Thread For Your Unrecognised CA

[MDA]

[…]

Personal goals for this rule (others are free to help complete them):

- Find a c/3d or (2,1)c/5 spaceship

c/3d spaceship found using rlifesrc:

Code: Select all

x = 21, y = 21, rule = B2ein3-jnq/S23678
11bo$10b2o$9b2o2bo$13b3o$10bo2b3o$6b2ob4o3bo$5bob3o2b5o$5b3o9bo$6bo4b
3o3b4o$2bo2b2o2bo8b2o$b2ob2o$2o3bo2bo$5b2obo$2b3obobo$3b2obo$3b2obo$5b
2o$7b2o$8b2o$8b2o$8bo!

[pifricted]

Life without death but alive cell can only be alive for 20 gens:

Code: Select all

x = 1, y = 1, rule = Test_7
!

@RULE Test_7

2026-8-3, by Pifricted

@COLORS


@TABLE
n_states:21
neighborhood:Moore
symmetries:permute
var a1 = {0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20}
var a2 = a1
var a3 = a2
var a4 = a3
var a5 = a4
var a6 = a5
var a7 = a6
var a8 = a7
var a = a1
var b = {1,2,3,4,5,6,7,8}
var b1 = b
var b2 = b
var b3 = b
var b4 = b

0,b1,b2,b3,0,0,0,0,0,1
1,a1,a2,a3,a4,a5,a6,a7,a8,2
2,a1,a2,a3,a4,a5,a6,a7,a8,3
3,a1,a2,a3,a4,a5,a6,a7,a8,4
4,a1,a2,a3,a4,a5,a6,a7,a8,5
5,a1,a2,a3,a4,a5,a6,a7,a8,6
6,a1,a2,a3,a4,a5,a6,a7,a8,7
7,a1,a2,a3,a4,a5,a6,a7,a8,8
8,a1,a2,a3,a4,a5,a6,a7,a8,9
9,a1,a2,a3,a4,a5,a6,a7,a8,10
10,a1,a2,a3,a4,a5,a6,a7,a8,11
11,a1,a2,a3,a4,a5,a6,a7,a8,12
12,a1,a2,a3,a4,a5,a6,a7,a8,13
13,a1,a2,a3,a4,a5,a6,a7,a8,14
14,a1,a2,a3,a4,a5,a6,a7,a8,15
15,a1,a2,a3,a4,a5,a6,a7,a8,16
16,a1,a2,a3,a4,a5,a6,a7,a8,17
17,a1,a2,a3,a4,a5,a6,a7,a8,18
18,a1,a2,a3,a4,a5,a6,a7,a8,19
19,a1,a2,a3,a4,a5,a6,a7,a8,20
20,a1,a2,a3,a4,a5,a6,a7,a8,0

[yyh_baboon]

What???
New 5S:(176,3)c/16914

Code: Select all

 x = 0, y = 0, rule = B3aeiq4cqtz5j7e8/S2-ci3-aeky4ei5aeinr6-ik7e8
13bo$4bo7b3o$3b3o5bo$2b2o2bo4b2o2bo$3b2ob2o4bob2o$5b2o3$13bo$12b3o6b2o$2o10bob2o6b2o$o2bo6b2o2bo6b2o$bobo5b2o10bo$3bo6bo2$15bo$16b2o$14b3o$15bo!

NEW 5S:(165,134)c/44218
The current 3rd largest period spaceship in 5S database:

Code: Select all

 x = 4, y = 4, rule = B3aeiq4cqtz5j6i7e8/S2-ci3-aeky4cei5aeinr6acei
3o$o2bo$3bo$b3o!

[Marrow16]

"Plus Worlds"...

Some 222 rules will produce stable "plus" patterns from random initial density.

The "plus" pattern is...

Code: Select all

#C Copied from GoGoL
x = 6, y = 6, rule = B0/S467
6b$2b2o$b4o$b4o$2b2o$6b!

The rules are...

Code: Select all

B0/S47
B0/S457
B0/S467
B0/S4567
B0/S478
B0/S4578
B0/S4678
B0/S45678
B1/S457
B1/S0457
B1/S1457
B1/S2457
B1/S02457
B1/S4567
B1/S04567
B1/S14567
B1/S014567
B1/S24567
B1/S024567
B1/S4578
B1/S04578
B1/S14578
B1/S24578
B1/S024578
B1/S45678
B1/S045678
B1/S145678
B1/S0145678
B1/S245678
B1/S0245678
B01/S457
B01/S0457
B01/S1457
B01/S2457
B01/S02457
B01/S4567
B01/S04567
B01/S14567
B01/S24567
B01/S024567
B01/S4578
B01/S04578
B01/S14578
B01/S24578
B01/S024578
B06/S47
B06/S457
B06/S467
B06/S4567
B06/S478
B06/S4578
B06/S4678
B07/S47
B07/S457
B07/S467
B07/S4567
B07/S478
B07/S4578
B07/S4678
B07/S45678
B17/S457
B17/S0457
B17/S1457
B17/S01457
B17/S2457
B17/S02457
B17/S4567
B17/S04567
B17/S14567
B17/S014567
B17/S24567
B17/S024567
B17/S4578
B17/S04578
B17/S14578
B17/S014578
B17/S24578
B17/S024578
B17/S45678
B17/S045678
B17/S145678
B17/S0145678
B17/S245678
B17/S0245678
B017/S457
B017/S0457
B017/S1457
B017/S01457
B017/S2457
B017/S02457
B017/S4567
B017/S04567
B017/S14567
B017/S014567
B017/S24567
B017/S024567
B017/S4578
B017/S04578
B017/S14578
B017/S014578
B017/S24578
B017/S024578
B067/S47
B067/S457
B067/S467
B067/S4567
B067/S478
B067/S4578
B067/S4678
B067/S45678
B08/S47
B08/S457
B08/S467
B08/S4567
B08/S478
B08/S4578
B08/S4678
B08/S45678
B18/S457
B18/S0457
B18/S1457
B18/S2457
B18/S02457
B18/S4567
B18/S04567
B18/S14567
B18/S014567
B18/S24567
B18/S024567
B18/S4578
B18/S04578
B18/S14578
B18/S24578
B18/S024578
B18/S45678
B18/S045678
B18/S145678
B18/S0145678
B18/S245678
B18/S0245678
B018/S457
B018/S0457
B018/S1457
B018/S2457
B018/S02457
B018/S4567
B018/S04567
B018/S14567
B018/S014567
B018/S24567
B018/S024567
B018/S4578
B018/S04578
B018/S14578
B018/S014578
B018/S24578
B018/S024578
B068/S47
B068/S457
B068/S467
B068/S4567
B068/S478
B068/S4578
B068/S4678
B078/S47
B078/S457
B078/S467
B078/S4567
B078/S478
B078/S4578
B078/S4678
B078/S45678
B178/S457
B178/S0457
B178/S1457
B178/S01457
B178/S2457
B178/S02457
B178/S4567
B178/S04567
B178/S14567
B178/S014567
B178/S24567
B178/S024567
B178/S4578
B178/S04578
B178/S14578
B178/S014578
B178/S24578
B178/S024578
B178/S45678
B178/S045678
B178/S145678
B178/S0145678
B178/S245678
B178/S0245678
B0178/S457
B0178/S0457
B0178/S1457
B0178/S01457
B0178/S2457
B0178/S02457
B0178/S4567
B0178/S04567
B0178/S14567
B0178/S014567
B0178/S24567
B0178/S024567
B0178/S4578
B0178/S04578
B0178/S14578
B0178/S014578
B0178/S24578
B0178/S024578
B0678/S47
B0678/S457
B0678/S467
B0678/S4567
B0678/S478
B0678/S4578
B0678/S4678
B0678/S45678

Which can also be expressed as a "meta rule" (see https://github.com/marrow16/gogol/blob/ ... /README.md)...

Code: Select all

AllOf(
    B(!2345) / S(+47,!3),
    AnyOf(
        B(+0,!1) / S(!012,-568),
        B(+0,!16) / S(+568,!012),
        B(+07,!1) / S(+568,!012),
        B(+17,!06) / S(+5,-12),
        B(+017,!6) / S(+5,-12,-68),
        B(+1,!067) / S(+5,!0,-12),
        B(+1,!067) / S(+5,!1,-12),
        B(+1,!067) / S(+56,-12),
        B(+01,!678) / S(+5,!0,-12,-68),
        B(+01,!678) / S(+5,!1,-12,-68),
        B(+018,!67) / S(+5,!0,-12,-68),
        B(+018,!67) / S(+5,!1,-12,-68),
        B(+018,!67) / S(+56,!8,-12),
        B(+018,!67) / S(+58,!6,-12)
    )
)

[pifricted]

Some rules with 90-degree reflector:

Code: Select all

 x = 74, y = 22, rule = B3-jq4c5ay6i7e/S2-i34cjnwyz5aei6n7c8
43b3o$4bo38b3o$3bobo38b2o$4bo35b2o$16bo10b3o10b3o29bo$15bobo11bo10b3o
28b3o$16bo12bo42bo3$11b3o$11b3o$12bo2$bo10bo$obo30bo$bo28bobo$13bo16b
2o$12bobo13bo2b2o$13bo13bobo$28bobo40b3o$29bo41b3o$70bo2bo!

Code: Select all

x = 76, y = 21, rule = B3-jq4cn5ay6i7e/S2-i34cjnwyz5aei6n7c8
43b3o$4bo38b3o$3bobo38b2o$4bo35b2o15b2o$16bo10b3o10b3o14bob2o11bo$15b
obo11bo10b3o13bobo2bo9b3o$16bo12bo27bob2o11bo$57b2o2$11b3o$11b3o$12bo
2$bo10bo$obo30bo$bo28bobo15bo$13bo16b2o14b2o$12bobo13bo2b2o14bo2bo22b
o$13bo13bobo17b3o24b2o$28bobo18bo24b2o$29bo43b3o!

[Katrina]

What the hell is this rule (originally MAPgggggg (von Neumann), but converted to Moore for extra compatibility)
Indescribable photon wick mess things.

Code: Select all

x = 65, y = 3, rule = MAPzAAAzAAAzADMAADMAADMAADMAADMAADMAMwAAMwAAMzMAADMAADMAMwAAMwAAMwAAMwAAMwAAMwAzAAAzAAAzA
o11bo9bo2bo10bob2obo12bobobo3bobo$13bo$12bo!

[TheWayOfTheCon]

A range-two Larger than Life rule, fairly similar to one I've posted here before, except I think this might be a little bit better, so I'm thinking of calling it "HighPottery" or just moving the Pottery name to this rule.

Code: Select all

x = 64, y = 64, rule = R2,C2,S4,6-9,20,B7-9,18
!
#C [[ RANDOMIZE ]]

It differs from Pottery only by a new birth transition and a new survival transition.

Features

It has an elementary c/3d and less common c/6o, and a much rarer c/2o, c/4d, and sparky 6c/24o. It shares all of these with Pottery.

Code: Select all

x = 58, y = 5, rule = R2,C2,S4,6-9,20,B7-9,18
2b2o5b3o16b3o8b2o5b2o7bo$b4o4b3o15b4o8b3o3b3o6b3o$2o2bo3bo3bo14bo3bo6b
4o3b4o5bob2o$2o2bo3bo3bo18bo6b3o5b3o4bo2b2o$b3o5b3o16b3o10bo3bo7b2obo
!

The common period oscillators are pretty boring.

Code: Select all

x = 26, y = 6, rule = R2,C2,S4,6-9,20,B7-9,18
2b2o18b2o$bo2bo7b2o7bo2bo$o4bo6b2o7b3obo$o4bo6b2o6b2obobo$bo2bo7b2o7b
4o$2b2o18bo!

Even a few of the high-period oscillators don't seem very useful.

Code: Select all

x = 43, y = 15, rule = R2,C2,S4,6-9,20,B7-9,18
2bo2bo$bo4bo$o6bo$2o4b2o$b2o2b2o11b3o13b2o$17bo3bo12b2o$18bobo12b3o$19b
o$34b2o$25bo9bo$b2o2b2o17bobo9bo$2o4b2o15bo2bo10b2ob3o$o6bo16bobo11bo
b3o$bo4bo18bo14bo$2bo2bo!

However, there is a sparky period-50 oscillator.

Code: Select all

x = 8, y = 8, rule = R2,C2,S4,6-9,20,B7-9,18
2bo$obo$b2o$b2o2$4b4o$bo2b2o$6bo!

And, not carried over from Pottery, a useful period-160 reflectorless rotating oscillator.

Code: Select all

x = 10, y = 5, rule = R2,C2,S4,6-9,20,B7-9,18
2b6o$2bob2o2bo$obo5b2o$2bo5bo$2bob4o!

Apparently this period-100 in C2_1 was hiding from me.

Code: Select all

x = 13, y = 5, rule = R2,C2,S4,6-9,20,B7-9,18
b2o4b3o$4o6b2o$2ob2o3b2ob2o$b2o6b4o$3b3o4b2o!

The four most common still lifes. The hollow 4 x 3 one seems to be specifically good at eating and catalysis.

Code: Select all

x = 39, y = 5, rule = R2,C2,S4,6-9,20,B7-9,18
19b2o$3o5b4o5b2o2b2o5b4o4bo$3o5bo2bo5b2o2b2o5bo2bo5b2o$3o5b4o5b2o2b2o
5bo2bo5b2o$19b2o7b4o!

Recurring evolutionary sequence. It stabilizes into a c/3d, a 9x9 block, and that hollow eater after 164 generations. Reminds me a lot of Herschel.

Code: Select all

x = 3, y = 5, rule = R2,C2,S4,6-9,20,B7-9,18
3o$3o$3o$3o$o!

Technology

Since the p160 is so sparky and high-period, it can be used for many reactions, including eating, reflecting, and converting.

Here are a few interesting reactions (the rightmost one was found by yyh_baboon.

Code: Select all

x = 148, y = 31, rule = R2,C2,S4,6-9,20,B7-9,18
4b4o40b4o$3bo4bo38bo4bo$2b2o4b2o36b2o4b2o40bo34b3o$b5o3bo35b5o3bo39b3o
33b5o$b2o2bo39b2o2bo42bo3bo31b2ob4o$o4bo3bo34bo4bo3bo38bo3bo31bo3b3ob
o$o5b4o34bo5b4o38b2o2bo31b2ob5o$2b6ob2o35b6ob2o37b2o2bo36b4o$b3o6bo34b
3o6bo37bo39b4o$2b2o5b2o35b2o5b2o37b5o35b2obo$2bo6b2o35bo6b2o77b2o$3bo
43bo46bo$4bo4bo38bo4bo$5b4o40b4o9$21b2o122bo$20b4o120b3o$19b2o2bo119b
2obo$19b2o2bo41b2o75b2o3bo$20b3o41b4o28b3o44b2obo$63b2o2bo28b3o46bo$63b
2o2bo27bo3bo$64b3o28bo3bo$96b3o!

I haven't done as much with the period-50, but it should also be good at that stuff. Here's a c/6o reflector.

Code: Select all

x = 31, y = 16, rule = R2,C2,S4,6-9,20,B7-9,18
5bo19bo$5bobo15bobo$5b2o17b2o$5b2o17b2o2$4o23b4o$2b2o2bo17bo2b2o$bo27b
o4$14b3o$14b3o$13bo3bo$13bo3bo$14b3o!

And a c/3d eater.

Code: Select all

x = 27, y = 16, rule = R2,C2,S4,6-9,20,B7-9,18
21bo$19bobo$20b2o$20b2o2$23b4o$20bo2b2o$25bo4$b2o$4o$o2b2o$o2b2o$b3o!

So the majority of technology in this rule will be period-160 or period-50. The LCM of those two numbers is 800, so I don't find it likely that both oscillators will be used in the same machine. Alongside that maybe there are some evolutionary sequences we can hassle to make different periods?

For stable technology, there is this c/3d eater, using a still life which I've already mentioned to be good at catalysis.

Code: Select all

x = 5, y = 14, rule = R2,C2,S4,6-9,20,B7-9,18
2b3o$2bobo$2bobo$2b3o6$2b2o$b4o$2o2bo$2o2bo$b3o!

I've constructed a gun using four copies of the period-160, basically eating a reaction on one side, and turning it into a spaceship on the other. It fires the c/3d. Chances are you can make guns with fewer "engines", and I would like to see that.

Code: Select all

x = 34, y = 69, rule = R2,C2,S4,6-9,20,B7-9,18
3bo2$b5o$5bo$bo2b2o$bo2b2o$bo3bo$bo3bo$2b3o$3bo19$27b4o$25bo6bo$24bo7b
o$23bo8b2o$22bo10bo$22b2o6bo2bo$22b3ob5o2bo$21b2obob3obo2bo$21b4o8bo$
23b2o8bo$22b2o4b5o$23b2o4b2o$24b6o3$4b6o$3b2o4b2o$b5o4b2o$o8b2o$o8b4o
$o2bob3obob2o$o2b5ob3o$o2bo6b2o$o10bo$2o8bo$bo7bo$bo6bo$3b4o4$30bo2$28b
5o$32bo$28bo2b2o$28bo2b2o$28bo3bo$28bo3bo$29b3o$30bo!

Later on, using syntheses or conversion methods, yyh_baboon constructed two other guns for the c/6o and the rare c/2o.

C/6 gun:

Code: Select all

 x = 114, y = 98, rule = R2,C2,S4,6-9,20,B7-9,18
90b3o$88b2o3bo$94bo$87bo7bo$87bo$87bo3b2o3bo$79b3o6bo2bo4bo$78b2o2bo6b
o5bo$77bo5bo5bo5bo$84bo$76bo6b2o6b4o$76bo4bob2o$76bo6b2o$77bo4b3o$78b
2o2bo$80bobo$80bo2$42b3o$41b4o3b4o$40b2ob2o3b5o13bo$40b2o2bob4o2b2o$39b
2o2bo4bo5bo19bo$39b4o5b2o4bo19b4o$39b4o7bo3bo19b2o3bo$54bo17b2o6bo$41b
o7bo14bo6b2o8bo$49bo3bo10b7o10bo$49bo3bo10b3o$49b4o12b2o11b3o$65b2o9b
2o$73b2o$66bo5bo$66bo4bo$66b2o2bo$68bo10$101b3o$100b4o3b4o$73bo25b2ob
2o3b5o$71bobo25b2o2bob4o2b2o$71bo2b2o22b2o2bo4bo5bo$69b3o4bo21b4o5b2o
4bo$69b2o6bo20b4o7bo3bo$69b2obo4bo35bo$59b4o6b2o6bo22bo7bo$69bo38bo3b
o$58bo5bo5bo5bo31bo3bo$58bo5bo6bo2b2o32b4o$57bo4bo2bo6b3o$57bo3b2o3bo
$66bo$58bo7bo$59bo$60bo3b2o$61b3o9$17bo$15b2obo$14b2o3bo$15b2obo$16b3o
$17bo4$28b2o$27bob2o$27bo2bo$27bob2o$28b2o4$4b2o$4b2obo$4b4o$5b4o$2ob
5o$o3b3obo$2ob4o$b5o$b3o!

c/2 gun!

Code: Select all

 x = 403, y = 229, rule = R2,C2,S4,6-9,20,B7-9,18
183b4o$181bob2ob3ob2o$180bo6bo3b2o$180bo5b2o5bo$150b3o27bo5b2o5bo$151b
o28bo5bob3o2bo$28b3o118bobobo27bo4bo3bo2bo$23bo3bo3bo150bob3o3b3o$21b
3o3bo3b2o150b4o2b3o$20bo3b3o5bo29bobo84bob2o32bo3b2o$20bo3bo7bo30b2o85b
2ob2o16b2o14b2o$20bo4b3o3b2o29b2o86b4o17b2o$20bo3b4o3bo29b3o86b3o17b4o
$21bo2b5obo29b3o3bo84b2o17b4o$22b7o31b3o$25b2o33bobobo$42b2obo14b5o$41b
2o3bo12bob3o103bo$47bo118b3o$41bo124b4o$40b3o5bo117b3o2$43bo5bo$49bo$
44bo3bo$44b2o2bo$45b3o5$209b3o$210bo$175b2o31bobobo$173b2o3bo$172b3o2b
4o$3bobo165b3o3b3obo26bob2o$4b2o164bo2bo3bo4bo26b2ob2o$3b2o165bo2b3ob
o5bo25b4o$2b3o165bo5b2o5bo25b3o$b3o3bo29b2o131bo5b2o5bo26b2o$b3o31b7o
129b2o3bo6bo$bobobo27bob5o2bo129b2ob3ob2obo$b5o26bo3b4o3bo133b4o$ob3o
26b2o3b3o4bo$31bo7bo3bo$31bo5b3o3bo$31b2o3bo3b3o$32bo3bo3bo$33b3o21$113b
3o$112b2o2bo$112b2o2bo$113b4o$114b2o$97b3o$96bo2b2o$96bo3bo$96b2ob2o$
97b3o12$399b2o$398b3o$398b4o$398b2ob2o$397bob2o2$139bo25b2o25b2o25bo25b
2o25b2o25bo25b2o25b2o25bo$137b2obo23b2obo22b2o2bo22b2obo23b2obo22b2o2b
o22b2obo23b2obo22b2o2bo22b2obo16bobobo$137b2o2bo22bo2bo22b2o2bo22b2o2b
o22bo2bo22b2o2bo22b2o2bo22bo2bo22b2o2bo22b2o2bo17bo$137b2obo23b2obo22b
2o2bo22b2obo23b2obo22b2o2bo22b2obo23b2obo22b2o2bo22b2obo17b3o$139bo25b
2o25b2o25bo25b2o25b2o25bo25b2o25b2o25bo26$143b2o150bob4o$142b4o151b5o
$141b2o2bo148b5o2b3o$141b2o2bo152bo2b3o49b2o$142b3o156bob2o47b4o$299b
o2b2o48bo2b2o$303b4o45bo2b2o$303b2o48b3o$302b2ob3o23b2obo$302bo2b3o22b
o4bo$302bo2b2o23bo4bo$302bo2b2o22b2o4bo$302bo2b2o23b7o$301bo3b2o21b4o
$302bobo$301b3o24b2o$303bo2$315b2o$314b3o$314bob2o$313bo3bo$313b4o$315b
o$322bo$321b4o$320bo3bo$320b2obo30bob4o$321b3o32b5o$321b2o30b5o2b3o$357b
o2b3o$360bob2o$308b2o48bo2b2o$362b4o$306b4o52b2o$301b7o53b2ob3o$302bo
4b2o52bo2b3o$206bo2bo92bo4bo53bo2b2o$203b3o5bo90bo4bo53bo2b2o$202b5o2b
3o91bob2o54bo2b2o$202b3obo4bo148bo3b2o$204b2o3bo151bobo$205bo154b3o$362b
o11$195b3o$195b4o$195b3o$196bo$175b4o23b2o$174bo4bo22b4o$173b2o4b2o21b
4o$173bo3b5o20b2o$177bo2b2o$173bo3bo4bo$173b4o5bo$172b2ob6o$172bo6b3o
$172b2o5b2o$172b2o6bo29b4o$179bo29bo4bo$173bo4bo29bo$174b4o29bo6b2o$207b
2o5b2o$206b3o6bo$207b6ob2o$205bo5b4o$205bo4bo3bo$206b2o2bo$206b5o3bo$
207b2o4b2o$208bo4bo$209b4o15$179bo2bo$176b3o5bo$175b5o2b3o$175b3obo4b
o$177b2o3bo$178bo!

So that's where we're at now.

Catagolue: r2b0201c0s0801e8

[CasperWen8805181]

This rule which is a variant of Brian's Brain that is unexplosive for most soups. Butterflies seem to be way more common too, and two extended variants have been found naturally.

Butterfly rake that can be turned into a ship (found naturally):

Code: Select all

x = 82, y = 57, rule = /2-e3ae/3
70.2A3.2A3.2A$70.2B2A.2B.2A2B$72.A2B2.2BA$74.B2.B$70.AB.A.2B3.B$71.B.
BA2.A$68.AB2.A3.B$69.B$68.AB.A$69.A2B$69.B2.A$69.2A2.BA$67.BAB3.B$73.
BA$71.B.A$72.B4$3.2A3.2A3.2A11.2A3.2A3.2A$3.2B2A.2B.2A2B11.2B2A.2B.2A
2B$5.A2B2.2BA15.A2B2.2BA$7.B2.B19.B2.B$3.AB.A.2B.A.BA11.AB.A.2B3.B$4.
B.BA2.AB.B13.B.BA2.A$.AB2.A2.2B2.A2.BA7.AB2.A3.B$2.B12.B9.B$.AB.A8.A.
BA7.AB.A$2.A2B8.2BA9.A2B$2.B2.A6.A2.B9.B2.A$2.2A2.BA2.AB2.2A9.2A2.BA$
BAB3.B4.B3.BAB5.BAB3.B$6.BA2.AB17.BA$4.B.A4.A.B13.B.A$5.B6.B15.B6$46.
2A3.2A3.2A$3.2A3.2A3.2A31.2B2A.2B.2A2B$3.2B2A.2B.2A2B33.A2B2.2BA$5.A2B
2.2BA37.B2.B$7.B2.B35.AB.A.2B3.B$3.AB.A.2B.A.BA32.B.BA2.A$4.B.BA2.AB.
B30.AB2.A3.B$.AB2.A2.2B2.A2.BA28.B$2.B12.B28.AB.A$.AB.A8.A.BA28.A2B$2.
A2B8.2BA29.B2.A$2.B2.A6.A2.B29.2A2.BA$2.2A2.BA2.AB2.2A27.BAB3.B$BAB3.
B4.B3.BAB31.BA$6.BA2.AB35.B.A$4.B.A4.A.B34.B$5.B6.B!

Has this cool infinitely extendable butterfly:

Code: Select all

x = 49, y = 49, rule = /2-e3ae/3
46.B$45.A$44.B2.AB$43.B2.BA$42.A2.2A$41.B2.AB$40.B2.BA$39.A2.2A$38.B2.
AB$37.B2.BA$36.A2.2A$35.B2.AB$34.B2.BA$33.A2.2A$32.B2.AB$31.B2.BA$30.
A2.2A$29.B2.AB$28.B2.BA$27.A2.2A$26.B2.AB$25.B2.BA$24.A2.2A$23.B2.AB$
22.B2.BA$21.A2.2A$20.B2.AB$19.B2.BA$18.A2.2A$17.B2.AB$16.B2.BA$15.A2.
2A$14.B2.AB$13.B2.BA$12.A2.2A$11.B2.AB$10.B2.BA$9.A2.2A$8.B2.AB$7.B2.
BA$6.A2.2A$5.B2.AB$4.B2.BA$3.A2.2A$2.B2.AB$.B2.BA$A2.2A$.BAB$2.A!

And a very common rake for a c/5 orthogonal ship:

Code: Select all

x = 18, y = 7, rule = /2-e3ae/3
2A$2B.2A5.BA4.BA$2.2BAB2A.2A.BA2.BA$.B5.2B2.BA.BA$2.2BAB2A.2A.BA$2B.2A
5.BA$2A!

The c/5 orthogonal ship seems to be very prone of turning into a butterfly, and vice versa (via photon). I do not have time currently to find some examples, but most soups should yield an example.

Edit: Smaller butterfly rake and photons can kill c/5 ships:

Code: Select all

x = 10, y = 13, rule = /2-e3ae/3
2A3.2A$2B.2A2B$2.2BA$.AB$3.A.BA$4.2BA2$2.BAB2.B$2.A2.A.A.A$3.2BA2.2B$
2.B.BA3.A$2.A.A$3.B!

Edit 2: I lost the photon c/5 reaction

[yyh_baboon]

A certain photon can duplicate the butterfly:

Code: Select all

 x = 13, y = 10, rule = /2-e3ae/3
11.AB$B2.B6.B$A2.A5.ABA$.2B$.2A3$5.AB$4.B$3.ABA!

[ThePlayzr]

Can someone search B35678/S356?
The only oscillator I found is a natural p22 playing in golly.

Natural p6:

Code: Select all

x = 0, y = 0, rule = B35678/S356
bo$3o$bobo$2b3o$3bo!

EDIT: c/3o:

Code: Select all

x = 8, y = 18, rule = B35678/S356
5bo$3bob3o$4b3o$4b2o$5b2o$4bobo2$4b3o2$3bo2$3b2o$2o4b2o$bo4bo$bo4bo$2o
b2ob2o$ob4obo$2b4o!

[icode]

Here are some automata(that im not sure are documented, but its worth a shot):
B34/s23 “a world on fire” - explosive rule
B34/S36 “ameba” - dwindling rule
B3/S45678 “Barrel” - infinite growth, like life without death
B348/S2345 “Circular ctites” - infinite growth, like mazetric
B2/S2345 “dormant wire casing” - same as before
B23/s234 “standard wire casing” - infinite growth but with lots of oscillators
B23/S2345 “flammable wire casing” - standard wire casing?
B2/s012345678 “ fast growth”- very fast growth
B348/S35 “high structures” - weird growth rate
B2/S2 “howl” - gnarl mixed with seeds
B24/S02345678 “Jack Black’s crappy diamond” - a diamond with flaws
B24/S012345678 “Jack Black’s better Diamond” - a diamond with less flaws
B24/S0345678 “Jack Black’s horrible diamond” - a diamond with many flaws
B234567/S01234567 “ life pods” - this produces cool patterns that look like life pods(and high ostriches )
B34/S2 “NighLife” / “Slow fizzle out” - this one is long lived, but shrinking
B1/S2 “gnarly” - mixes of gnarl, and howl
B45/S012345678 “ weak floodfill” - floods many shapes, but not fully
B34/S35 “structures “ - produces long lived, diminishing patters

[ThePlayzr]

Here are some automata(that im not sure are documented, but its worth a shot):
B34/s23 “a world on fire” - explosive rule
B34/S36 “ameba” - dwindling rule
B3/S45678 “Barrel” - infinite growth, like life without death
B348/S2345 “Circular ctites” - infinite growth, like mazetric
B2/S2345 “dormant wire casing” - same as before
B23/s234 “standard wire casing” - infinite growth but with lots of oscillators
B23/S2345 “flammable wire casing” - standard wire casing?
B2/s012345678 “ fast growth”- very fast growth
B348/S35 “high structures” - weird growth rate
B2/S2 “howl” - gnarl mixed with seeds
B24/S02345678 “Jack Black’s crappy diamond” - a diamond with flaws
B24/S012345678 “Jack Black’s better Diamond” - a diamond with less flaws
B24/S0345678 “Jack Black’s horrible diamond” - a diamond with many flaws
B234567/S01234567 “ life pods” - this produces cool patterns that look like life pods(and high ostriches )
B34/S2 “NighLife” / “Slow fizzle out” - this one is long lived, but shrinking
B1/S2 “gnarly” - mixes of gnarl, and howl
B45/S012345678 “ weak floodfill” - floods many shapes, but not fully
B34/S35 “structures “ - produces long lived, diminishing patters

Hello and welcome to the forums!
I like your enthusiasm, and the fact that you aren't making a bunch of new threads like many newcomers have, but we don't need to name each rule. Only some of the more interesting ones get named, and some very interesting rules still do not get named.
However, B34/S35 actually has a name, Dance, although rarely used.
Anyway, you can explore these rules, but I would recommend posting here and not making new threads for them.
Furthermore, it might be a good idea to look at isotropic rules, see the Isotropic non-totalistic rule page for help making that.
I hope you enjoy your time on the forums!

[icode]

Some isotropic nontotalistic rules(dont mind if they have been named already)
B2n4/S2345 “Circuit board” - looks like a circuit bored
B2-a/S012345678 - “knotted” - looks like a knot
B34c/S23 -“absurdly long lived” - produces absurdly long lived patterns
B34cinqty/S23 - “methuselah’s inverse” there arent a lot of conway methuselahs that are in this automaton as methuselahs

[MDA]

[...]

B34c/S23 -“absurdly long lived” - produces absurdly long lived patterns

[...]

B34c/S23 already has a name, "4diagonal". If you want to know whether a certain CA rule has already been named, search its rulestring in LifeWiki or Catagolue. If you want a table listing most named INT rules, User:Confocal/R seems to be the most complete one. 4diagonal is the eighth entry there.

[icode]

Int rules batch 2(i verified that these are new)
B2-a/S125 “wick burning club” - just friends plus a wick that burns lines
B3-ac457/S1234 - “flickery insides” - flickery diamonds
B2i3c4/S2345 - “more circuit boards” - more circuit boards
B34z/S234z “idk why this is so long lived” - very very long lived

[unname4798]

B34/S23 was named by Carykh.

[icode]

B34/S23 was named by Carykh.

, im trying to get this documented on this website, and also if i copied these, you can just dont mind them

[Rhombicubocta]

What???
New 5S:(176,3)c/16914

Code: Select all

 x = 0, y = 0, rule = B3aeiq4cqtz5j7e8/S2-ci3-aeky4ei5aeinr6-ik7e8
13bo$4bo7b3o$3b3o5bo$2b2o2bo4b2o2bo$3b2ob2o4bob2o$5b2o3$13bo$12b3o6b2o$2o10bob2o6b2o$o2bo6b2o2bo6b2o$bobo5b2o10bo$3bo6bo2$15bo$16b2o$14b3o$15bo!

NEW 5S:(165,134)c/44218
The current 3rd largest period spaceship in 5S database:

Code: Select all

 x = 4, y = 4, rule = B3aeiq4cqtz5j6i7e8/S2-ci3-aeky4cei5aeinr6acei
3o$o2bo$3bo$b3o!

Were the insane foam rule ships never added to the database?

The obelisk space now officially has a period of Non-adjustable ship 1000x any other rulespace in INT (The next highest period is c/20,591,022o) and this ship is the first Non-adjustable INT ship with a period over 10^10. It also has a period higher than the sum of all other 5s ship periods (Including other obelisk results) 278,728,702(Oblique 5s) + 799,363,323(Orthogonal 5s) + 320,050,901(Diagonal 5s) + 11,575,789,605(Obelisk) = 12,973,932,531 < 21,712,240,845
Here is the ship:
2c/21,712,240,845o

Code: Select all

x = 96, y = 7, rule = B2n3aijqr4j5iqy6an7e/S2-ck3cejk4-anqt5cekry6-e78
38bo15b2o12b2o$3b2o8bo13bo44b2o21bo$95o$obobobobobobobobobobobobobobob
obobobobobobobobobobobobobobobobobobobobobobobobobobobobobobobob2o$95o
$3b2o8bo13bo44b2o21bo$38bo15b2o12b2o!

This ship is in the same 2^13 rulespace as the 2c/5.7b and p47b

[CasperWen8805181]

This rule which is a variant of Brian's Brain that is unexplosive for most soups. Butterflies seem to be way more common too, and two extended variants have been found naturally.

could anyone try to search this rule? I am sure there are tons of photon, c/5, and butterfly reactions (c/5 to butterfly and vice versa) undocumented, because most soup has:
1. a butterfly rake
2. c/5 rake
3. photon rake
4. c/5 to butterfly via photon
5. length 2 and 3 extended butterflies

Edit 1: One of the c/5 to length 3 extended butterfly found naturally, also producing a regular butterfly, with a sparkler (?)

Code: Select all

x = 6, y = 19, rule = /2-e3ae/3
.ABA$A.B$2BA.B$A.B$.ABA11$3.2A$3.2B$5.A$5.B!

Edit 2: Similar reaction yielding the same products

Code: Select all

x = 5, y = 10, rule = /2-e3ae/3
2B$2A5$2.B$.2A$2.B.B$3.A!

The two reactions seem of similar components, process, and results, but I can't seem to find one single frame in which the two reactions are the same

Edit 3: nevermind, I'm an idiot. here are the two reactions side by side:

Code: Select all

x = 14, y = 23, rule = /2-e3ae/3
3.A$2.B.B$.B2.A$A2.B$.B2.A$2.B.B$3.A4$3.2A$3.2B$5.A$5.B5$4.BA$4.BA5.A
$10.BAB$13.A$12.B!

Edit 4: c/5 rake:

Code: Select all

x = 10, y = 7, rule = /2-e3ae/3
2.2A4.2A$2.2BA.A.2B$.A2.AB.B$.B5.BA$A.A$BA.B$.AB!

there will not be any still lifes in this rule, but the question is: are there oscillators / guns?

Edit 5: photon killing reactions:

Code: Select all

x = 56, y = 110, rule = /2-e3ae/3
54.2B$54.2A3$50.2B$50.2A3$46.2B$46.2A3$42.2B$42.2A3$38.2B$38.2A3$34.2B
$34.2A3$30.2B$30.2A3$26.2B$26.2A3$22.2B$22.2A3$18.2B$18.2A3$14.2B$14.
2A3$10.2B$10.2A3$6.2B$6.2A4$BA$2.BA$2.BA$BA4$6.2A$6.2B2$9.2A$9.2B2$12.
2A$12.2B2$15.2A$15.2B2$18.2A$18.2B2$21.2A$21.2B2$24.2A$24.2B2$27.2A$27.
2B2$30.2A$30.2B2$33.2A$33.2B2$36.2A$36.2B2$39.2A$39.2B2$42.2A$42.2B2$
45.2A$45.2B2$48.2A$48.2B2$51.2A$51.2B2$54.2A$54.2B!

Edit 6: Faster horizontal c/5 rake:

Code: Select all

x = 16, y = 11, rule = /2-e3ae/3
9.AB$7.AB.A$7.AB2.2BA$9.AB.2AB$15.A$13.2B$4.AB$2.AB.2A.A3.2B$AB2.B2.2B
4.A$AB.2A3.A$2.AB2.B!

has this rule been discovered before?

Edit 7: infinitely extendable ship shenanigans:

Code: Select all

x = 77, y = 3, rule = /2-e3ae/3
2A73.2A$2B.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.
A.A.A.A.A.A.A.2B$2.BABABABABABABABABABABABABABABABABABABABABABABABABA
BABABABABABABABABABABAB!

which also means...

Code: Select all

x = 100, y = 2, rule = /2-e3ae/3:T100,100
A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A
.A.A.A.A.A.A.A.A.A.A.A.A.A.A.A$ABABABABABABABABABABABABABABABABABABAB
ABABABABABABABABABABABABABABABABABABABABABABABABABABABABABABAB!

and also can't resist putting yet another butterfly rake here

Code: Select all

x = 15, y = 18, rule = /2-e3ae/3:T99,100
2.2A7.2A$2.2B7.2B$.A2.A5.A2.A$.BA.B5.B.AB$3.B7.B$.A.BA5.AB.A$.2B9.2B$
A2.A7.A2.A$B.AB7.BA.B$.B2.A5.A2.B$2.2B7.2B$3.A3.A3.A$6.BAB2$4.A5.A$3.
B.B3.B.B$2.A2.2BA2B2.A$3.B7AB!

[MDA]

A chaotic self-complementary rule with the glider and a small c/6o spaceship:

Code: Select all

x = 0, y = 0, rule = B34k5-jnr6-ae78/S2ae3jnr4-k678
!
[[ RANDOMIZE ]]

Some orthogonal spaceships found with qfind:

Code: Select all

x = 183, y = 41, rule = B34k5-jnr6-ae78/S2ae3jnr4-k678
3b2o18b2o17b4o16bobobobo27bo17b2o16b3o16b3o3b3o20bobo$2b4o16b4o15bob2o
bo14b2ob3ob2o25b3o15bob2o15b2o18b2o3b2o21b3o$b6o14b6o14b6o16bo3bo27b3o
14bob2o35bobo3bobo$b6o14b6o15b4o15bobo3bobo24b2o16bob3o15bo2bo15b3o3b
3o$2o2bo15b2o2bo15b2o3bo14bobobobobobo21b5o15bobobo14bo3b2o15b2o3b2o$
3bob2o16bob2o15bob2o16b2obob2o22b6o16bo17b2o3bo16bo3bo$3bob2o16bob2o
15b4o15bobobobobo22bo19bo3bo14b2o2b2o15bob3obo$b4o16b4o17b2ob2o15bobob
obo22bo2bo17b4o15b3obo$4bobo17bobo17bo15b3obobob3o19b2o19bobobo14b2obo
2bo16bobobo$3bo2bo16bobo36bo2bo2bo42bobo20bo17b3ob3o$24bo18bobo15bobob
obobo40bobo18bobobo17b5o$24bo20bo15b2obobob2o42bo18b2o17b11o$26bo18bo
14bobobobobobo39b2o20b2obo14bob7obo$24bo17b2o16bob7obo41b2o19bo18b7o$
21b3o17b2o20b5o43bo18b3o18b2o5b2o$21bo19b2o22bo47bob3o14bo18b2o2bo2b2o
$22b2o19bo21bo50b2o33b2o5b2o$21b2obo15bo20b3obob3o41b2o37b4o3b4o$21b2o
bo15b2obo17bo2bobo2bo81b9o$20b5o18bo16b2o2bobo2b2o40bo38bo9bo$20b2ob2o
18bo19bo3bo43b3o36bob7obo$21bo2bo18b2o20bo46b2o39bobobo$21bobo19b3o14b
obo2bo2bobo40bo40b3ob3o$22b2o18b2obo65b2o38bo2b3o2bo$44b3o14bob5obo81b
ob5obo$42b3o108b5o$153b5o$40b2o2bo106b9o$41bo2bo106bo2bobo2bo$40bob4o$
42b4o$42b3o$43bo$43bo$42b2obo$41b3o$44bo$40bob2o$41b3o$40b2obo$41bobo!

Edit (August 14th, 2026, 10:13 PM): Diagonal spaceships:

Code: Select all

x = 33, y = 21, rule = B34k5-jnr6-ae78/S2ae3jnr4-k678
5o25b3o$o3b3o23bo$obo2b2o24bo$4bo$4bo2b3o$3bobo$2b3obo3bo$2bob2obo$4bo
b4o$6b3obo$5bob4o$7b5o$7b3o2bo$10b3o2$12bob6o$12bo3b2o$14bobo2bo$14b2o
bo$14b2o$15bo!

[J5L]

Weird MAP rule.
CheckerWHAT
Example soup:

Code: Select all

x = 8, y = 8, rule = MAPConLig
3bob3o$3o$b3ob3o2$4o2bo$6o$bobob3o$3b2o!

[MDA]

A chaotic self-complementary rule with the glider and a small c/6o spaceship:

Code: Select all

...

[...]

Funnily enough, it seems that Yoel Matveyev found this exact rule two years ago.

Edit (August 15th, 2026, 10:27 PM): (2,1)c/5 spaceship, found using ikpx2:

Code: Select all

#C completed spaceship: xq5_77dg8gzw9mv1z08otgggzwg6f5tszy01e74okc48zy3deodvluozy41234lteooogzy92dffqfezya1r4oijzyb9si3uhgczye369mv1m4ook8zyk25d1oht
#C Catagolue URL: https://catagolue.hatsya.com/object/xq5_77dg8gzw9mv1z08otgggzwg6f5tszy01e74okc48zy3deodvluozy41234lteooogzy92dffqfezya1r4oijzyb9si3uhgczye369mv1m4ook8zyk25d1oht/b34k5-jnr6-ae78s2ae3jnr4-k678
#C breadth = 12
#CLL state-numbering golly
x = 33, y = 61, rule = B34k5-jnr6-ae78/S2ae3jnr4-k678
b3obo$bo2bobo$3ob2o$b2o3b2o$2b4obo$3b2ob5o$3bobob5o$4bobob3o$10bob
3o$9bo3bo$11b6o$11b2ob2obo$11b2ob2o$11b2ob3o$13bo$12bo3bo$13b2o2bo
$13bobo$12b3o3bo$14b3o$12b7o$12bobob3o$15b3o$14b4o$14bob2obo$15b6o
$14bob2ob2o$14bo2b2o$16bob4o$18bob5o$18b2o3b2o$21b3o$19b3o$20bobo$
19b2obobo$20b2o$21bo2b4o$21bo4b2o$28b2o$28b2o$24b4o$25b2o$26b2o$
26b3o$26bobo$27bo2b2o$28bo3bo$31bo$28bobo$27b3o$28b3o$30bo$28bo$
27b2obo$27b4o$26b3obo$28bo$28bo2bo$30b3o$29bo$30bo!
[[ TRACK -1/5 -2/5 ]]

[CasperWen8805181]

*buncha stuff*

2-long butterfly rake

Code: Select all

x = 11, y = 27, rule = /2-e3ae/3
.ABA$A.B4.A$2B3.AB.B$A5.B2.B$4.AB3.2A$5.B3.B$5.B2.A$3.BA.AB$6.A$4.AB$
4.AB.BA$7.B$6.A.B$5.BA2.B$5.A.B.A$6.BAB$6.A.A$7.B$7.A$6.B$6.A$5.B$5.A
$4.B$4.A$2.2B$2.2A!

[ThePlayzr]

This rule is omniperiodic via lightspeed wires that can flip in two ways, one of which flips the wire 1 generation faster, so even periods can be done with 2 of the same ends, and odd periods with different ends, like so:

Code: Select all

x = 13, y = 21, rule = B2ce3aey4ajqt5-ciny6-ak/S1e23-ary4aet5i6c
12bo$12bo$o11bo$o4bo$6bo$2b11o$6bo$o4bo$o11bo$12bo$12bo4$o11bo$o4bo6b
o$6bo$2b9o$6bo$o4bo6bo$o11bo!

This can make all periods 4+2n and 5+2n. With the common patterns in the collection below, this proves the rule omniperiodic.
Apart from that, we have a common p24, a natural c/3o (which appears to be the speed limit), c/4o spaceship, wickstretcher and wickeater, the same for c/5o and c/6o, a surprisingly small c/7o, and a c/4d, 2c/8d, and c/6d.

Code: Select all

x = 169, y = 106, rule = B2ce3aey4ajqt5-ciny6-ak/S1e23-ary4aet5i6c
4b3o28bo10b3o8bo7bo11b2o2bo8bo2b2o2b2o2bo8bo2b2o4b3o8b3o6b3o8b3o8b5o$
4bo16b4o8b3o10bobo6b2ob2o4bob2o13bo8bo10bo8bo8bo2bo6bo2bo6bo2bo6bo2bo
8b2ob2o$3bo7bo9bo12bobo18bo4bo18b5o4b5o6b5o4b5o7bobo6bobo8bobo6bobo8b
2obob2o$3b2o5bo9bo2bo9bo3bobo6bobo11bo6bob2obo8b2obo2bob2o10b2obo2bob
2o50bo3bo$obo6bo9bob3obo9bo4bo15b2obo6b2o3bo8bobo2b2o2bobo8bobo2b2o2b
obo51bo$bob2o3b4o6bobo6b3o8b2o2bo10b6o7b4o48b3obobo2bobob3o4b3obobo2b
obob3o$3b2ob2o2bob2o12b4o9bobo11b2o2bob2o4b4o4bo7b3o4b3o10b3o4b3o13bo
2bo16bo2bo15bo$3bo5b4o7bobo3bo11bo2bo10b3ob2o3bo5bo2b4o48bobo2bobo12b
obo2bobo10bob3obo$3b2ob2o19bo10bo14b2o14bo3bo5bo3bo4bo3bo6bo3bo4bo3bo
6b2o2bo4bo2b2o6b2o2bo4bo2b2o9b3o$3bobo2bo4b2o12b2o27bo8b2o2bo2bo4b3ob
2o6b2ob3o2b3ob2o6b2ob3o2bo2bo2bo4bo2bo2bo2bo2bo2bo4bo2bo2bo3b3o5b3o$3b
2o10bo11b2o23b2o11b3o4bo7b3o6b3o8b3o6b3o5b2obo10bob2o2b2obo10bob2o3bo
4bo4bo$7bobo4bob2o34b4o11bo4bo7bo10bo8bo10bo11bob2obo14bob2obo9bo2bo3b
o2bo$6bo8bo49bo2bo3bo7bo10bo8bo10bo6b4o8b4o4b4o8b4o$10b2o56b2obobo6bo
10bo8bo10bo8b2o8b2o8b2o8b2o$9bo3bo52bo2b4o27bo10bo10b2ob2ob2o12b2ob2o
b2o$12b2o50b4ob2o9bo10bo8bo10bo8b2obo4bob2o8b2obo4bob2o$11b3o55b2o29b
o10bo12bo2bo16bo2bo$66b2o32bo10bo11bo4bo14bo4bo$67bo32bo10bo$67b2o2bo
28bo10bo8b2obo4bob2o8b2obo4bob2o$70bob2o49bo4bo14bo4bo$73bo26bo10bo$o
3bo2bo6bo107bobo2bobo12bobo2bobo$o2bo3bo6bo52bobo2bo49b3o2b3o12b3o2b3o
$9b2o56bo3b2o46b3obo4bob3o6b3obo4bob3o$8bobo4bo52b2obo49bob2o2b2obo10b
ob2o2b2obo$9bo4bo2b2o47bo2bo2bo46b2o10b2o6b2o10b2o$9bo56bob3o51bo6bo12b
o6bo$9bo57bo54bo6bo12bo6bo$68bo54bo4bo13bo6bo$67b3o48b2obobo4bobob2o8b
o6bo$67bobo50b3obo2bob3o10bo6bo$68bobo50b3o4b3o11bo6bo$68bobo71bo6bo$
69bo48b3o2b2o2b2o2b3o8bo6bo$71bo46bob3o6b3obo8bo6bo$70bobo44bo4bo6bo4b
o7bo6bo$70b3o44b3ob3o4b3ob3o7bo6bo$117b3ob2o6b2ob3o7bo6bo$70bobo47bo10b
o11bo4bo$70bo67b2obobo4bobob2o$71bo48b3o6b3o8b3obo2bob3o$71bo49bo8bo10b
3o4b3o$71bo$71bo50bo6bo8b3o2b2o2b2o2b3o$71bo49b3o4b3o7bob3o6b3obo$71b
o50b2o4b2o7bo4bo6bo4bo$71bo49bobo4bobo6b3ob3o4b3ob3o$71bo51bob2obo8b3o
b2o6b2ob3o$71bo68bo10bo$65bob2o2bo49bo2bo2bo2bo$65b2obo2bo46bob2o3b2o
3b2obo6b3o6b3o$65b2obo3bobo44bo4bo2bo4bo8bo8bo$67b5obo46bo10bo$118b4o
8b4o8bo6bo$121bo8bo10b3o4b3o$68bobo3bo46bo8bo11b2o4b2o$68bo4bo46b3o6b
3o9bobo4bobo$66b2obo3bo47bo8bo12bob2obo$64b3o6bo$68bo4bo67bo2bo2bo2bo
$66b2o5bo64bob2o3b2o3b2obo$65bobo5bo65bo4bo2bo4bo$65bo7bo66bo10bo$65b
o2bo4bo64b4o8b4o$65bobob2o2bo67bo8bo$68bobo2bo67bo8bo$67bo2bo3bo65b3o
6b3o$67bob3obo67bo8bo$68b2o3bo$70bo$69bo$69bobo$65b2ob2o$65bo2bo3bobo
$65bobobobo2bo$64b2o5bo2bo$65bobobo3bo$65bob5o$68bo2bo$66b2obobobo$66b
obo2bo$65bo$65b2obo$65bo3bo$64bo3bo$65bob2ob3o$65bo3b3obo$67b2o2bo$66b
o$68bo3bobo$65b2o2bo2b3o$64bo4bo3b2o$71b2o$69b4o$68bo2bobo2$68b2o$68b
3o$71bo$65b5obo$67bo2b2o$64bobo3bo$65b2obo$65b2o$65b2o!

Can someone apgsearch it?
EDIT: thanks to PK22 for apgsearching! Collection of interesting oscillators, which the rule is quite rich in, including p86 and p96 oscillators with huge sparks:

Code: Select all

x = 48, y = 201, rule = B2ce3aey4ajqt5-ciny6-ak/S1e23-ary4aet5i6c
12b2o$9b2o2bo6b2o2b2o$3ob3o5bo7bobo$14bo2b2o2b2o$14bo5$43b2o$bo3b2o4b
o4bo3bobobobo6b2o7bo2bo$bo5bo3bo2bobo13b3o9bobo$6bo7bo5bobobobo6bob3o
2b2obo2b2o$bo5b2o4b2o18b2o8bo$43bo3$10b2o2$5b2o4bob2o$3bo7b2o$2bobo7b
2o$3bo5bo2b2o$2o7bo2b3o3$21b2o8bo$19b2o2b3o5bob2o$22bo4b2o5bo$obobobo
2bobobob2o5bob2o7b3o$34bo3bo$24bob2o3bob2o3bo$24b2o5bo5$10b2obo$10b3o
2b3o$3obo5b4ob3o$4bo10b2o$4bo4bobo3bobo$3obo5b2o$9b3ob4o$9b3o2b3o$13b
ob2o5$2b2o17b2o$2o8b2o2bo4bo$3bo3b3o2bo2b2o2bob3o$3bo6b2o2bo8bo$3bo16b
2o3$21bo$21bo3b2o$o14bo$o2b2obo2bob2o2bo2b2o3bo$3bo8bo9b2o$3b2obo2bob
2o8b2o2$19bo$19bo7$obobobob2o7$8bo$3b3o2bo$2bo2bo2bo$ob2obo$o$o3$o$o$
5b2o$4bo$2b2o$8bo$8bo3$11b2o2bo2bo2b2o$3o7b3o2bo2bo2b3o$5ob2o3b2o2bo2b
o2b2o$3o$15b4o2$31b2o2$12b2o5b2obo2b2o2bo4b2o$19bo2bo6bo$4bo6b3obo7bo
13bo$2b3o5b2obobo3b2o2bo7bobo3bo$b3o4bo2b3o7b3o7bob2o$bo6bo3bo26bo$19b
o13b2o4bo$10b2o7bo$36b2o3$14bo$8bo5bo$8bo$9bo$10bo$10bo3$b2o$3bo$4b2o
4$2o4$4bo$4bo$4bo$b4o5$5bobo$6bo$3bo2bo$obo$3bobo$2bo5$8bo$7bo$7bo$5b
2o$4bo$o$3o$b3o$3bo6$7bo$7bo3$4bo$3b3o5b2o$3bo2bo$3bo3bo$7b2o$5b3o9$3b
ob2o$3b5o$5b3o$6bo$6b2o7$4bo$4bo$3bo4bo2bo$b2obo3bo2bo$8bo2bo2$8b4o!

[g0t0]

This rule looks like to boil the soup down until it's gone.

Code: Select all

x = 0, y = 0, rule = B02/S23
!
[[ RANDOMIZE RANDWIDTH 128 RANDHEIGHT 128 ]]