b3ob3o5b4o295b
6o$18bo3bo13b2o2b2o8bobo8b2o298b2o$18bo3bo13b2o2b2o18b4o$18bo3bo14b4o$
19b3o14b6o$38b2o$38b2o4$360b2o$255b2o101b6o15b2obo4bo$224b2o27b6o98b3o
2b3o11b8ob2ob3o$221b8o23b3o2b3o97b2o4b2o11b3o2b10o$221b3o2b3o10b2o11b
2o4b2o69b3o5b3o15b4o4b4o9b2ob4o2b3ob2o$209b2o9b3o4b3o7b6o9b2o4b2o68bo
3bo3bo3bo14b3o6b3o8bob4o6b2ob2o$182bo4b5o14b8o6b4o2b4o6b3o2b3o9b2o2b2o
69bo3bo3bo3bo15b3o4b3o10b3o8b2ob2o$182bo4bo3bo13b4o2b4o7b2o2b2o6b5o2b
5o6b3o2b3o72bo3bo3bo13bo2b2o4b2o2bo8b3o9b3o$127bobo31bo19b3o7bo14b2o4b
2o7bob4obo7b8o7b3o4b3o70b2o3bo3bo14b3o6b3o10bo10b4o$126b5o28b5o18bo8bo
14b2o4b2o7b3o2b3o9bo2bo9b3o4b3o70bo5b3o15b3o6b3o9b2o11b2o$92b3o31b5o
26bob5obo16bo7bo16b2o2b2o8b2o3b3o7b8o7b4o2b4o69bo9bo13b3o8b3o7b4o10bo$
91b5o14b3o10b5ob5o23b4ob4o16bo7bo17b4o8b3o4b3o5b4o2b4o5bob3o2b3obo67bo
10bo14b3o6b3o9b3o9b3o$67bo24b3o13b7o8b5ob5o22b3o5b3o15bo5b4o16b4o9b3o
3b2o7b2o4b2o8b2o4b2o68b2o25b3o6b3o8b2ob2o8b3o$39bobo25bo23b2ob2o10b2ob
2ob2ob2o5b3o3bo3b3o7bo3bo9b11o14b3o5bo17b2o2b2o8b3o2b3o6b4o2b4o5bob3o
2b3obo66bo11bo13bo2b2o4b2o2bo7b2ob2o6b4obo$38b4ob2o21b3obo17bob3ob3obo
7b5ob5o6b5ob5o8b5o11b3ob3o17bo6bo16b2o4b2o7bob4obo7b8o7b4o2b4o67bo3bo
7bo15b3o4b3o10b2ob3o2b4ob2o$38b10o17b8o14b5obob5o6b3ob3ob3o6b5ob5o6bob
5obo8b2o5b2o16bo6bo16b2o4b2o8b2o2b2o10bo2bo9b3o4b3o67b5o5b3o14b3o6b3o
9b10o2b3o$38b2ob2o2b4o15b3o2b3o15b3o2bobo2b3o5b2o4bo4b2o8b5o9b4ob4o8b
2o5b2o16bo6bo15b4o2b4o5b4o2b4o6b8o7b3o4b3o94b4o4b4o9b3ob2ob8o$37b2o7b
2o17b2o3b3o14b5obob5o5b2o4bo4b2o8b5o8b4o3b4o8b3ob3o15b5o3b3o15b8o6b3o
4b3o4b5o2b5o6b3o2b3o97b2o4b2o14bo4bob2o$37b2o6b4o17b5o17bob3ob3obo7b3o
b3ob3o10bobo9b4o3b4o6b11o42b2o10b3o2b3o7b3o2b3o9b2o2b2o98b3o2b3o$17b5o
16b2o5b2o13bobob4ob4o2bo15b2ob2o10b5ob5o24bo5bo8b3o5b3o54b8o8b6o9b2o4b
2o98b6o$17bo3bo14b4o6b2o12b3ob2o5b2ob3o15b3o11b2ob2ob2ob2o22b4o3b4o7b
4ob4o58b2o13b2o11b2o4b2o100b2o$21bo15b2o7b2o11b6o7b6o13b5o12b7o24b4o3b
4o7bob5obo86b3o2b3o$21bo14b4o2b2ob2o13b2ob2o7b2o2b4o12b3o15b3o27b4ob4o
10b5o89b6o$20bo16b10o12b2o2bo9bo2b2o62bob5obo12bo93b2o$20bo19b2ob4o10b
4o2b2o7b2ob2o54b2o9b5o$18b4o21bobo13b6o7b6o48bob2ob4o7bo3bo$19bo40b3ob
2o5b2ob3o47bo2b2ob4o$19bo41bo2b4ob4obobo12bobo3bobo26b10obo$19bo46b5o
18b3o3b3o25b4obo2bob2o$19bo44b3o3b2o16b11o24b5o4b4o$18b3o44b3o2b3o15b
3obobob3o11bobo12b2o6bobo$48bobo13b8o18b3ob3o10b3o3b3o8bobo6b2o$44bo3b
3o3bo11bob3o20bobobo10b11o7b4o4b5o$42b4o2b3o2b4o12bo20b3ob3o9b11o8b2ob
o2bob4o219bo$42b7ob7o12bo18b3obobob3o8b3o3b3o8bob10o193b3o5b3o15b3o$
42b7ob7o31b11o11bobo13b4ob2o2bo192bo3bo3bo3bo14b4obo2b4o$42b4o2b3o2b4o
32b3o3b3o27b4ob2obo194bo3bo3bo3bo14b2ob4ob5o$44bo3b3o3bo34bobo3bobo29b
2o203bo7bo14b3ob5ob2o$48bobo192bob2obo82b2o6b2o16b2o2b2ob2o$243b6o80b
3o5b3o16b3o4b2o$242b3o2b3o81bo7bo15b3o5b3o$184bo6b3o47b3o4b3o81bo7bo
15b2o4b3o$184bo5bo3bo19bo13b2obo10b3o2b3o82bo7bo14b2ob2o2b2o$183b3o4bo
3bo18b3o10b6o11b2o2b2o79bo3bo3bo3bo13b2ob5ob3o$184bo5bo3bo16bob3o9b3o
2b3o9b8o78bo3bo3bo3bo12b5ob4ob2o$184bo5bo3bo15b7o7b4o3b3o8b3o2b3o79b3o
5b3o14b4o2bob4o$184bo7b2o17b3obo9b8o8b4o2b4o112b3o$184bo6b2o18b3o10b3o
2b3o8b2obo4bob2o112bo$183b3o4bo3bo17bo11b2o3b2o9b2obo4bob2o$184bo5bo3b
o28b3o2b3o10b4o2b4o$184bo5bo3bo27b8o12b3o2b3o$63b2o119bo5bo3bo26b3o3b
4o11b8o$63b2o117b5o4b3o28b3o2b3o13b2o2b2o$63b2o12bo145b6o13b3o2b3o$19b
3o26bo12b6o10b2obo142bob2o14b3o4b3o$18bo3bo24b3o12b4o11b5o160b3o2b3o$
18bo3bo15bo8b6o8bob2obo10bob2o162b6o$18bo3bo13b3o8b2ob4o7b6o9b2o2b2o
161bob2obo$18bo3bo13b3o7b2o3b2o9b4o8b3ob5o$19b2o15b3o6b4ob2o9b6o7b5o
250b3o5b3o$20b2o14bo9b6o9bob2obo9b2o250bo3bo3bo3bo19b2o13bob2obobo3bob
ob2obo$18bo3bo26b3o10b4o10b2o250bo3bo3bo3bo19b3o11b3ob3ob5ob3ob3o$18bo
3bo27bo10b6o265bo3bo3bo17b5o9b9ob5ob9o$18bo3bo40b2o266b2o3bo3bo16b3o2b
4o7b2ob2ob5ob5ob2ob2o$18bo3bo40b2o264b3o5b3o18b3o2b2o7b2o7bo5bo7b2o$
19b3o41b2o266bo8bo18b6o7b2o7bo5bo7b2o$332bo7bo17b3o2b2o8b2ob2ob5ob5ob
2ob2o$332bo24b3o2b4o6b9ob5ob9o$328bo3bo7bo17b5o11b3ob3ob5ob3ob3o$328bo
3bo7bo19b3o12bob2obobo3bobob2obo$329b3o6b3o19b2o3$211b2o23bo12b3o$208b
8o8bobo8b4o9b5o$208b3o2b3o8b4o5b5o7b5ob5o$184bo5b3o15b2o4b2o7b5o4b3ob
3o6b3o5b3o$184bo4bo3bo11bob3o4b3obo5b2ob3o2b2ob3o7b3o5b3o$53bob2obo
124b3o3bo3bo12b3o6b3o7b2ob8o10b4ob4o$19b3o16bob2obo9b6o125bo4bo3bo12b
3o6b3o7b5o2b4o9bob7obo$18bo3bo15b6o8b3o2b3o11bo13bo2bo95bo4bo3bo12b4o
4b4o8b4o4bo10b4obob4o$18bo3bo14b3o2b3o7b2o4b2o9b5o9b6o95bo5b3o13b4o4b
4o10bo5bo11b2obobob2o$18bo3bo14b2o4b2o7b3o2b3o10b3o11b4o4bo91bo8bo14bo
6bo12bo4b4o8b4obob4o$18bo3bo14b3o2b3o8b2o2b2o9bob3obo9b4o2b3o90b3o7bo
12b4o4b4o9b4o2b5o7bob7obo101bob2obo$19b3o16b6o8b2o4b2o9b2ob2o11b9o90bo
21b4o4b4o9b8ob2o8b4ob4o75b2o6b2o17b6o$22bo16bo2bo8b3o4b3o7b3ob3o6b2o2b
obob4o91bo8bo12b3o6b3o7b3ob2o2b3ob2o6b3o5b3o74b2o6b2o16b3o2b3o$22bo15b
6o6b3o6b3o6b2o3b2o7b5ob5o91bo8bo12b3o6b3o6b3ob3o4b5o5b3o5b3o73bobo5bob
o16b2o4b2o$37b3o2b3o6b3o4b3o7b3ob3o7b4obobo2b2o88b5o4b3o11bob3o4b3obo
6b5o5b4o6b5ob5o73bob2o4bob2o14b4o2b4o$22bo14b2o4b2o7b2o4b2o9b2ob2o7b9o
118b2o4b2o8b4o8bobo9b5o75b2obo4b2obo15bob2o2b2obo$22bo14b3o2b3o8b2o2b
2o9bob3obo7b3o2b4o117b3o2b3o10bo22b3o76bo2bo4bo2bo16b2o4b2o$20b3o15b6o
8b3o2b3o10b3o9bo4b4o117b8o112bo2bo4bo2bo15b3o4b3o$38bob2obo8b2o4b2o9b
5o12b6o119b2o115b5o3b5o16b2o2b2o$52b3o2b3o11bo14bo2bo241bo7bo16b3o2b3o
$53b6o272bo7bo16b2o4b2o$53bob2obo272bo7bo16b3o2b3o$330b3o5b3o16b6o$
359b2o12$12bo6b3o53b2o6b2o51bo$12bo5bo3bo38b2o12b2obo2bob2o21b2o12b2o
9bob6o189b5o4b3o18b3o3b3o3b3o$11b3o4bo3bo15bo5bo5bo10b2obo8b5o4b5o8b3o
7b4o3b4o3b4o7b3ob5ob3o185bo3bo3bo3bo17b4ob5ob4o$12bo5bo3bo16b3ob3ob3o
9b5o9b3ob2o2b2ob3o8b3o7b2ob5o2b5ob2o7b6ob7o184bo7bo3bo14bo2b15o2bo$12b
o24bob11obo7b3ob3o9b10o10b3o8b2ob4o2b4ob2o8b4o5b4o185bo11bo14b6o2b2ob
2o2b6o$12bo5bo3bo15b3ob2ob2ob3o10b2ob3o7bob2o4b2obo8b2ob2o8b2o2b6o2b2o
10b2o7b2obo195b2o13b5o13b5o$12bo5bo3bo13b4o9b4o7bob2ob2o10bo4bo10b2o3b
2o7b2o2b2o2b2o2b2o8b3o9b3o184b4o7bo15b2o17b2o$11b3o24b3ob2ob2ob3o11b3o
b2o9bo4bo10b2o3b2o7b4o6b4o8b3o9b3o187bo6bo15b2o19b2o$12bo5bo3bo14bob
11obo11b3ob2o5bob2o4b2obo8b2ob2o7b5o6b5o6b3o11b3o187bo4bo16b2o19b2o$
12bo5bo3bo16b3ob3ob3o15b4o6b10o10b3o8bo2bo8bo2bo7b3o9b3o188bo3b2o17b2o
17b2o$12bo5bo3bo15bo5bo5bo15b2o5b3ob2o2b2ob3o8b3o8bo2bo8bo2bo7b3o9b3o
184bo3bo3bo17b5o13b5o$10b5o4b3o51b5o4b5o8b3o8b5o6b5o7bob2o7b2o186bo3bo
3bo3bo14b6o2b2ob2o2b6o$75b2obo2bob2o22b4o6b4o9b4o5b4o186b3o4b5o14bo2b
15o2bo$75b2o6b2o22b2o2b2o2b2o2b2o8b7ob6o215b4ob5ob4o$107b2o2b6o2b2o9b
3ob5ob3o215b3o3b3o3b3o$106b2ob4o2b4ob2o12b6obo$63bobo39b2ob5o2b5ob2o
13bo$46b2o14b5o38b4o3b4o3b4o24bobo$43b8o12b3o13bobo13bo10b2o12b2o24b5o
$42b4o2b4o9b3ob3o12b3o7b3ob2o51b3o$43b2o4b2o10b3ob3o9bob4o6b9o35bo14bo
$41b4o4b4o8b3ob3o8b4ob2o6b2ob2ob2o33b7o10b3o$41b3o6b3o10b3o10b3ob2o6b
2o6b2o28b3o2b5o2b3o6b3o$40b4o6b4o8b5o9b2ob3o6b2o6b2o16b2o10b6obob6o7bo
$41bob2o4b2obo10bobo9b2ob4o7b2ob2ob2o11bo4b3o10b2o2b2obob2o2b2o6b3o$
41b4o4b4o22b4obo8b9o10b2ob5o9b2o5b3o5b2o4b5o$42b2o6b2o23b3o12b3ob2o9b
8o2b2o8b2o5b3o5b2o5bobo$41b4o4b4o23bobo16bo10b4o5b2o9b2o2b2obob2o2b2o$
41bob2o4b2obo13bo2bo35b2o5b4o10b6obob6o$40b4o6b4o13b2o36b2o2b8o9b3o2b
5o2b3o$41b3o6b3o13b4o36b5ob2o16b7o$41b4o4b4o10b10o33b3o4bo19bo$43b2o4b
2o12b3o4b3o33b2o$42b4o2b4o11b10o$43b8o15b4o$46b2o19b2o$66bo2bo!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 11th, 2021, 6:09 pm
by HelicopterCat3
I found this (5,12)c/46 R-Pentomino puffer in this rule 3 transitions away from Life:
Code: Select all
x = 3, y = 3, rule = B3-j4i/S234i
bo$3o$o!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 12th, 2021, 11:53 am
by LaundryPizza03
One of Saka's recent apgsearch results was an exotic linear-growth spacefiller.
Code: Select all
x = 17, y = 17, rule = B2cin3-ein4i56-i78/S1c4t5-r6-i78
o$b15o$b15o$b15o$b15o$b15o$b15o$b15o$b15o$b15o$b15o$b15o$b15o$b15o$b
15o$b15o$16bo!
Generation 0 is a 15*15 square with an extra cell on opposite corners. In each cycle, a spacefiller component pushes out of each undecorated corner and then interact with each other, causing them to collapse and form a similar square 4 cells bigger on each side in generation 75; the process repeats. The overall growth is linear because each cycle is 12 generations longer than the last.
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 13th, 2021, 2:28 am
by LaundryPizza03
A dirty T-square generator dynamically similar to a quadratic replicator:
Code: Select all
x = 4, y = 4, rule = B3aijr4i6i/S2-in34i5i
bo$obo$b3o$2bo!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 13th, 2021, 6:47 pm
by hotcrystal0
Reposting something from the useless patterns thread
Code: Select all
x = 12, y = 12, rule = B3-ckq4cj5c8/S2-i34c5e
2b2o3b3o$3bo3bo2bo$o$2o5bo3bo$7b4o$8bo2$2ob2o$o3b2o$o3bo$bo2bo$3bo!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 14th, 2021, 7:17 am
by LaundryPizza03
p362 oscillator found while playing with a c/3d frontend:
Code: Select all
x = 8, y = 8, rule = B2-a3-i4r5-acn6ac8/S1c5-ei678
6bo$5b3o$2bob3o$3b3o$b4o$3bobo$3bo$o!
1085-generation methuselah:
Code: Select all
x = 4, y = 4, rule = B2-a3-i4r5-acn6ac8/S1c5-ei6-k78
3bo$2bo$bo$o!
652-generation methuselah:
Code: Select all
x = 4, y = 4, rule = B2-a3-i4r5-acn6c8/S1c5-ei6-k78
3bo$2bo$bo$o!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 14th, 2021, 9:00 am
by hotdogPi
8c/76d
Code: Select all
x = 5, y = 5, rule = 23-a6/2-a3-j45/4
2.2A$.ABAC$AB$2A$.C!
Same pattern, one transition away: P80
Code: Select all
x = 5, y = 5, rule = 23-a5y6/2-a3-j45/4
2.2A$.ABAC$AB$2A$.C!
Same pattern, one transition away from the original: c/156d in the other direction
Code: Select all
x = 5, y = 5, rule = 23-a4n6/2-a3-j45/4
2.2A$.ABAC$AB$2A$.C!
It's a failed 7c/34d puffer with S5n added to the original. However, by also adding B8, it becomes a P272 7c/34d spaceship.
Code: Select all
x = 5, y = 5, rule = 23-a5n6/2-a3-j458/4
2.2A$.ABAC$AB$2A$.C!
(Edited to remove B6n: it didn't matter for either of the first two, and it caused the third one to be two transitions away from the first instead of one.)
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 14th, 2021, 9:09 am
by yujh
P188
Code: Select all
x = 5, y = 5, rule = 23-a6-i/2-a3-j4-e56in/4
2.2A$.ABAC$AB$2A$.C!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 14th, 2021, 4:46 pm
by LaundryPizza03
A c/3 diagonal the looks like a random soup.
Code: Select all
x = 9, y = 9, rule = B2ekn3aeiqr4-acjqz5ace6aek78/S1c3ijry4eijkqy5-jr6-ik78
2obo2bo$obo$b4ob2o$2ob3obo$4o3bo$4b3obo$ob3ob3o$o2bo2b3o$bo3b3o!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 15th, 2021, 4:55 am
by FWKnightship
8c/56 replicator-based spaceship in B2ac/S:
Code: Select all
x = 3072, y = 2493, rule = B2ac/S
2025bobo4$2026bo2$2024bo3bo2$2026bo$2025b2o2$2024bo7$2022b2o14bo$2038b
o$2024bo15bo6$1982bo$1982bo$1984bo6$1926bo$1926bo$1928bo6$1870bo$1870b
o$1872bo154b2o29b2o$2055b2o$2029bo2$2059bo$2055bo$1814bo$1814bo$1816bo
241b2o$2055b2o4$2025b2o$1758bo$1758bo265bo$1760bo297b2o$2055b2o3$2059b
o$2055bo$1702bo319b2o$1702bo$1704bo319bo33b2o$2055b2o5$1646bo$1646bo$
1648bo409b2o$2055b2o3$2059bo$2055bo$1590bo$1590bo$1592bo465b2o$2055b2o
5$1534bo$1534bo$1536bo490b2o2$2029bo4$1478bo$1478bo$1480bo5$2025b2o$
1422bo$1422bo601bo$1424bo6$1366bo655b2o$1366bo$1368bo655bo6$1310bo$
1310bo$1312bo6$1254bo$1254bo$1256bo6$1198bo$1198bo$1200bo826b2o29b2o$
2055b2o$2029bo2$2059bo$2055bo$1142bo$1142bo$1144bo913b2o$2055b2o4$
2025b2o$1086bo$1086bo937bo$1088bo6$1030bo991b2o$1030bo$1032bo991bo8$
2058b2o$2055b2o3$2059bo$2055bo3$2058b2o$2055b2o2$1010b2o$1013b2o3$
1010bo$1014bo1012b2o2$2029bo$1010b2o$1013b2o7$1010b2o$1013b2o$2025b2o
2$1010bo1013bo$1014bo3$1010b2o$1013b2o2$2022b2o2$2024bo8$2058b2o$2055b
2o3$2059bo$2055bo3$2058b2o$2055b2o$1013b2o$1010b2o3$1014bo$1010bo$
2027b2o29b2o$2055b2o$1013b2o1014bo$1010b2o$2059bo$2055bo3$2058b2o$
2055b2o$1013b2o$1010b2o2$2025b2o$1014bo$1010bo1013bo3$1013b2o$1010b2o
3$2022b2o2$2024bo14$1013b2o$1010b2o3$1014bo$1010bo3$1013b2o$1010b2o$
2027b2o2$2029bo11$2025b2o2$2024bo7$2022b2o$1010bo$1010bo7bo1005bo$
1012bo$1016bo5$954bo31bo$954bo31bo$956bo31bo6$898bo31bo$898bo31bo$900b
o31bo6$842bo31bo$842bo31bo1152b2o$844bo31bo$2029bo2$1015b2o$1012b2o$
1015b2o$786bo31bo193b2o$786bo31bo$788bo31bo3$1015b2o$1012b2o1011b2o$
1015b2o$730bo31bo249b2o1010bo31b2o$730bo31bo1296b2o$732bo31bo1292bo$
2059bo$2057bo$1015b2o1042bo$1012b2o1042b2o$1015b2o1005b2o35b2o$674bo
31bo305b2o$674bo31bo1317bo$676bo31bo3$1015b2o$1012b2o$1015b2o$618bo31b
o361b2o1042b2o$618bo31bo1408b2o$620bo31bo1404bo$2059bo$2057bo$1015b2o
1042bo$1012b2o1042b2o$1015b2o1042b2o$562bo31bo417b2o$562bo31bo$564bo
31bo3$1015b2o$1012b2o$1015b2o$506bo31bo473b2o$506bo31bo1488b2o$508bo
31bo$1016b2o1011bo$1013b2o$1016b2o$1013b2o2$450bo31bo$450bo31bo$452bo
31bo$1016b2o$1013b2o$1016b2o$1013b2o1010b2o2$394bo31bo1597bo31b2o$394b
o31bo1632b2o$396bo31bo1628bo$1016b2o1041bo$1013b2o1042bo$1016b2o1041bo
$1013b2o1041b2o$2022b2o35b2o$338bo31bo$338bo31bo1653bo$340bo31bo$1016b
2o$1013b2o$1016b2o$1013b2o2$282bo31bo$282bo31bo$284bo31bo6$226bo31bo$
226bo31bo$228bo31bo6$170bo31bo1853b2o$170bo31bo1824b2o30b2o$172bo31bo
1852bo$2029bo29bo$2057bo$2059bo$2056b2o$2059b2o$114bo31bo$114bo31bo$
116bo31bo4$2025b2o2$58bo31bo1933bo31b2o$58bo31bo1968b2o$60bo31bo1964bo
$2059bo$2057bo$2059bo$1040bo1015b2o$990bo49bo981b2o35b2o$2bo31bo955bo
47bo1044bo$2o32bo957bo1031bo56bobo$36bo$bo$3bo$bo$3bo1092bo957b2o$2o
932bo161bo960b2o$3b2o929bo159bo1012bo31bo$2o934bo1168bobo29bobo$3b2o
2049bo$bo2056bo$3bo$bo$3bo1148bo901b2o$2o876bo273bo904b2o$3b2o873bo
271bo1012bo31bo$2o878bo1280bobo29bobo$3b2o$bo$3bo$bo$3bo1204bo$2o820bo
385bo$3b2o817bo193b2o188bo1012bo31bo$2o822bo188b2o1012b2o188bobo29bobo
$3b2o1013bo$bo1010bo1016bo$3bo1012b2o$bo1011b2o$3bo1260bo$2o764bo497bo
$3b2o761bo249b2o244bo1012bo31bo$768bo244b2o1258bobo29bobo$1018bo$1012b
o$1016b2o$1013b2o$1320bo704b2o27b2o$710bo609bo736b2o$710bo305b2o300bo
705bo306bo31bo$712bo300b2o1314bobo29bobo$1018bo1035bo$1012bo1045bo$
1016b2o$1013b2o$1376bo677b2o$654bo721bo645b2o33b2o$654bo361b2o356bo
1012bo31bo$2o654bo356b2o1009bo360bobo29bobo$3b2o1013bo$bo1010bo$3bo
1012b2o$bo1011b2o$3bo1428bo$2o596bo833bo$3b2o593bo417b2o412bo1012bo31b
o$2o598bo412b2o1426bobo29bobo$3b2o1013bo$bo1010bo$3bo1012b2o$bo1011b2o
$3bo1484bo$2o540bo945bo$3b2o537bo473b2o468bo1012bo31bo$544bo468b2o
1482bobo29bobo$1018bo$1012bo$1016b2o$1013b2o$1544bo$486bo1057bo$486bo
1055bo1012bo31bo$488bo1538b2o524bobo29bobo2$2029bo3$1600bo$430bo1169bo
$3b2o425bo1167bo1012bo31bo$2o430bo2176bobo29bobo$3bo$bo$3bo2049b2o$bo
2054b2o$3b2o1651bo368b2o$2o372bo1281bo$3b2o369bo1279bo369bo28bo613bo
31bo$2o374bo1680bo607bobo29bobo$3bo$bo$3bo2049b2o$bo2054b2o$3b2o1707bo
$2o316bo1393bo309b2o$318bo1391bo1012bo31bo$320bo1703bo696bobo29bobo5$
1768bo$262bo1505bo$262bo1503bo1012bo31bo$264bo2512bobo29bobo5$1824bo$
206bo1617bo$206bo1615bo1012bo31bo$208bo2624bobo29bobo3$2053b2o$2056b2o
$1880bo$150bo1729bo$150bo866b2o859bo174bo837bo31bo$152bo861b2o1011b2o
28bo831bobo29bobo$1019bo$1013bo1015bo$1017b2o1034b2o$1014b2o1040b2o$
1936bo$94bo1841bo$94bo922b2o915bo1012bo31bo$96bo917b2o1929bobo29bobo$
1019bo$1013bo$1017b2o$1014b2o$1992bo32b2o$38bo1953bo$38bo1951bo33bo
978bo31bo$40bo2960bobo29bobo4$14bobo$16bo$2022b2o79bo$2101bobo955bo$
2024bo28b2o1002bobo$2056b2o$2053b2o$2056b2o$70bobo$72bo$2159bo$1018b2o
1137bobo$1015b2o1036b2o$1020bo1035b2o1011b2o$1014bo1038b2o1011b2o$
1018b2o1036b2o1013bo$126bobo886b2o2048bo$128bo2940b2o$2215bo850b2o$
1018b2o1193bobo$1015b2o$1020bo2048b2o$1014bo2051b2o$1018b2o2051bo$182b
obo830b2o2048bo$184bo2884b2o$2271bo794b2o$2269bobo2$3069b2o$3066b2o$
3071bo$238bobo2824bo$240bo2828b2o$2327bo738b2o$2325bobo$2053b2o$2056b
2o1011b2o$2053b2o1011b2o$2056b2o1013bo$294bobo2768bo$296bo1728b2o1042b
2o$2383bo682b2o$2024bo356bobo$2053b2o$2056b2o$2053b2o$2056b2o$350bobo$
352bo$2022b2o415bo$2437bobo$2024bo28b2o$2056b2o$2053b2o$2056b2o$406bob
o$408bo$2495bo$1018b2o1473bobo$1015b2o1036b2o$1020bo1035b2o$1014bo
1038b2o$1018b2o1036b2o$462bobo550b2o$464bo$2551bo$1018b2o1529bobo$
1015b2o$1020bo$1014bo$1018b2o$518bobo494b2o$520bo493b2o$1017b2o1588bo$
1013bo1591bobo$1019bo$1014b2o$1017b2o2$574bobo$576bo437b2o$1017b2o
1644bo$1013bo1647bobo$1019bo1033b2o$1014b2o1040b2o$1017b2o1034b2o$
2056b2o$630bobo$632bo1392b2o$2719bo$2024bo692bobo$2053b2o1011b2o$2056b
2o1011b2o$2053b2o1010bo$2056b2o1013bo$686bobo2377b2o$688bo2380b2o$
2022b2o751bo$2773bobo$2024bo27b2o1012b2o$2055b2o1012b2o$2052b2o1011bo$
2055b2o1014bo$742bobo2321b2o$744bo2324b2o$2831bo$2829bobo$2052b2o1012b
2o$2055b2o1012b2o$2052b2o1011bo$2055b2o1014bo$798bobo2265b2o$800bo
2268b2o$2887bo$2885bobo$2052b2o1012b2o$2055b2o1012b2o$2052b2o1011bo$
2055b2o1014bo$854bobo2209b2o$856bo2212b2o$2943bo$2941bobo$2052b2o$
2055b2o$2052b2o$2055b2o$910bobo$912bo$2999bo$2997bobo5$966bobo$968bo
1056b2o$3055bo$2024bo1028bobo5$3031bo$1016bobo2012bo$2022b2o1009bo2$
2024bo4$2975bo$1016bobo1956bo$2977bo6$2919bo$1016bobo1900bo$2921bo2$
2051b2o$2054b2o$2051b2o$2054b2o$2863bo$1016bobo1844bo$2865bo2$2051b2o$
2054b2o$2051b2o$2054b2o$2807bo$1016bobo1788bo$2809bo6$2751bo$1016bobo
1006b2o724bo$2753bo$2024bo5$2695bo$2695bo$2022b2o673bo2$2024bo4$2639bo
$2639bo$2641bo6$2583bo$2583bo$2585bo6$2527bo$2527bo$2529bo6$2471bo$
2471bo$2473bo6$2415bo$2025b2o388bo$2417bo$2024bo4$1016b2o$1019b2o1338b
o$1015bo1343bo$1021bo1000b2o31b2o304bo$1016b2o1034b2o$1019b2o1003bo30b
2o$2052b2o3$2303bo$2303bo$2055b2o248bo$2052b2o$2055b2o$2052b2o$1018b2o
$1015b2o$1020bo1226bo$1014bo1232bo$1018b2o1229bo$1015b2o5$2191bo$2191b
o$2193bo6$2135bo$2135bo$2137bo6$2079bo$2025b2o52bo$2081bo$2024bo3$
1018b2o$1015b2o$1020bo1032bo$1014bo$1018b2o1002b2o29bo$1015b2o$2024bo
4$2053bo2$2053bo6$2053bo2$2053bo5$1019b2o$1016b2o1035bo$1021bo$1015bo
1037bo$1019b2o$1016b2o4$2053bo2$2053bo5$1019b2o$1016b2o$1021bo1003b2o$
1015bo$1019b2o1003bo$1016b2o$996bo$994bo$994bo$2053b2o$2050b2o$2022b2o
29b2o$2050b2o$2024bo$940bo31bo48b2o$938bo31bo47b2o$938bo31bo50bo$1019b
o$1021bo$1019bo$1021b2o$1018b2o$884bo31bo$882bo31bo$882bo31bo6$828bo
31bo$826bo31bo$826bo31bo6$772bo31bo$770bo31bo$770bo31bo$2053b2o$2050b
2o$2053b2o$2050b2o2$716bo31bo272b2o$714bo31bo271b2o$714bo31bo274bo$
1019bo$1021bo1003b2o$1019bo$1021b2o1001bo$1018b2o$660bo31bo$658bo31bo$
658bo31bo1363b2o$2051b2o$2054b2o$2022b2o27b2o2$2024bo$604bo31bo$602bo
31bo$602bo31bo6$548bo31bo$546bo31bo$546bo31bo6$492bo31bo$490bo31bo$
490bo31bo6$436bo31bo$434bo31bo$434bo31bo1587b2o$2051b2o$2054b2o$2051b
2o$1022b2o$1019b2o$380bo31bo609bo$378bo31bo609bo$378bo31bo611bo$1020bo
$1022b2o1001b2o$1019b2o$2024bo2$324bo31bo$322bo31bo1700b2o$322bo31bo
1697b2o$2055b2o$2052b2o$2022b2o2$2024bo$268bo31bo$266bo31bo$266bo31bo
6$212bo31bo$210bo31bo1812b2o$210bo31bo1809b2o$2055b2o$2052b2o2$1022b2o
$1019b2o$156bo31bo833bo$154bo31bo833bo$154bo31bo835bo$1020bo$1022b2o$
1019b2o3$100bo31bo$98bo31bo$98bo31bo6$44bo31bo$42bo31bo$42bo31bo2$
2025b2o2$1066bo957bo$976bo91bo$20bo953bo93bo$18bo955bo$18bo$1022b2o$
1019b2o$2022b2o$1122bo$920bo102bo100bo899bo$918bo100bo104bo$918bo2$
1022b2o$6b2o1011b2o$9b2o$6b2o1170bo$9b2o853bo315bo$862bo317bo$862bo
1192b2o$2052b2o$2055b2o$6b2o2044b2o$9b2o$6b2o1226bo$9b2o797bo427bo$
806bo429bo$806bo3$6b2o$9b2o$6b2o1282bo$9b2o741bo539bo$750bo541bo$750bo
2$1022b2o$6b2o1011b2o$9b2o$6b2o1338bo$9b2o685bo326bo324bo$694bo324bo
328bo$694bo2$1022b2o$1019b2o1004b2o2$1402bo621bo$640bo763bo$638bo765bo
$638bo2$1022b2o$1019b2o$2022b2o$1458bo$584bo438bo436bo563bo$582bo436bo
440bo$582bo2$1022b2o$1019b2o2$1514bo$528bo987bo$526bo989bo$526bo5$
1570bo$472bo1099bo$470bo1101bo$470bo5$1626bo$416bo1211bo$414bo1213bo$
414bo2$1022b2o$1019b2o2$1682bo$360bo662bo660bo$358bo660bo664bo$358bo2$
9b2o1011b2o$6b2o1011b2o1004b2o$9b2o$6b2o1730bo285bo$304bo1435bo$302bo
1437bo$302bo1752b2o$2052b2o$9b2o1012b2o1030b2o$6b2o1012b2o1030b2o$9b2o
2011b2o$6b2o1786bo$248bo775bo771bo227bo$246bo773bo775bo$246bo2$9b2o
1012b2o$6b2o1012b2o$9b2o$6b2o1842bo$192bo1659bo$190bo1661bo$190bo2$9b
2o1012b2o$6b2o1012b2o$9b2o$6b2o1898bo$136bo887bo883bo$134bo885bo887bo$
134bo2$1023b2o$1020b2o2$1962bo$80bo1883bo$78bo1885bo$78bo5$2018bo$24bo
1995bo10bobo$22bo1997bo10bo$22bo5$44bo$42bobo6$2022b2o$100bo$98bobo
1923bo7$156bo$154bobo1900b2o$2054b2o2$1025b2o$1022b2o1034bo$2054bo2$
212bo813bo$210bobo809bo1036bo$2053bo2$1025b2o$1022b2o1034bo$2054bo2$
268bo$266bobo1790bo$2053bo3$2058bo$2054bo2$324bo$322bobo1734bo$2053bo
3$2058bo$2054bo2$380bo$378bobo1678bo$2053bo3$2058bo$2054bo$2022b2o$
436bo$434bobo1587bo34bo$2053bo3$2058bo$2054bo2$492bo$490bobo1564b2o$
2054b2o6$548bo$546bobo7$604bo$602bobo7$660bo$658bobo7$716bo$714bobo$
1021b2o$1024b2o3$1021bo$1025bo996b2o$772bo$770bobo1251bo$1021b2o$1024b
2o5$828bo$826bobo1228b2o$2054b2o3$2058bo$2054bo2$884bo$882bobo1174bo$
2053bo3$2058bo$2054bo2$940bo$938bobo1116b2o$2054b2o6$996bo$994bobo8$
2057b2o$2054b2o3$2058bo$2054bo$2022b2o2$2024bo34bo$2053bo3$2058bo$
2054bo3$2057b2o$2054b2o31$2057b2o$2054b2o3$2058bo$2054bo$2022b2o2$
2024bo34bo$2053bo3$2058bo$2054bo7$2057bo$2053bo3$2058bo$2052bo3$2057bo
$2053bo3$2056b2o$2053b2o21$2022b2o2$2024bo46$2022b2o2$2024bo24$2054b2o
$2051b2o3$2055bo$2051bo3$2056bo$2050bo3$2055bo$2051bo3$2055bo$2049bo3$
2053bo$2049bo$2022b2o2$2024bo29bo$2048bo3$2053bo$2049bo3$2052b2o$2049b
2o15$2052b2o$2049b2o3$2053bo$2049bo3$2054bo$2048bo3$2053bo$2049bo3$
2052b2o$2049b2o5$2022b2o2$2024bo8$2050b2o$2047b2o3$2051bo$2047bo3$
2052bo$2046bo3$2051bo$2047bo3$2052bo$2046bo3$2051bo$2047bo3$2052bo$
2046bo3$2051bo$2047bo3$2051bo$2045bo3$2049bo$2045bo$2022b2o2$2024bo25b
o$2044bo3$2049bo$2045bo3$2048b2o$2045b2o15$2048b2o$2045b2o3$2049bo$
2045bo3$2050bo$2044bo3$2049bo$2045bo3$2048b2o$2045b2o5$2022b2o2$2024bo
23$2045b2o$2042b2o3$2046bo$2042bo3$2047bo$2041bo3$2046bo$2042bo3$2045b
2o$2042b2o6$2022b2o2$2024bo7$2045b2o$2042b2o3$2046bo$2042bo3$2047bo$
2041bo3$2046bo$2042bo3$2045b2o$2042b2o14$2042b2o$2039b2o3$2043bo$2039b
o3$2022b2o20bo$2038bo$2024bo2$2043bo$2039bo3$2042b2o$2039b2o15$2042b2o
$2039b2o3$2043bo$2039bo3$2044bo$2038bo3$2043bo$2039bo3$2036bo6bo3$
2040bo$2036bo3$2041bo$2022b2o11bo2$2024bo$2040bo$2036bo3$2039b2o$2036b
2o15$2039b2o$2036b2o3$2040bo$2036bo3$2041bo$2035bo3$2040bo$2036bo3$
2033bo6bo3$2037bo$2033bo3$2038bo$2032bo$2022b2o2$2024bo12bo$2033bo3$
2038bo$2032bo3$2037bo$2033bo3$2038bo$2032bo3$2037bo$2033bo3$2036b2o$
2033b2o25$2022b2o2$2024bo3$2033b2o$2030b2o3$2034bo$2030bo3$2035bo$
2029bo3$2034bo$2030bo3$2033b2o$2030b2o26$2022b2o2$2024bo34$2030b2o$
2027b2o3$2031bo$2027bo3$2032bo$2026bo3$2022b2o7bo$2027bo$2024bo2$2030b
2o$2027b2o43$2022b2o$2025b2o$2028b2o2$2022bo2$2029bo2$2021bo2$2030bo2$
2022bo2$2029bo2$2022b2o$2025b2o$2028b2o30$2023b2o$2026b2o3$2023bo$
2027bo3$2022bo$2028bo3$2023bo$2027bo3$2023b2o$2026b2o31$2023b2o$2026b
2o3$2023bo$2027bo3$2022bo$2028bo3$2023bo$2027bo3$2022bo$2028bo3$2023bo
$2027bo3$2022bo$2028bo3$2023bo$2027bo$2023bo$2023bo$2023bobo5$2047bo
31bo$2047bo31bo$2045bo31bo6$2103bo31bo$2103bo31bo$2101bo31bo6$2159bo
31bo$2159bo31bo$2157bo31bo6$2215bo31bo$2021b2o192bo31bo$2024b2o187bo
31bo$2021b2o$2024b2o4$2271bo31bo$2271bo31bo$2269bo31bo6$2327bo31bo$
2021b2o304bo31bo$2024b2o299bo31bo$2021b2o$2024b2o4$2383bo31bo$2383bo
31bo$2381bo31bo6$2439bo31bo$2021b2o416bo31bo$2024b2o411bo31bo$2021b2o$
2024b2o4$2495bo31bo$2495bo31bo$2493bo31bo6$2020b2o$2023b2o$2020b2o$
2023b2o4$2538b2o$2535b2o3$2539bo$2535bo3$2540bo$2020b2o512bo$2023b2o$
2020b2o$2023b2o514bo$2535bo3$2540bo$2534bo3$2539bo$2535bo3$2540bo$
2534bo3$2539bo$2535bo3$2540bo$2534bo3$2539bo$2535bo3$2540bo$2534bo3$
2539bo$2535bo3$2538b2o$2535b2o6$2035bobo$2037bo7$2091bobo440b2o$2093bo
443b2o3$2534bo$2538bo3$2147bobo383bo$2149bo389bo3$2534bo$2538bo3$2203b
obo327bo$2205bo333bo3$2534bo$2538bo3$2018b2o239bobo271bo$2021b2o238bo
277bo$2017bo$2023bo$2018b2o514bo$2021b2o515bo3$2315bobo215bo$2317bo
221bo3$2534bo$2538bo3$2018b2o351bobo159bo$2021b2o350bo165bo$2017bo$
2023bo$2018b2o514bo$2021b2o515bo3$2427bobo103bo$2429bo109bo3$2534bo$
2538bo3$2019b2o462bobo47bo$2022b2o461bo53bo$2018bo$2024bo$2019b2o$
2022b2o515bo$2537bo3bo$2537bo3bo$2541bo5$2483bo$2481bo$2481bo6$2427bo$
2425bo$2425bo6$2371bo$2369bo$2369bo6$2315bo$2313bo$2313bo6$2259bo$
2257bo$2257bo6$2203bo$2201bo$2201bo6$2147bo$2023b2o120bo$2020b2o123bo$
2023b2o$2020b2o4$2091bo$2089bo$2089bo6$2035bo$2033bo$2033bo!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 15th, 2021, 11:26 am
by LaundryPizza03
Boxy 13c/64 diagonal:
Code: Select all
x = 10, y = 6, rule = B2cei3aejk4arw56ckn78/S1c2i3aijnr4aqr5ai6-c7c8
8bo$b2o5bo$5bo2b2o$o4bob2o$3o4bo$b2o!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 15th, 2021, 12:29 pm
by LaundryPizza03
Found a couple fo spacefillers with a self-regenerating c/3 diagonal frontend. If perturbed right, it can be used to make a spaceship.
Code: Select all
x = 3, y = 3, rule = B2cei3aejk4arw5ak6n7/S1c2i3ijknr4aeqr5aij6an7c8
2bo$bo$obo!
Code: Select all
x = 3, y = 3, rule = B2e3aei4e/S2ae3jnr
3o$obo$2o!
Still looking for one that is easy to destroy cleanly.
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 15th, 2021, 12:34 pm
by iNoMed
Direct spaceship, found with the usual RLS:
Code: Select all
x = 14, y = 15, rule = B2cei3aejk4arw5ak6n7/S1c2i3ijknr4aeqr5aij6an7c8
6bobo$7bo$6bo3bo2$7bobo2$obo4b2o2bobo$bo2bob5o$o5b6o$4bo2b4o$2bo4b4o$
7b2o$7bo3bo$6bo$7b2o!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 15th, 2021, 5:01 pm
by LaundryPizza03
4 c/3 diagonals that are by-products of an LLS search:
Code: Select all
x = 13, y = 13, rule = B2-ak3kq4jnrw5aq678/S1c2ek3ce4ijntz5-cqr6ac78
2bo$b6o$11o$b7obobo$b8o2bo$b7ob2o$b5o2b2ob2o$2b4o3b2o$2bobobobobo$2b2o
b3obo$2bo2bob2obo$3b2obo$6bo!
Code: Select all
x = 13, y = 13, rule = B2-a3-aikq4eiknrt5acijn6-cn78/S1c2eik3-aciq4ijknrt5-kq678
5o$9o$12o$10obo$10ob2o$b8obo$b7o3bo$b7obo$b5o4bo$2b3o2bobo$2bo2bo2bo$
2b3obo$4bo!
Code: Select all
x = 11, y = 11, rule = B2cin3-ikr4ijqy5-cry6acn78/S3-aeq4cjkqrz5aciny6-n78
b2o$7o$9o$b7ob2o$b7o2bo$b6o$b5o4bo$2b3o2bobo$2bo6b2o$3bo3b3o$3b2obobo!
Code: Select all
x = 13, y = 13, rule = B2cei3cejny4cejkrt5-cnq6cek78/S3-ajk4-acty5-cekr6-ei78
2b2o$b7o$12o$12o$b10obo$b9ob2o$b8o2bo$b10obo$2b6o$2b4obo2bobo$2b3o2bob
obo$2b2ob2o3bo$4b2obobo!
Re: Miscellaneous Discoveries in Other Cellular Automata
Posted: March 16th, 2021, 4:55 pm
by hotcrystal0
drc wrote: May 27th, 2016, 11:46 am
Weird spaceship based on LWSS':
It can remove a dot from a different, similar spaceship in the same rule, while also preserving the dot on the ship. It's hard to describe:
Code: Select all
x = 7, y = 12, rule = B2i35r/S023-a4i
3bo$3bo$3bo2$3bo3$bo3bo$3ob3o$obobobo$b2ob2o$b2ob2o!
one that's based off the middleweight spaceship:
Code: Select all
x = 6, y = 11, rule = B3-enqy4ntw5r/S234ci6a
2bo$o3bo$5bo$o4bo$b5o2$b5o$o4bo$5bo$o3bo$2bo!
it can convert a beehive to a pi
Code: Select all
x = 19, y = 11, rule = B3-enqy4ntw5r/S234ci6a
2bo$o3bo$5bo$o4bo$b5o10b2o$15bo2bo$b5o10b2o$o4bo$5bo$o3bo$2bo!