Wildfire (B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c)

[Period1GliderGun]

Guns based on the new G-to-X:

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x = 395, y = 34, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
bo3bo44bo$obobobo40bobobo49bo$bo3bo40bobobo13bo34b3o91bo$47bo15bobo33b
ob2o39bo5bo43bobo$46bo17bo76bobo3bobo25bo17bo$2b3o40bobo3bo67bo22bo2b
o2bo25bobo$3bo42bobo2b2o65bobo24bo29bo$3bo43bo3bo47bobo17bo24b3o60bo58b
o$2b2o10bo83bobobo42bo60bobo56bobo6bo$2bobo8bobo83bo2b2o103bo58bo6bob
o$3bob2o7bo86b2o171bo43bo71b2o$5b2o54b2o32bo221bobo71bo$61bo27b2o3bob
o101bo94bo24bo72bobo$62bo26bo5bo76b2o94b2o22bobo97bobo$61b2o25b3o3bo2b
o18b2o54bo96b2o22bo99bo$90bo4b3o18bo56bo96bo50bo12bo28bo$96bo20bo54b2o
83bo61b3o11bobo26bob2o$11b2o103b2o30bo55b2o50bobo61bo13bo28bob2o$11bo
135bobo17bo29bo6b2o51bo58b2o48b2o$12bo135bo2bo14bobo27bobo5b2o56bo53b
3o$11b2o137bobo14bo29bo64b2o52b2o43b2o$149bobo79bo31b2o25b2o70b2o26b2o
$150bo79bobo57bo72bo26bo$231bo59bo99bo$216b2o4bo2bo32bo31b2o39b2o57b2o
$215b4o3b4o31bobo71bo$216b2o4bo2bo32bo58bo14bo$316bobo12b2o$317bo2$228b
2o$228bo$229bo$228b2o!

I had to tweak it to make it work at periods 73 and 352, but otherwise it's good.

[Cyclotrons]

Repeat time 18 reflector and signal

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x = 53, y = 46, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
bo$obob2o$obobo2bo$b3o2bobo$2bo4bo3bo$2b2o6bobo$3bo2bo4bo3bo$3o2bobo6b
obo$o4b3o2bo4bo3bo$4b2o3bobo6bobo$9b3o2bo4bo3bo$8b2o3bobo6bobo$13b3o2b
o4bo3bo$12b2o3bobo6bobo$17b3o2bo4bo3bo18bo$16b2o3bobo6bobo17bobo$21b3o
2bo4bo3bo14b2o$20b2o3bobo6bobo$25b3o2bo4bo3bo6bo$24b2o3bobo6bobo4bo$
29b3o2bo4bo5b3o$28b2o3bobo$33b3o2bo$32b2o3bobo$37b3o$36b2o$39bo$38bobo
$39bo3$50bo$50bobo$33bo16b2o$32bobob2o$32bobobo2bo6bo$33b3o2bobo4bo$
34bo4bo5b3o$34b2o$35bo2bo$32b3o2bobo$32bo4b3o$36b2o$39bo$38bobo$39bo!

Is there a way to figure out if one could convert that signal into an X emitter, by chance?

Another G to X partial (or near-miss):

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x = 11, y = 15, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
9bo$8bo$8b3o8$3bobo3bo$3b3o2bobo$bo3b2o2bo$obo$bo!
[[ THEME Golly ]]

[silversmith]

Reduced the glider splitter using the new X to G conduit

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x = 32, y = 58, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
20bobo$20b2o$21bo10$8bobo$8b2o$4bo4bo3bo$3bobo6bobo$4bo8bo$6b2o$6b2o6$
12bo$11bobobo$2o10bobobo$o14bo$bo19bo$obo17bobo$bo19bo$o$2o$22bo$21bob
o$11bo10bo$10bobo13bo$11bo13bobo$26bo2$9bo$8bobo$9bo3$5bo$4bobo21b2obo
$5bo22bob2o$20bo$19bobo$20bo$17bo$16bobo$17bo$7b2o$8bo$7bo$7b2o!

Another G to X partial (or near-miss):

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x = 11, y = 15, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
9bo$8bo$8b3o8$3bobo3bo$3b3o2bobo$bo3b2o2bo$obo$bo!
[[ THEME Golly ]]

New glider reflector with a repeat time of 39 based on this partial.

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x = 24, y = 23, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
21bobo$21b2o$22bo3$2bo$bobo$2bo4bo$6bobo$7bo4bo$11bo$11b3o7$2bo$3o3bob
2o$bo4b2obo$b4o$2o2bo!

A slight modification can output the (5,2)c/18 signal

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x = 43, y = 26, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
2o2b2o$b4o$bo2bo4bo32bo$8bobo29b2o$9bo4bo26b2o$13bobo$14bo4bo$18bobo$
19bo$25bo$24bobo$25bobo$26bo4bo$30bo$30b3o7$21bo$19b3o3bob2o$20bo4b2ob
o$20b4o$19b2o2bo!

And a random still life conversion.

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x = 6, y = 5, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
ob2o$2bo$4b2o$2b3o$2bobo!

[Cyclotrons]

A slight modification can output the (5,2)c/18 signal

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x = 43, y = 26, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
2o2b2o$b4o$bo2bo4bo32bo$8bobo29b2o$9bo4bo26b2o$13bobo$14bo4bo$18bobo$
19bo$25bo$24bobo$25bobo$26bo4bo$30bo$30b3o7$21bo$19b3o3bob2o$20bo4b2ob
o$20b4o$19b2o2bo!

Working but useless G to X, rt 42.

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x = 35, y = 25, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
$32bo$2b2o28bobo$3o2bo26b2o$obobobo$bo3bo4bo$9bobo$10bo$16bo$15bobo$
16bobo$17bo4bo$21bo$21b3o7$12bo$10b3o3bob2o$11bo4b2obo$11b4o$10b2o2bo!
[[ THEME Golly ]]

Partial for more useful G to X:

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x = 31, y = 23, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
7b2o$ob2ob3o4bo$2obobobo3bobo$6bo5bo4bo$16bobo$17bo$23bo$22bobo$23bobo
$24bo4bo$28bo$28b3o7$19bo$17b3o3bob2o$18bo4b2obo$18b4o$17b2o2bo!
[[ THEME Golly ]]

[silversmith]

Partial for more useful G to X:

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x = 31, y = 23, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
7b2o$ob2ob3o4bo$2obobobo3bobo$6bo5bo4bo$16bobo$17bo$23bo$22bobo$23bobo
$24bo4bo$28bo$28b3o7$19bo$17b3o3bob2o$18bo4b2obo$18b4o$17b2o2bo!
[[ THEME Golly ]]

There are some conduits which can take the object produced by that partial directly to prevent it's self destruction(example shown in yellow)

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x = 48, y = 24, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7cHistory
7.A$6.A.A15.2A$7.A9.A.2A.3A4.A$17.2A.A.A.A3.A.A$23.A5.A4.A$33.A.A$21.
D12.A$19.2D19.A$19.3D17.A.A$19.2D19.A.A$.A19.D19.A4.A$A.A42.A$.A14.E3.
E24.3A$15.E.E.E.E$16.E3.E5$36.A$34.3A3.A.2A$35.A4.2A.A$35.4A$34.2A2.A!

Then removing the (5,2)c/18 signal segments makes it into a working conduit with repeat time 39.

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x = 19, y = 18, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7cHistory
4.A$3.A.A5.A$4.A5.A.A$11.A.A$2.D9.A4.A$2D14.A$3D13.3A$2D$2.D5$7.A$5.3A
3.A.2A$6.A4.2A.A$6.4A$5.2A2.A!

[Cyclotrons]

Partial for more useful G to X:

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x = 31, y = 23, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
7b2o$ob2ob3o4bo$2obobobo3bobo$6bo5bo4bo$16bobo$17bo$23bo$22bobo$23bobo
$24bo4bo$28bo$28b3o7$19bo$17b3o3bob2o$18bo4b2obo$18b4o$17b2o2bo!
[[ THEME Golly ]]

There are some conduits which can take the object produced by that partial directly to prevent it's self destruction(example shown in yellow)

Code: Select all

x = 48, y = 24, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7cHistory
7.A$6.A.A15.2A$7.A9.A.2A.3A4.A$17.2A.A.A.A3.A.A$23.A5.A4.A$33.A.A$21.
D12.A$19.2D19.A$19.3D17.A.A$19.2D19.A.A$.A19.D19.A4.A$A.A42.A$.A14.E3.
E24.3A$15.E.E.E.E$16.E3.E5$36.A$34.3A3.A.2A$35.A4.2A.A$35.4A$34.2A2.A!

Then removing the (5,2)c/18 signal segments makes it into a working conduit with repeat time 39.

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x = 19, y = 18, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7cHistory
4.A$3.A.A5.A$4.A5.A.A$11.A.A$2.D9.A4.A$2D14.A$3D13.3A$2D$2.D5$7.A$5.3A
3.A.2A$6.A4.2A.A$6.4A$5.2A2.A!

New adjustable gun. Similar to the last one; adjust the highlighted portions diagonally. Possible periods are (377 + 8d) mod p = 0 where p >= 39. Frustratingly, only odd periods work this time.

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x = 62, y = 46, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7cHistory
29.2C$28.C2.C$20.A2.2A2.C.3C$20.4A4.C.C2.C$15.A.2A4.A5.2C.2C$15.2A.A
3.3A$22.A9$17.A$3.2A11.A.A$4.A12.A4.A$.2A10.2A6.A.A$A.3A8.A8.A$A.A.A
9.A$.A.A9.2A$2.A20.A$22.A.A$23.A2$41.2A$34.A.2A.3A$11.A22.2A.A.A.A5.A
11.C$10.A.A27.A5.A.A9.C.C$11.A35.A.A7.C.C.C$8.A39.A8.3C.C$7.A.A49.2C$
8.A48.C$57.2C3$24.A8.A3.A9.A$23.A.A6.A.A.A.A7.A$19.A4.A8.A3.A8.3A$18.
A.A22.A$3.A.2A12.A21.3A3.A.2A$3.2A.A35.A4.2A.A$14.A27.4A$13.A.A25.2A
2.A$14.A!

If we had an rt39 color-preserving glider delay circuit that delayed a glider by an odd number of generation, then all periods above 39 would be accessible. Good thing we do, in fact, have one:

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x = 57, y = 46, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
25b2o$24bo2bo$24b3obo$22bo2bobo$22b2ob2o3$31b2o$31bo$33b2o$31b3obo$31b
obobo$32bobo$33bo3$31b2o$29b3o$29bobo5bo8bobo$30bo5bobo7b2o$37bobo7bo$
38bo$2bo$bobo$obobo$ob3o8b2o$b2o10bo2bobobobobo$4bo10bobobobobobo11bo
17bo$3b2o11bo7bo11bo17bo$36b3o15b3o$33bo$31b3o3bob2o$32bo4b2obo$32b4o$
31b2o2bo5$28bo$27bobo$26bobobo$26b3obo$28b2o$26bo$26b2o!
[[ THEME Golly ]]

Delays the glider by 199 generations.

Guns exist for all periods 39+.

-

This fills in periods 39, 40, 42, 44, 45, 46, 48, 52, and 60.

The gun periods remaining are 13, 14, 15, 16, 17, 19, 20, 21, 22, 23, 24, 25, 26, 29, 33, 34, 35, 37, and 38.

Here's somewhat of a long shot: If we find a low rt G to W and a W to 2G (a la the p18 gun), we'd have all gun periods >= 18. I doubt this is possible, though, since you'd also need an odd-generation rt18 glider delay mechanism at the very least, and quite possibly an rt18 color changer as well.

[lk050807]

...
Despite how slow apgsearch is on this rule, many oscillator periods have already been found by it alone. I strongly suspect that this rule is omniperiodic,
...

APGsearch is slow because soups "tends to expand even from a small starting point", but other searchers are fast!
Like, I found this p3 in 14.099999ms in RLifeSearch:

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x = 8, y = 7, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
2ob2ob2o$2ob2ob2o$3b2o$2o4b2o$bo4bo$3o2b3o$2b4o!

[silversmith]

An interesting catalyst for the w pentomino

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x = 7, y = 9, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
2bo$b2o$2o4$bobobo$obobobo$bo3bo!

I found a G-to-X which can be used to make a repeat time 61 reflector.

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x = 16, y = 16, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
4bo$2bobo$3b2o$bo11bo$obo9bobo$bo11bo2$14bo$13bobo$14bo$12bo$11bobo$3b
2o7bo$4bo$3bo$3b2o!

This reflector can reflect along the same lane as the rt18 one, but is delayed by 25 ticks.

Here's somewhat of a long shot: If we find a low rt G to W and a W to 2G (a la the p18 gun), we'd have all gun periods >= 18. I doubt this is possible, though, since you'd also need an odd-generation rt18 glider delay mechanism at the very least, and quite possibly an rt18 color changer as well.

I doubt that kind of tech is practical or even possible. The c/4d velocity of the glider seems too slow, where it simply can't get into and out of a reaction fast enough. I guess that the minimum repeat time of these kind of glider-hits-something-produces-something conduits is about 30. However, there is a conduit which uses an almost c/2 object and produces a glider:

They include some new conduits.

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x = 115, y = 21, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
8bo39bo$7bobo37bobo$8bo39bo$2bo39bo$bobo37bobo40bo$2bo3bo35bo3bo36bobo
$5b3o37b3o36bo3bo$6bo39bo40bobo$bo39bo46bo$obo37bobo41b3o16bo7bo$bo39b
o42b3o15bobobobobobo$103bobobobobo2bo$99bo13b2o$98bobo$100b2o$3b3o92bo
bo$3b3obo44bobo27bo15bo$4bobobo33bo9bobo26bobo$6b2o33bobo38bo$42bobo$
43bo!

After some messing around with tub placements I found these two conduits:

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x = 52, y = 15, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
50bo$4bo7bo23bo7bo4bobo$3bobobobobobo21bobobobobobo4bo$4bobobobobo23b
obobobobo$o21bo9bo$b2o18bobo9b2o$3o19bo9b3o$b2o30b2o$o31bo$18bo31bo$17b
obo29bobo$13bo4bo26bo4bo$12bobo29bobo$12b3o29b3o$11b2o30b2o!

Which can in turn be used to make guns of any period >=21

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x = 143, y = 122, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
13b2o4bo14b2o5bo13b2o5bo13b2o5bo13b2o5bo13b2o5bo$11b3o4bobo11b3o5bobo
10b3o5bobo10b3o5bobo10b3o5bobo10b3o5bobo$11bobo5bo12bobo6bo11bobo6bo
11bobo3bo2bo11bobo3bo2bo11bobo6bo7bo$7bo4bo15bo4bo3bo11bo4bo3b2o10bo4b
o4b2o9bo4bo5bo9bo19bobo$6bobo7bo10bobo7b2o9bobo8b2o8bobo7bobo8bobo8bo
9bobo2bobo14bo$7bo7b3o10bo7bobo10bo8bo11bo15bo4bo3b3o14bo2bo3bo$15b2o
7bo19b2o8bo9b2o8b3o10bo7b3o16b3o2bo4bo13bo$8b2o2b2obobo5b2o7b3o8bobo7b
obo7bobobo5bo2bo6bo2bo6b2o2bo5b2o2bo5bo2bo6bobo7b3obobo$3bo3bo4b2o8b4o
6b2o8b2ob2o6b2o7b3o8b2o7b2o3bo5b3o6b2o9b2o7b2o9b3o2bo$2bobo3b2o2b3o8b
2o4bo3bo9bobo7bo9bobobo5bobo7b2obo6b3o7bobo7bo2bo6b2o6b2obobo$3bo20bo
8bo10b2o19bo38bo9b3o14b2o3b2o$7bobo3bobobobobo12bobobobobo12bobobobobo
12bobobobobo12bobobobobo12bobobobobo5b2ob3o2b2o$6bo3bobobobobobobo5bo
4bobobobobobo5bo4bobobobobobo5bo4bobobobobobo5bo4bobobobobobo5bo4bobob
obobobo2bo8bobo$7b3o3bo7bo5bobo4bo7bo5bobo4bo7bo5bobo4bo7bo5bobo4bo7bo
5bobo4bo7bo2bobo8b3o$8bo9b2o8bo20bo20bo20bo20bo17bo11bo$12bo5b2o111bo$
bo9bobo116bo3bo$obo9bo118bob3o$bo5bo3bo115b2obobo3bo$12bo114b2o2bobobo
5bo$5bo5bo118bo9bobo$5b2o5bo116bobo9bo$6b2o3bo118bo$o6b3o2bo17bo20bo
20bo20bo20bo$3o4b3obobo15bobo5bo7bo4bobo5bo7bo4bobo5bo7bo4bobo5bo7bo4b
obo5bo7bo$bobo8bo17bo5bobobobobobo4bo5bobobobobobo4bo5bobobobobobo4bo
5bobobobobobo4bo5bobobobobobo$b2o34bobobobobo12bobobobobo12bobobobobo
12bobobobobo12bobobobobo$25bo8b2o10bo7bo59bo18b3o3bo$7b2o15bobo7bobo7b
obo3bo4b2o8b2o7b3o7bobo8b2o8b2o7b3o7bobo7bobobobo$4bo2b2o4bo11bo7b4o9b
2obobo2b3o9b2o2b3o2b2o5bo3b2o3bo3b2o6bo2b2o4b2ob2o7b4o5b4o2bo$3bobo6bo
bo19bobo6bob2o8b2o6b2obo3b2o3b2o4bo4bo4b2ob3o6b2obo5b2ob2o8b2o4bo2bobo
$4bo2bo5bo20b2o6bo11bo7b3o9bo7bob2o18b2o4bo14bo4bo2bo$6bo2bo12b2o4bo
12bo9bo10b3o7bo10bo9bo16bo3bo16b2o2bo$7b3o12bobo2bob3obo7b3o6bobo18bob
o18bobo18bobo18bobo$8bo12b3o4bob3obo11bo4bo15bo4bo15bo4bo15bo4bo15bo4b
o$21bo11bo4bo6bobo11bo6bobo11bo6bobo11bo6bobo11bo6bobo$12bo12bo6bo4bob
o5b3o10bobo5b3o10bobo5b3o10bobo5b3o10bobo5b3o$bo9bobo10bo8bo4bo5b2o13b
o5b2o13bo5b2o13bo5b2o13bo5b2o$obo9bo11b3o5bo$bo9bo21bo$6b3o3bo9bo9bo$
6b2o3bo9bobo9bo$6bo2bo2bo9bo5b3obobo$7b3obo16b3o2bo$o6b3o2bo14bo3bo17b
o20bo20bo20bo20bo$3o8bobo13bobobo2bo7bo5bobo4bo7bo5bobo4bo7bo5bobo4bo
7bo5bobo4bo7bo5bobo$bobo8bo16bo3bobobobobobo5bo4bobobobobobo5bo4bobobo
bobobo5bo4bobobobobobo5bo4bobobobobobo5bo$b2o31bobobobobo12bobobobobo
12bobobobobo9bo2bobobobobo8bo3bobobobobo$24bo20bo27bo19b3o17bo2bo16b3o
2bo$7b2o14bobo6b2o7b2obo7bo8b3o8b3o6b2o9bo2bo5b3o8b2o2bo4b2o9bo4bobo$
4bo2bobo3bo10bo6b3o7b2o2bo5b3o7b2o3bo4b3o7b2o8b3o7b2o8b4o6b3o7b2ob2o2b
o$3bobo4bobobo17b3o6b4o7bo2bo5b2o2bo6b2o2bo4b3o8bo2bo5b2o9b2o2bo4b2o9b
obo$4bo2bo5bo19bo9b3o7b3o10bo6bo3bo15b3o7bo10b2obo5bo13bo$7b3o18bo9bo
10bo4bo15bo3b3o14bo2bo2b2o13bo3bo20bo2b2o$8bo18bobo9bo8bobo9bo8bobo2bo
bo13bobo18bobo16bo5bo2bobo$28bo4bo3b3o9bo4bo3bobo9bo4bo5bo9bo4bo15bo4b
o11bobo8b3o$32bobo6bo11bobo3bo2bo11bobo6bo11bobo6bo11bobo6bo4bo11bo$
12bo19b3o5bobo10b3o5bobo10b3o5bobo10b3o5bobo10b3o5bobo4bob3o$bo9bobo
20b2o5bo13b2o5bo13b2o5bo13b2o5bo13b2o5bo4bo2bo2bo$obo9bo118bo3b2o$bo9b
o118bo2b2o$8b2o2bo118bo9bo$6b2o3bo118bo9bobo$6bo2bo2bo116bobo9bo$7b3ob
o118bo$o11bo17bo20bo20bo20bo20bo$3o8bobo15bobo5bo7bo4bobo5bo7bo4bobo5b
o7bo4bobo5bo7bo4bobo5bo7bo$bobo2bo5bo17bo5bobobobobobo4bo5bobobobobobo
4bo5bobobobobobo4bo5bobobobobobo4bo5bobobobobobo3bo$b2o2bo31bobobobobo
12bobobobobo12bobobobobo12bobobobobo12bobobobobo3b3o$5bo19bo9bo19b2o
10bo8bo19bo36bo5bo$8bobo13bobo6bobobo9bo7bobo9bo3bo4b2o8b3o3bo2bobo9b
2o7b2o8b3o7bobobo$4bo2b2obo2bo11bo10b3o7b2o6b2ob2o8b2o6b4o8b2o2bobo3b
2o8b2o3b2o3b2o5bo2b2o4bobo3bo$3bobo4bobobo18bobobo7bobo7bobo8b3o7b2o5b
obob2o2bobobobo4bo3b3o3b2obobo6b2ob2o4b2o$4bo2b3o3bo14b3o4b2o9bo8b2o
19bo7b2o10bo8b2o9bo7b3o$8bo13b2o3bobo12bo8bo10bobo7bo10b3o7bo10b2o8bo
20bo$22bobo2bo2bo2bo6b2o8bobo9b2o7bobo10bo7bobo18bobo18bobo$21b3o3b2o
3bobo6b2o3bo4bo11bo3bo4bo15bo4bo15bo4bo15bo4bo$21bo11bo4bo6bobo11bo6bo
bo11bo6bobo11bo6bobo11bo6bobo$12bo19bo4bobo5b3o10bobo5b3o10bobo5b3o10b
obo5b3o10bobo5b3o$bo9bobo11bo7bo4bo5b2o13bo5b2o13bo5b2o13bo5b2o13bo5b
2o$obo9bo10b2o7bo$bo9bo12b2o7bo$6bobo3bo9bo6bo2bo$7b3obo9bobo4b3o2bo$
7b3o2bo9bo7bobobo$11bo21bo$o11bo13bobobo18bo20bo20bo20bo20bo$3o8bobo
13bobo4bo7bo5bobo4bo7bo5bobo4bo7bo5bobo4bo7bo5bobo4bo7bo5bobo$bobo2bo
5bo20bobobobobobo5bo4bobobobobobo5bo4bobobobobobo5bo4bobobobobobo5bo4b
obobobobobo5bo$b2o2bobob2o23bobobobobo12bobobobobo8b2o2bobobobobo12bob
obobobo12bobobobobo$6bo17bo16bo9b3o18b3o6bo9b3o18bo25bo$6bobo2bo11bobo
4b3o7bobo7bo2bo6b2o8b2o2bo5bobo7bobo7bobo7b3o7b2o8b2o5bobo$4bo2b4o2bo
10bo5b3o6b2o9b2o7b2o9b3o6b2o9b4o5b4o7b2ob2o4b2o2bo6b2o3bo2bo$3bobob3o
2bobo15b2o2bo5b2o2bo5bo2bo6bobo7b2o2bo5bobo7bobo2bo4b2o8b2ob2o5bob2o6b
3ob2o$4bo3bo4bo18b3o16b3o2bo4bo10b3o6bo11bo2bo4bo14bo4b2o$28bo3b3o14bo
2bo3bo13bo2b2o16bo2b2o16bo3bo23b2o$27bobo8bo9bobo2bobo13bobo18bobo18bo
bo16bo8bobo$28bo4bo5bo9bo20bo4bo15bo4bo15bo4bo11bobo2bo5b3o$32bobo3bo
2bo11bobo6bo11bobo6bo11bobo6bo11bobo6bo4bo2b3o6bo$12bo19b3o5bobo10b3o
5bobo10b3o5bobo10b3o5bobo10b3o5bobo4bo4bo$bo9bobo20b2o5bo13b2o5bo13b2o
5bo13b2o5bo13b2o5bo4bo2bo2bo$obo9bo118bo5bo$bo4bo2bobo118bo3bobo$7b3o
2bo118bo3bo$7b3obo118bo$12bo116bobo$11bo118bo$o4bo6bo17bo20bo20bo20bo
20bo$3o2bo5bobo2bo7bo4bobo5bo7bo4bobo5bo7bo4bobo5bo7bo4bobo5bo7bo4bobo
5bo7bo3b3o$bobo8bo2bobobobobobo4bo5bobobobobobo4bo5bobobobobobo4bo5bob
obobobobo4bo5bobobobobobo4bo5bobobobobobo2b3o$b2o3b2ob2o5bobobobobo12b
obobobobo12bobobobobo12bobobobobo12bobobobobo12bobobobobo2bo2bo$5b2o3b
2o15bo27bo20b2o9b2o8b2o10bo7bo21bo$6bobobo7b2o6b3o8b3o8bo7bob2o7b2o9b
2o7b2o8bobo7bobo3bo4b2o8b2o4bo3bobo$4bo2b3o8b2o7b3o4bo3b2o7b3o5bo2b2o
7b3o5b2ob2o8bo7b4o9b2obobo2b3o9b2o2b2o4bo$3bobo2bo8b3o4bo2b2o6bo2b2o5b
o2bo7b4o6b3o9b2o7bobo7bobo6bob2o8b2o6b2obo3b2o$4bo18bo3bo6bo10b3o7b3o
9bo8b2o10bo8b2o6bo11bo7b3o$24b3o3bo15bo4bo10bo9bo10bo9bo10bo9bo10b3o7b
o$9bo14bobo2bobo8bo9bobo8bo9bobo9bobo6bobo9b3o6bobo18bobo$8bobo8bo5bo
4bo9bobo3bo4bo9b3o3bo4bo10b2o3bo4bo15bo4bo15bo4bo$9bo7bo6bobo11bo2bo3b
obo11bo6bobo11bo6bobo11bo6bobo11bo6bobo$16bobo5b3o10bobo5b3o10bobo5b3o
10bobo5b3o10bobo5b3o10bobo5b3o$17bo5b2o13bo5b2o13bo5b2o13bo5b2o13bo5b
2o13bo5b2o!

Edit: On second thought, there could be a reaction like the rt18 reflector which instead produces something like the c/2 signal, and that in turn could be fed into the above conduit to make a fast splitter.

Edit 2:
I collected all the conduits that have been found in this rule, divided compound conduits apart, and organized them into vertical rows based on the object they take as input. While doing this I found an object which acts as an intermediate in certain known conduits, and separated it into it's own category within the second-rightmost column. I also found several new conduits, including two which output the 2c/4 spaceship.

Code: Select all

x = 496, y = 270, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7cHistory
8.C.C.C$9.3C$9.3C$3D$2.D$2.D6.3D$2.D7.D445.C.C$2.D454.3C$71.2C384.3C$
71.2C$71.2C48.C58.C99.2C2.2C204.C$10.D7.3D.D97.3C57.C.C97.6C202.3C$9.
3D8.D.D98.C58.2C98.2C.C192.F10.C$10.D7.3D.D463.3C$18.D3.D464.C$18.3D.D
409.F55.3C$476.F13.C$350.2C51.C$350.3C49.3C$350.3C48.C2.C$402.C8$162.F
4$248.F2$297.F99.F$349.A97.2D$348.A.A.A58.3D33.2D4.F41.F$67.3D.3D275.A
.A.A57.D.D33.2D$69.D3.D45.A232.A21.F25.A10.3D75.3D$67.3D.3D44.A.A278.A
.A3.D7.D77.D$67.D5.D45.A173.A106.A2.C2.2D3.3D43.D.D.3D18.2A4.C.D$2.3D.
3D58.3D.3D105.A59.A52.A.A3.2A72.D.D.3D23.3C3D49.D.D.D.D18.2A2.3C$4.D3.
D126.3D.3D36.A.A4.A52.A.A52.A2.3A8.A38.3C23.D.D.D24.C2.C.2D49.3D.3D16.
A4.C$2.3D.3D67.A48.C9.D.D.D32.A6.A4.A.A23.F17.A10.A56.A.A7.A.A37.3C23.
3D.3D23.C2.D53.D3.D16.2A2.3C$4.D.D68.A.A46.3C8.3D.3D29.A.A11.A41.A.A
77.A39.2C16.2D7.D.D.D74.2C4.D.3D21.C$2.3D.3D61.D5.A48.C11.D.D.D30.A55.
A137.2D6.D.3D74.3C30.3C$68.2D65.3D.3D223.D87.2C33.C$68.3D56.A113.2C2.
2C41.2D152.A12.C$C67.2D4.2C50.A.A35.A76.6C3.3D.3D31.2D18.D.D.D52.A75.A
.A$.2C3D3.2D2.2D8.3D.3D40.D3.2C51.A35.A.A30.D.3D.3D36.2C.C5.D3.D.D31.
2D18.D.D.D51.A.A75.A$3C3D3.6D10.D.D.D44.2C36.A13.A37.A31.D.D5.D45.3D.D
.D51.3D.D39.A12.A$.2C.D.D4.D.2D8.3D.D.D81.A.A11.A.A68.D.3D.3D21.D25.D.
D.D53.D.D38.A.A$C20.F3.D.D.D37.A44.A13.A69.D.D.D3.D19.D2.D22.3D.3D18.E
23.3C8.D.D39.A$23.3D.3D36.A.A127.D.3D.3D19.3D48.2E22.3C$.A65.A157.D6.A
3.A37.E.E10.A12.C$A.A183.C44.A.A.A.A48.A.A11.2C$.A184.C.C43.A3.A50.A
11.2C92.D.D.3D$178.A7.2C111.2C92.D.D3.D$73.D103.A.A.A8.2A201.3D3.D$72.
3D103.A.A.A2.2A4.A203.D3.D2.2D3.F$73.D97.D9.A3.2A2.A159.A45.D3.D2.2D$
170.D2.D14.A.A157.A.A.A49.2D5.2A$171.3D15.A51.2C106.A.A.A55.2A$172.D
68.2C109.A52.D$71.3D.D164.2C7.3D.3D150.2D3.D.D.3D25.A$71.D3.D165.C9.D.
D.D6.2E141.2D4.D.D.D26.A.A$71.3D.D37.3D124.3C6.3D.3D5.E.E26.A81.3D.3D
32.3D.3D25.A$71.D.D.D37.3D124.3C6.D3.D.D7.E25.A.A54.3C23.D3.D36.D3.D$
71.3D.D173.3D.3D34.A55.3C23.3D.3D34.D.3D$246.A100.2C25.D3.D$63.E.E169.
D2.2D5.A.A124.3D.3D78.D.D.3D$64.2E168.3D.2D4.A.A210.D.D.D$64.E49.F120.
D2.2D3.A.A207.2C2.3D.3D$244.A48.2D.D10.A59.2D84.3C3.D3.D$24.3D.3D262.
6D7.A.A58.2D4.F25.A53.2C4.D.3D$C25.D.D.D170.3D.3D85.2D2.2D8.A44.A14.2D
29.A.A54.C$.2C6.2D2.2D9.3D.D.D143.A28.D.D.D82.2C23.3D.D.D29.A.A45.A11.
A6.F$3C6.6D11.D.D.D99.D.3D38.A.A15.D11.D.D.D82.2C7.3D13.D3.D.D30.A47.A
5.D3.A.A$.2C8.D.2D9.3D.3D99.D3.D33.A5.A17.2D9.D.D.D81.2C8.3D13.3D.3D
77.A7.2D2.A$C20.F108.D.3D32.A.A21.3D4.F4.D.3D82.C9.D16.D3.D76.A.A2.C2.
2D$74.D55.D.D35.A23.2D95.3C8.2D13.3D3.D77.A2.3C$.A3.A69.2D27.F16.A8.D.
3D30.A25.D44.A52.3C7.2D100.C2.C35.D5.A$A.A.A.A67.2D.E33.2D.D5.A.A41.A.
A2.2A18.A45.A.A61.2D101.C4.D.3D28.D.D2.A.A$.A3.A72.E32.5DC4.A43.A3.2A.
3C13.A.A45.A.A44.A8.2D2.2D109.D3.D28.2D4.A$65.A10.3E32.2D2.3C54.C16.A
42.D4.A12.3D.3D25.A.A7.6D109.D.3D$64.A.A49.C56.C57.D.D18.D.D.D26.A10.D
.2D43.F65.D3.D$65.A5.3C109.A46.2D9.2C.C5.3D.3D112.A37.D.3D$71.3C44.A
50.A12.A.A46.2D8.6C3.D3.D.D94.A16.A.A43.F$113.A3.A.A48.A.A12.A57.2C2.
2C3.3D.3D93.A.A4.D.3D7.A$112.A.A3.A50.A177.D3.A5.D3.D17.D.D$79.A33.A
186.A45.2D9.D3.D5.3C9.D.D51.F$78.A.A218.A.A44.D.D8.D3.D5.3C9.D.D72.F$
79.A220.A56.D3.D6.2C.D7.D.D$372.2D5.D.D$88.F259.3C20.2D$348.3C98.D5.3D
.D$69.A46.D232.2C50.3D45.2D6.D.D$68.A.A44.3D117.2C59.2C103.3D44.D.D4.
3D.D$69.A46.D118.2C59.2C59.A42.D.D.D50.D3.D$234.2C59.2C59.A.A89.2C5.3D
.D$235.C60.C60.A24.F60.A4.3C$179.A20.F33.3C5.A52.3C144.A.A3.2C$178.A.A
53.3C4.A.A51.3C10.A134.A6.C$171.A7.A62.A6.3D.3D51.A.A$9.D160.A.A12.A
65.D3.D52.A100.A$8.3D8.3D.3D138.A6.A12.A.A53.3D6.3D.3D152.A.A$9.D11.D
3.D99.3D.3D31.A.A19.A54.3D8.D.D144.A10.A$19.3D.3D101.D.D34.A67.A8.2D.D
4.3D.3D141.A.A$5.C13.D3.D101.3D.3D99.A.A11.2D151.A18.F$6.2C11.3D.3D90.
CA.A5.D3.D.D60.3D.3D33.A11.2D27.2D82.A41.A5.D$5.3C103.A3.D2CA6.3D.3D
60.D5.D74.2D75.A5.A.A39.A7.2D$6.2C102.A.A3.CA.A35.3D.D32.3D.3D49.F100.
A.A5.A39.A.A2.C2.2D$5.C6.A66.3D.3D25.A43.D3.D34.D3.D151.A23.D.3D19.A2.
3C$11.A.A50.D14.D.D.D.D30.A38.3D.D26.2D4.3D.3D85.A67.3C3.D15.D.D23.C2.
C$12.A50.3D13.3D.D.D29.A.A39.D.D25.D.D95.A.A66.3C2.D.D14.D.3D22.C4.D.
3D$62.D2.D13.D.D.D.D29.3A37.3D.D3.D18.C4.D49.F3.3D.3D36.A68.2C4.2D13.D
.D.D27.D3.D$63.D15.3D.3D31.2A43.3D17.C.C58.D3.D110.2D12.F.D.3D27.D.3D
32.A7.A$163.D18.2C57.3D.3D158.D3.D31.A.A5.A$243.D3.D48.2C6.3D.3D95.D.
3D32.A3.2A2.A$181.2A58.3D.3D48.2C8.D3.D102.F31.3A$178.A2.2A112.2C7.3D
3.D133.2A.A8.D.3D$177.A.A116.C7.D5.D145.D.D.D$178.A9.A47.3D56.3C6.3D3.
D138.2C5.D.D.D$187.A.A46.3D56.3C61.A89.3C4.D.D.D$57.A130.A46.D.D8.3D.
3D105.A.A10.D.3D73.2C5.D.3D$56.A.A173.2C7.D6.D.D48.D59.A11.D.D.D75.C$
5.A7.A43.A16.A157.2C8.2D2.3D.3D47.2D51.A17.D.3D72.D.D$4.A.A.A.A.A.A58.
A.A155.2C8.3D4.D3.D46.3D50.A.A5.3D8.D.D.D73.2D$5.A.A.A.A.A2.A57.A157.C
9.2D2.3D.3D47.2D51.A6.3D8.D.3D73.D$.C13.2A214.3C7.D57.D55.3C3.2D$2.2C
19.3D.D.D146.C.C52.3C55.A65.3C$.3C21.D.D.D42.2C102.2C110.A.A65.2C$2.2C
19.3D.3D42.2C98.A4.C3.A52.A54.A$.C21.D5.D42.2C97.A.A6.A.A50.A.A$9.D.D
11.3D3.D142.A8.A52.A224.F$9.2D163.2A$10.D163.2A270.D$188.3D.D.D249.2D
2.2C$64.A125.D.D.D160.D9.A6.D.3D67.3D.3C6.3D$63.A.A124.D.3D37.2C119.2D
9.A.A5.D.D.D67.2D2.2C7.D.D$64.A125.D3.D37.2C61.2C56.3D9.A6.D.3D69.D3.C
6.3D$190.D3.D36.2C62.2C56.2D3.3C11.D3.D80.D.D$125.A54.A51.C61.2C17.D.D
.D37.D2.3C11.D.3D73.A6.3D$51.2A63.A.A5.A.A52.A.A45.A3.3C61.C17.D.D.D
41.2C88.A.A$52.3A56.A5.A7.A42.2A10.A45.A.A2.3C6.3D.3D47.3C16.3D.D132.A
$52.A.A56.3A2.ACA49.A58.A14.D3.D47.3C18.D.D$53.A58.A.A.3C50.A65.D4.3D
3.D68.D.D41.D.D.D$.F110.2A3.D50.A.A65.2D2.D5.D113.3D$79.3D.3D83.A15.D
39.A9.3D2.3D3.D59.2D52.3D$79.D.D3.D46.3D.3D29.A15.3D37.A.A9.2D68.2D4.F
128.2D$10.A47.D20.3D.3D30.A17.D3.D29.2A15.D39.A9.D70.2D133.2D$9.A.A47.
2D20.D3.D29.A.A.D.D10.3D.3D92.D$5.C4.A47.3D18.3D.3D30.A3.2D10.D5.D90.D
2.D$6.2C51.2D59.D11.3D.3D90.3D3.3D.3D46.A$5.3C50.D171.D6.D3.D45.A.A$6.
2C38.A188.3D3.D46.A164.2C$5.C2D37.A.A189.D3.D211.3C$6.2D4.F33.A16.A
117.A14.D.D.3D32.3D3.D211.2C$6.2D54.A.A115.A.A13.D.D.D254.C$63.A117.A.
A12.3D.3D$177.3D2.A4.C10.D3.D$177.3D6.C11.D.3D$61.2C68.F45.2D7.3C255.A
$61.2C183.2C195.A.A$61.2C183.2C110.2A84.A$245.2C52.2C58.3A$246.C52.2C
6.3D.3D45.A.A4.D.3D$25.D.D.D215.3C50.2C9.D3.D52.D.D.D$25.D.D.D209.A5.
3C44.A6.C7.3D3.D42.3C7.D.3D$19.A5.3D.D23.A123.A60.A.A13.3D.3D30.A.A4.
3C6.D5.D42.3C7.D3.D$5.A7.A4.A.A6.D.D22.A.A62.A57.3A3.A.A55.A9.D6.D3.D
31.A5.3C6.3D3.D42.D2C7.D.3D$4.A.A.A.A.A.A4.A7.D.D23.A62.A.A57.A4.3A49.
A16.2D2.3D3.D94.2D$5.A.A.A.A.A103.A57.2A2.A.A50.A.A14.3D2.D5.D41.D53.D
.D$.C119.C7.D.D.D45.2A52.A16.2D2.3D3.D42.2D52.D$2.2C17.2D97.3C6.D.D.D
115.D37.A14.3D$.3C18.2D5.F87.D3.C7.D.3D90.D.D.3D55.A.A14.2D$2.2C16.D.D
94.D.D9.D3.D90.D.D.D.D56.A14.D58.A$.C19.D95.2D10.D3.D90.3D.3D2.D.D.D
122.A.A$9.D.D7.A25.F137.A42.D3.D3.3D119.2A3.A$9.2D7.A.A98.2A61.A.A41.D
.3D3.3D120.3A14.D.D.3D$10.D3.A4.A100.A62.A173.A.A14.D.D.D$13.A.A103.A
254.3D.3D$13.3A103.2A255.D.D.D$4.3D.D.D.2A233.2C115.3C9.D.3D$6.D.D.D
236.2C100.D14.3C$.F2.3D.3D160.D76.2C98.3D14.2C$4.D5.D159.D.D15.A59.C
100.D$4.3D3.D158.2D16.A.A57.3C53.3D.3D$60.A44.F64.2D16.A58.3C4.F50.D.D
$59.A.A243.D.3D$60.A244.D.D.D$56.3D19.3D.3D175.3D.3D31.3D4.D.3D$56.D
23.D.D.D89.A20.D.3D.D60.D.D.D31.3D$57.D22.D.3D88.A.A14.A4.D.D.D.D51.3D
4.3D.3D$80.D3.D89.A14.A.A3.D.3D.D41.A9.3D4.D5.D99.A$80.D.3D34.2A2.2A
48.A16.A4.D.D.D.D40.A.A15.3D.3D100.A$120.4A48.A.A20.D.3D.D41.A.A118.2A
$120.A2.A49.A70.A54.F62.3A$362.A.A9.3D.3D$50.A73.D64.A160.2D22.D5.D$
49.A.A64.2A3.D3.2D7.3D35.2A14.A.A109.2C43.F4.2D22.3D3.D$50.A16.A48.A.A
.3C.3D4.F2.D.D35.2A15.A45.2C63.2C5.3D.3D36.2D24.D3.D$66.A.A46.3A2.ACA
2.2D7.3D98.2C42.D.D.3D5.2A6.2C8.D3.D54.3C3.3D3.D$67.A47.A5.A2.D11.D34.
A62.2C43.D.D3.D3.3A8.C6.3D3.D54.3C$120.A.A11.3D33.A.A62.C43.3D.3D3.A.A
7.3C5.D5.D55.2C$171.A2.A59.3C44.D3.D4.A8.3C5.3D3.D$65.2C106.2A5.3C51.
3C44.D.3D$5.A7.A4.D46.2C113.C122.D$4.A.A.A.A.A.A2.3D45.2C114.C122.2D
60.A$5.A.A.A.A.A2.D2.D7.D.D.D271.3D4.F54.A.A$.C15.D9.D.D.D204.3D47.2D
16.2D60.A$2.2C23.3D.D204.3D40.F6.3D14.D$.3C19.A5.D.D138.A66.2D47.2D$2.
2C18.A.A4.D.D25.A65.2A.A42.A.A4.C3.D.3D103.D$.C21.A32.A.A65.3A14.D.D
24.A.A.A.2C4.D.D.D49.A$9.D.D7.A37.A66.A16.D.D24.A.3A2.2C3.D.D.D48.A.A
9.3D.3D112.A$9.2D7.A.A120.D.D25.2A6.D2.D.D.D49.A12.D.D.D111.A.A$10.D3.
A4.A104.D16.D.D28.A2.D.D2.D.3D60.3D.D.D112.A13.3D.D.D$13.A.A106.2D3.C
4.A8.D.D27.2A3.2D67.D3.D.D128.D.D.D$13.3A107.2D.3C2.A.A111.3D.3D111.D
14.3D.3D$4.3D.D.D.2A113.C4.A228.3D5.3C8.D3.D$6.D.D.D119.A53.F152.F22.D
8.3C6.3D3.D$.F2.3D.3D118.A.A105.A121.3D8.2C$4.D5.D116.A2.A105.A.A121.D
$4.3D3.D45.A69.A.A103.A4.A48.F74.3D$55.A.A57.F11.A103.A.A11.D.D.D.D85.
F25.D$56.A3.A171.A2.3D7.D.D.D.D$59.A.A173.3D7.3D.3D123.A$60.A175.2D.D
7.D3.D122.A.A$56.3C181.2D5.D3.D50.2C71.A$56.3C126.A53.2D61.2C$184.A.A
3.D.3D106.2C61.A$185.A4.D.D34.2C2.2C69.C60.A.A$177.D4.C7.D.3D32.6C68.
3C60.A$60.D6.3D.3D102.3D4.C2.A3.D.D.D34.C.2C68.3C74.D.D.3D$61.2D6.D3.D
40.A62.D3.3C.A.A2.D.3D51.F70.3D.D.D33.D20.D.D.D$54.A5.3D4.3D.3D39.A.A
18.3D.3D45.A99.A26.A3.D3.D.D31.3D11.3C6.3D.3D$53.A.A5.2D4.D3.D42.A10.D
10.D.D45.A54.A45.A.A24.A.A2.3D.3D13.F16.D14.3C8.D.D.D$54.A5.D6.3D.3D
50.3D7.3D.3D42.A.A52.A.A45.A26.A3.D.D3.D29.3D14.2C8.D.3D$116.C8.D8.D3.
D.D43.A54.A77.3D3.D30.D$115.3C16.3D.3D158.3D53.3D$116.C182.D37.F19.D$
300.D74.A$123.A250.A.A$122.A.A29.A80.2C124.A13.A$123.A29.A.A.2A76.2C
123.A.A$57.A95.A.A.A2.A73.2C6.D.3D43.A70.A.A$56.A.A95.3A2.A.A73.C6.D3.
D42.A.A70.A$57.A97.A4.A3.A69.3C5.D3.D43.A$155.2A6.A.A68.3C5.D3.D$51.D
69.A34.A2.A4.A3.A61.A11.D3.D119.2D3.2D$49.2D69.A.A30.3A2.A.A6.A.A59.A.
A68.2C65.D3.D$49.3D61.A7.A12.3D.D.D12.A4.3A2.A4.A3.A16.A40.A6.3D60.2C
65.D.D.D$49.2D4.2C7.3D.3D41.A.A21.D.D.D16.2A3.A.A6.A.A14.A.A.2A43.3D
59.2C67.3D$51.D3.2C9.D3.D42.A14.D5.3D.3D21.3A2.A4.A3.A11.A.A.A2.A41.2D
61.C68.D$55.2C7.3D.3D56.3D6.D3.D20.2A3.A.A6.A.A11.3A2.A.A102.3C$64.D5.
D44.C12.D5.3D3.D25.3A2.A4.A13.A4.A7.D.3D91.3C66.F3.F$64.3D.3D43.3C48.
2A3.A.A17.2A11.D.D.D107.3D.D$115.C54.3A2.A4.C10.A2.A4.C3.D.D.D103.A3.D
3.D$51.A117.2A3.A.A.2C8.3A2.A.A.2C4.D.D.D102.A.A2.3D.D$50.A.A69.A51.3A
2.2C7.A4.3A2.2C3.D.3D81.A8.D12.A5.D.D$51.A69.A.A49.2A6.D10.2A6.D87.A.A
5.D.D16.3D.D$122.A53.A2.D.D13.A2.D.D88.A7.2D$175.A.A2.2D12.A.A2.2D$
176.A9.F8.A9.F3$292.A$291.A.A$292.A16.F!

Some unusual oscillators I found while compiling the list of conduits.

Code: Select all

x = 34, y = 45, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7cHistory
30$27.2A$23.2A3.A$24.3A$24.A.A$32.A$19.2A4.2A3.3A$19.A6.2A3.A$21.2A3.
A3.2A$21.A11.A$20.3A9.2A$5.F14.A$3A23.A.A$3A23.3A$.2A21.A3.2A$24.2A!

[Cyclotrons]

An interesting catalyst for the w pentomino

Code: Select all

x = 7, y = 9, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
2bo$b2o$2o4$bobobo$obobobo$bo3bo!

I found a G-to-X which can be used to make a repeat time 61 reflector.

Code: Select all

x = 16, y = 16, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
4bo$2bobo$3b2o$bo11bo$obo9bobo$bo11bo2$14bo$13bobo$14bo$12bo$11bobo$3b
2o7bo$4bo$3bo$3b2o!

This reflector can reflect along the same lane as the rt18 one, but is delayed by 25 ticks.

Here's somewhat of a long shot: If we find a low rt G to W and a W to 2G (a la the p18 gun), we'd have all gun periods >= 18. I doubt this is possible, though, since you'd also need an odd-generation rt18 glider delay mechanism at the very least, and quite possibly an rt18 color changer as well.

I doubt that kind of tech is practical or even possible. The c/4d velocity of the glider seems too slow, where it simply can't get into and out of a reaction fast enough. I guess that the minimum repeat time of these kind of glider-hits-something-produces-something conduits is about 30. However, there is a conduit which uses an almost c/2 object and produces a glider:

They include some new conduits.

Code: Select all

x = 115, y = 21, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
8bo39bo$7bobo37bobo$8bo39bo$2bo39bo$bobo37bobo40bo$2bo3bo35bo3bo36bobo
$5b3o37b3o36bo3bo$6bo39bo40bobo$bo39bo46bo$obo37bobo41b3o16bo7bo$bo39b
o42b3o15bobobobobobo$103bobobobobo2bo$99bo13b2o$98bobo$100b2o$3b3o92bo
bo$3b3obo44bobo27bo15bo$4bobobo33bo9bobo26bobo$6b2o33bobo38bo$42bobo$
43bo!

After some messing around with tub placements I found these two conduits:

Code: Select all

x = 52, y = 15, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
50bo$4bo7bo23bo7bo4bobo$3bobobobobobo21bobobobobobo4bo$4bobobobobo23b
obobobobo$o21bo9bo$b2o18bobo9b2o$3o19bo9b3o$b2o30b2o$o31bo$18bo31bo$17b
obo29bobo$13bo4bo26bo4bo$12bobo29bobo$12b3o29b3o$11b2o30b2o!

Which can in turn be used to make guns of any period >=21

Code: Select all

x = 143, y = 122, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
13b2o4bo14b2o5bo13b2o5bo13b2o5bo13b2o5bo13b2o5bo$11b3o4bobo11b3o5bobo
10b3o5bobo10b3o5bobo10b3o5bobo10b3o5bobo$11bobo5bo12bobo6bo11bobo6bo
11bobo3bo2bo11bobo3bo2bo11bobo6bo7bo$7bo4bo15bo4bo3bo11bo4bo3b2o10bo4b
o4b2o9bo4bo5bo9bo19bobo$6bobo7bo10bobo7b2o9bobo8b2o8bobo7bobo8bobo8bo
9bobo2bobo14bo$7bo7b3o10bo7bobo10bo8bo11bo15bo4bo3b3o14bo2bo3bo$15b2o
7bo19b2o8bo9b2o8b3o10bo7b3o16b3o2bo4bo13bo$8b2o2b2obobo5b2o7b3o8bobo7b
obo7bobobo5bo2bo6bo2bo6b2o2bo5b2o2bo5bo2bo6bobo7b3obobo$3bo3bo4b2o8b4o
6b2o8b2ob2o6b2o7b3o8b2o7b2o3bo5b3o6b2o9b2o7b2o9b3o2bo$2bobo3b2o2b3o8b
2o4bo3bo9bobo7bo9bobobo5bobo7b2obo6b3o7bobo7bo2bo6b2o6b2obobo$3bo20bo
8bo10b2o19bo38bo9b3o14b2o3b2o$7bobo3bobobobobo12bobobobobo12bobobobobo
12bobobobobo12bobobobobo12bobobobobo5b2ob3o2b2o$6bo3bobobobobobobo5bo
4bobobobobobo5bo4bobobobobobo5bo4bobobobobobo5bo4bobobobobobo5bo4bobob
obobobo2bo8bobo$7b3o3bo7bo5bobo4bo7bo5bobo4bo7bo5bobo4bo7bo5bobo4bo7bo
5bobo4bo7bo2bobo8b3o$8bo9b2o8bo20bo20bo20bo20bo17bo11bo$12bo5b2o111bo$
bo9bobo116bo3bo$obo9bo118bob3o$bo5bo3bo115b2obobo3bo$12bo114b2o2bobobo
5bo$5bo5bo118bo9bobo$5b2o5bo116bobo9bo$6b2o3bo118bo$o6b3o2bo17bo20bo
20bo20bo20bo$3o4b3obobo15bobo5bo7bo4bobo5bo7bo4bobo5bo7bo4bobo5bo7bo4b
obo5bo7bo$bobo8bo17bo5bobobobobobo4bo5bobobobobobo4bo5bobobobobobo4bo
5bobobobobobo4bo5bobobobobobo$b2o34bobobobobo12bobobobobo12bobobobobo
12bobobobobo12bobobobobo$25bo8b2o10bo7bo59bo18b3o3bo$7b2o15bobo7bobo7b
obo3bo4b2o8b2o7b3o7bobo8b2o8b2o7b3o7bobo7bobobobo$4bo2b2o4bo11bo7b4o9b
2obobo2b3o9b2o2b3o2b2o5bo3b2o3bo3b2o6bo2b2o4b2ob2o7b4o5b4o2bo$3bobo6bo
bo19bobo6bob2o8b2o6b2obo3b2o3b2o4bo4bo4b2ob3o6b2obo5b2ob2o8b2o4bo2bobo
$4bo2bo5bo20b2o6bo11bo7b3o9bo7bob2o18b2o4bo14bo4bo2bo$6bo2bo12b2o4bo
12bo9bo10b3o7bo10bo9bo16bo3bo16b2o2bo$7b3o12bobo2bob3obo7b3o6bobo18bob
o18bobo18bobo18bobo$8bo12b3o4bob3obo11bo4bo15bo4bo15bo4bo15bo4bo15bo4b
o$21bo11bo4bo6bobo11bo6bobo11bo6bobo11bo6bobo11bo6bobo$12bo12bo6bo4bob
o5b3o10bobo5b3o10bobo5b3o10bobo5b3o10bobo5b3o$bo9bobo10bo8bo4bo5b2o13b
o5b2o13bo5b2o13bo5b2o13bo5b2o$obo9bo11b3o5bo$bo9bo21bo$6b3o3bo9bo9bo$
6b2o3bo9bobo9bo$6bo2bo2bo9bo5b3obobo$7b3obo16b3o2bo$o6b3o2bo14bo3bo17b
o20bo20bo20bo20bo$3o8bobo13bobobo2bo7bo5bobo4bo7bo5bobo4bo7bo5bobo4bo
7bo5bobo4bo7bo5bobo$bobo8bo16bo3bobobobobobo5bo4bobobobobobo5bo4bobobo
bobobo5bo4bobobobobobo5bo4bobobobobobo5bo$b2o31bobobobobo12bobobobobo
12bobobobobo9bo2bobobobobo8bo3bobobobobo$24bo20bo27bo19b3o17bo2bo16b3o
2bo$7b2o14bobo6b2o7b2obo7bo8b3o8b3o6b2o9bo2bo5b3o8b2o2bo4b2o9bo4bobo$
4bo2bobo3bo10bo6b3o7b2o2bo5b3o7b2o3bo4b3o7b2o8b3o7b2o8b4o6b3o7b2ob2o2b
o$3bobo4bobobo17b3o6b4o7bo2bo5b2o2bo6b2o2bo4b3o8bo2bo5b2o9b2o2bo4b2o9b
obo$4bo2bo5bo19bo9b3o7b3o10bo6bo3bo15b3o7bo10b2obo5bo13bo$7b3o18bo9bo
10bo4bo15bo3b3o14bo2bo2b2o13bo3bo20bo2b2o$8bo18bobo9bo8bobo9bo8bobo2bo
bo13bobo18bobo16bo5bo2bobo$28bo4bo3b3o9bo4bo3bobo9bo4bo5bo9bo4bo15bo4b
o11bobo8b3o$32bobo6bo11bobo3bo2bo11bobo6bo11bobo6bo11bobo6bo4bo11bo$
12bo19b3o5bobo10b3o5bobo10b3o5bobo10b3o5bobo10b3o5bobo4bob3o$bo9bobo
20b2o5bo13b2o5bo13b2o5bo13b2o5bo13b2o5bo4bo2bo2bo$obo9bo118bo3b2o$bo9b
o118bo2b2o$8b2o2bo118bo9bo$6b2o3bo118bo9bobo$6bo2bo2bo116bobo9bo$7b3ob
o118bo$o11bo17bo20bo20bo20bo20bo$3o8bobo15bobo5bo7bo4bobo5bo7bo4bobo5b
o7bo4bobo5bo7bo4bobo5bo7bo$bobo2bo5bo17bo5bobobobobobo4bo5bobobobobobo
4bo5bobobobobobo4bo5bobobobobobo4bo5bobobobobobo3bo$b2o2bo31bobobobobo
12bobobobobo12bobobobobo12bobobobobo12bobobobobo3b3o$5bo19bo9bo19b2o
10bo8bo19bo36bo5bo$8bobo13bobo6bobobo9bo7bobo9bo3bo4b2o8b3o3bo2bobo9b
2o7b2o8b3o7bobobo$4bo2b2obo2bo11bo10b3o7b2o6b2ob2o8b2o6b4o8b2o2bobo3b
2o8b2o3b2o3b2o5bo2b2o4bobo3bo$3bobo4bobobo18bobobo7bobo7bobo8b3o7b2o5b
obob2o2bobobobo4bo3b3o3b2obobo6b2ob2o4b2o$4bo2b3o3bo14b3o4b2o9bo8b2o
19bo7b2o10bo8b2o9bo7b3o$8bo13b2o3bobo12bo8bo10bobo7bo10b3o7bo10b2o8bo
20bo$22bobo2bo2bo2bo6b2o8bobo9b2o7bobo10bo7bobo18bobo18bobo$21b3o3b2o
3bobo6b2o3bo4bo11bo3bo4bo15bo4bo15bo4bo15bo4bo$21bo11bo4bo6bobo11bo6bo
bo11bo6bobo11bo6bobo11bo6bobo$12bo19bo4bobo5b3o10bobo5b3o10bobo5b3o10b
obo5b3o10bobo5b3o$bo9bobo11bo7bo4bo5b2o13bo5b2o13bo5b2o13bo5b2o13bo5b
2o$obo9bo10b2o7bo$bo9bo12b2o7bo$6bobo3bo9bo6bo2bo$7b3obo9bobo4b3o2bo$
7b3o2bo9bo7bobobo$11bo21bo$o11bo13bobobo18bo20bo20bo20bo20bo$3o8bobo
13bobo4bo7bo5bobo4bo7bo5bobo4bo7bo5bobo4bo7bo5bobo4bo7bo5bobo$bobo2bo
5bo20bobobobobobo5bo4bobobobobobo5bo4bobobobobobo5bo4bobobobobobo5bo4b
obobobobobo5bo$b2o2bobob2o23bobobobobo12bobobobobo8b2o2bobobobobo12bob
obobobo12bobobobobo$6bo17bo16bo9b3o18b3o6bo9b3o18bo25bo$6bobo2bo11bobo
4b3o7bobo7bo2bo6b2o8b2o2bo5bobo7bobo7bobo7b3o7b2o8b2o5bobo$4bo2b4o2bo
10bo5b3o6b2o9b2o7b2o9b3o6b2o9b4o5b4o7b2ob2o4b2o2bo6b2o3bo2bo$3bobob3o
2bobo15b2o2bo5b2o2bo5bo2bo6bobo7b2o2bo5bobo7bobo2bo4b2o8b2ob2o5bob2o6b
3ob2o$4bo3bo4bo18b3o16b3o2bo4bo10b3o6bo11bo2bo4bo14bo4b2o$28bo3b3o14bo
2bo3bo13bo2b2o16bo2b2o16bo3bo23b2o$27bobo8bo9bobo2bobo13bobo18bobo18bo
bo16bo8bobo$28bo4bo5bo9bo20bo4bo15bo4bo15bo4bo11bobo2bo5b3o$32bobo3bo
2bo11bobo6bo11bobo6bo11bobo6bo11bobo6bo4bo2b3o6bo$12bo19b3o5bobo10b3o
5bobo10b3o5bobo10b3o5bobo10b3o5bobo4bo4bo$bo9bobo20b2o5bo13b2o5bo13b2o
5bo13b2o5bo13b2o5bo4bo2bo2bo$obo9bo118bo5bo$bo4bo2bobo118bo3bobo$7b3o
2bo118bo3bo$7b3obo118bo$12bo116bobo$11bo118bo$o4bo6bo17bo20bo20bo20bo
20bo$3o2bo5bobo2bo7bo4bobo5bo7bo4bobo5bo7bo4bobo5bo7bo4bobo5bo7bo4bobo
5bo7bo3b3o$bobo8bo2bobobobobobo4bo5bobobobobobo4bo5bobobobobobo4bo5bob
obobobobo4bo5bobobobobobo4bo5bobobobobobo2b3o$b2o3b2ob2o5bobobobobo12b
obobobobo12bobobobobo12bobobobobo12bobobobobo12bobobobobo2bo2bo$5b2o3b
2o15bo27bo20b2o9b2o8b2o10bo7bo21bo$6bobobo7b2o6b3o8b3o8bo7bob2o7b2o9b
2o7b2o8bobo7bobo3bo4b2o8b2o4bo3bobo$4bo2b3o8b2o7b3o4bo3b2o7b3o5bo2b2o
7b3o5b2ob2o8bo7b4o9b2obobo2b3o9b2o2b2o4bo$3bobo2bo8b3o4bo2b2o6bo2b2o5b
o2bo7b4o6b3o9b2o7bobo7bobo6bob2o8b2o6b2obo3b2o$4bo18bo3bo6bo10b3o7b3o
9bo8b2o10bo8b2o6bo11bo7b3o$24b3o3bo15bo4bo10bo9bo10bo9bo10bo9bo10b3o7b
o$9bo14bobo2bobo8bo9bobo8bo9bobo9bobo6bobo9b3o6bobo18bobo$8bobo8bo5bo
4bo9bobo3bo4bo9b3o3bo4bo10b2o3bo4bo15bo4bo15bo4bo$9bo7bo6bobo11bo2bo3b
obo11bo6bobo11bo6bobo11bo6bobo11bo6bobo$16bobo5b3o10bobo5b3o10bobo5b3o
10bobo5b3o10bobo5b3o10bobo5b3o$17bo5b2o13bo5b2o13bo5b2o13bo5b2o13bo5b
2o13bo5b2o!

Edit: On second thought, there could be a reaction like the rt18 reflector which instead produces something like the c/2 signal, and that in turn could be fed into the above conduit to make a fast splitter.

Edit 2:
I collected all the conduits that have been found in this rule, divided compound conduits apart, and organized them into vertical rows based on the object they take as input. While doing this I found an object which acts as an intermediate in certain known conduits, and separated it into it's own category within the second-rightmost column. I also found several new conduits, including two which output the 2c/4 spaceship.

Code: Select all

x = 496, y = 270, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7cHistory
8.C.C.C$9.3C$9.3C$3D$2.D$2.D6.3D$2.D7.D445.C.C$2.D454.3C$71.2C384.3C$
71.2C$71.2C48.C58.C99.2C2.2C204.C$10.D7.3D.D97.3C57.C.C97.6C202.3C$9.
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59.2C67.3D$51.D3.2C9.D3.D42.A14.D5.3D.3D21.3A2.A4.A3.A11.A.A.A2.A41.2D
61.C68.D$55.2C7.3D.3D56.3D6.D3.D20.2A3.A.A6.A.A11.3A2.A.A102.3C$64.D5.
D44.C12.D5.3D3.D25.3A2.A4.A13.A4.A7.D.3D91.3C66.F3.F$64.3D.3D43.3C48.
2A3.A.A17.2A11.D.D.D107.3D.D$115.C54.3A2.A4.C10.A2.A4.C3.D.D.D103.A3.D
3.D$51.A117.2A3.A.A.2C8.3A2.A.A.2C4.D.D.D102.A.A2.3D.D$50.A.A69.A51.3A
2.2C7.A4.3A2.2C3.D.3D81.A8.D12.A5.D.D$51.A69.A.A49.2A6.D10.2A6.D87.A.A
5.D.D16.3D.D$122.A53.A2.D.D13.A2.D.D88.A7.2D$175.A.A2.2D12.A.A2.2D$
176.A9.F8.A9.F3$292.A$291.A.A$292.A16.F!

Some unusual oscillators I found while compiling the list of conduits.

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x = 34, y = 45, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7cHistory
30$27.2A$23.2A3.A$24.3A$24.A.A$32.A$19.2A4.2A3.3A$19.A6.2A3.A$21.2A3.
A3.2A$21.A11.A$20.3A9.2A$5.F14.A$3A23.A.A$3A23.3A$.2A21.A3.2A$24.2A!

Nice stuff. Regarding the new object, it is known - it appears on gen 17 in the first pattern in this thread and I remember using it for a glider synthesis, but this is the first time conduits have been made for it.

New carriage conduits (and a near miss):

Code: Select all

x = 103, y = 23, rule = B3aijn4cw5cek6n/S2-in3-ky4ejntwy5ijnr6cen7c
5bo$4bobo33bo$3bobo33bobo59bo$4bo35bo59bobo$99bobo$31bo68bo$30bobo9bo
$bo29bo9bobo47bo$obo39bo47bobo8bo$bo27bo11bo49bo8bobo$28bobo10b2o58bo
$29bo3$35bo$34b3o$5bo27bobobo57bo$4b3o26bo3bo56b3o$3bobobo24b2o3b2o54b
obobo$3bo3bo85bo3bo$2b2o3b2o23b2o3b2o53b2o3b2o2$2b2o3b2o83b2o3b2o!