Miscellaneous Discoveries in Other Cellular Automata

For discussion of other cellular automata.
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jimmyChen2013
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by jimmyChen2013 » March 9th, 2018, 1:03 am

11c/22

Code: Select all

x = 27, y = 5, rule = B34ce5cen67c8/S2-ai3acein4ce5j67c8
2b2o$b2obo16b3ob2o$5o16b2o2b2o$b2obo16b3ob2o$2b2o!
looks like a back rake at first until the "spaceships" explode

might be useful for construction rakes?

Code: Select all

x = 8, y = 13, rule = B3aeiqr4-aijn5c6cei7/S2cn3-ajr4ceiqt5eijkq6-a7c8
2bo$b3o$5o$b5o$2b5o$3b5o$2b5o$b5o$5o$4o$3o$2o$o!

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77topaz
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by 77topaz » March 9th, 2018, 7:31 pm

Some interesting behaviour in close Life variants:

In B34w/S23, the traffic light sequence produces four puffers:

Code: Select all

x = 3, y = 3, rule = B34w/S23
3o$obo$3o!
In B34w/S23-c, it becomes an explosive failed replicator:

Code: Select all

x = 3, y = 3, rule = B34w/S23-c
3o$obo$3o!
But in B34w/S23-c4w, it just dies out:

Code: Select all

x = 3, y = 3, rule = B34w/S23-c4w
3o$obo$3o!
As a result, the first two rules are too explosive to be apgsearchable, but the third should be apgsearchable (and has some interesting patterns, like a natural 2c/7 diagonal and a natural c/14 diagonal).

EDIT: In B34w/S234w, the traffic light becomes a p9 oscillator instead:

Code: Select all

x = 3, y = 3, rule = B34w/S234w
3o$obo$3o!
Last edited by 77topaz on March 16th, 2018, 6:06 pm, edited 1 time in total.

AforAmpere
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by AforAmpere » March 10th, 2018, 3:45 pm

Probably the most survival conditions you can put in a rule with spaceships, it has all but S2a, S2c and S5i:

Code: Select all

x = 6, y = 4, rule = B2-a3-i56-c78/S012-ac345-i678
bo2bo$ob2obo$6o$6o!
I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules. I also wrote EPE, a tool for searching in the INT rulespace.

Things to work on:
- Find (7,1)c/8 and 9c/10 ships in non-B0 INT.
- EPE improvements.

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BlinkerSpawn
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by BlinkerSpawn » March 10th, 2018, 4:48 pm

AforAmpere wrote:Probably the most survival conditions you can put in a rule with spaceships, it has all but S2a, S2c and S5i:

Code: Select all

x = 6, y = 4, rule = B2-a3-i56-c78/S012-ac345-i678
bo2bo$ob2obo$6o$6o!

Code: Select all

x = 2, y = 3, rule = B2a3r/S1c2345678
2o2$o!

Code: Select all

x = 3, y = 2, rule = B2a3i/S012-a3-i45678
3o$bo!
LifeWiki: Like Wikipedia but with more spaceships. [citation needed]

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praosylen
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by praosylen » March 10th, 2018, 4:53 pm

BlinkerSpawn wrote:
AforAmpere wrote:Probably the most survival conditions you can put in a rule with spaceships, it has all but S2a, S2c and S5i:

Code: Select all

x = 6, y = 4, rule = B2-a3-i56-c78/S012-ac345-i678
bo2bo$ob2obo$6o$6o!

Code: Select all

x = 2, y = 3, rule = B2a3r/S1c2345678
2o2$o!

Code: Select all

x = 3, y = 2, rule = B2a3i/S012-a3-i45678
3o$bo!

Code: Select all

x = 4, y = 4, rule = B1e4a/S01234-a5678
o2bo$4o$4o$b2o!
former username: A for Awesome
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LaundryPizza03
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by LaundryPizza03 » March 10th, 2018, 7:40 pm

danny wrote:Are these the smallest examples of patterns that are non-trivial and cannot be still lifes in any expanding rule?

Code: Select all

x = 10, y = 3, rule = B2e3aceij5-ijr/S23-a4
2bo4bo$b2o4bo$o6bobo!
EDIT: Although the right one is arguably trivial.
Whatever "trivial" means, I came up with this single pattern as the smallest that cannot be a still life in any rule with the transitions that allow a pattern to expand:

Code: Select all

x = 3, y = 3, rule = B12ace3ai/S1c2a3e4n
3o$bo$o!

Code: Select all

x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!
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LaundryPizza03
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by LaundryPizza03 » March 10th, 2018, 9:28 pm

Possibly the first non-exploding B2a3i rule:

Code: Select all

x = 64, y = 64, rule = B2a3air4irw5ci6c/S2i3e4r5i6c7c8
b2obobob2obo2b5o2bo5b5ob3o3bo2b2obo2bob2obob2o3b3o$3bobo2b3ob4o3bob2ob
obo2b8obo5b5o2bobo3b4ob2o$2bob2o2bo4bobo3b2ob2o7bo2b2ob3ob3o2b4o2b3o2b
2o3b2o$3bo3bobo4b2o2b2ob2o2b2o2bo2bo8b2obo2bo2b2o4b4ob2o$b2ob3obob3ob
2ob2ob5ob2ob3o4bo2b2ob3o2b2obob3ob2o2b4o$o2b3o2bo2bo2bo2b4ob2o2bobob2o
bobo3bobob2obob2o2b5obob3o$bo2bo4b3o3bobo4b3o3b2o3bo4b5ob2o2bo2bob2obo
3bo2bo$4obo5b5o2b3o2bo2bo2bo2b2o3bobo4b2o2b4o2b3ob3o$2ob7o4b2o2bo2bobo
3b2ob5obob2o5b2ob5obo2bo3b3o$2o3bob6obo2bo2b7obob2ob2obobob4obo6bo2bob
ob3obo$o2b4ob3ob2ob2ob2ob2o4b4obob2o2bob2o2bob3o10bo2bo$b4obobo2b4obob
2obobobo2bobo2b3obo2bo6b4obo5b2o$2bo7bo3bo2bo3b3o2b3o4bobobob2o7b2o2bo
2b3o2b3o$2obobo2bo3bo3b3obob3o2bo4bobo3b2o4b2o4bo2b3o3b2obo$5obo2b2o2b
obobo5bo2bobo2bo3b4o3bo3bobobob2ob2obob2o$b6o4bob3obo2bob2ob2obobo3b2o
bo4b2o7bob2o2b2o$2obo4b3obo2bob4obo3bo3bob2o2bo2bo4b3obob7ob2o2bo$2bo
4bobob3o3b5obob2o3bo3bobo2bo3bobo3b4o2bo6b2o$obo2b2o3b3obob4o3bo2b4o3b
2o2b2o4bo6b2ob2o2bob3o$3o2b2obo4b2ob2o2b2obo3b2obob2o2bob2obob2o5b2ob
3o2bo2bobo$6b4obo3bo2b2obob2o4b2obob3o2b2o3bob2o4b2o2b2o3bobo$bob2obo
3bobo2bo5b2obo7bo2bo2b5obo3b3obobo3b3o$2ob4o2bo3bo3bobobo3bob4ob2ob3o
3bo3b2obob3o7bob2o$5bo2bo4bo5b2o2bobo2bo2b3obob4o2bob2o3b3o2b4o3b2o$5b
o3bobob2ob3obo2b6ob2ob2o4b2o5bo2bo2bo7bo$obo3bo2b2o2b4obo3bobo4b2o2b2o
2bob2obob3ob6ob2o2b4o$5b4ob2o2bob3ob2o2bo2bob2obo6bobob2obobo4b5o2b4o$
2b2ob2o2bob2ob2obob4obo2b4obo2bobob4o3bobo3bo2bob2obo2bo$3ob3o3bo3bobo
6b2ob3obob4obobob4o2bo2b4ob2obo2bo$2b3ob2o4b2o3b2obob2o6b3obo2bo2b2ob
2obo2b2o2b7obobo$2bo2bob2obob2obob2o3b2obo4b3ob2o2bo2b2o2b3o2b2o3bo2b
2obobo$2b4o2b2obobo3bob6o5b2ob3obo4bo4b2obobo4b2o2bobo$o4b3obobob6o3b
2o2bo2b2o5bob2o4bo4bob7ob4o$b2o2bob7ob2obob2ob3o2b2obobo3b4obo2b2o2b2o
bob2ob7o$o5bo2bob2o3b3o2bo3b5ob2ob2ob2o3bo4bo2b3o2bo3bob2o$bo2bobo6bob
3ob5ob3obo2b3o2b2o2b2o3bo2b2o2bo2bo2b2o$obobo3bobobob5o2bob3ob4obobob
2o2bo2b4obo2b9ob2o$3bo4b3ob5ob2o3b3ob8obob3obob2ob2o2b2ob3ob5o$bo2b2ob
o2bo3bo2b2o3bo2b3ob4ob7o3bobo4b2obo2bob3obo$4o7bobob2o2b2o3bob2o2bo2b
3ob2o5bobob3o4b2o3bo2bo$5o4b2ob4o10bobob2ob2o3b2obo2b7ob2ob5ob2o$2bo3b
obob2o3bobo2bob3o4bo3b3o4b2obo4bo5b2o6bo$3b4o2bo3b3obobo6bobo4bobo2bob
ob7obo2bob3obo2b2o$2b3ob5ob3o2b2o2bob3o2b3o2bo2bo4b6o6b6o3bo$5bob6obob
obo3bo2bobo2b3obo3bob2ob2ob2obo2b4obob4o$2ob2obobo3b2obob2o7b2ob3ob2ob
o2bo2b2o2b3o4b2o5bobo$obo3b2ob4o2bob2o2b2ob3obobob4o4b5o8b3obob5o$2bo
3bo3b2ob3o2bo4bob3obo2bobobob2o2b2o2b5obobobob2o2b2o$o3bo4bob2ob2obo2b
3o3b3obo2b4ob3o3b3obobo2b2obob3o$o2bob2ob2o2b2o4b2ob2o3bob2ob2o2bo2bo
2bo5b2obobob2obo4b2o$6o2bo2bobobo3bo2b3o2bob4ob2obo3b7obo2bob2obob2o2b
o$bobobob2o3bobobo2bob4obob2ob3o5b2o2b2o3b3ob2ob5o$2bobo3b7o2bobob3o2b
3ob2o2b2ob2o4bob5o3bob3o3bobo$bobobobo2b3o3b3o5bo3b2obo2b7ob3ob4o3b6ob
2obo$o2b2o3bobo2b4o7b3o5b3obo2bo2b4o2bo4b3ob7o$o5bobobob2obo2bob2ob2ob
o2b2o8b2ob2o3bobo5b2o3b4o$bob2ob3obob2ob3obo2b3ob2o2b5obobo5bob4obo3bo
3bobobo$o3b4obobob2o3b3o4bob2o2bob3obob2obob4o2bob2obo2b2ob3o$o4b2obob
2obo6bo2bo2b2ob2ob4o6bob2o4bobo3b4o2bo$3b3o2b3o3bo3bo8b2ob2o3bob2ob4ob
4ob4o2bo2bo3bo$bobobo5b6ob3o2b2o3bob2o7b3obo2b4o3bo4bobo$2o3bo3b2ob7o
3b3o2b2obobo3bobob3obob2obob2o5b3obo$obob2o3b2obo4b2o2bob4o2bo4bob2o3b
4ob2obo2bo3bo2b2ob2o$bo4b3o2b2obobob2obo4bo2bo2b3obo2bob2ob3o4b2obo2b
4obo!
There isn't much interesting stuff, though.

Code: Select all

x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!
LaundryPizza03 at Wikipedia

AforAmpere
Posts: 1334
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by AforAmpere » March 10th, 2018, 10:58 pm

This rule has a ship, and only does not have 6 transitions:

Code: Select all

x = 3, y = 3, rule = B1e2-a3-i45678/S0123-a45-i678
bo$3o$3o!
Can that be improved?

EDIT, only missing 5:

Code: Select all

x = 2, y = 4, rule = B1e2-a3-i45678/S0123-a45678
bo$bo$2o$2o!
I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules. I also wrote EPE, a tool for searching in the INT rulespace.

Things to work on:
- Find (7,1)c/8 and 9c/10 ships in non-B0 INT.
- EPE improvements.

AforAmpere
Posts: 1334
Joined: July 1st, 2016, 3:58 pm

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by AforAmpere » March 11th, 2018, 6:34 pm

Width 2 C/16, the thinnest possible:

Code: Select all

x = 4, y = 2, rule = B01c2ac3ein4ai5ijr6-cn7/S01e2ack3ei4aint5aej6ik
2o$b3o!
I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules. I also wrote EPE, a tool for searching in the INT rulespace.

Things to work on:
- Find (7,1)c/8 and 9c/10 ships in non-B0 INT.
- EPE improvements.

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LaundryPizza03
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by LaundryPizza03 » March 16th, 2018, 12:52 am

This rule has two c/2 spaceships, a 16c/32 replicator, and a number of c/2 wickstretchers:

Code: Select all

x = 5, y = 23, rule = B2-a5y8/S2-c34r
2b2o$4bo$2b2o3$b3o$4bo$2b2o5$b3o$o3bo$b3o5$2b2o$4bo$4o$o!
The replicator can be capped by preblocks to form a p64 shuttle. If one of these is removed and replaced by an extra-long table, a p64 gun for the first ship results:

Code: Select all

x = 40, y = 8, rule = B2-a5y8/S2-c34r
34bo4bo$34b6o3$10b3o$9bo3bo$2o8b3o$bo!
There is also a natural 10-cell breeder:

Code: Select all

x = 7, y = 3, rule = B2-a5y8/S2-c34r
b3obo$o5bo$b3obo!
The average density from an unbounded random field is approximately 2.6%.

Code: Select all

x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!
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dani
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by dani » March 16th, 2018, 1:04 am

Binary ruler:

Code: Select all

x = 41, y = 29, rule = B2-a5y8/S2-c34r
2bo$o28b2o7b2o$bo26bo3bobobo3bo$29b2o7b2o4$18bo$17bobo$18bo4$29b2o7b2o
$28bo3bobobo3bo$29b2o7b2o4$18bo$17bobo$18bo4$29b2o7b2o$bo26bo3bobobo3b
o$o28b2o7b2o$2bo!
Look on the right

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BlinkerSpawn
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by BlinkerSpawn » March 16th, 2018, 8:41 am

Breeder is actually 9 cells:

Code: Select all

x = 6, y = 3, rule = B2-a5y8/S2-c34r
ob3o$5bo$ob3o!
Two replicator-based breeders:

Code: Select all

x = 8, y = 34, rule = B2-a5y8/S2-c34r
4b2o$4bo$3b3o4$4b3o$3bo3bo$4b3o16$b2o$3bo$3o5$4b3o$3bo3bo$4b3o!
LifeWiki: Like Wikipedia but with more spaceships. [citation needed]

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KittyTac
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by KittyTac » March 16th, 2018, 10:33 am

B234/S01234V can be used to see the bounding box of any connected pattern.

Code: Select all

x = 125, y = 130, rule = B234/S01234V
18$43bo$43b4o$43bo3bo$42bo5bo$42bo6bo$41bo8bo$41bo9bo$41bo10bo$41bo11b
o$41bo11bo$41bo12bo$41bo13bo$41bo13bo$41bo14bo48b3o$41bo15bo46bo3bo$
41bo15bo44b2o4bo$41bo16bo42b2o5bo$41bo16bo41bo6bo$41bo17bo39bo7bo$41bo
17bo38bo7bo$41bo18b2o34b2o8bo$41bo20bo31b2o9bo$41bo21bo28b2o11bo$41bo
21bo27bo12bo$41bo22bo24b2o13bo$41bo23bo21b2o14bo$41bo23bo19b2o16bo$41b
o24bo16b2o17bo$41bo24bo15bo19bo$41bo25bo13bo19bo$40bo12b15o13bo19bo$
40bo4b8o15b6o6bo19bo$40bo2b2o23bo5b2o3bo20bo$40b3o26bo6b4o18b2o$39b2o
28b2o6bo2bo16bo$37b2obo35bo4b2o13bo$36bo3bo33b2o7b2o11bo$35bo48bo10bo$
34b2o49bo8bo$33b2o51bo7bo$33bo52bo$33bo53bo$33bo53bo$33bo54bo$33bo54bo
$34bo54bo$31bo2bo54bo$32bo2bo15b7o31bo$32bo2bo13b2o5bo33bo$33bo2bo11b
5o3bo20bo12bo$33bo3bo8b4o2b4o21b2o12bo$34bo2bo8b7o18b11o9bo$35bo2bo10b
2o21b5o3bo11bo$35bo2bo10b2o17b4o6b2o12bo$36bobo11bo18b9o15bo$37b2o54bo
$38bo54bo$39bo23b2o28bo$39bo23b2o28bo$40bo22b2o28bo$41bo21b2o28bo$42bo
19bobo28bo$43bo7b3o8bo2bo27bo$44bo9b2o6bo2bo27bo$45bo10b2o3bo3bo7b2o
18bo$46bo10b5o3bo5b2o20bo$47bo18b2o2bo22bo$48bo18b3o22bo$49b2o41bo$51b
o40bo$51bo40bo$52bo38bo$53bo37bo$53bo36bo$54bo35bo$55bo33bo$54b2o31b2o
$56b5o25bo$61bo23bo$62b2o19b2o$64b2o15b2o$66b3o10b2o$69b10o!

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Macbi
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Macbi » March 16th, 2018, 12:12 pm

The Moore equivalent would be B2-ac3-i45678/S012345678. It has quite interesting behaviour on sparsely filled grids.

Code: Select all

x = 300, y = 300, rule = B2-ac3-i45678/S012345678
138bo6bo36bo9bo7bo16bo40bo$bo26bo9bo122bo31bo63bo32bo$28bo94bo11bo24bo
25bo40bo13bo22bo$13bo55bo31bo20bo11bo56bo$5bo80bo57bo13bo31bo3bo14bo3b
o32bo4bo31bo$23bo37bo97bo66bobo$14bo22bo11bo21bo11bo10bo11bo26bo45bo
63bo45bo$83bo28bo23bo45bo61bo52bo$18bo82bo30bo8bo53bo9bo79bo$bo15bo22b
o14bo5b2o76bo7bo25bo35bo24bo56bo$31b2o27bo2bo5bobo37bo70bo23bo8bo2bo4b
o3bo19bo8bo$57bo3bo6bo26bo45bo40bo49bo17bo40bo$22bo20bo11bo159bo8bo6bo
7bo2bo16bo2bo15bo$6bo40bo37bo15bo21bo38bobo67bo33bo$15bo65bo16bo54bo2b
o50bo48bo14bo$14b2o14bo5bo6bo6bo3bo25bo37bo10bo74bo7bo36bo$6bo100bo11b
o11bo$4bo27bo14bo20bo3bo6bo76bo33bo32bo12bo22bo6bo$39bo2bo4bo86bo40bo
4bo19bo78bo18bo$4bo17bo6bo24bo58bo40bo16bo4bo11bo2bo4bo51bo12bo19bo$
13bo6bo27bo9bo17bo36bo66bo58bo57bo$13bo20bo23bobo31bo22bo5bo7bo27bo41b
o12bobo$6bo2bo34bo83bo71bo15bo44bo31bobo$28bo77bo39bo56bo18bo37bo$41bo
70bo34bo15bo34bo7bo57bo13bo17bo$37bo36bo8bo44bo4bo24bo7bo23bo16bo$9bo
34bo26bo2bo14bo53bo117bo$45bo6bo50bo21bo8bo8bo3bo19bo11bo11b2o38bo49bo
$11bo7bo71bo7bo16bo13bo45bo63bo$27bo2bo19bo29bo21bo10bo111bo71bo$18bo
21bo2bo70bo24bo82bo43bo$38bo23bobo53bo53bo9bo59bo20bo$118bo41bo62bo44b
o$41bo69bo16bo52bo13bo19bo17bo$3bo16bo2bo96bo2bo33bo18bo63bo46bo8bo$3b
o40bo118bo12bo41bo$3bobo16bo29bo91bo48bo11bo16bo8bo61bo$11bo22bo34bo4b
o54b2o8bo31bo64bo62bo$28bo6bo24bo24bo5bo14bo48bo10bo34bo20bo34bo4bo6bo
$o24bo35bo69bo22bo9bo25bobo$26bo38b2o87bo24bo52bo3bo53bo$6bo23bo60bo
52bo47bo38bo49bo$29b2o14bo6bo8bo24bo5bo23bo36bo101bo29b2o$27bo11bo27bo
74bo22bo40bo18bo49bo$5bo25bo21bo46bo74bo42bo16bo15bo2bo27bo2bo$11bo4bo
58bo32bo60bo18bo93bo$76bo65bo17bo7bo50bo22b2o14bo$67bo42bo15bo5bo10bo
35bo4bo$34bo37bo34bo15bo22bo36bo43bo64bo$4b2o18bo38bo21bo97bo36bobo2bo
46bo11bo$6bo20bo2bo78bo124bo41bo$4bo26bo14bo24bo25bo17bo33bo35bo68bo$
21bo22bo9bo8bo5bo22bo14bo47bo4bo126bo$41bo18bo12bo109bo36bo2bo6bo40bo
3bo4bo$37bo58bo16bo50b2o22bo47b2o12bo11bo7bo$6bo29bo14b2o17bo27bo32bo
38bo3bo3bo20bo25bo56bo$18bo48bo11bo196bo$2bo8bo5b2o21bo37bo10bo81bo6bo
67b3o$28bo9bo24bo76bo56bo57bo36bo$38bo4bo16bo39bo124bo4bo$40bo9bo5bo
27bo16bo46bo18bo20bo$8bobo9bo5bo49bo17bobo31bobo3b2o95bo3bo28bo4bo$9bo
37bo84bo7bo17bobo2bo47bo41bo12bo29bo$7bo59bo9bo18bo19bo88bo31bo11bo11b
o$76bo40bo56bo111bo2bo$27bo2bo21bo17bo37bo11bo54bo5bo30bo37b2o42bo$24b
o34bo40b2o83bo39bo$98bo11bo26bo33bo10bo42bo7bo52bo8bo$3bo14bo60bo2bo
46bo2bo2bo18bo48bo14bo56bo$24bo6bo51bo38bo12bo3bo8bo44bo35bo29bo10bo8b
o$5bo117bo81bo52bo4bo$39bo18bo23bo28bo41bo5bo54bo13bo55bo$15bo5bo7bo
49bo30bo78bo68bo37bo$43bo20bo118bo6bo31bo3bobo4bo12bo25bo10bo$o100bo
11bo28bo25bo37bo20bo43bo$32bo46bo17bo174bo$22bo4bo55bo18bo23bo51bo49b
2o3bo34bo$15bo3bo9bo36bo20bo37bo134bo10bo5bo$21bo94bo82bobo15bo16bo36b
o5bo$23bobo4bo7bo54bo8bo9bo83bo71bo16bo8bo$57bo24bo28bo19b2o27bo42bo5b
o19bo14bo$8bo2bo5bo21bo20bo76bobo16bo36bo30bo9bo$83bo77bo12bo15bo32bo
15bo41bo$12bo43bo24bo7bo11bo37bo6bo67bo52bo$6bo7bo73bo6bo35bo20bo36bo
31bo8bo38bo$3bo84bo24bo19bobo55bo6bo$32bo22bo25bo8bo7bo29bo15bo15bo65b
o10bo12bo8bo$17bo19bo79bo30bo42bo18bo34bo49bo$89bo25bo23bo3bo2bo59bo
74bo14bo$82bo19bo5bo16bo111bo19bo29bo10bo$3bo13bo83bo35bo11bo10bo$25bo
7bo98b2o56bo3bo27b2o9bo2bo25bo20bobo3bo3bo$9bo10bo15b2o2bobo59bo15bo
45bo36bo28bo63bo$6bo82bo73b2o47bo35bo42bo$73bo16bo29bo18bo17bo100bo19b
o2bo$4bo26bo10bo25bo38bo9bo31bo27bo2bo13bo4bo41b2o$76bo22bo5bo2bo62bo
3bo49bo11bo10bo6bo$34bo48bo2bo17bo10bo36bo83bo22bo33bo$5bo103bo25bo31b
o37bo11bo20bo37bo$12bobo100bo89bo4bo87bo$3bo58bo6bo10bo18bo24bo54bo67b
o$16bo44bo21bo10bo31bo12bo26bo25bo61bo$172bo$4bo22bo24bo29bo64bo98bobo
3bo$o5bobo25bo62bo19b2o12bo14bo33bo9bo16bo20bo7bo11b2o$4bo30bo64bo6bo
58bo3bo4bo24bo55bo10bo11bo5bo$12bo35b2o51bo16bo5bo65bo23bo5bo$2bo186bo
70bo$22b2o42bobo24bo47bo19bo31bo13bo6bo55bo$90bo71bo21bo70bo$63bo20bob
o29bo38bo37bo9bo44bo26bo$68bo29b2o57bo24bo12bo10bo18bo38bo$15bo8bo31bo
21bo65bo23bo37bo31bo31bo17bo3bo$22bo24bo19bo64bo66bo7bo14bo$16bobo37bo
19bo20bo9bo38b2o23bo57bo46bo$56bo54bo18bo8bo30bo85bo$47bo31bo20bo6bo2b
o25bobo2bo14bo70bo39bo28bo$18bo18bo49bo91bo12bo14bo90bo$14bo56bo50b2o
42bo18bo12bo18bobo23bo14bo40bo$14bo17bo7bo21bo128bo46bo$15bo9bo53bo43b
o33bo31bobo14bo87bo$16bo38bo28bo18bo31bo20bo132bo$19bo53bo10bo36bo22bo
32bobo40bo62bo14bo$54bo9bo134bo4bo22bo44bo$49bo6bo43bo20bo38bo25bo16b
2o21bo31bo7bo12bo16bo$6bo55bo16bo18bobo59bo36b2o49bo6bo$9bo71bo30bo12b
o32bo68bo22bo$90bo36bo26bo34bo27bobo20bo41bo$30bo17bo14bo20bo56bo14bo
22bo28bo59bo16bo$28bo11bo103bo2bo38b2o30bo8bo14bo$8bo25bo58bo110bo4bo
46bo$56bo50bo39bo50b2o50bo4bo21bo$45bo31bo53bo34bo17bo73b2o13bo19bo$9b
o13bo121bo29bo16bo17bo11bo37bo32bo$8bo38bo36bo41bo104bo$10bo39bo15bo
34bo59bo16bo10bo2bo14bo4bo24bo18bo33bo$3bo8bo19bo36bo63bo30bo16bo5bo2b
o45bo53bobo$17bo7bo31bo156bo65bo$44bo90bo2bobo5bo34b2o13bo26bo51bo12bo
$37bo4bo26bo36b2o28bo13bo19bo17bo44bo$16bo74bo15bo18bo3b2o15bo109bo$
91bo22bo26bo58bo87bo$bo34bo95bo22bo66bo$2bo9bo12bo57bo18bo104bo13bo43b
o$4bo31bo89bo38bobo13bo2bobo58bo15bo$7bo28bo22bo10bo91bo57bo18bo$71bo
30bo116bo23bo19bo34bo$14bo18b2o19bo73bo15bo9bo31bo4bo31bo$29bo21bo26bo
17bo14bo34bo72bo11bo3bo35bo13bo$12bo27bo22bo76bo20bo55bo43bo5bo$20bo
56bo10b3o37bo38bo9bo88bo17bo$35bo3bo21bo4bo10bo45bo67bo14bo8bo68bo6bo$
2bo93bo19bo66b2o76bo$32bo14bo3bo54bo37bo30bo20bo42bo2bo16bo$60bo7bo5bo
10bo40bo10bo31bo$27bo88bo8bo35bo13bo9bo25bo5bo$44bo5bo111bo22bo27bo15b
o$6bo39bo23bo35bo54bo29bo4bo23bo5bo9bo9bo36bo$12bo41bo12bo53bo15bo33bo
78bo21bo18bo$15bo10bo42bo4bo35bo33bo24bo27b2o2bo51bo3bo22bo$3bo13bobo
74bo29bo12bo58bo2bo6bo4bo11bo27bo24bobo$49bo110bo27bo14bo23bo8b2o$99bo
13bo7bo15bob2o103bo20bo$186bo13bo37bo6bo11bo$15bo71bo131bo16bo9bo50bo$
41bo52bo8bo120bo9bo26bo22bo$o112bo48bo39bo7bo$24bo24bo7bo28bo27bo2bo
22bo6bo26bo54bo59bo4bo2bo$30bo5bo19bo54bobo45bo19bo20bo17bo9bob2o20bo
8bo$51bobo26bo7bo6bo5bo10bo49bo48bo44bo12bo$30bo77bo164bo18bo$40bo35bo
42bo15bo10bo35bo57bobo$31bo9bo47bo63bo21bo14bo18bo36bo8bo21bo$47bo9bo
61bo20bo49bo8bo92bo$62bo25bo17bo39bo14bo12bo7bo16bo9bo25bo$7bo9bo8bo4b
o13bo2bo86bo8bo5bo5bo56bo12bo9bo57bo$9bo3bo8bo46bo5bo2bo34bo8bo18bo12b
o18bo27bo3bo24bo31bo20bo$58bo42bo53bobo32bo26bo22bo33bo23bo$3bo35bo
125b2o50bo28bo43bo$67bo35bo17bo109bo44bo$19bo21bo5bo135b2obo36bo3bo11b
o28bo22bo$12bo10bo8b2o26bo2bob2o2bo9bo31bo13bobo77bo3bo43bo23b2o4bo$3b
o5bo38bo11bo51bo11bo8bo11bo2bo3bo2bo13bo18bo23bo4bo10bobo7bo25bo6bo19b
o$3bo12bo23bo26bo65bo46bo2bo29bo6bo35bo2bo7bo27bob2o$21bo25bo42bo3bo
16bo20bo10bo44bo45bo18bobo8bo8bo$10bo17bo66bobo40bo26bo126bo$25bo57bo
4bo120bo22bo26bo21bo14bo$27bo35bo18bobo115bo33bo2bo16bobo5bo31bo$39bo
5bo6bo65bo43bo15bo2bo17bo26bo6bo48bo$13b2o12bo9bo40bo10bo12bo24bo25bo
71bo$40bo13bo93bo28bo51bo18bo10bo$18bo27bo5bo46bo42bo6bo50bo56bo$30bo
74bo26bo39bo6bo22bo20bo$2bo2bo8bo18bo12bo38bo9bo162bo4bo26bo$38bo48bo
9bo31bo56bo61bo12bo33bo$36bo50bo34bo22bo28bo6bo49bo41bo$3bo10bo40bo23b
o36bo72bo51bo30bo19bo$19bo6bo31bo24bo34bo34bo43bo41bo20bo11bo20bo$4bo
88bo38b2o42bo35bo7bo45bo$13bobo21bo78bo14bo27bo35bo62bo13bo$24bo40b2o
8bo13bo17bo34bo4bo133bo$38bo10bo10bo26bo48bo65bo10bo12bo15bo39bo$156bo
4bo38bo97bo$2bo10bo17b2o36bo20bo27bo56bo53bo6bo40bo$9bo63bo26bo16bo28b
o11b2o22bo19bo72bo$28bo10bo48bo16b2o7bo39bo17bo18bo43bo$39bo58bo96bobo
58bo12bo$14bo8bo131bo10bo29bo19bo45bo32bo$9bobo22bo54bo28bo2bo13bo28bo
46bo32bo23bo9bo20bo$15bo30bo47bo36bo4bo41bo40bo76bo$3bo86bo59bo19bo77b
o$171bo19bo16bo36bo15bo31b3o$bo86bo9bo40bo69bo3bo8bo20bo17bo$6bo44bo5b
o10bo48bo22bo60bo20bo12bo21bo11bobo2bo$9bo90bo61bo29bo17bo15bo11bo2bo
3bo$30bobo54bo24bo15bo$62bo10b2o138bo$7bo54bo68bo5bo44bo34bo14bo30bo$
23bo11bo6bo23bo18bo30bo5bo11bobo6bo8bo6bo18bo8bo2bo29bo10bo5bo34bo19bo
$29bo87bo6bo15bo51bo53b2o32bo6bo$41b2o4bo59bo48bo22bo70bobo2bo41bobo$
46bobo9bo120bo18bo5bo65bo2bo$106bo16bo8bo7bo39bo28bo$67bo11bo33bo19bo
24b2o$63bo18bo20bo4bo6bo17bo15bo37bo24bo$39bo14bo12bo2bo58bo60bo53bo
27bo$6bo19bo12bo25bo45bo52bo$24bo197bo23bo16bo24bo$42bobo18bo34bo49bo
48bo68bo$34bo3bo17bo42bo18bo7bo64bo32bo12bo$o19bo12bo37bo14bo3bo64bo
61bo6bo13bo11bo$11bo10bo37bo8bo84bo24bo18bo13bo51bo16bo8bo3bo$12b2o
144bo119bo$46bo66bo17bo46bo11bo7bo20bo27bo6bo20bobo11bo$24bo2bo8bo25bo
44bo11bo13bo28bo55bo5bo35bo18bo$52bo96bo28bo9bo32bo$35bo10bo53bo53bo
92bo31bobo$o13bo20bo2bo90bo59bo4bo12bo10bo$13bo12bo16bo43bo16bo55bo49b
o26bo10bo20bo17bo$o2bo4bo133bo39bo58bo9bo3bo$57bo138bo48bo5bo40bo5bo$
6bo2bo30bo18b2o202bo3bo12bo$89bo33bo150bo$17bo14bo137bo69bo30bo17bo5bo
$o82bo39bo16bo25bo61bo9bo46bo$30bo5bo5bo26bo71bo21bo54bo63bo$23bo49bo
20bo59bo6bo50bo25bo13bo$o51bo33bo17bo66bo39bo26bo10bo13bo31b2o$42bo28b
o20bo12bobo78bo12bo$2bo33bo18bo5bo33bo20bo11bo30bo19bo15bo11bo38bobo
31bo$65bo95bo36bo95bo$16bo7bo2bo12bo37bo28bo66bo26bo27bo12bo$37bo56bo
59bo15bo12bo28bo18bo27bo$32bo5bo25bo118bo8bo45bo58bo$20bo17bo13bo31bo
3bo2bo35bo13bo22bo72bo4bobo11bo22bo14bo$o148bo14bo27bo28bo32bo$54bo49b
o31bo34bo$31bo6bo10bo43bo53bo19bo2bo116bo$102bo80bo27bo33bo7bo19bo$7bo
35bo25bo16bo2bo67bo35bo9bo7bo10bo60bo$7bo9bo92bo9bo40bo66bo26bo6bo8bo
12bo$26bo10bo87bo64bo11bo48bo4bo41bo$26bo85bo7bo33bo31b2o20bo49bo30bo$
7bo7bo21bo10bo8b2o89bo45bo37bo37bo20bo$21bo87bo14bo18bo48bo73bo18bo$3b
o23bo46bo87bo39bo$55bo45bo21bo16bobo36bo22bo$38bo8bo2bo22bo3bo7b2o15bo
126bo52bo$21bo39bo7bo52bo12bo84bo11bo39bo18bo$12bo5bo40bo7bo33b2o81bo
2bo51bo50bo$43bo65bo38bo44bo97bo$37bo29bo29bo27bo18bo6bo30bobo10bo57bo
31bo$14bo34b2o6bo36bo54bo4bo51b3o$17bo7bo46bo110bo84bo$7bo3bo3bo69bo
148bo30bo15bobo$bo41bo10bo74bo11bo32bo60bo5bo$27bo66bo8b2o29bo17bobo
130bo$13bo56bo38bo9bo29bo51bo16bo22bo3bo19bo26bo$bo13bo10bo7bo11bo26bo
19bo53bo59bo8bo16bo16bo$4bo51bo23bo42bo93bo$o69b2o12bo8bo28bo18bo18bo
42bo11bo15bo18bo12b2o5bo5bo4bo10bo2bo$13bo20bo38bo6bo43bo2bo40bo36bo
20bo34bo$20bo2bobo87bo3bo8bo17bo46bo21bobo4bo70bo4bo$29b2o7bo26bo12bo
48bo3bo13bobo11b2obo53bo7bo46bo$170bo10bo96bo9bo3bo$25bo25bo123bo7bo
20bo72bo13bo$21bo12bo25bo52bo55b2o24bo45bo23bo$30bo33bo50bo51bo17bo24b
o39bo$17bo23bo32bo77bo12bo20b2o3bo34bo$16bo23bo8bo33bo38bo51bo11bo42bo
$16bo39bo33bo7bo27bo2bo16bo35bo26bo7bo59bo14bo$33bo123bo22bo19bo38bo
14bo4bo9bo12bo$73bo21bo18bo169bo12b2o$94bo95bo8bo$10bo20bo55bo58bo37bo
14bo40bo24bo8bo$50bo3bo24bo19bo20bo60bo16bo3bobo3bo13bo10bo3bo38bo21bo
$79bo35bo18bo72bo59bo3bo$8bo21bo68bo15bo16bo64bo14bo$32bo15bo70bo5bo9b
2o55bo12bo59bo18bo5bo$67bo3bo53bo34bo30bo!

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calcyman
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by calcyman » March 16th, 2018, 2:06 pm

KittyTac wrote:B234/S01234V can be used to see the bounding box of any connected pattern.
It's called bootstrap percolation and has a Wikipedia article: https://en.wikipedia.org/wiki/Bootstrap_percolation

Béla Bollobás discusses it here: https://www.youtube.com/watch?v=s-RfR_70yD4
What do you do with ill crystallographers? Take them to the mono-clinic!

AforAmpere
Posts: 1334
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by AforAmpere » March 16th, 2018, 8:33 pm

Strange oscillator:

Code: Select all

x = 70, y = 14, rule = B3aijry5cey6c7e/S23-aky4-ajkqw5-aiqy6cin7
3$14bo$6b2o6b2obo6bo2bo28b2o$6bo7bo9b4o8bo20bo$7bo28b2obo16bo$6bo7bo9b
4o8bo20bo$6b2o6b2obo6bo2bo28b2o$14bo!
Interesting puffer:

Code: Select all

x = 18, y = 18, rule = B3aijry4i5cey6c7e/S23-aky4-ajkqw5-aiqy6cin7
8$11b2o$12bo$10b3o!
An almost-oscillator that becomes a ship:

Code: Select all

x = 3, y = 3, rule = B3aijry4i5ey6cn7e/S23-ak4einrtyz5cjknr6cin7
b2o$2bo$3o!
RRO:

Code: Select all

x = 84, y = 24, rule = B3-cknq4i5ceky6cin7e/S23-aky4-ajkqw5cknr6cn7c
75b3o$6b3o67b2o$7b2o71b2o$11b2o59b2o3b2obobo$3b2o3b2obobo58b2o2b2o2bob
2o$3b2o2b2o2bob2o54b4o6bob2o$4o6bob2o55bo11bo$o11bo10$12bo11bo$11b2obo
6b4o$10b2obo2b2o2b2o$11bobob2o3b2o$12b2o$16b2o$16b3o!
Some more interesting stuff:

Code: Select all

x = 69, y = 18, rule = B3-cknq4i5eky6ci7e/S23-aky4-ajkqw5cknr6cn7
3o46b3o14b3o$o2bo45bobo14bobo$o2bo45bo16bobo$b3o61b2o2$64bo$64bo8$14b
3o$14bo2bo$14bo2bo$15b3o!
Bizarre:

Code: Select all

x = 37, y = 35, rule = B3-cknq4i5eky6c78/S23-aky4-ajkqw5cjknr6c7c
6$18bo$17b5o$17bo3bo$18bo2b2o$17bo2b2o$19bo3$15b3o2$25b2o$18b2o5b3o$
15b2o2bo6b2o$13bob4o7bo$13b2obo4b2o3b2o$21bo5bo$22b3obo$24bo!
I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules. I also wrote EPE, a tool for searching in the INT rulespace.

Things to work on:
- Find (7,1)c/8 and 9c/10 ships in non-B0 INT.
- EPE improvements.

AforAmpere
Posts: 1334
Joined: July 1st, 2016, 3:58 pm

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by AforAmpere » March 16th, 2018, 9:06 pm

The best SMOS ever, a 16c/107 made out of 17c/108s:

Code: Select all

x = 73, y = 28, rule = B3-cknq4i5eky6cn7e/S23-ak4-ajkqw5-aiqy6cin7c8
6b2o43b2o$6b2o43b2o$6bo44bo$7bo44bo$5bobo42bobo$5b2o43b2o5$o2bo41bo2bo
10$68b2ob2o$67bo2b3o$67b2o2$62bo3$62bo!
I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules. I also wrote EPE, a tool for searching in the INT rulespace.

Things to work on:
- Find (7,1)c/8 and 9c/10 ships in non-B0 INT.
- EPE improvements.

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LaundryPizza03
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by LaundryPizza03 » March 16th, 2018, 10:45 pm

BlinkerSpawn wrote:Breeder is actually 9 cells:

Code: Select all

x = 6, y = 3, rule = B2-a5y8/S2-c34r
ob3o$5bo$ob3o!
Two replicator-based breeders:

Code: Select all

x = 8, y = 34, rule = B2-a5y8/S2-c34r
4b2o$4bo$3b3o4$4b3o$3bo3bo$4b3o16$b2o$3bo$3o5$4b3o$3bo3bo$4b3o!
The smallest predecessor:

Code: Select all

x = 4, y = 3, rule = B2-a5y8/S2-c34r
3o$3bo$3o!
Also, here's a complete list of collisions involving the first glider, "U":

Code: Select all

x = 88, y = 89, rule = B2-a5y8/S2-c34r
72b2o10b2o$6bo2bo36b2o10b2o11bo13bobo$7b2o5b2o4b2o5b2o4b2o4b2o4bo6b2o
5bobo3b2o5b2o4b2o4b2o$7b2o7bo4bobo5bo2bo8bo4b2o6bo3b2o7bo12bo$6bo2bo4b
2o4b2o5b2o4b2o4b2o11b2o11b2o11b2o4$82bo2$70b2o9b3o$33b2o10b2o11b2o9bo
11bobo$20b2o10bo13bobo8bo12b2o$19bo13b2o10b2o11b2o$14b2o4b2o4b2o11b2o
11b2o10b2o10b2o$16bo11bo12bo12bo11bo11bo$14b2o10b2o11b2o11b2o10b2o10b
2o5$19bobo22bo$19bobo9bobo$20bo10bobo9b3o9bobo$32bo10bobo9bobo9bobo$
14b2o10b2o10b2o10b2o4bo5b2o3bobo$16bo11bo11bo11bo11bo3bo$14b2o10b2o10b
2o10b2o10b2o5$20b2o28bo$21bobo26bo$20b2o26b2ob2o4b2o5b2o$50bo8bo3bo$
14b2o34bo6b2o5b2o$9bo6bo$8b2o4b2o2$62bo2$61b3o$21b2o38bobo$20bo12bo$
21b2o27bo5b2o10b2o3bobo4b2o$32b3o14bobo6bo11bo2bobo6bo$14b2o11b2o3bobo
14bobo4b2o10b2o4bo5b2o3bobo$5bo3bo6bo12bo55bobo$4b2o2b2o4b2o11b2o57bo
4$20bo$50bo5b2o$5bo8b2o3b3o27bobo6bo3bo$4b2o2bo7bo2bobo27bobo4b2o$6b4o
4b2o35bo9b3o$61bobo3$19bobo$19bobo$20bo$5b5o$5bo3bo$5bo8b2o$5bo10bo$5b
2o7b2o5$6b4o10b2o$6bo2bo4b2o3bo$6bo2bo6bo3b2o$6b4o4b2o5$2bo25bo21bo$2b
o24bobo10bo8bobo$2ob2o3bo5b2o11bobo4b2o13bobo4b2o10b2o4bo$2bo4bobo6bo
10bobo6bo2b3o7bobo6bo2bobo6bo$2bo4bobo4b2o10b2o6b2o3bobo8bo5b2o3bobo4b
2o3b3o$19bobo40bo10bobo$19bobo$20bo!
EDIT1: Probably the best non-apgsearchable rule I've found.

EDIT2: Well this is most unusual:

Code: Select all

x = 4, y = 3, rule = B2-a5y6k8/S2-c34r
3o$3bo$3o!

Code: Select all

x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!
LaundryPizza03 at Wikipedia

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77topaz
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by 77topaz » March 17th, 2018, 3:25 am

AforAmpere wrote:Strange oscillator:

Code: Select all

x = 70, y = 14, rule = B3aijry5cey6c7e/S23-aky4-ajkqw5-aiqy6cin7
3$14bo$6b2o6b2obo6bo2bo28b2o$6bo7bo9b4o8bo20bo$7bo28b2obo16bo$6bo7bo9b
4o8bo20bo$6b2o6b2obo6bo2bo28b2o$14bo!
That reminds me of a somewhat similar p376 oscillator I posted on the Discord a few days ago:

Code: Select all

x = 12, y = 48, rule = B2e3-a4w/S2ikn34aq6n
4b4o$4b4o$4b4o$4b4o7$2o8b2o$3o6b3o$b2o6b2o2$5b2o$5b2o2$5b2o$5b2o28$5b2o$5b2o!

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LaundryPizza03
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by LaundryPizza03 » March 17th, 2018, 5:28 am

An unexpected yl116 from a close variant of Snowflakes:

Code: Select all

x = 13, y = 10, rule = B2ci3ai4c8/S02ae3eijkq4ciz5ar6i7e8
o2$2b2o5b2o$bobobo2bob2o$2bob3o2b2o$bobobo$2b2o6b2o$11b2o$o10bo$10bo!

Code: Select all

x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!
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LaundryPizza03
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by LaundryPizza03 » March 17th, 2018, 11:37 pm

The rule with the 3-cell 16c/32 (top) also has dot puffers at 10c/52 (middle) and 16c/32 (bottom).

Code: Select all

x = 7, y = 53, rule = B2cek3eiry4irwz5ainq/S02i3cej4aeqrty5r
2bo2$2bo$o16$bo$obo$bo4$o15$o$2bo2$2bo6$6bo2$6bo$4bo!

Code: Select all

x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!
LaundryPizza03 at Wikipedia

User avatar
77topaz
Posts: 1496
Joined: January 12th, 2018, 9:19 pm

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by 77topaz » March 18th, 2018, 2:54 am

LaundryPizza03 wrote:The rule with the 3-cell 16c/32 (top) also has dot puffers at 10c/52 (middle) and 16c/32 (bottom).

Code: Select all

x = 7, y = 53, rule = B2cek3eiry4irwz5ainq/S02i3cej4aeqrty5r
2bo2$2bo$o16$bo$obo$bo4$o15$o$2bo2$2bo6$6bo2$6bo$4bo!
That middle puffer looks pretty and is interesting, as it consists of two components that would otherwise be sparks interacting with each other to somehow create a stable puffer.

User avatar
Billabob
Posts: 158
Joined: April 2nd, 2015, 5:28 pm

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Billabob » March 20th, 2018, 6:09 pm

Updated collection of greycells oscillators:

Code: Select all

x = 730, y = 809, rule = greycells
49.3B69.2B70.3B69.3B69.B.B69.3B69.3B69.3B69.3B69.3B$49.B.B70.B72.B71.
B69.B.B69.B71.B73.B69.B.B69.B.B$49.B.B70.B70.3B69.3B69.3B69.3B69.3B
71.B69.3B69.3B$49.B.B70.B70.B73.B71.B71.B69.B.B71.B69.B.B71.B$45.3B.
3B65.3B.3B65.3B.3B65.3B.3B65.3B3.B65.3B.3B65.3B.3B65.3B3.B65.3B.3B65.
3B.3B3$9.721B$9.B71.B71.B7.B63.B9.B8.B9.B42.B6.B8.B55.B7.B7.B55.B6.B
9.B54.B9.B11.B49.B8.B62.B9.B61.B$9.B71.B71.B3.B3.B63.B.BAB5.B3.AB3.B
3.B2A3.B42.B2.B3.B3.BA3.B55.B.A.B3.B3.BA2.B55.B.2A3.B2.2B5.B54.B2.A6.
B3.A.A5.B49.B3.B4.B62.B5.B3.B61.B$9.B71.B71.B2.3A2.B63.B.5A3.B2.A2.A
2.B.AB2A.A2.B42.B.B3A.B2.2A.A2.B55.B.A.A3.B2.2A.A.B55.B.A2.B.B.4A4.B
54.B.A.A5.B2.A.2AB4.B49.B.B2A.A2.B62.B2.2A5.B61.B$9.B71.B71.B.A.A.A.B
63.B2.B.3A2.B.A4.A.B.2AB2A.A.B42.B2.2AB.B5.AB.B55.B.BAB3.B.B3.A.B55.B
2.3A.B.A2B.A3.B54.B.2AB2A3.B2.A8.B49.B.2A.A.A.B62.B.BABA2.B.B61.B$9.B
71.B71.B.A.A.A.B63.B6.A2.B2.2ABA2.B5.B2A.B42.B2.AB2.B.A3.AB.B55.B3.2A
B.B.A3.B.B55.B2.B2A.B6.AB.B54.B3.B.2A2.B2.B3A5.B49.B2.2B2A2.B62.B2.A.
2A3.B61.B$9.B71.B71.B2.3A2.B63.B9.B8.B9.B42.B6.B2.A2.A2.B55.B3.2A2.B.
A.2A2.B55.B6.B5.2A2.B54.B5.BA2.B2.BA.2A4.B49.B8.B62.B3.2AB3.B61.B$9.B
71.B71.B3.B3.B63.30B42.8B2.B2A3.B55.B7.B2.AB3.B55.11B6.B54.B9.B2.B2.A
5.B49.11B61.B9.B61.B$9.B71.B71.B7.B63.B8.B8.B8.B44.B6.B8.B55.10B6.B
55.B9.10B52.11B2.BA.A.2A2.B49.B9.B61.11B61.B$9.B71.B71.9B63.B.2AB.B2.
B.2A5.B3.2A3.B44.B.2A3.11B54.B8.10B53.B2.A.B.A2.B8.B52.B7.B4.2A.ABA.A
.B49.B.2A2B4.B61.B7.B63.B$9.B71.B71.B7.B63.B.B2A.A2.B.A.AB3.B2.A2.A2.
B44.B.A.B2.B9.B54.B.2AB.A2.B8.B53.B.A5.A.B2.A.A3.B52.B.2A4.B3.A2.A3.
2A.B49.B.A.2A.B2.B61.B.2A4.B63.B$9.B71.B71.B3.2A2.B63.B5.2A.B2.B3A2.B
2.B2.B2.B44.B.B2A2.B3.B2A3.B54.B.2A.A.A.B3.B4.B53.B2.5A2.B.B2.AB2.B
52.B.2AB3.B3.2A8.B49.B2.BA.A3.B61.B.A.A3.B63.B$9.B71.B71.B3.2A2.B63.B
8.B3.BA.A.B.A4.A.B44.B3.2A.B3.2A.A2.B54.B.BA2B2A.B2.A.AB2.B53.B3.ABA
3.B.A.B.A2.B52.B2.BA3.B13.B49.B5.2A2.B61.B.BA2.B.B63.B$9.B71.B71.B2.B
2A2.B63.B8.B5.2A.B.2A2.2A.B44.B6.B2.A.A.AB.B54.B8.B.2A.2A2.B53.B9.B2.
2A.AB.B52.B3.A3.15B49.B4.2A3.B61.B2.A4.B63.B$9.B71.B71.B.A.A3.B63.10B
8.B8.B44.B6.B.BA2.A3.B54.10B.BA3.A.B53.11B2.BA.2A.B52.B2.A2.B.B11.B
51.B5.B3.B61.B3.A3.B63.B$9.B71.B71.B.2AB3.B63.B8.20B43.8B2.A.2A3.B54.
B7.B3.B3A2.B53.B8.2B8.B52.B3.2A2.B.2A2.B5.B51.B9.B61.B7.B63.B$9.B71.B
71.B7.B63.B8.B7.B10.B43.B6.B3.A.B3.B54.B.BA2BA.B4.A4.B53.B.2AB4.11B
52.B3.BA2.B.A.AB2.2AB.B51.11B61.10B62.B$9.B71.B27.B43.9B63.B.2A2.2A.B
3.B3.B3.B2.A3.B43.B2.AB2.B9.B54.B4.2A.B9.B53.B.A.B.A2.B8.B53.B7.B3.A.
3A3.B51.B8.B62.B8.B62.B$9.B71.B71.B7.B63.B.A.A.2A.B.BA.AB.B2.A.2A.A2.
B43.B2.A.B.11B54.B.2A2B2.12B52.B2.2A.A2.B.2A5.B53.10B.A3.A4.B51.B.2AB
.B2.B62.B.2AB4.B62.B$9.B71.B71.B4.A2.B63.B2.A.B3.B.A2.2A.B.A.AB2.AB.B
43.B.B3A.B9.B54.B7.B10.B52.B3.B2.B.B.2A2B3.B53.B8.B2.3AB4.B51.B.BA.A
3.B62.B.ABA.A2.B62.B$9.B71.B71.B4.A2.B63.B8.B.BA4.B.2A3.2A2.B43.B2.B
3.B4.A4.B54.9B2.2A6.B52.B4.2A2.B5.AB.B53.B5.B2.B4.A5.B51.B4.2A2.B62.B
2.BA.A2.B62.B$9.B71.B71.B3.BA2.B63.10B3.3A.B10.B43.B6.B4.3A2.B54.B7.B
.BA.A2B2A.B52.B4.AB2.B4.3A.B53.B2.2B2A2.B10.B51.B3.2A3.B62.B2.AB.A2.B
62.B$9.B71.B71.B2.AB3.B63.B8.B5.A.12B43.9B.2A2BA2.B54.B3.BA2.B2.A2.A.
AB.B52.B8.B3.A2.A.B53.B.5A2.12B51.B4.B3.B62.B2.2A4.B62.B$9.B71.B71.B
2.A4.B63.B.2AB.AB.B7.B7.B46.B7.B3.3A2.B54.B2.3A2.B3.4A3.B52.11B2.B2A
2.B53.B.A6.B62.B8.B62.B8.B62.B$9.B71.B71.B2.A4.B63.B.A.4A.9B3.A3.B46.
B.2A4.B3.A4.B54.B.A.BAB.B4.B5.B52.B9.B7.B53.B2.3A3.B62.11B61.11B61.B$
9.B71.B71.B7.B63.B2.A.2B2.B7.B2.A.A2.B46.B.A2.B2.B8.B54.B.2A4.B10.B
52.B.2A3.BA.11B51.B2.BAB3.B62.B9.B61.B9.B61.B$9.B71.B71.9B63.B8.B3.B
2A.B.B3.B.B46.B2.B2AB.10B54.B2.B4.12B52.B.A.B.B2A.B9.B51.B8.B62.B2.2A
B.B2.B61.B3.B5.B61.B$9.B71.B71.B71.10B.BA2.A.B.2A.2A.B46.B2.3A2.B63.B
7.3B8.B52.B2.A.2AB2.B4.BA3.B51.10B62.B.A4.A2.B61.B2.3A4.B61.B$9.B71.B
71.B71.B8.B.A2.AB.B.BA.AB.B46.B.A.BA2.B63.11B3.BAB2.B52.B2.B.A4.B3.2A
.A2.B51.B6.B64.B.2AB2.A2.B61.B.A3.AB2.B61.B$9.B71.B71.B71.B3.B.A2.B.B
A.A2.B7.B46.B.2A4.B63.B9.B2.4A2.B52.B9.B2.A2.BAB.B51.B.2A3.B64.B5.BAB
.B61.B.A.A.A3.B61.B$9.B71.B71.B71.B.4A.A.B3.A3.16B39.B7.B63.B4.A4.B2.
A3.A.B52.B9.B.B2A2.BA.B51.B.A.AB.B64.B6.BA.B61.B2.AB2A.B.B61.B$3B6.B
71.B71.B71.B4.B2A.B7.6B9.B39.9B63.B.A.B3A2.B.BA.2A2.B52.11B6.2A.B51.B
2.A3.B64.B6.2A.B61.B9.B61.B$B.B6.B71.B71.B71.B8.14B5.BA2.B39.B7.B63.B
.2A3BA2.B3.2AB2.B52.B7.3B4.2B3.B51.B2.BAB.B64.B9.B61.B5.B3.B61.B$B.B
6.B71.B71.B71.12B10.B5.2AB.B39.B2.AB3.B63.B5.2A2.B8.B52.B2.2AB2.3B9.B
51.B2.2A2.B64.11B61.B9.B61.B$B.B6.B71.B71.B71.B10.B.2AB2A4.B7.A.B39.B
2.2AB2.B63.B5.AB2.12B50.B.BA2.A.13B51.B2.AB2.B64.B8.B62.11B61.B$3B.3B
2.B71.B71.B71.B10.B.A.2A.A3.B.A.B4A.B39.B2.3AB.B63.B9.B10.B50.B.BA4.B
8.B54.B6.B64.B2.BA4.B62.B9.B61.B$9.B71.B71.B71.B.3A.B2A2.B5.2A3.B.3A.
2B2.B39.B4.A2.B63.11B2.2A2.2A2.B50.B2.A.2A.B.2AB.A2.B54.9B63.B2.2AB3.
B62.B2.BABA3.B61.B$9.B71.B71.B71.B3.A.3A2.B5.BA.A.B2.2B5.B39.B4.A2.B
63.B9.B.BA.AB.AB.B50.B3.AB2.B.A.A.A2.B54.B7.B63.B2.A2.A2.B62.B2.2A.2A
B.B61.B$9.B71.B71.B71.B5.B2A2.B7.2A.B9.B39.B7.B63.B.2A2.B2A.B2.A2.A.A
B.B50.B7.B2.B.A3.B54.B3.BA2.B63.B3.A.AB.B62.B.A2.B4.B61.B$9.B71.B71.B
71.B10.B10.11B39.11B61.B.A2.2A.A.B3.4A3.B50.9B8.B54.B2.2A.A.B63.B2.B
3A2.B62.B2.2A.A3.B61.B$9.B71.B71.B71.23B7.B41.B9.B61.B2.A2.B3.B4.B5.B
50.B7.B3.2A3.B54.B.A2.A2.B63.B8.B62.B3.BAB3.B61.B$9.B71.B71.B71.B8.B
9.B7.2A.B41.B2.2AB4.B61.B2.B.A4.B10.B50.B.2AB3.B3.2A3.B54.B.A2.AB.B
63.B8.B62.B9.B61.B$9.B71.B71.B71.B.2ABAB2.B2.A6.B6.B.A.B41.B.A2.2A3.B
61.B9.12B50.B.A5.B8.B54.B.B.A3.B63.10B62.11B61.B$9.B71.B71.B71.B.A.3A
2.B.A2.B4.B6.2A2.B41.B2.A6.B61.11B9.B51.B2.A.A2.10B54.B2.2B3.B63.B71.
B8.B62.B$9.B71.B71.B71.B2.BA2.A.B.A2.4A.B2.B.2AB3.B41.B2.BA5.B61.B9.B
.2A6.B51.B3.AB2.B63.B2.2AB2.B63.B71.B.BA5.B62.B$9.B71.B71.B71.B5.2A.B
2.BAB4.B2.2AB5.B41.B4.AB.A.B61.B6.2A.B.A.A5.B51.B3.BAB.B63.B2.2A3.B
63.B71.B.A.A4.B62.B$9.B71.B71.B71.B8.B9.B.A2.A5.B41.B6.2A.B61.B3.2A2.
A.B2.A.AB3.B51.B4.2A.B63.B7.B63.B71.B.BAB.A2.B62.B$9.B71.B71.B71.20B
2.2A6.B41.B9.B61.B.BABA.A2.B3.B.2AB.B51.B7.B63.10B62.B71.B2.A3.B.B62.
B$9.B71.B71.B71.B7.B8.3B10.B41.11B61.B.2AB2AB2.B5.B2A.B51.9B63.B8.B
62.B71.B3.A.A2.B62.B$9.B71.B71.B71.B.2ABAB.B.2A2B.B.14B41.B8.B62.B9.B
9.B51.B7.B63.B2.B2AB2.B62.B71.B4.B3.B62.B$9.B71.B71.B71.B.AB3A.B.A.4A
.B54.B2.A.A3.B62.21B51.B2.2A3.B63.B2.AB2A2.B62.B71.B8.B62.B$9.B71.B
71.B71.B2.AB.A.B2.BA2.A.B54.B.A6.B62.B9.B9.B51.B.A2.A2.B63.B.A3.AB.B
62.B71.10B62.B$9.B71.B71.B71.B3.2A2.B4.2A2.B54.B.BA.BA2.B62.B.2AB5.B.
2A6.B51.B.2ABAB.B63.B2.4A2.B62.B71.B8.B62.B$9.B71.B71.B71.B7.B8.B54.B
2.B2A.A.B62.B.A2.2A3.B.2AB2.2A.B51.B.B3.A.B63.B3.BAB2.B62.B71.B4.A3.B
62.B$9.B71.B71.B71.19B53.B4.B2A.B62.B2.A.B.A2.B2.B2A2.A.B51.B.5A.B63.
B8.B62.B71.B3.A.AB.B62.B$9.B71.B71.B71.B8.B8.B53.B8.B62.B3.BA2.A.B4.A
.A2.B51.B.3A3.B63.11B61.B71.B2.2A4.B62.B$9.B71.B71.B71.B5.A2.B3.2A3.B
53.11B61.B5.2A2.B4.2AB2.B51.B7.B63.B9.B61.B71.B2.2A2.B.B62.B$9.B71.B
71.B71.B.2AB2.A.B3.A4.B53.B9.B61.B9.B9.B51.B7.B63.B.2A6.B61.B71.B2.2A
4.B62.B$9.B71.B71.B71.B.BA3.A.B3.BA3.B53.B4.B4.B61.21B51.9B63.B.2AB5.
B61.B71.B4.B3.B62.B$9.B71.B71.B71.B3.BAB2.B3.A.B2.B53.B3.3A3.B61.B8.B
9.B52.B7.B63.B2.B2A2BA.B61.B71.B8.B62.B$9.B71.B71.B71.B8.B5.A2.B53.B
2.A3.A2.B61.B.2A5.B3.B5.B52.B3.B3.B63.B3.2A.2A.B61.B71.10B62.B$9.B71.
B71.B71.10B5.AB.B53.B.B5AB.B61.B.2A2BA2.B2.3AB3.B52.B2.3A2.B63.B4.A2B
2.B61.B71.B71.B$9.B71.B71.B71.B8.B.5A2.B53.B3.3A3.B61.B2.B.A.A.B.A3.
2A2.B52.B.A2.A2.B63.B9.B61.B71.B71.B$9.B71.B71.B71.B2.A.B3.B3.B.B2.B
53.B4.B4.B61.B4.A.A.B2.2A3.A.B52.B.B3AB.B63.11B61.B71.B71.B$9.B71.B
71.B71.B.A.A4.B8.B53.B9.B61.B4.BA2.B2.B2.2A2.B52.B2.2A3.B63.B8.B62.B
71.B71.B$9.B71.B71.B71.B2.A.3A.10B53.11B61.B8.B3.2AB3.B52.B7.B63.B8.B
62.B71.B71.B$9.B71.B71.B71.B8.B7.B54.B71.10B9.B52.9B63.B2.A3.B.B62.B
71.B71.B$9.B71.B71.B71.B8.B.2AB3.B54.B71.B8.11B52.B71.B2.4A2.B62.B71.
B71.B$9.B71.B71.B71.10B.A.A3.B54.B71.B71.B71.B.B3.A2.B62.B71.B71.B$9.
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10B3.B2A.B54.B71.B71.B71.B8.B62.B71.B71.B$9.B71.B71.B71.10B7.B54.B71.
B71.B71.10B62.B71.B71.B$9.721B$9.B8.B8.B53.B10.B60.B8.B62.B9.B61.B7.B
63.B7.B63.B7.B63.B8.B62.B9.B61.B9.B61.B$9.B2.B5.B2.A5.B53.B4.B5.B60.B
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B61.B2.BAB4.B61.B$9.B3.A4.B.A.AB3.B53.B2.B7.B60.B.AB2.A2.B62.B2.4A3.B
61.B.A.BAB.B63.B3.A3.B63.B3.3A.B63.B3.2A3.B62.B4.2A3.B61.B2.2A.2A2.B
61.B$9.B2.3A.B.B.A.A4.B53.B4.3AB2.B60.B2.B3A2.B62.B.A4.AB.B61.B.2A.2A
.B63.B.BA.AB.B63.B3.A.A.B63.B2.A.2A2.B62.B2.B4.B.B61.B.A2.B.A2.B61.B$
9.B.2A.2A2.B.B4AB.B53.B.AB2A.A3.B60.B8.B62.B.B2.B2A2.B61.B.B3A2.B63.B
.A3.A.B63.B2.3AB.B63.B.B2A4.B62.B4.A4.B61.B2.2A2.AB.B61.B$9.B3.B4.B5.
A2.B53.B.2ABA2.A2.B60.B8.B62.B9.B61.B3.2B2.B63.B2.A.A2.B63.B4.BA.B63.
B2.A.2AB.B62.B4.2A.B.B61.B3.B2A3.B61.B$9.B8.B4.BA2.B53.B5.B2AB.B60.
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B$2.B6.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$3B.3B2.B71.B71.B71.B
71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B
71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B
71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$
9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B
71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B
71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B
71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B
71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B
71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B
71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B
71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B
71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B
71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B
71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$
9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B
71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B
71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B
71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B
71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B
71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B
71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B
71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B
71.B71.B71.B71.B71.B71.B71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B
71.B$9.B71.B71.B71.B71.B71.B71.B71.B71.B71.B71.B$9.721B2$9.3B.B.3B2.
3B.3B.3B$11.B.B.B.B4.B3.B.B.B$9.3B.B.3B4.B3.B.B.B$9.B3.B.B.B4.B3.B.B.
B$9.3B.B.3B4.B3.B.3B2$25.B2$13.B$22.B5.B$22.B5.B$10.B5.B5.B5.B$10.B5.
B5.B5.B$10.B5.B5.B2.A2.B$10.B5.B5.B2.A2.B$10.B5.B5.B.3A.B$10.B5.B5.B
5.B$10.B5.B5.B2A.2AB$10.B5.B5.BA.A.AB$22.B.3A.B$10.B5.B5.B5.B$10.B5.B
5.B.3A.B$10.B5.B5.BA.A.AB$10.B5.B5.B2A.2AB$22.B5.B$10.B2.A2.B5.B.3A.B
$10.B.A.A.B5.B2.A2.B$10.BA3.AB5.B2.A2.B$10.BA3.AB5.B5.B$10.B2A.2AB5.B
5.B$10.B5.B5.B5.B$10.B5.B5.B2.A2.B$10.B2.A2.B5.B.A.A.B$12.A.A7.B.A.A.
B$22.B5.B$13.B8.B2.A2.B$22.B2.A2.B$22.B5.B$22.B5.B$22.B2A.2AB$22.B5.B
$22.B5.B$22.B5.B$22.B2A.2AB$22.B5.B$22.B5.B$22.B2.A2.B$22.B2.A2.B$22.
B5.B$22.B.A.A.B$22.B.A.A.B$22.B2.A2.B$22.B5.B$22.B5.B$22.B5.B$22.B2.A
2.B$22.B2.A2.B$22.B.3A.B$22.B5.B$22.B2A.2AB$22.BA.A.AB$22.B.3A.B$22.B
5.B$22.B.3A.B$22.BA.A.AB$22.B2A.2AB$22.B5.B$22.B.3A.B$22.B2.A2.B$22.B
2.A2.B$22.B5.B$22.B5.B$22.B5.B$22.B5.B$22.B5.B$22.B5.B$22.B5.B3$25.B!
New:
A few P19s
A P23
A P34 that isn't a glider shuttle
Some smaller specimens of high periods (notably P47 and P56)
Very high period oscillators at the bottom-left
▄▀
▀▀▀

shouldsee
Posts: 406
Joined: April 8th, 2016, 8:29 am

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by shouldsee » March 23rd, 2018, 7:08 pm

An exotic confine oscillator

Code: Select all

x = 49, y = 42, rule = B2e3ejkr4ejkqrw5cin6c7c/S01c2i3ejry4-cinrw5cjkq6ak7e
5b2obo5bobobobobobobobobobobobobobobobob2o$5bobobo5bobobobobobobobobob
obobobobobobobo$4bobobobo3bobobobobobobobobobobobobobobobobobo$5bobobo
bobobobobobobobobobobobobobobobobobobo$4bobobobobobobobobobobobobobobo
bobobobobobobobo$5bobobobobobobob3obobobobobobobobobobobobobo$4bobobob
obobobo5bobobobobobobobobobobobobobo$5bobobobobobob2obob2obobobobobobo
bobobobobobo$4bobobobobobobobo3bobobobobobobobobobobobobobo$3bobobobob
obobobob2o2bobobobobobobobobobobobobo$4bobobobobobobobobobobobobobobob
obobobobobobobo$3bobobobobobobobobobobobobobobobobobobobobobobo$4bobob
obobobobobobobobobobobobobobobobobobobobo$3bobobobobobobobobobobobobob
obobobobobobobobobo$4bobobobobobobobobobobobob3obobobobobobobobobo$3bo
bobobobobobobobobobo7bobobobobobobobobo$4bobobobobobobobobobobob2obob
2obobobobobobobobo$3bobobobobobobobobobobobobo3bobobobobobobobobo$4bob
obobobobobobobobobobob2o2bobobobobobobobobo$3bobobobobobobobobobobobob
obobobobobobobobobobo$4bobobobobobobobobobobobobo3bobobobobobobobobo$
3bobobobobobobobobobobobobo3bobobobobobobobobo$4bobobobobobobobobobobo
bobo3bobobobobobobobobo$3bobobobobobobobobobobobobo3bobobob3obobobobo$
4bobobobobobobobobobobobobo7b2ob2obobobobo$3bobobobobobobobobobobobobo
bo11bobobobo$4bobobobobobobobobobobobobob2o7b2obobobobo$3bobobobobobob
obobobobobobobobo2b2o2b2obobobobo$2bobobobobobobobobobobobobobobo3bobo
bobobobobobo$bobobobobobobobobobobobobobobobo3bobobobobobobo$obobobobo
bobobobobobobobobobobo5bobobobobobobo$bobobobobobobobobobob3obobobobo
2b2obobobobobobo$obobobobobobobobobob3obobobob2ob2obobobobobobobo$bobo
bobobobobobobob5obobobobobobobobobobobobo$obobobobobobobobobobobobobob
obobobobobobobobobobo$bobobobobobobobobobobobobobobobobobobobobobobobo
$obobobobobobobobobobobobobobobobobobobobobobobobo$bobobobobobobobobob
obobobobobobobobobobobobobobo$obobobobobobobobobobobobobobobobobobobob
obobobobo$bobobobobobobobobobobobobobobobobobobobobobobobo$obobobobobo
bobobobobobobobobobobobobobobobobobobo$2obobobobobobobobobobobobobobob
obobobobobobobob2o!

User avatar
KittyTac
Posts: 535
Joined: December 21st, 2017, 9:58 am

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by KittyTac » March 23rd, 2018, 10:11 pm

A Brian rake based on a pseudo-replicator:

Code: Select all

x = 48, y = 46, rule = /2/3
9$11.B$11.AB$12.AB$13.AB$14.AB$15.AB$16.AB$17.AB$18.AB$19.AB$20.AB$
21.AB$22.AB$23.AB$24.AB$25.AB$26.AB$27.AB$28.AB$29.AB$30.AB$31.AB$32.
AB$33.AB$35.ABA$36.A.BA$37.BA$37.A$35.2B$35.2A!
Has very peculiar output when extended:

Code: Select all

x = 46, y = 49, rule = /2/3
3$4.AB$2.AB$.B.A$.AB$2.AB$3.AB$4.AB$5.AB$6.AB$7.AB$8.AB$9.AB$10.AB$
11.AB$12.AB$13.AB$14.AB$15.AB$16.AB$17.AB6.B$18.AB$19.AB$20.AB$21.AB$
22.AB$23.AB$24.ABA.B$25.A.BA$26.BA$26.A$24.2B$24.2A!
Basically, a replicator creates a rake engine when it reaches the edge of the "wing", then another replicator destroys it.

Code: Select all

x = 89, y = 55, rule = /2/3
10$38.BA12.AB$40.BA8.AB$40.A.B6.B.A$41.BA6.AB$40.BA8.AB$39.BA10.AB$
38.BA12.AB$37.BA14.AB$36.BA16.AB$35.BA18.AB$34.BA20.AB$33.BA22.AB$32.
BA24.AB$31.BA26.AB$30.BA28.AB$29.BA30.AB$28.BA32.AB$27.BA34.AB$26.BA
36.AB$18.B6.BA38.AB6.B$24.BA40.AB$23.BA42.AB$22.BA44.AB$21.BA46.AB$
20.BA48.AB$19.BA50.AB$15.B.ABA52.ABA.B$15.AB.A54.A.BA$16.AB56.BA$17.A
56.A$18.2B52.2B$18.2A52.2A!
The engine by itself:

Code: Select all

x = 5, y = 7, rule = /2/3
3.AB$.AB$B.A$AB$.AB$2.A2B$3.2A!

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