Snowflakes (B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e)

[2718281828]

The first sawtooth, Sawtooth 172:

Code: Select all

x = 87, y = 77, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
70bobo$69b5o$54bo15bobo$56bo$55b2o13bobobo$69b7o$72bobo$56bo$54b5o15b
2o$54bo3bo11bo2b3o$53b2obob2o14b2o$54bo3bo7bo$54b5o7bo5b2o$56bo10b2o2b
3o$25bo41b2o3b2o$27bo$26b2o$21bo$23bo$22b2o45bo$68b3o$68bo2bo$21bo4bo$
23bo$22b2o8b2o$32bo$34bo$31b2o$31bo$33bo2$2bo32bo44bobobo$o25b2o9bo14b
2o$2o25bo8b2o15bo3bo$26b2o23bo$2o34b2o42bobobobo$o2bo30bo2bo$2b2o23bo
6b2o17b2ob3ob2o19bo$25b5o24bo2bo2bo18b2o4bo$25bo3bo24b2o3b2o24b2o$24b
2obob2o47bobo4bo$25bo3bo48bo2bo$25b5o48bo4bo$27bo50b2o3b2o$79bo3bo6$
27bo$26b3o$26bobo$27bo16$23bo7bo$27bo$24bo5bo2$27bo3$25bo3bo!

The idea is essentially the same as described above. We have G bouncing between two reflectors and two 2c/6 ships. And a gun shoots R's which get eliminated by the back-flying G.

Even though it is likely not optimal in terms of minimal repeating population 172 is already better than B3/S23, like in the linear growth.


Furthermore, I found by accident this log-sawtooth. So the the maximum population is log(n)n and the minimum population is log(n):

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x = 93, y = 79, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
70bobo$69b5o$54bo15bobo$56bo$55b2o13bobobo$69b7o$72bobo$56bo$54b5o15b
2o$54bo3bo11bo2b3o$53b2obob2o14b2o$54bo3bo7bo$54b5o7bo5b2o$56bo10b2o2b
3o$25bo41b2o3b2o$27bo$26b2o$21bo$23bo$22b2o45bo$26b3o39b3o$26b3o39bo2b
o$21bo3bo$23bo$22b2o3bo2bob2o$27b3o2bo$28bo5bo$31b2o$31bo$33bo2$2bo32b
o44bobobo$o3b2o31bo14b2o$2o2bo31b2o15bo3bo$4b2o45bo$2o34b2o42bobobobo$
o2bo30bo2bo$2b2o23bo6b2o17b2ob3ob2o19bo$25b5o24bo2bo2bo18b2o4bo$25bo3b
o24b2o3b2o24b2o$24b2obob2o47bobo4bo$25bo3bo48bo2bo$25b5o48bo4bo$27bo
50b2o3b2o$79bo3bo25$23bo2bobo2bo$27bo4$26b3o2$25bo3bo!

Edit1: sawtooth 163:

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x = 66, y = 64, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
49bobo$48b5o$33bo15bobo$35bo$34b2o13bobobo$48b7o$51bobo$35bo$33b5o15b
2o$33bo3bo11bo2b3o$32b2obob2o14b2o$33bo3bo7bo$10b2o3b2o16b5o7bo5b2o$
10bo2bo2bo18bo10b2o2b3o$9b2o5b2o28b2o3b2o$13bo$12bobo2$7bo5bo$48bo$47b
3o$13bo33bo2bo6$7bo11bo$7b3o7b3o$9bo7bo2$o5bo13bo5bo32bobobo$2bo21bo6b
2o$b2o3bo13bo3b2o6bo3bo$30bo$59bobobobo2$8bo9bo13b2ob3ob2o19bo$33bo2bo
2bo18b2o4bo$33b2o3b2o24b2o$57bobo4bo$57bo2bo$57bo4bo$57b2o3b2o$58bo3bo
8$13bo$12b3o$12bobo$13bo5$9b2o5b2o$10bo5bo$8bo9bo$12bo!

Edit2: sawtooth 158:

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x = 66, y = 63, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
49bobo$48b5o$33bo15bobo$35bo$34b2o13bobobo$48b7o$51bobo$35bo$33b5o15b
2o$33bo3bo11bo2b3o$32b2obob2o14b2o$33bo3bo7bo$10b2o3b2o16b5o7bo5b2o$
10bo2bo2bo18bo10b2o2b3o$9b2o5b2o28b2o3b2o$13bo$12bobo2$7bo5bo$48bo$47b
3o$13bo33bo2bo5$7bo11bo$7b3o7b3o$9bo7bo$5b3o11b3o$o4bobo11bobo4bo$2bob
obobo9bobobobo34bobobo$b2o2bobo11bobo2b2o5b2o$5b3o11b3o10bo3bo$30bo$5b
o15bo37bobobobo$8bo9bo$32b2ob3ob2o19bo$33bo2bo2bo18b2o4bo$33b2o3b2o24b
2o$57bobo4bo$57bo2bo$57bo4bo$57b2o3b2o$58bo3bo8$13bo$12b3o$12bobo$13bo
4$9b2o5b2o$10bo5bo$8bo9bo$12bo!

[dani]

I'm not sure if this is known, but a weird 'sqrtgun'-type thing:

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x = 46, y = 32, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
3bo21bo$b5o19b3o$bo3bo21bo$2obob2o14bobobob2o$bo3bo21bo$b5o19b3o$3bo
21bo5$18bo21bo$16b5o19b3o$16bo3bo8b3o10bo$15b2obob2o7bobo4bobobob2o$
16bo3bo21bo$16b5o19b3o$18bo21bo3$6bo6b2o$5b3o4bob2o13bobo$6bo6b2o3$16b
o25bo$14b5o9b2o10b5o$14bo3bo8b2obo9bo3bo$13b2obob2o8b2o9b2obob2o$14bo
3bo21bo3bo$14b5o21b5o$16bo25bo!

The topmost shuttle is optional. I don't know why, but I feel like this could lead to adjustable-speed spaceships. Increase the distance between the left and right sides, add a couple more outputs to be rerouted to push the snowflakes back, maybe throw some stack reactions in there...I don't quite know where to go from there.

EDIT: Modification to toss gliders back:

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x = 41, y = 28, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
31bo$29b5o$29bo3bo$28b2obob2o$29bo3bo$29b5o$31bo$13bo21bo$11b5o19b3o$
11bo3bo8b3o10bo$10b2obob2o7bobo4bobobob2o$11bo3bo21bo$11b5o19b3o$13bo
21bo3$bo6b2o$3o4bob2o13bobo$bo6b2o3$11bo25bo$9b5o9b2o10b5o$9bo3bo8b2ob
o9bo3bo$8b2obob2o8b2o9b2obob2o$9bo3bo21bo3bo$9b5o21b5o$11bo25bo!

I feel like we're really close to an adjustable snowflake-pushing/pulling spaceship, all we would need is a 2:1 ratio of G's to back-flakes, and I think it's within reach.

Also, great job on the snowtooth! heh

[2718281828]

A p25 gun seems feasible:

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x = 15, y = 25, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
8bo$3bo2bo$b3o$bo4bo2$6bo5bo$10b3o$10bo9$11bo$11b3o$7bo5bo2$2bo4bo$2b
3o$4bo2bo$9bo!

We just need a p5 or p25 domino spark at generation 21:

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x = 20, y = 26, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
$10bo$5bo$3b3o2bo$3bo$8bo$7bo6bo$12b3o$12bo4$9bobobo$13bo4$13b2o$13bo$
8bo6bo$9bo$4bo$4b3o2bo$6bo$11bo!

[dani]

It's easier than that, actually. p25 R+G guns:

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x = 15, y = 38, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
7bo6bo$9bo2bo$12b2o$9bo2$9bo$4b2o$5bo$3bo3$6bo$8b2o$9bo$7bo3$9b2o$7bo
2bo$7b2ob2o$9bo$3bo2$4bo2$3bo$o$2bo$b2o3$bobobo6b2o$12bo$o13bo$11bo$6b
2o$6bo$8bo!

The G gun is 17 cells, too. I don't know if that breaks any records.

[BlinkerSpawn]

It's easier than that, actually. p25 R+G guns:

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x = 15, y = 38, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
7bo6bo$9bo2bo$12b2o$9bo2$9bo$4b2o$5bo$3bo3$6bo$8b2o$9bo$7bo3$9b2o$7bo
2bo$7b2ob2o$9bo$3bo2$4bo2$3bo$o$2bo$b2o3$bobobo6b2o$12bo$o13bo$11bo$6b
2o$6bo$8bo!

The G gun is 17 cells, too. I don't know if that breaks any records.

G gun down to 15, although I know about as much as you as far as record sizes:

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x = 10, y = 15, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
2bo6bo$4bo2bo$7b2o$4bo2$4bo$o3$o2$bo$3b2o$4bo$2bo!

[2718281828]

It's easier than that, actually. p25 R+G guns:

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RLE

The G gun is 17 cells, too. I don't know if that breaks any records.

G gun down to 15, although I know about as much as you as far as record sizes:

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x = 10, y = 15, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
2bo6bo$4bo2bo$7b2o$4bo2$4bo$o3$o2$bo$3b2o$4bo$2bo!

good job.
I reduced the bounding box of the R-gun slightly in terms of bounding box:

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x = 15, y = 38, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
7bo6bo$9bo2bo$12b2o$9bo2$9bo$5bo3$5bo2$6bo$8b2o$9bo$7bo4$9b2o$7bo2bo$
7b2ob2o$9bo$3bo2$4bo2$2b2o$2bo$b2o3$bobobo6b2o$12bo$o13bo$11bo$6bo2bo!

[dani]

Well, some progress on the giant snowflake-pushing ship:

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x = 189, y = 143, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
48bo107bo$46b5o103b5o$46bo3bo74b2o27bo3bo5bo$45b2obob2o72bob2o25b2obob
2o2b5o$46bo3bo74b2o27bo3bo3bo3bo$46b5o103b5o2b2obob2o$48bo107bo5bo3bo$
34bo107bo19b5o$32b5o103b5o19bo$32bo3bo98b2o3bo3bo$31b2obob2o96bob2ob2o
bob2o$32bo3bo98b2o3bo3bo$32b5o103b5o18bo$34bo107bo18b5o$44bo110bo5bo3b
o$42b5o87b2o17b5o2b2obob2o$42bo3bo88bo17bo3bo3bo3bo$41b2obob2o86b2o16b
2obob2o2b5o$42bo3bo106bo3bo5bo$42b5o106b5o$44bo110bo21$150bo$148b5o$
148bo3bo$147b2obob2o$148bo3bo$148b5o$150bo$156bo$154b5o$154bo3bo$153b
2obob2o$154bo3bo$154b5o$156bo2$161bo$159b5o$69b2o88bo3bo$70bo87b2obob
2o$69b2o88bo3bo$159b5o$161bo$149bo$147b5o$147bo3bo$146b2obob2o$147bo3b
o$147b5o19bo$149bo19b5o$162bo6bo3bo$77b2o81b5o3b2obob2o$76bob2o80bo3bo
4bo3bo$77b2o80b2obob2o3b5o$160bo3bo6bo$160b5o$162bo2$168bo$166b5o$46b
2o118bo3bo$45bob2o116b2obob2o$46b2o118bo3bo$166b5o$168bo$156bo$154b5o$
154bo3bo$153b2obob2o$154bo3bo$154b5o19bo$156bo19b5o$169bo6bo3bo$55b2o
110b5o3b2obob2o$56bo110bo3bo4bo3bo$55b2o109b2obob2o3b5o$167bo3bo6bo$
167b5o$169bo2$175bo$173b5o$24b2o147bo3bo$25bo146b2obob2o$24b2o147bo3bo
$173b5o$175bo$163bo$161b5o$161bo3bo$160b2obob2o$161bo3bo$161b5o19bo$
163bo19b5o$176bo6bo3bo$32b2o140b5o3b2obob2o$31bob2o139bo3bo4bo3bo$32b
2o139b2obob2o3b5o$174bo3bo6bo$174b5o$176bo2$182bo$180b5o$b2o177bo3bo$o
b2o175b2obob2o$b2o177bo3bo$180b5o$182bo$170bo$168b5o$168bo3bo$167b2obo
b2o$168bo3bo$168b5o$170bo$183bo$10b2o169b5o$11bo169bo3bo$10b2o168b2obo
b2o$181bo3bo$181b5o$183bo!

The idea I had is that we place some gliders on the bottom 'spine' section, that split into two crowds, which push the snowflakes at the end back one cell further then they started. Although that may be tricky since we don't have any pull reactions that generate a sideways glider, so we would need to use even more gliders...it doesn't seem that feasible now that I think about it.

[toroidalet]

sawtooth 137:

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x = 62, y = 43, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
7bo$5bo$5b2o2$54bo3bo$6bo46b2o3b2o$4b5o44bo4bo$4bo3bo44bo2bo$3b2obob2o
43bobo4bo$4bo3bo10b2o3b2o34b2o$4b5o10bo2bo2bo28b2o4bo$6bo11b2ob3ob2o
29bo$20bobobo$55bobobobo$16bo$18bo3bo$13bo3b2o$5bobo3bo43bobobo$b2o2b
3o3b2o$2bo$o4bo$47bo2bo$47b3o$b2o45bo$2bo$o$5b2o$5bo$7bo38b2o3b2o$21bo
24b2o2b3o$19b5o21bo5b2o$19bo3bo21bo$18b2obob2o28b2o$19bo3bo25bo2b3o$
19b5o29b2o$21bo$51bobo$48b7o$21b2o26bobobo$21bo$23bo25bobo$48b5o$49bob
o!

sawtooth 125:

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x = 62, y = 53, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
7bo$5bo$5b2o3$6bo$4b5o$4bo3bo$3b2obob2o$4bo3bo$4b5o$6bo3$54bo3bo$53b2o
3b2o$53bo4bo$53bo2bo$53bobo4bo$19b2o3b2o34b2o$19bo2bo2bo28b2o4bo$18b2o
b3ob2o29bo$20bobobo$55bobobobo$16bo$18bo3bo$13bo3b2o$5bobo3bo43bobobo$
b2o2b3o3b2o$2bo$o4bo$47bo2bo$47b3o$b2o45bo$2bo$o$5b2o$5bo$7bo38b2o3b2o
$21bo24b2o2b3o$19b5o21bo5b2o$19bo3bo21bo$18b2obob2o28b2o$19bo3bo25bo2b
3o$19b5o29b2o$21bo$51bobo$48b7o$21b2o26bobobo$21bo$23bo25bobo$48b5o$
49bobo!

i doubt that a (currently feasible) snowflake-pushing ship exists because we don't have a pull reaction. since universal construction is theoretically possible then we could theoretically make a giant snowflake-pushing ship, but i think that's it.

[BlinkerSpawn]

sawtooth 137:

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rle

sawtooth 125:

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rle

Trivial-ish Sawtooth 123, in the vein of my related gun reduction (and now in minimal phase):

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x = 86, y = 52, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
7bo$5bo$5b2o6$5bobo5$80bo$78b2ob2o$78bobobo$78b2ob2o$78b4o$78b2obob2o$
19b2o3b2o52b3obobo$19bo2bo2bo53bobob2o$6bo11b2ob3ob2o$5bobo74bo$5b3o
71bo2bo2bo$6bo9bo65bo$18bo3bo$13bo3b2o61bo$11bo68bo2bo$b2o8b2o67bo$2bo
$o4bo3$2bo2$3bo16b3o$5b2o13bobo$5bo$7bo63bo3bo$70b2o3b2o$70bo4bo$70bo
2bo$70bobo4bo$20bobo54b2o$71b2o4bo$73bo2$72bobobobo$21b2o$21bo$23bo$
72bobobo!

[2718281828]

Trivial-ish Sawtooth 123, in the vein of my related gun reduction (and now in minimal phase):

Code: Select all

RLE

This version of the Sawtooth 123 can be reduced to this Sawtooth 120, just by rearranging everything (and changing the period of the gun so that the gun and the reflector have minimal population - see tick 17):

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x = 84, y = 55, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
2$68bo3bo$67b2o3b2o$67bo4bo$67bo2bo$67bobo4bo$27b2o3b2o40b2o$27bo2bo2b
o34b2o4bo$26b2o5b2o35bo$30bo$29bobo37bobobobo$24bo$26bo3bo$15bo9b2o$
13bo55bobobo$13b2o$11bo2$10bo3$8bo4bo$10bo21b2o$9b2o8b2o10b2obo$19bo
12b2o$21bo38b2o3b2o$29bo30b2o2b3o$27b5o27bo5b2o$27bo3bo27bo$26b2obob2o
34b2o$13b3o11bo3bo31bo2b3o$13bobo11b5o35b2o$29bo$65bobo$62b7o$29b2o32b
obobo$29bo$31bo31bobo$13bobo46b5o$63bobo4$13b2o$13bo$15bo!

However, here we go with a Sawtooth 116:

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x = 61, y = 55, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
$54bobo$53b5o$54bobo2$54bobobo$18b2o3b2o28b7o$18bo2bo2bo31bobo$17b2ob
3ob2o$19bobobo34b2o$54bo2b3o$15bo42b2o$17bo3bo28bo$16b2o32bo5b2o$51b2o
2b3o$8bo42b2o3b2o$6bo$6b2o$4bo2$3bo3$bo4bo$3bo19b2o$2b2o8b2o8b2obo$12b
o10b2o$14bo28b2o3b2o$20bo22b2o2b3o$18b5o19bo5b2o$18bo3bo19bo$17b2obob
2o26b2o$18bo3bo23bo2b3o$18b5o27b2o$20bo$48bobo$45b7o$20b2o24bobobo$6b
3o11bo$6bobo13bo23bobo$45b5o$46bobo5$6bobo5$6b2o$6bo$8bo!

The simple key idea is to shift the period of a 2c/6-spaceship, so that the overall population reduces. I think it can be slightly improved by rearranging everything.

And, something else:
Four snowflake reactions:

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x = 33, y = 78, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
5$18bo$16b5o4b2o$16bo3bo4bo$15b2obob2o3b2o$16bo3bo$16b5o$18bo6$10b3o$
10bobo5$18bo$16b5o4b2o$16bo3bo4bo$15b2obob2o3b2o$16bo3bo$16b5o$18bo5$
10b3o$10bobo$12bo4$18bo$16b5o4b2o$16bo3bo4bo$15b2obob2o3b2o$16bo3bo$
16b5o$18bo5$11bo$10b3o$9bo2bo7$18bo$16b5o4b2o$16bo3bo4bo$15b2obob2o3b
2o$16bo3bo$16b5o$18bo4$11b3o$11bobo$13bo!

I think only the first one, ddot+G which emits a G is used so far in guns, etc.
The second and third pattern give a similar reaction just with an R and a different timing of the resulting G.
The fourth one just kills a snowflake while the R is passing and the G is reflected.

[2718281828]

Because 23/15 is not an integer. [a(n)=151875/8*((23/15)^n-1), n>=0]
(R,G=c/2, the reciprocal of 1/2 is 2, the reciprocal of 2/19 is 19/2, (19/2 + 2)/(19/2 - 2) = 23/15)

If I got it correctly, a Sawtooth (or a log-growth) does not work using a reflection of the 2c/19 ship due to the math above.
Does it hold always if any 2c/19-ship is involved?
Or could we use a clever arrangement of (multiple) push reactions

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x = 55, y = 17, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
3$50bo2$50bo$8bo40b3o$6b5o34b2obo$6bo3bo23b2o9bo5bo$5b2obob2o23bo9b2ob
o$6bo3bo23b2o13b3o$6b5o39bo$8bo$50bo!

or 2c/19 ships

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x = 39, y = 17, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
2$8bo25bo2$8bo25bo$7b3o23b3o$10bob2o15b2obo$7bo5bo4b2o9bo5bo$10bob2o5b
o9b2obo$7b3o8b2o13b3o$8bo25bo2$8bo25bo!

to get it work?

[BlinkerSpawn]

Because 23/15 is not an integer. [a(n)=151875/8*((23/15)^n-1), n>=0]
(R,G=c/2, the reciprocal of 1/2 is 2, the reciprocal of 2/19 is 19/2, (19/2 + 2)/(19/2 - 2) = 23/15)

If I got it correctly, a Sawtooth (or a log-growth) does not work using a reflection of the 2c/19 ship due to the math above.
Does it hold always if any 2c/19-ship is involved?
Or could we use a clever arrangement of (multiple) push reactions

Code: Select all

rle

or 2c/19 ships

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rle

to get it work?

The relative speeds are all that matter because they determine the ratio between successive cycles.
Push reactions only add a constant offset and two-ended 2c/19s simply remove the 180-degree reflection between cycles.

[dani]

This version of the Sawtooth 123 can be reduced to this Sawtooth 120, just by rearranging everything (and changing the period of the gun so that the gun and the reflector have minimal population - see tick 17):

This breaks down at the start of cycle 2, as the p3 reflector dies and becomes 2 z's, however the smaller 116-cell one is functional.

[dani]

This could probably lead to a smaller breeder, if we try hard enough:

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x = 169, y = 18, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
155b2o$156bo$154b3o5bo$162b2o$161b2o$165b2o$164bob2o$165b2o2$167bo$
167b2o$161bo4b2o$161b2o$155bo4b2o$155b2o$b2o25b2o23b2o21b2o19b2o55b2o$
ob2o23bob2o21bob2o19bob2o17bob2o$b2o25b2o23b2o21b2o19b2o!

We would need a small sqrt-gun that outputs at p42+4n... so it's not very viable.

I will attempt to synthesize the 2c/6 over the weekend. Wish me luck. Although if anybody else wants to do it too that's fine, I probably won't get far anyway.

[77topaz]

Hmm... but would the pattern you're proposing actually be a breeder (t^2), or t^1.5 growth?

[toroidalet]

what do you mean, 'not viable'?

Code: Select all

x = 91, y = 30, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
77b2o$78b2o$28bo49bo5b2o$26bo50bo7bo$26b2o55b3o$88b2o$26bo62bo$24b5o
59b2o$24bo3bo$23b2obob2o59b2o$24bo3bo61bo$24b5o54b2o3b3o$26bo57bo$3bo
16bo56b2o3b3o$b5o12b5o55bo$bo3bo4b2o6bo3bo3bo49b3o$2obob2o2b2obo4b2obo
b2obobo$bo3bo4b2o6bo3bo2b3o$b5o12b5o3bo$3bo16bo4$26bo$24b5o$24bo3bo$
23b2obob2o$24bo3bo$24b5o$26bo!

it would be a breeder if there were streams on both sides at some period 42+4n (?)

[dani]

Amazing! That's quite small for such growth.

Before I try my hand at synthesizing the 2c/6, what is the smallest synthesis of this methuselah:

Code: Select all

x = 7, y = 1, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
obobobo!

I have this 4G but it is sideways from what I want:

Code: Select all

x = 3, y = 25, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
bo$obo$3o$bo4$obo$3o8$3o$obo4$bo$3o$obo$bo!

Also, new sparky p12:

Code: Select all

x = 11, y = 17, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
4bo$2bo$2b2o2bo$8bo2$3o$obo2bo$3o2$2b3o$2bobo2bo$2b3o2$10bo$4b2o2bo$4b
o$6bo!

[BlinkerSpawn]

Also, new sparky p12:

Code: Select all

x = 11, y = 17, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
4bo$2bo$2b2o2bo$8bo2$3o$obo2bo$3o2$2b3o$2bobo2bo$2b3o2$10bo$4b2o2bo$4b
o$6bo!

Monomer:

Code: Select all

x = 11, y = 13, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
5bo$3bo$3b2o2bo$9bo2$b3o$bobo2bo$b3o$10bo$2bo4b2o$2ob2o2bo$bo2bo4bo$b
2o!

[Goldtiger997]

I haven't commented on it yet, but I find this rule very interesting. I always check for new things which have been posted in this thread. In not too long this rule will take the crown from tlife for being the most investigated non-totalistic rule!

Anyway, I've tried synthesizing the 2c/6 ship without much success. I've been trying to do the middle section because that seems the hardest and the most important. The outer section only serves to put a dot in a particular place for the middle section, so that can probably be temporarily replaced with spaceships. I haven't been able to finish the middle but I've got close(ish).
In the examples below, I need to insert a T which I haven't been able to do. So at the generation marked above the example, you need to find the lowest individual dot in the example and place the below lifehistory pattern such that the green cell is on that lowest dot.

Code: Select all

x = 3, y = 2, rule = LifeHistory
A2D$.D! [[ THUMBNAIL VIEWONLY ]]

Here are the best ideas I have (add the T to make them work properly):

Code: Select all

x = 146, y = 39, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
80bo17bo2bo2bo12bo4bo16bo$78bo3bo54bo3bo$103bo14bo4bo$80bo59bo$78bo3bo
19bo16bo2bo2bo12bo2$79bo3bo52bo2bo2bo$81bo20bo19bo4$122bo$121bobo$81bo
bo17bobo17b3o20bo$81b3o17b3o18bo20bobo$51bo91b3o$b4o34bobo8bobo65b2o
24bo$2o4bo32b3o8b3o66b2o17b3o$4bobo2bo3bo37bo24b3o8bo8b3o8bo11bo4bo15b
o3bo$3bo3bo70bo6bobo10bo6bobo10bo20b2o$9bo3bo63b2o6b3o9b2o6b3o13bo$3o
37bo42bo19bo20bo16bo$bo7bo3bo25b3o8b3o28bo19bo42bo$4b3o32bobo8bobo36b
2o18b2o8bo20bo2b3o$5bo3bo70bo2bo2bob2obo11bo2bob2obo11b3o$89b2o9bo8b2o
13bo$139bo$79bo46b2o$126bo$126b2o8b2o$7bo2bo3bo59b2o61bo$8bo66bo47b3o
10b2o$7bo2bo3bo59b2o47bobo$b3o$2bo7bo3bo124b3o$5b3o131bobo$6bo3bo$79b
3o$79bobo!

The main problem that I've had is inserting the Ts, so if anyone knows any ways of creating Ts, please post them!

[dani]

In not too long this rule will take the crown from tlife for being the most investigated non-totalistic rule!

haha take that Wright.

In all seriousness, those are some very nice almost-syntheses. I used the left reaction to insert T's:

Code: Select all

x = 55, y = 29, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
50bo$29bobo17bobo$29b3o17b3o$50bo3$2o11b2o5b2o11b2o5b2o11b2o$bo2bo2bo
2bo2bo7bo2bo2bo2bo2bo7bo2bo2bo2bo2bo$2o11b2o5b2o11b2o5b2o11b2o10$49bo$
48bobo$48b3o$49bo5$40b2o11b2o$41bo2bo2bo2bo2bo$40b2o11b2o!

I found some related reactions just now, the middle pushes the T along, and the rightmost reactions create dots that may come in handy for synthesis.

Unrelated, lightspeed wave/mobile fuse thing:

Code: Select all

x = 93, y = 95, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
90bo$90bobo$90b3o$84bo2bo$85b3o$82bo3bo$80bobo$80b3o$75bo2bo$75b3o$70b
o5bo$70bobo$70b3o$64bo2bo$65b3o$62bo3bo$60bobo$60b3o$55bo2bo$55b3o$50b
o5bo$50bobo$50b3o$44bo2bo$45b3o$42bo3bo$40bobo$40b3o$35bo2bo$35b3o$30b
o5bo$30bobo$30b3o$24bo2bo$25b3o$22bo3bo$20bobo$20b3o$15bo2bo$15b3o$10b
o5bo$10bobo$10b3o$4bo2bo$5b3o$6bo2$obobo2$6bo$5b3o$4bo2bo$10b3o$10bobo
$10bo5bo$15b3o$15bo2bo$20b3o$20bobo$22bo3bo$25b3o$24bo2bo$30b3o$30bobo
$30bo5bo$35b3o$35bo2bo$40b3o$40bobo$42bo3bo$45b3o$44bo2bo$50b3o$50bobo
$50bo5bo$55b3o$55bo2bo$60b3o$60bobo$62bo3bo$65b3o$64bo2bo$70b3o$70bobo
$70bo5bo$75b3o$75bo2bo$80b3o$80bobo$82bo3bo$85b3o$84bo2bo$90b3o$90bobo
$90bo!

[dani]

Almost the first non p2/p4n c/2 object:

Code: Select all

x = 5, y = 10, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
2b2o$bob2o$2b2o$o2$o2$b2o$2bo$b2o!

Any other leads on a 3c/6 spaceship? or any other non-mulyiples of 4?

[dani]

Incomplete, probably inefficient synth of the second-most common 21-cell still life:

Code: Select all

x = 40, y = 38, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
18bo2bo$19b3o$20bo7$13b2o11b2o$14bo2bo2bo2bo2bo$2o11b2o11b2o10b2o$bo
36bo$2o18bo17b2o23$22b3o$22bobo!

Here's the predecessor:

Code: Select all

x = 4, y = 9, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
o2$o2$3bo2$o2$o!

It's probably easier to synthesize that 2S+D directly, maybe from a T or something.

2G+S->G+R:

Code: Select all

x = 19, y = 8, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
11bo$9b5o$9bo3bo3b2o$8b2obob2o2bo$9bo3bo3b2o$2o7b5o$bo9bo$2o!

Some c/2 puffers/ships based on a new component :

Code: Select all

x = 143, y = 71, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
2o2b2o18b2o76b2o30b2o$bo3b2o18b2o3b2o71b2o3b2o25b2o3b2o$2o3bo19bo5b2o
70bo5b2o24bo5b2o$4bo26bo77bo31bo$2bo27bo77bo31bo$4bo17bo2bo2bo71bo2bo
2bo25bo2bo2bo$5bo24bo77bo31bo$5b2o15bo8bo68bo8bo22bo8bo$4b2o25b2o76b2o
30b2o$30b2o76b2o30b2o$20b2o78b2o28b3o$21b2o78b2o29bo$21bo79bo29b2o$20b
o79bo27$6b2o$7bo2b3o$6b2o4bo$11b2o2$5bo2bob2o$2bo$3o8b2o$o11bo$10b3o
11$2o$b2o$bo4b2o$o6b2o$7bo$6bo$4bo$6bo$7bo$7b2o$6b2o!

EDIT: After I wrote this, a yl792, which is just a p8 backrake appeared. Here's a reduced version:

Code: Select all

x = 12, y = 11, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
2b3o$4bo$3b2o4b2o$o9bo$3bo2bo2b2o$o$3b2o$4bo4b2o$2b3o5b2o$10bo$9bo!

[2718281828]

Two interesting guns, from the D2_+1 search:

Code: Select all

x = 44, y = 14, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
2$34bo$7bobo12bo9bo$5b3ob3o8b3o9b2o$5bo5bo8bo$4b2o5b2o9bo$21b2o3bobo3b
o3bo$8bo13bo$20bo$2bo11bo5b3o9b2o$4bo7bo9bo9bo$3b2o2bobo2b2o20bo!

The first G-gun is p42, the second double-R-gun is p54 and uses the p3-splitter reaction.

[2718281828]

Using the two ingredients:

Code: Select all

x = 48, y = 28, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
$32bo5bo$34bobo$33b2ob2o5$33bobo$9bo12bo$2b3o19bo$2bobo4bo13b2o21bo$4b
o24bo9bo4bo$23b2o19b2o$24bo4bo9bo$22bo21b2o$44bo$46bo$33bobo5$31b2ob2o
$32bobo$30bo5bo!

I constructed a p29 gun:

Code: Select all

x = 94, y = 181, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
11$22bo5bo$24bobo$23b2ob2o5$23bobo35bo3bo$12bo20bo29bo$14bo$13b2o$19bo
9bo11b2o13b2o9b2o$13b2o19b3o3bob2o13bo9bo$14bo4bo9bo4bobo4b2o13b2o8bo
2bo$12bo21bo32b3o$61bo2bo2bo$61b3o$23bobo36bo2$47bo5bo$49bobo$48b2ob2o
$21b2ob2o$22bobo$20bo5bo2$35bo14bobo$34b3o$34bo2bo$39bo21bo$41bo4bo9bo
4bobo$40b2o19b3o$46bo9bo$40b2o$41bo$39bo$50bobo5$34b3o13b2ob2o$34bobo
14bobo$36bo12bo5bo$60bo2bo$61b3o$62bo2$71bo5bo$73bobo$72b2ob2o5$35bo
36bobo$34b3o$30bo2bo2bo$28b3o32bo21bo$28bo2bo8b2o13b2o4bobo4bo9bo4bo$
30bo9bo13b2obo3b3o19b2o$29b2o9b2o13b2o11bo9bo$83b2o$83bo$34bo29bo20bo$
32bo3bo35bobo5$70b2ob2o$71bobo$69bo5bo16$68bo5bo$70bobo$69b2ob2o5$69bo
bo$58bo$60bo$59b2o21bo$65bo9bo4bo$59b2o19b2o$60bo4bo9bo$58bo21b2o$80bo
$23b2o57bo$21bo2bo44bobo$21b2ob2o$23bo$17bo$25bo48bo$18bo7bo13b2o12b2o
12b3o$26b2o13bo13b2o13bo$17bo7b2o12b3o13bo13b2o$54bo2$47bo5bo$21b3o25b
obo18bo$21bobo24b2ob2o16bobo$69b3o$70bo3$50bobo$63bo$61bo$39bo21b2o$
41bo4bo9bo$40b2o19b2o$46bo9bo4bo$40b2o21bo$22bo18bo$21b3o15bo$21bobo
26bobo16bobo$22bo46b3o3$38bo$22b2o13bo13b3o12b2o7bo$22bo13b2o13bo13b2o
$22b3o12b2o12b2o13bo7bo$18bo48bo$75bo$69bo$67b2ob2o$21bobo44bo2bo$10bo
57b2o$12bo$11b2o21bo$17bo9bo4bo13bo$11b2o19b2o$12bo4bo9bo19bo$10bo21b
2o$32bo13bo$34bo17bo$21bobo26b2ob2o$50bo2bo$52b2o3$19b2ob2o$20bobo$18b
o5bo!

It is quite large it size (but might be reduced further) due to the large p29 and a lack on R reflectors that work at period p29.

The updated G/R gun list up to p33 (missing: 22,23,26,31):

Code: Select all

x = 102, y = 1129, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
8$12bo5bo2bo2bo24bo$46b2o$47bo$12bo5bo26bo$50bo2$12bo5bo2bo2bo25bo2$
50bo4bo$12bo11bo13bo7b2o5b3o$36bo7bo2bo5bo$36b2o6b2o$12bo5bo2bo2bo$35b
o4bo$40bo2bo$40bo2$44b2o$44bo2bo5bo$46b2o5b3o$50bo4bo2$50bo2$50bo$45bo
$47bo$46b2o$49bo4$43bo3bo$37bo9b3o$49bo2$42bobobo5$38bobobo2$35bo$35b
3o$37bo3bo3$36bo$38bo3bo$37b2o3$39bobobo2$35bo$37b2o$38bo$36bo3bo2bo$
39b2o$43bo$47bo$41bo3bo$38b2o$38bo4bo$40bo5b2o$39b2o2bo2bo$48bo$41bo3$
12bo5bo2bo2bo23bo$50bo2$12bo5bo$45bo6bo$45b2obobo$12bo5bo2bo2bo22b2ob
2o2$36b2o$12bo5bo5bo12bo$35bo2bo3bobobo$35b3o$12bo5bo2bo2bo12bo2$47b2o
b2o$45b2obobo$45bo6bo3$50bo$48bo3$61b2o$61bo2bo$60b2ob2o7$61b3o$55bo6b
o6bo$54b3o11b3o$54b4o9b4o$48bo3bob3o5bo5b3obo$50bo4bo5bobo5bo$46b3o4bo
3b2o2b3o2b2o3bo$45b5o8bo3bo3bo$46b3o3bo3bo11bo$47bo2bo$50b2o2$36b2o24b
o$37bo6bo4b2o6b2o2bobo$35bo8b2o2bob2o4bob2ob3o$35b3o6bo4b2o6b2o3bo$37b
o2$50b2o$47bo2bo11b3o$46b3o3bo9bobo$45b5o$46b3o$50bo6bo11bo$48bo10bo7b
o$54bo3b2o7b2o3bo2$53bo4b2o2b3o2b2o4bo$59bo2bobo2bo$58bo3b3o3bo$57b2o
9b2o$61bo3bo2$62b3o$62bobo$61bobobo$62b3o2$61b2ob2o$62bo2bo$62b2o3$12b
o5bo2bo2bo26bo2$49bo$12bo11bo$44b2o3bo$45bo$12bo11bo18bo5bo$38bo15bo$
40bo4b2o5bo$12bo11bo14b2o2bo2bo5b2o$43b2o2$12bo11bo14bo$38b2o3b2o$39bo
$35bo$43b2o$43bo2bo5b2o$45b2o5bo$54bo$43bo5bo$45bo$44b2o3bo2$49bo2$51b
o3$49bo2$47bo$42b2o$43bo$41bo4b3o2$39bo2bo9bo$37bo6bo5bo$37b2o4b2o5b2o
$35bo9bo$40bo3bo$39b2o3b2obo$40bo3bob3o$35bo11bo$37b2o$37bo$39bo3b2o5b
2o$44bo5bo$42bo9bo2$41bo4b3o$43bo$42b2o$47bo2$49bo3$12bo5bo2bo2bo23bo
3bo2$50bo$12bo5bo5bo$50bo$45bo$12bo5bo2bo2bo22bo2bo2b2o$46b2o5bo$50bo
4bo$12bo5bo5bo15bo5b2o5b3o$42bobo2bo5bo$41b2ob2o$12bo5bo2bo2bo10bo$40b
o$39b3o$40bo$35bo$41b2ob2o$42bobo2bo5bo$40bo5b2o5b3o$48bo3bo2bo$46b2o
5bo$47bob3ob2o$45bo3bobo$49b3o4$48bo3bo6$38bo3bo$40bo$39b3o$40bo2$34bo
$44bo$35bo4bo2b3o$44bo2$45b3o$40bo4bobo$39b3o$40bo$38bo3bo2$40b2o9b2o$
38bo2bo9bo2bo$38b2ob2o7b2ob2o$32bo3bo8b3o4bo7bo$34b2obo3bo3bobo5bo3bo$
34bobobobo12bo3bo$34b2obo3bo11bo3bo$32bo3bo15bo7bo$38b2ob2o7b2ob2o$39b
obo9bobo$37bo5bo5bo5bo$42b2o5b2o2$42b2o2bo2b2o$43bob3obo$41bo3b3o3bo$
45b3o$46bo3$44bo3bo16$12bo5bo2bo2bo18bo$40bo2$12bo5bo5bo16bo2$41bo$12b
o5bo2bo2bo$37bo3bo2$12bo11bo2$37bo3bo$12bo11bo$41bo2$41bo2$40bo$43bo4$
41b2o$41bo2bo$43b2o3$36bobobo2$35bo2$42bo3$44bo$42bo$42b2o$35bo3$40bob
obo3$38b2o5b2o$39bo5bo$37bo4bo4bo3$6bo2bo2bo5bo2bo2bo22bo3bo3$12bo5bo
5bo$45b2o2bo2b2o$38bo3bo3bo2bo2bo$6bo2bo2bo5bo5bo19bo4bo4bo$44b2o2bobo
$45bo$6bo11bo5bo11b2o5bo$37bobobob2o$35bo$6bo2bo2bo5bo2bo2bo$40bo$36bo
$38bo$37b2o5b2o$45bo2bobo$43bo5bo4bo$45b2o2bo2bo$46bo2bo2b2o$44bo3$47b
o3bo3$44bo3bo4$35bo3$40bobobo3bobobo3$38b2o13b2o$39bo13bo$37bo17bo2$
44bo3bo3$12bo2bo2bo5bo19b2o3b2o$44bo5bo$40bo2b2o5b2o$18bo5bo13bo7b3o$
40b3o4bo2$12bo2bo2bo5bo2$40b3o$12bo11bo10bo5bo3$12bo2bo2bo5bo$35bo5bo$
40b3o4$40b3o4bo$38bo7b3o$40bo2b2o5b2o$44bo5bo$44b2o3b2o16$44b2o3b2o$
44bo2bo2bo$43b2ob3ob2o4$40bo6bo$42bo$41b2o5$37bo17bo$35b3o17b3o$35bo
21bo$38bo15bo$38b2o13b2o$38bo15bo$35bo21bo$35b3o17b3o$37bo17bo$39bo3bo
5bo3bo$39bo3b2o3b2o3bo$37bobo3bo5bo3bobo2$38bo15bo3$44bo3bo16$6bo2bo2b
o5bo5bo$44bo13b2o$46b2o5bo5bo$12bo5bo5bo20bobo4b2o3bob2o$46b2o5bo3b2o$
43b2o$6bo2bo2bo5bo2bo2bo19bo$44b2o2$6bo17bo17bobo2bo$44bo$44bo2bo$6bo
2bo2bo11bo$44b2o$44bo$43b2o$46b2o5bo3b2o$45bobo4b2o3bob2o$46b2o5bo5bo$
44bo13b2o9$50b2o3b2o$50bo2bo2bo$49b2ob3ob2o$51bobobo3$46bo6bo$48bo$47b
2o5$45bo13bo$43b3o13b3o$43bo2bo11bo2bo$45b2o11b2o4$44b3o11b3o$45bo13bo
5$44b3o4bobo4b3o$44bobo11bobo$45bo3bo5bo3bo$43bo3b3ob3ob3o3bo$47bo9bo$
51bo9$6bo2bo2bo5bo2bo2bo$45bo6bo$47bo2bo$12bo5bo31b2o$47bo2$6bo2bo2bo
5bo2bo2bo22bo$43bo2$6bo17bo$43bo2$6bo2bo2bo5bo2bo2bo19bo$46b2o$47bo$
45bo4$47b2o$45bo2bo$45b2ob2o$47bo$41bo2$42bo2$40b2o$40bo$39b2o3$39bobo
bo6b2o$50bo$38bo13bo$49bo$44bo2bo14$6bo2bo2bo5bo2bo2bo34b2o$59bo$58b2o
$12bo11bo37bo$36bo24b3o$38bo18b2o3bo$6bo2bo2bo11bo12b2o19bo$49bo8b2o$
44bo2b5o$6bo17bo19bo2bo3bo$35bo8bo2bobobo2bo$47bo3bo2bo$6bo2bo2bo11bo
12b2o8b5o2bo$38bo10bo$36bo$58b2o$58bo$57b2o3bo$61b3o$62bo$58b2o$59bo$
59b2o3$47b2o$45bo2bo$45b2ob2o$47bo$40bo$40b3o$42bo3$45b3o$45bobo3$39bo
13bo$38b3o11b3o$39bo13bo$35bo21bo$35b3o4bo7bo4b3o$37bo2b3o7b3o2bo$40bo
11bo3$45b3o3$45b5o$45bo3bo$44b2obob2o$45bo3bo$45b5o3$47b3o6$44b2o5b2o$
45bo5bo$43bo9bo$47bo16$56bo2$6bo2bo2bo5bo2bo2bo21b2o9bo$40bo6bo2bobobo
$42bo4b2o$12bo5bo5bo16b2o2$39bo7b2o$6bo2bo2bo5bo2bo2bo21bob2o$47b2o2$
6bo11bo5bo16b2o$42bo4b2o$40bo6bo2bobobo$6bo2bo2bo5bo2bo2bo21b2o9bo2$
56bo12$60bo$54bo9bo$56bo5bo$55b2o5b2o4$53bo4bobo4bo$53b3o2b3o2b3o$55bo
7bo3$54bo9bo2$47bo6bo9bo$53b3o7b3o$37b2o2bo3bo2bo4b3o7b3o$31bo6bo2bo3b
2o4bo15bo$33bo4b2obo3bo7bo11bo$32b2o6bo2$30bo9b2o12b2o2bobo$41bo13bo2b
3o$40b2o12b2o2$32b2o6bo$33bo4b2obo3bo$31bo6bo2bo3b2o13bo$37b2o2bo3bo2b
o10b3o$59bobo$47bo12bo$54bo11bo$52bo15bo$55bo9bo$54b3o7b3o4$54b3o7b3o$
57bo5bo$56bo7bo$54b3o3bo3b3o$54bo4b3o4bo$59bobo$60bo2$56b2o5b2o$57bo5b
o$55bo9bo$59bo9$6bo2bo2bo5bo2bo2bo$55b2o$53bo2bo$12bo5bo5bo28b2ob2o$
55bo2$6bo2bo2bo5bo2bo2bo29bo$52b5o$52bobobo$6bo17bo26b2o3b2o5bo$44bo5b
o7bo$42b3o3b3o7b3o$6bo2bo2bo5bo2bo2bo17bo2bo2bo11bo$44bo2b3o9b3o$43b2o
3bo11bo$48b3o7b3o4bo$50bo7bo5b3o$51b2o3b2o6bo2bo$52bobobo17b2o$52b5o
17bo2bo$54bo18b2ob2o2$53bo$51b2ob2o$52bo2bo$52b2o3bo17bobo$56b2o$86bo$
45b2o39b3o$45bo2bo4bo4b2o11bo9bo6bo$44b2ob2o2b3o3b2obo3b3o19bo$51bo6b
2o4bobo4bo9bo4b2o$53bo12bo$52b2o2$46bobo26bobo2$70b2o$57bo12bo$36b2o4b
o9bo4bobo4b2o6bo$37bo19b3o3bob2o3b3o2b2ob2o$35bo6bo9bo11b2o4bo4bo2bo$
35b3o39b2o$37bo$56bo9bo$46bobo15bo3bo5$46b2ob2o$46bo2bo$48b2o6$58b2o$
56bo2bo$56b2ob2o5$56bobo2$47bo$45b3o$45bo6bo9bo4b2o$47bo19bo$46b2o4bo
9bo6bo$67b3o$67bo$47b2o$47bo2bo5bobo$46b2ob2o2$42bo2$43bo3bo7b3o$46b3o
8bo$42bo3bobo7b2o$47bo3$57bo$47b2o7bobo3bo$47bo8b3o$47b3o7bo3bo$43bo$
62bo2$54b2ob2o$46bobo5bo2bo$56b2o$37bo$35b3o$35bo6bo9bo4b2o$37bo19bo$
36b2o4bo9bo6bo$57b3o$57bo2$46bobo5$44b2ob2o$45bo2bo$45b2o8$6bo2bo2bo5b
o2bo2bo$53bo$46b2o4bo$12bo5bo5bo22bobo6b2o$45bo3b2o4b3o$45b3obo6b2o$6b
o2bo2bo5bo5bo16bo5bo4bo6bo$43bobo7bo$42b2o$12bo5bo5bo27b2o$42b2o8bo$
42bo9b2o$6bo2bo2bo5bo2bo2bo19bo$53bo$47bo4bo6bo$45b3obo6b2o$45bo3b2o4b
3o$47bobo6b2o$46b2o4bo$53bo11$44b2o3b2o$44bo2bo2bo$43b2ob3ob2o$45bobob
o3$47bo$40bo$40b3o$42bo5$42bo7bo2$39b3o9b3o$39b3o9b3o$40bo11bo2$37bo5b
obobobo5bo$38bo3bo2b3o2bo3bo2$40bo11bo$39b3o9b3o2$38b2ob2o7b2ob2o$38bo
2bo9bo2bo$40b2o7bob2o$44bo$46bob2o$45b2obo$50bo16$6bo2bo2bo5bo2bo2bo
19b2o$45bo$43bo9b2o$12bo11bo29bo$42bo11b2o$46bobobo$6bo2bo2bo5bo2bo2bo
$36bo$38bo$12bo5bo18b2o11bo2$35bo4b2o$6bo2bo2bo5bo2bo2bo16bo$40b2o2$
37b2o11bo$38bo$36bo2$46bobobo$42bo11b2o$54bo$43bo9b2o$45bo$44b2o3$66bo
$62bo9bo$64bo5bo$63b2o5b2o3$67bo$59bo6bobo6bo$57bo8b3o8bo$55bo4bo6bo6b
o4bo$55b2o21b2o2$44b2o13b3o11b3o$45bo13b3o11b3o$43bo9b2o4b3o11b3o$54bo
9bo5bo$42bo5bo3bob2o$48b2o3bo6bo13bo$48bo8bo19bo$36bo20b3o15b3o$38bo
11b2o7bo15bo$37b2o7bo3b2o$45bo21bo$46b2o14b2o2bobo$45bob2o12bob2ob3o$
35bo10b2o14b2o3bo$45bo$37b2o7bo3b2o$38bo11b2o$36bo30b3o$48bo18bobo$48b
2o3bo$42bo5bo3bob2o$54bo5bo15bo$43bo9b2o3b3o15b3o$45bo12bo19bo$44b2o$
60b3o11b3o$60b3o2bo5bo2b3o$61bo13bo2$61bo13bo$60b3o11b3o$56b2o2b3o11b
3o2b2o$56bo23bo$58bo8b3o8bo$60bo6bobo6bo4$64b2o5b2o$65bo5bo$63bo9bo$
67bo3$6bo2bo2bo5bo2bo2bo29b2o$54bo2bo$53b2ob2o$12bo11bo30bo3$6bo2bo2bo
5bo2bo2bo$51b2o3b2o$52bo3bo$12bo11bo27b5o$54bo$36b2o$6bo2bo2bo5bo2bo2b
o12bo$35bo6bo6b2o$35b3o12bo$37bo4bo6b2o4$53bobo$53b3o2$66bo$59b3o4b3o$
49bo18bo$48b3o15bo$48bobo15b2o$49bo2$46b2o3b2o$47bobobo$47b5o$49bo2$
48bo$46b2ob2o$46bo2bo$48b2o3$58b2o$58bo2bo$57b2ob2o5$57bobo4$36b2o5bo$
37bo3b3o$35bo2bo2bo4b2o$35b3o2b3o2bob2o8bobo$37bo3bo4b2o9b3o$41b3o21bo
$43bo19b3o$52b2o9bo6bo$52bo9b2o6b3o$52b2o9bo5bo2bo$63b3o4bo$65bo4b2o2$
49bo$49bo$49bo5$46b2ob2o2b2o$46bo2bo4bo$48b2o2bo$59bo$57b2ob2o$57bo2bo
$59b2o!

EDIT1:
reduction for R gun:

Code: Select all

irrelevant see reduction by AbhpzTa

EDIT2:
updated list, with AbhpzTa p29 G/R gun reduction, and smaller p18 R-gun

[AbhpzTa]

Using the two ingredients:

Code: Select all

x = 48, y = 28, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
$32bo5bo$34bobo$33b2ob2o5$33bobo$9bo12bo$2b3o19bo$2bobo4bo13b2o21bo$4b
o24bo9bo4bo$23b2o19b2o$24bo4bo9bo$22bo21b2o$44bo$46bo$33bobo5$31b2ob2o
$32bobo$30bo5bo!

I constructed a p29 gun:

Code: Select all

x = 94, y = 181, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
11$22bo5bo$24bobo$23b2ob2o5$23bobo35bo3bo$12bo20bo29bo$14bo$13b2o$19bo
9bo11b2o13b2o9b2o$13b2o19b3o3bob2o13bo9bo$14bo4bo9bo4bobo4b2o13b2o8bo
2bo$12bo21bo32b3o$61bo2bo2bo$61b3o$23bobo36bo2$47bo5bo$49bobo$48b2ob2o
$21b2ob2o$22bobo$20bo5bo2$35bo14bobo$34b3o$34bo2bo$39bo21bo$41bo4bo9bo
4bobo$40b2o19b3o$46bo9bo$40b2o$41bo$39bo$50bobo5$34b3o13b2ob2o$34bobo
14bobo$36bo12bo5bo$60bo2bo$61b3o$62bo2$71bo5bo$73bobo$72b2ob2o5$35bo
36bobo$34b3o$30bo2bo2bo$28b3o32bo21bo$28bo2bo8b2o13b2o4bobo4bo9bo4bo$
30bo9bo13b2obo3b3o19b2o$29b2o9b2o13b2o11bo9bo$83b2o$83bo$34bo29bo20bo$
32bo3bo35bobo5$70b2ob2o$71bobo$69bo5bo16$68bo5bo$70bobo$69b2ob2o5$69bo
bo$58bo$60bo$59b2o21bo$65bo9bo4bo$59b2o19b2o$60bo4bo9bo$58bo21b2o$80bo
$23b2o57bo$21bo2bo44bobo$21b2ob2o$23bo$17bo$25bo48bo$18bo7bo13b2o12b2o
12b3o$26b2o13bo13b2o13bo$17bo7b2o12b3o13bo13b2o$54bo2$47bo5bo$21b3o25b
obo18bo$21bobo24b2ob2o16bobo$69b3o$70bo3$50bobo$63bo$61bo$39bo21b2o$
41bo4bo9bo$40b2o19b2o$46bo9bo4bo$40b2o21bo$22bo18bo$21b3o15bo$21bobo
26bobo16bobo$22bo46b3o3$38bo$22b2o13bo13b3o12b2o7bo$22bo13b2o13bo13b2o
$22b3o12b2o12b2o13bo7bo$18bo48bo$75bo$69bo$67b2ob2o$21bobo44bo2bo$10bo
57b2o$12bo$11b2o21bo$17bo9bo4bo13bo$11b2o19b2o$12bo4bo9bo19bo$10bo21b
2o$32bo13bo$34bo17bo$21bobo26b2ob2o$50bo2bo$52b2o3$19b2ob2o$20bobo$18b
o5bo!

It is quite large it size (but might be reduced further) due to the large p29 and a lack on R reflectors that work at period p29.

The updated G/R gun list up to p33 (missing: 22,23,26,31):

Code: Select all

x = 179, y = 1235, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
26$32bo5bo2bo2bo24bo$66b2o$67bo$32bo5bo26bo$70bo2$32bo5bo2bo2bo25bo2$
70bo4bo$32bo11bo13bo7b2o5b3o$56bo7bo2bo5bo$56b2o6b2o$32bo5bo2bo2bo$55b
o4bo$60bo2bo$60bo2$64b2o$64bo2bo5bo$66b2o5b3o$70bo4bo2$70bo2$70bo$65bo
$67bo$66b2o$69bo4$63bo3bo$57bo9b3o$69bo2$62bobobo5$58bobobo2$55bo$55b
3o$57bo3bo3$56bo$58bo3bo$57b2o3$59bobobo2$55bo$57b2o$58bo$56bo3bo2bo$
59b2o$63bo$67bo$61bo3bo$58b2o$58bo4bo$60bo5b2o$59b2o2bo2bo$68bo$61bo3$
32bo5bo2bo2bo23bo$70bo2$32bo5bo$65bo6bo$65b2obobo$32bo5bo2bo2bo22b2ob
2o2$56b2o$32bo5bo5bo12bo$55bo2bo3bobobo$55b3o$32bo5bo2bo2bo12bo2$67b2o
b2o$65b2obobo$65bo6bo3$70bo$68bo3$81b2o$81bo2bo$80b2ob2o7$81b3o$75bo6b
o6bo$74b3o11b3o$74b4o9b4o$68bo3bob3o5bo5b3obo$70bo4bo5bobo5bo$66b3o4bo
3b2o2b3o2b2o3bo$65b5o8bo3bo3bo$66b3o3bo3bo11bo$67bo2bo$70b2o2$56b2o24b
o$57bo6bo4b2o6b2o2bobo$55bo8b2o2bob2o4bob2ob3o$55b3o6bo4b2o6b2o3bo$57b
o2$70b2o$67bo2bo11b3o$66b3o3bo9bobo$65b5o$66b3o$70bo6bo11bo$68bo10bo7b
o$74bo3b2o7b2o3bo2$73bo4b2o2b3o2b2o4bo$79bo2bobo2bo$78bo3b3o3bo$77b2o
9b2o$81bo3bo2$82b3o$82bobo$81bobobo$82b3o2$81b2ob2o$82bo2bo$82b2o3$32b
o5bo2bo2bo26bo2$69bo$32bo11bo$64b2o3bo$65bo$32bo11bo18bo5bo$58bo15bo$
60bo4b2o5bo$32bo11bo14b2o2bo2bo5b2o$63b2o2$32bo11bo14bo$58b2o3b2o$59bo
$55bo$63b2o$63bo2bo5b2o$65b2o5bo$74bo$63bo5bo$65bo$64b2o3bo2$69bo2$71b
o3$69bo2$67bo$62b2o$63bo$61bo4b3o2$59bo2bo9bo$57bo6bo5bo$57b2o4b2o5b2o
$55bo9bo$60bo3bo$59b2o3b2obo$60bo3bob3o$55bo11bo$57b2o$57bo$59bo3b2o5b
2o$64bo5bo$62bo9bo2$61bo4b3o$63bo$62b2o$67bo2$69bo3$32bo5bo2bo2bo23bo
3bo2$70bo$32bo5bo5bo$70bo$65bo$32bo5bo2bo2bo22bo2bo2b2o$66b2o5bo$70bo
4bo$32bo5bo5bo15bo5b2o5b3o$62bobo2bo5bo$61b2ob2o$32bo5bo2bo2bo10bo$60b
o$59b3o$60bo$55bo$61b2ob2o$62bobo2bo5bo$60bo5b2o5b3o$68bo3bo2bo$66b2o
5bo$67bob3ob2o$65bo3bobo$69b3o4$68bo3bo3$88bo3bo$90bo$89b3o$90bo$89b3o
$85bo4bo4bo$87bo5bo$86b2obobob2o$89b3o$86b2o2bo2b2o$69bo3bo7bo5bo2bo2b
o5bo$71bo11bobo3b3o3bobo$70bobo9b2ob2o7b2ob2o$70b3o3bo24bo2bo$81bo11bo
2b2ob2obo$66bo13b3o6bo2b2o5bobobo$68bo2bo2bo6bo11bo2b2ob2obo$67b2ob3ob
3o24bo2bo$69bobobo2bo5b2ob2o7b2ob2o$61bo5b2ob3obo7bo2bo9bo2bo$63bobo2b
o2bo2b2o8b2o9b2o$62b2ob2o$56bo32bobo$58bo16b2o7b2o3b3o$57b3o2bobobo9bo
8bo$58bo16b2o7b2o$56bo13bobo$62b2ob2o3b3o$63bobo2bobobobo$61bo5b2obobo
b3o$70b3o3bo14bo$67b2obobobo15b3o$68bo5b2o9b2o3bobo3b2o$66bo4bo11bo2bo
4bo4bo2bo$83b2ob2o7b2ob2o$77bo24bo2bo$70b3o6bo4b6o4bo2b2ob2obo$79bo2bo
2bo2bo4b2o5bobobo$69bo3bo5bo4b6o4bo2b2ob2obo$77bo24bo2bo$83b2ob2o7b2ob
2o$84bobo2bobobo2bobo$82bo2bo2bo5bo2bo2bo$87b2o5b2o$86bo2bobobo2bo$87b
2o5b2o$88bo5bo$86bo2bo3bo2bo$90b3o$90b3o$91bo2$89bo3bo3$32bo5bo2bo2bo
18bo$60bo2$32bo5bo5bo16bo2$61bo$32bo5bo2bo2bo$57bo3bo2$32bo11bo2$57bo
3bo$32bo11bo$61bo2$61bo2$60bo$63bo4$61b2o$61bo2bo$63b2o3$56bobobo2$55b
o2$62bo3$64bo$62bo$62b2o$55bo3$60bobobo3$58b2o5b2o$59bo5bo$57bo4bo4bo
3$26bo2bo2bo5bo2bo2bo22bo3bo3$32bo5bo5bo$65b2o2bo2b2o$58bo3bo3bo2bo2bo
$26bo2bo2bo5bo5bo19bo4bo4bo$64b2o2bobo$65bo$26bo11bo5bo11b2o5bo$57bobo
bob2o$55bo$26bo2bo2bo5bo2bo2bo$60bo$56bo$58bo$57b2o5b2o$65bo2bobo$63bo
5bo4bo$65b2o2bo2bo$66bo2bo2b2o$64bo3$67bo3bo3$64bo3bo4$55bo3$60bobobo
3bobobo3$58b2o13b2o$59bo13bo$57bo17bo2$64bo3bo3$32bo2bo2bo5bo19b2o3b2o
$64bo5bo$60bo2b2o5b2o$38bo5bo13bo7b3o$60b3o4bo2$32bo2bo2bo5bo2$60b3o$
32bo11bo10bo5bo3$32bo2bo2bo5bo$55bo5bo$60b3o4$60b3o4bo$58bo7b3o$60bo2b
2o5b2o$64bo5bo$64b2o3b2o16$64b2o3b2o$64bo2bo2bo$63b2ob3ob2o4$60bo6bo$
62bo$61b2o5$57bo17bo$55b3o17b3o$55bo21bo$58bo15bo$58b2o13b2o$58bo15bo$
55bo21bo$55b3o17b3o$57bo17bo$59bo3bo5bo3bo$59bo3b2o3b2o3bo$57bobo3bo5b
o3bobo2$58bo15bo3$64bo3bo16$26bo2bo2bo5bo5bo$64bo13b2o$66b2o5bo5bo$32b
o5bo5bo20bobo4b2o3bob2o$66b2o5bo3b2o$63b2o$26bo2bo2bo5bo2bo2bo19bo$64b
2o2$26bo17bo17bobo2bo$64bo$64bo2bo$26bo2bo2bo11bo$64b2o$64bo$63b2o$66b
2o5bo3b2o$65bobo4b2o3bob2o$66b2o5bo5bo$64bo13b2o9$70b2o3b2o$70bo2bo2bo
$69b2ob3ob2o$71bobobo3$66bo6bo$68bo$67b2o5$65bo13bo$63b3o13b3o$63bo2bo
11bo2bo$65b2o11b2o4$64b3o11b3o$65bo13bo5$64b3o4bobo4b3o$64bobo11bobo$
65bo3bo5bo3bo$63bo3b3ob3ob3o3bo$67bo9bo$71bo9$26bo2bo2bo5bo2bo2bo$65bo
6bo$67bo2bo$32bo5bo31b2o$67bo2$26bo2bo2bo5bo2bo2bo22bo$63bo2$26bo17bo$
63bo2$26bo2bo2bo5bo2bo2bo19bo$66b2o$67bo$65bo4$67b2o$65bo2bo$65b2ob2o$
67bo$61bo2$62bo2$60b2o$60bo$59b2o3$59bobobo6b2o$70bo$58bo13bo$69bo$64b
o2bo14$26bo2bo2bo5bo2bo2bo34b2o$79bo$78b2o$32bo11bo37bo$56bo24b3o$58bo
18b2o3bo$26bo2bo2bo11bo12b2o19bo$69bo8b2o$64bo2b5o$26bo17bo19bo2bo3bo$
55bo8bo2bobobo2bo$67bo3bo2bo$26bo2bo2bo11bo12b2o8b5o2bo$58bo10bo$56bo$
78b2o$78bo$77b2o3bo$81b3o$82bo$78b2o$79bo$79b2o3$67b2o$65bo2bo$65b2ob
2o$67bo$60bo$60b3o$62bo3$65b3o$65bobo3$59bo13bo$58b3o11b3o$59bo13bo$
55bo21bo$55b3o4bo7bo4b3o$57bo2b3o7b3o2bo$60bo11bo3$65b3o3$65b5o$65bo3b
o$64b2obob2o$65bo3bo$65b5o3$67b3o6$64b2o5b2o$65bo5bo$63bo9bo$67bo16$
76bo2$26bo2bo2bo5bo2bo2bo21b2o9bo$60bo6bo2bobobo$62bo4b2o$32bo5bo5bo
16b2o2$59bo7b2o$26bo2bo2bo5bo2bo2bo21bob2o$67b2o2$26bo11bo5bo16b2o$62b
o4b2o$60bo6bo2bobobo$26bo2bo2bo5bo2bo2bo21b2o9bo2$76bo12$80bo$74bo9bo$
76bo5bo$75b2o5b2o4$73bo4bobo4bo$73b3o2b3o2b3o$75bo7bo3$74bo9bo2$67bo6b
o9bo$73b3o7b3o$57b2o2bo3bo2bo4b3o7b3o$51bo6bo2bo3b2o4bo15bo$53bo4b2obo
3bo7bo11bo$52b2o6bo2$50bo9b2o12b2o2bobo$61bo13bo2b3o$60b2o12b2o2$52b2o
6bo$53bo4b2obo3bo$51bo6bo2bo3b2o13bo$57b2o2bo3bo2bo10b3o$79bobo$67bo
12bo$74bo11bo$72bo15bo$75bo9bo$74b3o7b3o4$74b3o7b3o$77bo5bo$76bo7bo$
74b3o3bo3b3o$74bo4b3o4bo$79bobo$80bo2$76b2o5b2o$77bo5bo$75bo9bo$79bo9$
26bo2bo2bo5bo2bo2bo3$32bo5bo5bo$72bo5bo$74bobo$26bo2bo2bo5bo2bo2bo28b
2ob2o3$26bo17bo2$73bobo35bo3bo$26bo2bo2bo5bo2bo2bo17bo20bo29bo$64bo$
63b2o$69bo9bo11b2o13b2o9b2o$63b2o19b3o3bob2o13bo9bo$64bo4bo9bo4bobo4b
2o13b2o8bo2bo$62bo21bo32b3o$111bo2bo2bo$111b3o$73bobo36bo2$97bo5bo$99b
obo$98b2ob2o$71b2ob2o$72bobo$70bo5bo2$85bo14bobo$84b3o$84bo2bo$89bo21b
o$91bo4bo9bo4bobo$90b2o19b3o$96bo9bo$90b2o$91bo$89bo$100bobo5$84b3o13b
2ob2o$84bobo14bobo$86bo12bo5bo$110bo2bo$111b3o$112bo2$121bo5bo$123bobo
$122b2ob2o5$85bo36bobo$84b3o$80bo2bo2bo$78b3o32bo21bo$78bo2bo8b2o13b2o
4bobo4bo9bo4bo$80bo9bo13b2obo3b3o19b2o$79b2o9b2o13b2o11bo9bo$133b2o$
133bo$84bo29bo20bo$82bo3bo35bobo5$120b2ob2o$121bobo$119bo5bo13$117bo5b
o$119bobo$118b2ob2o$120bo5$107bo10bobo$109bo$108b2o21bo$110bo4bo7bo5bo
$108b2o19b2o$109bo5bo7bo4bo$107bo21b2o$129bo$72b2o44bobo10bo$70bo2bo$
70b2ob2o2$66bo4bo$70b3o9bo$67bo15bo13b2o12b2o$83b2o13bo13b2o4bobo$66bo
15b2o12b3o13bo5b3o$111bo9$71bo$70b3o$70bobo46bo$71bo46bobo$118b3o$119b
o9$79bo$70b3o5bo13b3o12b2o15bo$70bobo4b2o13bo13b2o$78b2o12b2o13bo15bo$
67bo40bo9b3o$119bo4bo2$116b2ob2o$117bo2bo$59bo10bobo44b2o$61bo$60b2o
21bo$62bo4bo7bo5bo$60b2o19b2o$61bo5bo7bo4bo$59bo21b2o$81bo$70bobo10bo
5$70bo$68b2ob2o$69bobo$67bo5bo21$26bo2bo2bo5bo2bo2bo$73bo$66b2o4bo$32b
o5bo5bo22bobo6b2o$65bo3b2o4b3o$65b3obo6b2o$26bo2bo2bo5bo5bo16bo5bo4bo
6bo$63bobo7bo$62b2o$32bo5bo5bo27b2o$62b2o8bo$62bo9b2o$26bo2bo2bo5bo2bo
2bo19bo$73bo$67bo4bo6bo$65b3obo6b2o$65bo3b2o4b3o$67bobo6b2o$66b2o4bo$
73bo11$64b2o3b2o$64bo2bo2bo$63b2ob3ob2o$65bobobo3$67bo$60bo$60b3o$62bo
5$62bo7bo2$59b3o9b3o$59b3o9b3o$60bo11bo2$57bo5bobobobo5bo$58bo3bo2b3o
2bo3bo2$60bo11bo$59b3o9b3o2$58b2ob2o7b2ob2o$58bo2bo9bo2bo$60b2o7bob2o$
64bo$66bob2o$65b2obo$70bo16$26bo2bo2bo5bo2bo2bo19b2o$65bo$63bo9b2o$32b
o11bo29bo$62bo11b2o$66bobobo$26bo2bo2bo5bo2bo2bo$56bo$58bo$32bo5bo18b
2o11bo2$55bo4b2o$26bo2bo2bo5bo2bo2bo16bo$60b2o2$57b2o11bo$58bo$56bo2$
66bobobo$62bo11b2o$74bo$63bo9b2o$65bo$64b2o3$86bo$82bo9bo$84bo5bo$83b
2o5b2o3$87bo$79bo6bobo6bo$77bo8b3o8bo$75bo4bo6bo6bo4bo$75b2o21b2o2$64b
2o13b3o11b3o$65bo13b3o11b3o$63bo9b2o4b3o11b3o$74bo9bo5bo$62bo5bo3bob2o
$68b2o3bo6bo13bo$68bo8bo19bo$56bo20b3o15b3o$58bo11b2o7bo15bo$57b2o7bo
3b2o$65bo21bo$66b2o14b2o2bobo$65bob2o12bob2ob3o$55bo10b2o14b2o3bo$65bo
$57b2o7bo3b2o$58bo11b2o$56bo30b3o$68bo18bobo$68b2o3bo$62bo5bo3bob2o$
74bo5bo15bo$63bo9b2o3b3o15b3o$65bo12bo19bo$64b2o$80b3o11b3o$80b3o2bo5b
o2b3o$81bo13bo2$81bo13bo$80b3o11b3o$76b2o2b3o11b3o2b2o$76bo23bo$78bo8b
3o8bo$80bo6bobo6bo4$84b2o5b2o$85bo5bo$83bo9bo$87bo3$26bo2bo2bo5bo2bo2b
o29b2o$74bo2bo$73b2ob2o$32bo11bo30bo3$26bo2bo2bo5bo2bo2bo$71b2o3b2o$
72bo3bo$32bo11bo27b5o$74bo$56b2o$26bo2bo2bo5bo2bo2bo12bo$55bo6bo6b2o$
55b3o12bo$57bo4bo6b2o4$73bobo$73b3o2$86bo$79b3o4b3o$69bo18bo$68b3o15bo
$68bobo15b2o$69bo2$66b2o3b2o$67bobobo$67b5o$69bo2$68bo$66b2ob2o$66bo2b
o$68b2o3$78b2o$78bo2bo$77b2ob2o5$77bobo4$56b2o5bo$57bo3b3o$55bo2bo2bo
4b2o$55b3o2b3o2bob2o8bobo$57bo3bo4b2o9b3o$61b3o21bo$63bo19b3o$72b2o9bo
6bo$72bo9b2o6b3o$72b2o9bo5bo2bo$83b3o4bo$85bo4b2o2$69bo$69bo$69bo5$66b
2ob2o2b2o$66bo2bo4bo$68b2o2bo$79bo$77b2ob2o$77bo2bo$79b2o!

EDIT1:
reduction for R gun:

Code: Select all

x = 90, y = 84, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
3$66bo5bo$68bobo$67b2ob2o$69bo5$56bo10bobo$58bo$57b2o21bo$59bo4bo7bo5b
o$57b2o19b2o$58bo5bo7bo4bo$56bo21b2o$78bo$21b2o44bobo10bo$19bo2bo$19b
2ob2o2$15bo4bo$19b3o9bo$16bo15bo13b2o12b2o$32b2o13bo13b2o4bobo$15bo15b
2o12b3o13bo5b3o$60bo9$20bo$19b3o$19bobo46bo$20bo46bobo$67b3o$68bo9$28b
o$19b3o5bo13b3o12b2o15bo$19bobo4b2o13bo13b2o$27b2o12b2o13bo15bo$16bo
40bo9b3o$68bo4bo2$65b2ob2o$66bo2bo$8bo10bobo44b2o$10bo$9b2o21bo$11bo4b
o7bo5bo$9b2o19b2o$10bo5bo7bo4bo$8bo21b2o$30bo$19bobo10bo5$19bo$17b2ob
2o$18bobo$16bo5bo!

This

Code: Select all

x = 7, y = 3, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
b2ob2o$2bobo$o5bo!

should be

Code: Select all

x = 5, y = 3, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
2ob2o$o2bo$2b2o!

.

54x52 and 35x54:

Code: Select all

x = 54, y = 134, rule = B2ci3ai4c8/S02ae3eijkq4iz5ar6i7e
20b2o$18bo2bo$18b2ob2o$20bo2$19bo$17b5o$17bobobo$16b2o3b2o5bo$9bo5bo7b
o$7b3o3b3o7b3o$7bo2bo2bo11bo$9bo2b3o9b3o$8b2o3bo11bo$13b3o7b3o4bo$15bo
7bo5b3o$16b2o3b2o6bo2bo$17bobobo17b2o$17b5o17bo2bo$19bo18b2ob2o2$18bo$
16b2ob2o$17bo2bo$17b2o3bo17bobo$21b2o$51bo$10b2o39b3o$10bo2bo4bo4b2o
11bo9bo6bo$9b2ob2o2b3o3b2obo3b3o19bo$16bo6b2o4bobo4bo9bo4b2o$18bo12bo$
17b2o2$11bobo26bobo2$35b2o$22bo12bo$b2o4bo9bo4bobo4b2o6bo$2bo19b3o3bob
2o3b3o2b2ob2o$o6bo9bo11b2o4bo4bo2bo$3o39b2o$2bo$21bo9bo$11bobo15bo3bo
5$11b2ob2o$11bo2bo$13b2o29$23b2o$21bo2bo$21b2ob2o5$21bobo2$12bo$10b3o$
10bo6bo9bo4b2o$12bo19bo$11b2o4bo9bo6bo$32b3o$32bo$12b2o$12bo2bo5bobo$
11b2ob2o2$7bo2$8bo3bo7b3o$11b3o8bo$7bo3bobo7b2o$12bo3$22bo$12b2o7bobo
3bo$12bo8b3o$12b3o7bo3bo$8bo$27bo2$19b2ob2o$11bobo5bo2bo$21b2o$2bo$3o$
o6bo9bo4b2o$2bo19bo$b2o4bo9bo6bo$22b3o$22bo2$11bobo5$9b2ob2o$10bo2bo$
10b2o!