The Hunting of the Elementary Conduits

[C28]

Here is a new (I believe) W to H : WFx71H

Code: Select all

x = 44, y = 36, rule = LifeHistory
4$12.B$11.3B$10.5B$8.7B$8.8B$9.8B$8.8B$8.9B$8.10B$7.14B$7.11B.3B$6.
10B2E4B$7.10BE6B$8.7B2E8B$9.6BE14B$9.9B2C11BD$11.7B2C9B3DB$14.15BDBD$
16.13BD$15.2B5.2B2.2B$15.2AB$14.A.A$12.3A.A.A$11.A5.2A$11.2A!

the 2nd known Wing to Herschel converter, nice find!

[HerscheltheHerschel]

Sorry to be the bearer of bad news, but WFx71H is already known. (Found by ljkiernan and posted to Discord in 2023, somehow never made it to the forums)

EDIT by dvgrn: Originally found 12/13/2023 -- see thread for Discord crossposts.

[AlbertArmStain]

Extremely edgy H-to-B conduit (HFx192B):

Code: Select all

x = 56, y = 54, rule = LifeHistory
40.2A$39.A2.A$40.2A$19.A7.A9.3A$18.A.A5.A.A8.A2.4A$19.A.AB.BA.A10.2BA
3.A$20.A5BA12.2B3A.A.2A$20.7B12.4BA.A.2A$21.5B13.5B.A6.A$21.5B13.5B2A
4.3A$21.6B9.9B4.A$20.9B7.7B6.2A$21.9B6.8B2.5B$21.10B4.10B.3B$20.32B$19.
33B$9.2A8.34B$10.A9.30B.B2A$10.A.AB4.31B2.BA.A$11.2AB.34B5.A$13.35B6.
2A$13.32B$14.24B.5B$13.31B$11.31B$9.33B$9.2BC30B$8.3BCBC4B.23B$9.2B3C
4B2.21B$8.5BC4B2.8B.12B$7.10B2.22B$6.4B9.21B$5.4B11.21B$4.4B11.B.20B$
3.4B11.2B.19B$2.4B9.2B.22B$.4B9.2A24B$4B10.2A25B$3B12.2B.15B.6B$2B17.
20B$B24.10B.B$26.9B$26.8B$26.8B$26.8B$26.10BD$26.10B2D$26.11B2D$26.10B
2D$26.11B$27.7B$27.4B$28.3B$28.2B!

Image that there is a way to get rid of the B's FNG but this is fine for now.
I also believe that a spartan version of it exists.
EDIT:
An H-to-R (HFx124R):

Code: Select all

x = 29, y = 44, rule = LifeHistory
12.A7.A$11.A.A5.A.A$12.A.AB.BA.A$13.A5BA$13.7B$14.5B$14.5B$14.6B$13.9B
$14.9B$14.10B$13.13B$12.16B$2.2A8.17B$3.A9.16B$3.A.AB4.14B2D2B$4.2AB.
18B2DB$6.20BDB$6.21B$7.20B$6.20B$4.22B$2.24B$2.2BC20B$.3BCBC18B$2.2B3C
17B$.5BC13B.5B$20B4.2A$3B6.12B3.A$2B8.10B5.3A$B9.11B6.A$10.11B$10.11B
$10.12B$10.12B$7.2A.12B$7.A.A12B$4.2A.A.BA2B.7B$4.A2.3ABAB.7B$6.A3.2A
3.5B$5.2A.A8.3B$7.A.3A$7.A3.A$6.2A!

EDIT2
H-to-pi, don’t have enough time to name it right now, it’s probably known though

Code: Select all

x = 33, y = 32, rule = B3/S23
18bo$16b3o4b2o$15bo8bo$15b2o7bobo$20bob2obobob2obo$20b2obobobobob2o$25b
obo$24b2ob2o6$b2o$b2o3$2o$2o10$15bo$15bobo$15b3o$17bo!

EDIT3
Here's a g-to-2g found by ljkiernan:

Code: Select all

x = 54, y = 44, rule = LifeHistory
3.2D8.4B10.2A$3.DBD8.4B5.2A2.A6.2A$3.D3B8.4B4.A.A.A7.A$4.4B8.4B5.A.A.
2A.A2.A.AB$5.4B8.4B3.BABA.A.2A3.2AB.4B$6.4B2.2D4.6B.BA2B9.6B$7.4B.DBD
.13B9.9B$8.4BD15B9.11B$8.19B9.12B$7.20B9.13B3.2A$6.21B5.16B4.A$6.21B
2.17B3.BA.A$5.43B.B2A$4.42B2E2B$2.43BE2BEB$2.44B2E2B$.4B.42B$2B2E.41B
$.BE.E3B3.35B.2B$3.2E3B4.37B.2B$3.3B6.39B2A$4.B8.36B.B2A$11.39B.B$11.
2A.B2.20BCBC9B$12.A7.2B.15B2C8B$9.3A12.14BC9B$9.A14.24B$27.11B2E7B$
28.10B2E.5B$29.10B4.3B$27.12B4.2B$25.A.2A2.8B$23.3AB2A2.8B$22.A4.B3.
7B$23.3A.2A2.7B$25.A.A4.6B$25.A.A4.3B2E2B$26.A5.2BE2BE$34.B2EB$34.3B$
34.2B$35.AB$34.A.A$34.2A!

[C28]

Code: Select all

x = 16, y = 28, rule = B3/S23
11bo$10bobo$10bobo$9b2ob3o$15bo$9b2ob3o$9b2obo2$13bo$4b3o4b3o$4b3o3bo
$3bobo4b2o$3b2o6$10b2o$10bo$b2o8b3o$b2o3b2o5bo$6bobo$8bo$obo5b2o$2obo
$3bo$3b2o!

it can connect to HBx63U, though barely

Code: Select all

x = 25, y = 35, rule = B3/S23
9b2o$2o7bo$o2b2o5bo$b2obo4b2o$2bo$2bobo$3b2o$20bo$19bobo$19bobo$18b2o
b3o$24bo$18b2ob3o$3b3o12b2obo$4bo$4b3o15bo$20b3o$19bo$19b2o7$19b2o$19b
o$10b2o8b3o$10b2o3b2o5bo$15bobo$17bo$9bobo5b2o$9b2obo$12bo$12b2o!

[confocaloid]

:?:

Code: Select all

x = 16, y = 28, rule = B3/S23
11bo$10bobo$10bobo$9b2ob3o$15bo$9b2ob3o$9b2obo2$13bo$4b3o4b3o$4b3o3bo
$3bobo4b2o$3b2o6$10b2o$10bo$b2o8b3o$b2o3b2o5bo$6bobo$8bo$obo5b2o$2obo
$3bo$3b2o!

it can connect to HBx63U, though barely

Code: Select all

x = 25, y = 35, rule = B3/S23
9b2o$2o7bo$o2b2o5bo$b2obo4b2o$2bo$2bobo$3b2o$20bo$19bobo$19bobo$18b2o
b3o$24bo$18b2ob3o$3b3o12b2obo$4bo$4b3o15bo$20b3o$19bo$19b2o7$19b2o$19b
o$10b2o8b3o$10b2o3b2o5bo$15bobo$17bo$9bobo5b2o$9b2obo$12bo$12b2o!

which can connect to an old F271, resulting in a SE50T443

Code: Select all

x = 89, y = 84, rule = LifeHistory
25.A$24.A.A$8.2A10.2A2.A.A$9.A10.A2.2A.3A$9.A.AB4.BA.A3.B4.A$10.2AB2.
B.B2A3.2AB3A$5.A6.6B5.2A.A$5.3A5.4B4.4B$8.A4.5B.4B$7.2A3.7B2D5B$7.4B.
6B3D7B$2.A6.8BDB2D7B$2.3A3.9B2D11B$5.A.B2A20B$4.A.2B2A22B.2A.A$4.2A.
26BA.2A$10.2B.20B$11.B2.18B$10.11BD11B$6.B2.12BDBD10B$5.2AB.B2A9B3D4B
.B2AB2A$5.2A3B2A11BD4B2.A3.A$6.B.20B3.3A9.3D2.5D.5D2.3D2.5D4.D5.D3.3D
$8.7B.4B5.4B4.A.A6.D3.D.D5.D5.D3.D3.D5.2D4.2D2.D3.D$7.7B.4B7.4B4.2A6.
D5.D5.D5.D2.2D3.D4.D.D3.D.D6.D$6.12B9.4B12.3D2.3D4.3D2.D.D.D3.D3.D2.D
2.D2.D4.2D$6.11B11.4B14.D.D9.D.2D2.D3.D3.5D.5D5.D$3.3B.9B13.4B9.D3.D.
D5.D3.D.D3.D3.D6.D5.D2.D3.D$3.12B15.4B9.3D2.5D2.3D3.3D4.D6.D5.D3.3D$
2.2A11B.2B13.4B$2.2A13B2A13.4B$3.B.10B.B2A14.4B$5.10B2.B16.4B$6.9B20.
4B$6.10B20.4B$6.11B20.4B$7.11B20.4B$6.13B20.4B$5.15B20.4B$2.19B20.4B$
.2A19B20.4B$.2A15B.4B20.4B$2.17B.4B20.4B$6.19B20.4B$7.19B20.4B$7.20B
20.4B$8.20B20.4B$5.24B20.4B$5.20B.4B20.4B$4.20B3.4B6.2A12.4B$3.22B3.
4B5.A.A12.3B$3.24B2.4B5.AB13.2B$4.30B3.2B15.B$2.10B.27B$2.2A4.2B2.7B.
21B$3.A4.B4.B.3B2.21B$3A4.2A3.2A2B4.22B.B$A6.A4.A2.AB4.23BA$5.A.A5.3A
12.4B.8B.BA.A$5.2A22.12B2.BA$13.3A7.2A5.11B$12.A2.A8.A6.11B$12.2A10.A
.AB4.10B$25.2AB.3B.10B$27.17B$27.17B$28.16B$27.19B$25.21B$23.22B2A$
23.2BC17B.B2A$22.3BCBC4B.9B3.B$23.2B3C4B2.6B$22.5BC4B2.6B.2B$21.10B4.
7B2A$20.4B10.6B.B2A$20.3B12.6B.B$18.4B13.4B$18.2A16.4B$19.A14.4B.B2A$
16.3A15.2A3.BA.A$16.A18.A6.A$32.3A7.2A$32.A!

[affamatodidio]

Trying to see some g-x behaviors...

Code: Select all

x = 53, y = 21, rule = B3/S23
4b2o$5bo2bo37b2o$2b3o3b3o35bo$bo3b3o3bo32bobobo$b2obo3b3o33b2obobo$5b
2obo38bobo$ob2obobo39bob2o$2ob2o41b2obo$49bo$49bob2o$8bo31bo7b2o2bo$7b
obo29bobo8b2o$7bo2bo28bo2bo5b2o$8b2o30b2o7bo$49bobo$50b2o3$9b3o29b3o$
9bo31bo$10bo31bo!

The reaction on the right almost reforms the loaf at t=56, but an additional cell actually makes it a wing.

Some very nice collisions with loaf, maybe somebody could barrister them.

Code: Select all

x = 123, y = 9, rule = B3/S23
12b2o52b2o52b2o$11bo2bo50bo2bo50bo2bo$12bobo51bobo51bobo$13bo53bo53bo
3$3o54b3o52b3o$2bo56bo54bo$bo56bo54bo!

[AlbertArmStain]

Some very nice collisions with loaf, maybe somebody could barrister them.

Code: Select all

x = 123, y = 9, rule = B3/S23
12b2o52b2o52b2o$11bo2bo50bo2bo50bo2bo$12bobo51bobo51bobo$13bo53bo53bo
3$3o54b3o52b3o$2bo56bo54bo$bo56bo54bo!

I plan on running Barrister on these once I come back from work and I have the time to do so.
EDIT
Pi-to-pi:

Code: Select all

x = 30, y = 23, rule = LifeHistory
14.2A$13.B2AB8.2A$13.3B9.A$14.B7.BA.A$13.3B2.3B.B2A3.2A$12.7B2A2B4.A.
A$12.7B2A2B4.A$5.2B3.12B4.2A$3.4B2.16BA$.22B.B3A$3D21B.B2.A$D23B3.2A$
3D10B3C8B$2.11BCBC7B$4.9BC.C7B$4.10B2.7B$5.8B3.6B$5.8B4.3B$5.7B5.5B$4.
4B12.2A$5.4B11.A$5.2B2AB11.3A$7.2A14.A!

EDIT2:
H-to-R (HL199R):

Code: Select all

x = 47, y = 52, rule = LifeHistory
7.4B$8.4B$9.4B$10.4B$11.4B$12.4B$13.4B$14.4B$15.4B$16.4B$17.4B$18.4B$
19.4B$7.2A.2A2.2B2.6B15.2A$7.2A.A3.A9B15.A2.2A$10.A.BABA9B15.2A.3A$10.
A.ABA.12B13.B4.A$9.2A.AB2.13B10.B2AB3A$7.A2.A.2A2.14B4.4B.B2A.A$7.2A2.
19B.9B$12.28B$7.2A4.26B$8.A4.26B$8.A.AB2.25B$9.2AB.25B$11.26B$11.26B$
12.25B$11.28B$9.31B$7.33B$7.2BC19BD10B$6.3BCBC16B3D7B.B2A$7.2B3C18BD6B
2.BA.A$6.5BC22B.B6.A$5.10B2.16B9.2A$4.4B9.10B2.4B$3.4B10.11B.3B$2.4B12.
10B2.B$.4B13.11B$4B10.2A2.10B$3B11.A2.10B$2B8.2A3.A11B$B9.A2.A.A.8B$12.
2A.2A6B$13.A.A2.A3B$11.A4.3A2B.B$11.2A8.A.A.2A$18.4A.2A.A$18.A3.A$21.
A2.2A$22.2A.A!

[Haycat2009]

Spartan DBx63C with mediocre output clearance.

Code: Select all

x = 11, y = 24, rule = B3/S23
8bo$6b3o$5bo$5b2o10$8b2o$8b2o6$2b3o4b2o$bo2bo4b2o$o2bo$b2o!

(Its Bx right?)

[Haycat2009]

EDIT2
H-to-pi, don’t have enough time to name it right now, it’s probably known though

Code: Select all

x = 33, y = 32, rule = B3/S23
18bo$16b3o4b2o$15bo8bo$15b2o7bobo$20bob2obobob2obo$20b2obobobobob2o$25b
obo$24b2ob2o6$b2o$b2o3$2o$2o10$15bo$15bobo$15b3o$17bo!

HR*177P. Mistook it as having a very high clearance for P.

[C28]

UB68H

Code: Select all

x = 27, y = 19, rule = B3/S23
15b3o$15b3o$14bobo$14b2o4$2o4b2o$2o4b2o$25b2o$26bo$21b2obo$22bob2o$20b
o3bo$9b2o7b3obo2bo$10bo6bo4b4o$7b3o8b3o$7bo12bob2o$21bobo!

[AlbertArmStain]

Another RF48H variant, lets just call it RF48Hg

Code: Select all

x = 34, y = 23, rule = LifeHistory
4.2A$4.2A2$4.4A$3.A3.A9.4B$3.2A.B.3B5.7B$5.B.6B2.8B$3.2A18B$A.A2.A.17B
$2A.2A19B.B$3.A.B.24B$2A2.A2.25BD$A.2A3.3B2C18B3DB$6.5B2C17BDBD$7.4BC
18BD$8.11B4.2B2.2B$9.10B$8.11B$8.10B$9.7B$9.7B$10.4B$11.2B!

[confocaloid]

Another RF48H variant, lets just call it RF48Hg

Code: Select all

x = 34, y = 23, rule = LifeHistory
4.2A$4.2A2$4.4A$3.A3.A9.4B$3.2A.B.3B5.7B$5.B.6B2.8B$3.2A18B$A.A2.A.17B
$2A.2A19B.B$3.A.B.24B$2A2.A2.25BD$A.2A3.3B2C18B3DB$6.5B2C17BDBD$7.4BC
18BD$8.11B4.2B2.2B$9.10B$8.11B$8.10B$9.7B$9.7B$10.4B$11.2B!

According to the wiki (RF48H), "RF48Hg" already exists, so the new one is going to be at minimum "RF48Hh":

Edit 2:
New high-clearance version of RF48H:

Code: Select all

x = 28, y = 27, rule = LifeHistory
4.2C$4.C5.C$5.3C.C.C$7.C.C.C3.2C$8.B.C3.C.C$3.6B5.C$.3B2C4B3.2C$3BC2B
C4B2.B$4B2C8B$17B$.17B$2.16B$3.15B$3.14B$3.16B2.2B$3.2BE18BD$3.2B2E
17BDBD$2.2B2E18B3DB$2.24BD$.20B$.17B.B$.7B.8B$2.4B5.4B$3.2B$4.2B$3.B
2CB$4.2C!

smaller

Code: Select all

x = 28, y = 26, rule = LifeHistory
11.2A$7.2A2.A$7.A.A.A3.2C$8.B.A3.C.C$3.6B5.C$.3B2C4B3.2C$3BC2BC4B2.B$
4B2C8B$17B$.17B$2.16B$3.15B$3.14B$3.16B2.2B$3.2BE18BD$3.2B2E17BDBD$2.
2B2E18B3DB$2.24BD$.20B$.17B.B$.7B.8B$2.4B5.4B$3.2B$4.2B$3.B2CB$4.2C!

[vivi]

Another RF48H variant, lets just call it RF48Hg

Code: Select all

x = 34, y = 23, rule = LifeHistory
4.2A$4.2A2$4.4A$3.A3.A9.4B$3.2A.B.3B5.7B$5.B.6B2.8B$3.2A18B$A.A2.A.17B
$2A.2A19B.B$3.A.B.24B$2A2.A2.25BD$A.2A3.3B2C18B3DB$6.5B2C17BDBD$7.4BC
18BD$8.11B4.2B2.2B$9.10B$8.11B$8.10B$9.7B$9.7B$10.4B$11.2B!

it doesn't connect to HRx65R, whereas other variants do, so i'm not sure it's particularly useful:

Code: Select all

x = 75, y = 44, rule = LifeHistory
6.2A48.B$6.2A41.12B$49.13B$6.4A39.13B$5.A3.A9.4B24.16B$5.2A.B.3B5.7B
22.16B$7.B.6B2.8B22.BA13B$5.2A18B22.ABA12B$2.A.A2.A.17B20.BA2BA12B$2.
2A.2A19B.B18.2B2A16B.2B.B$5.A.B.24B13.28B$2.2A2.A2.25BD10.29BD$2.A.2A
3.3B2D18B3DB10.6B2D18B3D$8.5B2D17BDBD10.8B2D17BDBD$9.4BD18BD13.7BD18B
DB$2B8.11B4.2B2.2B9.2B4.3B.11B4.2B2.5B$3B8.10B19.3B8.10B11.2B$4B6.11B
19.4B6.11B$.4B5.10B21.4B5.10B$2.4B3.11B22.4B3.11B$3.4B2.11B23.4B2.11B
$3.18B22.18B$3.11B2A4B23.11B2A4B$2.11BA2BAB24.11BA2BAB$3.11BABAB25.
11BABAB$5.10BA4B25.10BA4B$5.10B3.2A25.10B3.2A$5.10B3.A26.10B3.A$3.2AB
.8B4.3A21.2AB.8B4.3A$2.A.AB.7B7.A20.A.AB.7B7.A$2.A4.8B27.A4.8B$.2A3.
8B27.2A3.8B$6.7B33.7B$5.11B29.11B$6.11B29.11B$6.11B29.11B$6.11B29.11B
$4.2AB2.4B3CB27.2AB2.4B3CB$3.A.AB3.4BC2B26.A.AB3.4BC2B$3.A6.2B3C2B26.
A6.2B3C2B$2.2A7.6B25.2A7.6B$11.7B33.7B$13.B.4B34.B.4B$16.4B36.4B!

[yoleo]

Digging thru old forum posts, I noticed a partial HFx55B that can be cleaned up with a jujub reflector.

Code: Select all

x = 50, y = 41, rule = LifeHistory
33.BE$32.BEBE$32.BEBE$33.BE2B$31.5B$30.8B$30.13B$31.15B$30.17BD$28.
19B2D$26.22B2D$26.2BC18B2D$25.3BCBC4B.8B.3B$26.2B3C4B2.7B$25.5BC4B2.
5B$24.10B3.4B$23.4B10.2B2AB$22.4B13.A.BA$16.A4.4B12.A.A.2A$3.2A9.3A3.
D3B11.3A.A$4.A8.A5.D3B11.A4.A$.3A3.A5.2A3.B3D12.2A3.2A$A3.4A3.4B2.4B$
A.A.B3.5B3.4B$.2AB2A13B$4.2A12B$.2A3.11B$.A4.10B$2.A3.9B$.2A2.9B$5.9B
5.2A$5.9B4.A.A$3.2AB.3B2E2B4.A$2.A.AB.2BE2BE2B.3A$2.A5.BEBE3BAB2.2A$.
2A3.4BE4B4A2.A$6.2A5.4B.A.2A$7.A7.2A.A$4.3A9.A.A$4.A9.A.A.2A$14.2A!

Corollary is a composite HF114H:

Code: Select all

x = 71, y = 42, rule = B3/S23
48b2o$34bo14bo$33bobo12bo$33bobo12b2o$34bo5$51b2o15bo$51b2o15bo$68b3o$
28bo41bo$28bobo$28b3o$30bo2$39b2o$39bo2bo$16bo20bobob2o$3b2o9b3o18b3ob
o$4bo8bo20bo4bo$b3o3bo5b2o19b2o3b2o$o3b4o$obo$b2ob2o$4b2o$b2o$bo$2bo$b
2o$19b2o$18bobo$3b2o5b2o6bo$2bobo4bo2bo3b3o$2bo6bobo3bo3b2o$b2o7bo4b4o
2bo$6b2o10bob2o$7bo7b2obo$4b3o9bobo$4bo9bobob2o$14b2o!

not to be confused with the other HF114H, at viewtopic.php?f=2&t=1599&p=163335&hilit=HF114H#p163335

[Jormungant]

Digging thru old forum posts, I noticed a partial HFx55B that can be cleaned up with a jujub reflector.

Code: Select all

x = 50, y = 41, rule = LifeHistory
33.BE$32.BEBE$32.BEBE$33.BE2B$31.5B$30.8B$30.13B$31.15B$30.17BD$28.
19B2D$26.22B2D$26.2BC18B2D$25.3BCBC4B.8B.3B$26.2B3C4B2.7B$25.5BC4B2.
5B$24.10B3.4B$23.4B10.2B2AB$22.4B13.A.BA$16.A4.4B12.A.A.2A$3.2A9.3A3.
D3B11.3A.A$4.A8.A5.D3B11.A4.A$.3A3.A5.2A3.B3D12.2A3.2A$A3.4A3.4B2.4B$
A.A.B3.5B3.4B$.2AB2A13B$4.2A12B$.2A3.11B$.A4.10B$2.A3.9B$.2A2.9B$5.9B
5.2A$5.9B4.A.A$3.2AB.3B2E2B4.A$2.A.AB.2BE2BE2B.3A$2.A5.BEBE3BAB2.2A$.
2A3.4BE4B4A2.A$6.2A5.4B.A.2A$7.A7.2A.A$4.3A9.A.A$4.A9.A.A.2A$14.2A!

Mmm, now I wonder if there is a way to fix the following:

Code: Select all

x = 56, y = 39, rule = LifeHistory
4$33.BE$32.BEBE$6.2A12.2C10.BEBE$6.A.A11.2C11.BE2B$8.A22.5B$8.2A20.8B
$9.B20.13B$9.3B19.15B$8.6B16.17BD$7.10B11.19B2D$7.11B3.2B2.23B2D$5.2B
C3B2A15BD18B2D$5.2B2C2B2A15BDBD4B.8B.3B$6.2B2C18B3D4B2.7B$7.BC21BD4B
2.5B$7.C26B3.4B$9.13B.4B10.2B2AB$9.7B.B4.4B13.A.BA$21.4B6.2A4.A.A.2A$
17.9B4.A.A2.3A.A$15.2AB.3B2E2B4.A.A.A4.A$14.A.A4BE2BE2B.3A.A.4A.2A$
14.A2.4BEBE3BAB2.A.A3.A$13.2A2.5BE4B4A2.A.A.A$17.B2A5.4B.A.2A.2A$17.B
.A7.2A.A$16.3A9.A.A$16.A9.A.A.2A$26.2A!

[affamatodidio]

I have been brute forcing reactions with this pi catalyst for 2 hours.

Code: Select all

x = 324, y = 389, rule = B3/S23
13b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$13b2o40b2o40b2o40b2o40b2o40b
2o40b2o40b2o$2b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$2bo2bo38bo2bo38b
o2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo$3b2obo38b2obo38b2obo38b2obo38b
2obo38b2obo38b2obo38b2obo$3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10b
o25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo$o2b2o10bo26bo2b2o10b
o26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o
10bo$3bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o27b
o11b3o$4bo41bo41bo41bo41bo41bo41bo41bo$b3o39b3o39b3o39b3o39b3o39b3o39b
3o39b3o$bo41bo41bo41bo41bo41bo41bo41bo$14b2o34b2o4b2o32b2o6b2o31b2o7b
2o40b2o40b2o40b2o40b2o$13bo2bo33b2o3bo2bo32bo5bo2bo29bobo6bo2bo30b2o6b
o2bo29b2o7bo2bo38bo2bo38bo2bo$88b3o39bo43bo38bobo42b2o38b2o$88bo40b2o
40b3o39bo44bo40bo$171bo40b2o42bobo37b3o$256b2o38bo15$13b2o40b2o40b2o40b
2o40b2o40b2o40b2o40b2o$13b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$2b2o40b
2o40b2o40b2o40b2o40b2o40b2o40b2o$2bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38b
o2bo38bo2bo38bo2bo$3b2obo38b2obo38b2obo38b2obo38b2obo38b2obo38b2obo38b
2obo$3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2b
o10bo25b3o2bo10bo25b3o2bo10bo$o2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b
2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo$3bo11b3o27bo11b
3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o$4bo17b2o22bo
17b2o22bo17b2o22bo17b2o22bo17b2o22bo17b2o22bo17b2o22bo17b2o$b3o18bobo
18b3o18bobo18b3o18bobo18b3o18bobo18b3o18bobo18b3o18bobo18b3o18bobo18b
3o18bobo$bo22bo18bo22bo18bo22bo18bo22bo18bo22bo18bo22bo18bo22bo18bo22b
o$14b2o8b2o24b2o4b2o8b2o22b2o6b2o8b2o21b2o7b2o8b2o30b2o8b2o30b2o8b2o30b
2o8b2o30b2o8b2o$13bo2bo33b2o3bo2bo32bo5bo2bo29bobo6bo2bo30b2o6bo2bo29b
2o7bo2bo38bo2bo38bo2bo$88b3o39bo43bo38bobo42b2o38b2o$88bo40b2o40b3o39b
o44bo40bo$171bo40b2o42bobo37b3o$256b2o38bo15$13b2o40b2o40b2o40b2o40b2o
40b2o40b2o40b2o$13b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$2b2o40b2o40b
2o40b2o40b2o40b2o40b2o40b2o$2bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo
38bo2bo38bo2bo$3b2obo38b2obo38b2obo38b2obo38b2obo38b2obo38b2obo38b2ob
o$3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10b
o25b3o2bo10bo25b3o2bo10bo$o2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10b
o26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo$3bo11b3o27bo11b3o27b
o11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o$4bo18b2o21bo18b2o
21bo18b2o21bo18b2o21bo18b2o21bo18b2o21bo18b2o21bo18b2o$b3o19bobo17b3o
19bobo17b3o19bobo17b3o19bobo17b3o19bobo17b3o19bobo17b3o19bobo17b3o19b
obo$bo23bo17bo23bo17bo23bo17bo23bo17bo23bo17bo23bo17bo23bo17bo23bo$14b
2o9b2o23b2o4b2o9b2o21b2o6b2o9b2o20b2o7b2o9b2o29b2o9b2o29b2o9b2o29b2o9b
2o29b2o9b2o$13bo2bo33b2o3bo2bo32bo5bo2bo29bobo6bo2bo30b2o6bo2bo29b2o7b
o2bo38bo2bo38bo2bo$88b3o39bo43bo38bobo42b2o38b2o$88bo40b2o40b3o39bo44b
o40bo$171bo40b2o42bobo37b3o$256b2o38bo15$13b2o40b2o40b2o40b2o40b2o40b
2o40b2o40b2o$13b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$2b2o40b2o40b2o40b
2o40b2o40b2o40b2o40b2o$2bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2b
o38bo2bo$3b2obo38b2obo38b2obo38b2obo38b2obo38b2obo38b2obo38b2obo$3o2b
o10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o
2bo10bo25b3o2bo10bo$o2b2o10bo8b2o16bo2b2o10bo8b2o16bo2b2o10bo8b2o16bo
2b2o10bo8b2o16bo2b2o10bo8b2o16bo2b2o10bo8b2o16bo2b2o10bo8b2o16bo2b2o10b
o8b2o$3bo11b3o6b2o19bo11b3o6b2o19bo11b3o6b2o19bo11b3o6b2o19bo11b3o6b2o
19bo11b3o6b2o19bo11b3o6b2o19bo11b3o6b2o$4bo41bo41bo41bo41bo41bo41bo41b
o$b3o39b3o39b3o39b3o39b3o39b3o39b3o39b3o$bo21b2o18bo21b2o18bo21b2o18b
o21b2o18bo21b2o18bo21b2o18bo21b2o18bo21b2o$14b2o7b2o25b2o4b2o7b2o23b2o
6b2o7b2o22b2o7b2o7b2o31b2o7b2o31b2o7b2o31b2o7b2o31b2o7b2o$13bo2bo33b2o
3bo2bo32bo5bo2bo29bobo6bo2bo30b2o6bo2bo29b2o7bo2bo38bo2bo38bo2bo$88b3o
39bo43bo38bobo42b2o38b2o$88bo40b2o40b3o39bo44bo40bo$171bo40b2o42bobo37b
3o$256b2o38bo15$13b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$13b2o40b2o40b
2o40b2o40b2o40b2o40b2o40b2o$2b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$2b
o2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo$3b2obo38b2obo38b
2obo38b2obo38b2obo38b2obo38b2obo38b2obo$3o2bo10bo25b3o2bo10bo25b3o2bo
10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo$o2b2o
10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b
2o10bo26bo2b2o10bo$3bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b
3o27bo11b3o27bo11b3o$4bo19b2o20bo19b2o20bo19b2o20bo19b2o20bo19b2o20bo
19b2o20bo19b2o20bo19b2o$b3o20bobo16b3o20bobo16b3o20bobo16b3o20bobo16b
3o20bobo16b3o20bobo16b3o20bobo16b3o20bobo$bo24bo16bo24bo16bo24bo16bo24b
o16bo24bo16bo24bo16bo24bo16bo24bo$14b2o10b2o22b2o4b2o10b2o20b2o6b2o10b
2o19b2o7b2o10b2o28b2o10b2o28b2o10b2o28b2o10b2o28b2o10b2o$13bo2bo33b2o
3bo2bo32bo5bo2bo29bobo6bo2bo30b2o6bo2bo29b2o7bo2bo38bo2bo38bo2bo$88b3o
39bo43bo38bobo42b2o38b2o$88bo40b2o40b3o39bo44bo40bo$171bo40b2o42bobo37b
3o$256b2o38bo15$13b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$13b2o40b2o40b
2o40b2o40b2o40b2o40b2o40b2o$2b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$2b
o2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo$3b2obo38b2obo38b
2obo38b2obo38b2obo38b2obo38b2obo38b2obo$3o2bo10bo25b3o2bo10bo25b3o2bo
10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo$o2b2o
10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b
2o10bo26bo2b2o10bo$3bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b
3o27bo11b3o27bo11b3o$4bo20b2o19bo20b2o19bo20b2o19bo20b2o19bo20b2o19bo
20b2o19bo20b2o19bo20b2o$b3o21bobo15b3o21bobo15b3o21bobo15b3o21bobo15b
3o21bobo15b3o21bobo15b3o21bobo15b3o21bobo$bo25bo15bo25bo15bo25bo15bo25b
o15bo25bo15bo25bo15bo25bo15bo25bo$14b2o11b2o21b2o4b2o11b2o19b2o6b2o11b
2o18b2o7b2o11b2o27b2o11b2o27b2o11b2o27b2o11b2o27b2o11b2o$13bo2bo33b2o
3bo2bo32bo5bo2bo29bobo6bo2bo30b2o6bo2bo29b2o7bo2bo38bo2bo38bo2bo$88b3o
39bo43bo38bobo42b2o38b2o$88bo40b2o40b3o39bo44bo40bo$171bo40b2o42bobo37b
3o$256b2o38bo15$13b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$13b2o40b2o40b
2o40b2o40b2o40b2o40b2o40b2o$2b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$2b
o2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo$3b2obo38b2obo38b
2obo38b2obo38b2obo38b2obo38b2obo38b2obo$3o2bo10bo25b3o2bo10bo25b3o2bo
10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo$o2b2o
10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b
2o10bo26bo2b2o10bo$3bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b
3o27bo11b3o27bo11b3o$4bo41bo41bo41bo41bo41bo41bo41bo$b3o20b2o17b3o20b
2o17b3o20b2o17b3o20b2o17b3o20b2o17b3o20b2o17b3o20b2o17b3o20b2o$bo22bo
18bo22bo18bo22bo18bo22bo18bo22bo18bo22bo18bo22bo18bo22bo$14b2o9b3o22b
2o4b2o9b3o20b2o6b2o9b3o19b2o7b2o9b3o28b2o9b3o28b2o9b3o28b2o9b3o28b2o9b
3o$13bo2bo10bo22b2o3bo2bo10bo21bo5bo2bo10bo18bobo6bo2bo10bo19b2o6bo2b
o10bo18b2o7bo2bo10bo27bo2bo10bo27bo2bo10bo$88b3o39bo43bo38bobo42b2o38b
2o$88bo40b2o40b3o39bo44bo40bo$171bo40b2o42bobo37b3o$256b2o38bo15$13b2o
40b2o40b2o40b2o40b2o40b2o40b2o40b2o$13b2o13b2o25b2o13b2o25b2o13b2o25b
2o13b2o25b2o13b2o25b2o13b2o25b2o13b2o25b2o13b2o$2b2o24bo15b2o24bo15b2o
24bo15b2o24bo15b2o24bo15b2o24bo15b2o24bo15b2o24bo$2bo2bo20bobo15bo2bo
20bobo15bo2bo20bobo15bo2bo20bobo15bo2bo20bobo15bo2bo20bobo15bo2bo20bo
bo15bo2bo20bobo$3b2obo19b2o17b2obo19b2o17b2obo19b2o17b2obo19b2o17b2ob
o19b2o17b2obo19b2o17b2obo19b2o17b2obo19b2o$3o2bo10bo25b3o2bo10bo25b3o
2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo$o
2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26b
o2b2o10bo26bo2b2o10bo$3bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o27b
o11b3o27bo11b3o27bo11b3o$4bo41bo41bo41bo41bo41bo41bo41bo$b3o20b2o17b3o
20b2o17b3o20b2o17b3o20b2o17b3o20b2o17b3o20b2o17b3o20b2o17b3o20b2o$bo22b
o18bo22bo18bo22bo18bo22bo18bo22bo18bo22bo18bo22bo18bo22bo$14b2o9b3o22b
2o4b2o9b3o20b2o6b2o9b3o19b2o7b2o9b3o28b2o9b3o28b2o9b3o28b2o9b3o28b2o9b
3o$13bo2bo10bo22b2o3bo2bo10bo21bo5bo2bo10bo18bobo6bo2bo10bo19b2o6bo2b
o10bo18b2o7bo2bo10bo27bo2bo10bo27bo2bo10bo$88b3o39bo43bo38bobo42b2o38b
2o$88bo40b2o40b3o39bo44bo40bo$171bo40b2o42bobo37b3o$256b2o38bo15$13b2o
40b2o40b2o40b2o40b2o40b2o40b2o40b2o$13b2o40b2o40b2o40b2o40b2o40b2o40b
2o40b2o$2b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$2bo2bo38bo2bo38bo2bo38b
o2bo38bo2bo38bo2bo38bo2bo38bo2bo$3b2obo38b2obo38b2obo38b2obo38b2obo38b
2obo38b2obo38b2obo$3o2bo10bo9b2o14b3o2bo10bo9b2o14b3o2bo10bo9b2o14b3o
2bo10bo9b2o14b3o2bo10bo9b2o14b3o2bo10bo9b2o14b3o2bo10bo9b2o14b3o2bo10b
o9b2o$o2b2o10bo10b2o14bo2b2o10bo10b2o14bo2b2o10bo10b2o14bo2b2o10bo10b
2o14bo2b2o10bo10b2o14bo2b2o10bo10b2o14bo2b2o10bo10b2o14bo2b2o10bo10b2o
$3bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b3o27bo11b
3o$4bo41bo41bo41bo41bo41bo41bo41bo$b3o39b3o39b3o39b3o39b3o39b3o39b3o39b
3o$bo41bo41bo41bo41bo41bo41bo41bo$14b2o34b2o4b2o32b2o6b2o31b2o7b2o40b
2o40b2o40b2o40b2o$13bo2bo33b2o3bo2bo32bo5bo2bo29bobo6bo2bo30b2o6bo2bo
29b2o7bo2bo38bo2bo38bo2bo$88b3o39bo43bo38bobo42b2o38b2o$88bo40b2o40b3o
39bo44bo40bo$171bo40b2o42bobo37b3o$256b2o38bo15$13b2o40b2o40b2o40b2o40b
2o40b2o40b2o40b2o$13b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$2b2o40b2o40b
2o40b2o40b2o40b2o40b2o40b2o$2bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo
38bo2bo38bo2bo$3b2obo38b2obo38b2obo38b2obo38b2obo38b2obo38b2obo38b2ob
o$3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10b
o25b3o2bo10bo25b3o2bo10bo$o2b2o10bo10b2o14bo2b2o10bo10b2o14bo2b2o10bo
10b2o14bo2b2o10bo10b2o14bo2b2o10bo10b2o14bo2b2o10bo10b2o14bo2b2o10bo10b
2o14bo2b2o10bo10b2o$3bo11b3o8b2o17bo11b3o8b2o17bo11b3o8b2o17bo11b3o8b
2o17bo11b3o8b2o17bo11b3o8b2o17bo11b3o8b2o17bo11b3o8b2o$4bo41bo41bo41b
o41bo41bo41bo41bo$b3o39b3o39b3o39b3o39b3o39b3o39b3o39b3o$bo41bo41bo41b
o41bo41bo41bo41bo$14b2o34b2o4b2o32b2o6b2o31b2o7b2o40b2o40b2o40b2o40b2o
$13bo2bo33b2o3bo2bo32bo5bo2bo29bobo6bo2bo30b2o6bo2bo29b2o7bo2bo38bo2b
o38bo2bo$88b3o39bo43bo38bobo42b2o38b2o$88bo40b2o40b3o39bo44bo40bo$171b
o40b2o42bobo37b3o$256b2o38bo15$13b2o40b2o40b2o40b2o40b2o40b2o40b2o40b
2o$13b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$2b2o40b2o40b2o40b2o40b2o40b
2o40b2o40b2o$2bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo$
3b2obo38b2obo38b2obo38b2obo38b2obo38b2obo38b2obo38b2obo$3o2bo10bo25b3o
2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b
3o2bo10bo$o2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26bo2b2o10bo26b
o2b2o10bo26bo2b2o10bo26bo2b2o10bo$3bo11b3o27bo11b3o27bo11b3o27bo11b3o
27bo11b3o27bo11b3o27bo11b3o27bo11b3o$4bo41bo41bo41bo41bo41bo41bo41bo$
b3o21b2o16b3o21b2o16b3o21b2o16b3o21b2o16b3o21b2o16b3o21b2o16b3o21b2o16b
3o21b2o$bo23bo17bo23bo17bo23bo17bo23bo17bo23bo17bo23bo17bo23bo17bo23b
o$14b2o10b3o21b2o4b2o10b3o19b2o6b2o10b3o18b2o7b2o10b3o27b2o10b3o27b2o
10b3o27b2o10b3o27b2o10b3o$13bo2bo11bo21b2o3bo2bo11bo20bo5bo2bo11bo17b
obo6bo2bo11bo18b2o6bo2bo11bo17b2o7bo2bo11bo26bo2bo11bo26bo2bo11bo$88b
3o39bo43bo38bobo42b2o38b2o$88bo40b2o40b3o39bo44bo40bo$171bo40b2o42bob
o37b3o$256b2o38bo15$13b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$13b2o40b
2o40b2o40b2o40b2o40b2o40b2o40b2o$2b2o40b2o40b2o40b2o40b2o40b2o40b2o40b
2o$2bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo$3b2obo38b2o
bo38b2obo38b2obo38b2obo38b2obo38b2obo38b2obo$3o2bo10bo10b2o13b3o2bo10b
o10b2o13b3o2bo10bo10b2o13b3o2bo10bo10b2o13b3o2bo10bo10b2o13b3o2bo10bo
10b2o13b3o2bo10bo10b2o13b3o2bo10bo10b2o$o2b2o10bo11b2o13bo2b2o10bo11b
2o13bo2b2o10bo11b2o13bo2b2o10bo11b2o13bo2b2o10bo11b2o13bo2b2o10bo11b2o
13bo2b2o10bo11b2o13bo2b2o10bo11b2o$3bo11b3o27bo11b3o27bo11b3o27bo11b3o
27bo11b3o27bo11b3o27bo11b3o27bo11b3o$4bo41bo41bo41bo41bo41bo41bo41bo$
b3o39b3o39b3o39b3o39b3o39b3o39b3o39b3o$bo41bo41bo41bo41bo41bo41bo41bo
$14b2o34b2o4b2o32b2o6b2o31b2o7b2o40b2o40b2o40b2o40b2o$13bo2bo33b2o3bo
2bo32bo5bo2bo29bobo6bo2bo30b2o6bo2bo29b2o7bo2bo38bo2bo38bo2bo$88b3o39b
o43bo38bobo42b2o38b2o$88bo40b2o40b3o39bo44bo40bo$171bo40b2o42bobo37b3o
$256b2o38bo15$13b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$13b2o40b2o40b2o
40b2o40b2o40b2o40b2o40b2o$2b2o40b2o40b2o40b2o40b2o40b2o40b2o40b2o$2bo
2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo38bo2bo$3b2obo38b2obo38b
2obo38b2obo38b2obo38b2obo38b2obo38b2obo$3o2bo10bo25b3o2bo10bo25b3o2bo
10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo25b3o2bo10bo$o2b2o
10bo11b2o13bo2b2o10bo11b2o13bo2b2o10bo11b2o13bo2b2o10bo11b2o13bo2b2o10b
o11b2o13bo2b2o10bo11b2o13bo2b2o10bo11b2o13bo2b2o10bo11b2o$3bo11b3o9b2o
16bo11b3o9b2o16bo11b3o9b2o16bo11b3o9b2o16bo11b3o9b2o16bo11b3o9b2o16bo
11b3o9b2o16bo11b3o9b2o$4bo41bo41bo41bo41bo41bo41bo41bo$b3o39b3o39b3o39b
3o39b3o39b3o39b3o39b3o$bo41bo41bo41bo41bo41bo41bo41bo$14b2o34b2o4b2o32b
2o6b2o31b2o7b2o40b2o40b2o40b2o40b2o$13bo2bo33b2o3bo2bo32bo5bo2bo29bob
o6bo2bo30b2o6bo2bo29b2o7bo2bo38bo2bo38bo2bo$88b3o39bo43bo38bobo42b2o38b
2o$88bo40b2o40b3o39bo44bo40bo$171bo40b2o42bobo37b3o$256b2o38bo!

[affamatodidio]

Very promising:

Code: Select all

x = 46, y = 24, rule = LifeHistory
39.A$37.3A$36.A$36.2A$9.A$7.A.A$8.2A6$44.2A$44.2A6$9.2C$9.AC$21.2C$2A
19.2C$2A!

[AlbertArmStain]

Very promising:

Code: Select all

x = 46, y = 24, rule = LifeHistory
39.A$37.3A$36.A$36.2A$9.A$7.A.A$8.2A6$44.2A$44.2A6$9.2C$9.AC$21.2C$2A
19.2C$2A!

I believe that I have seen this before, so it’s not completely new.
It can be found here.

[affamatodidio]

Almost G-C:

Code: Select all

x = 27, y = 16, rule = B3/S23
bo$2bo$3o4$10b2o$9bobo13b2o$10bo14b2o6$16b2o$16b2o!

[Jormungant]

works with a follow-up c-to-b, but there is a need to put the block back indeed, which is not outside the realm of possibilities, but the usefulness would be questioned...

Code: Select all

x = 72, y = 76, rule = LifeHistory
4$53.BAB$53.A2B$53.3A$53.3B4$37.2A$36.B2AB$37.3B$29.2A5.B.B.B2.B$30.A
5.9B$30.A.AB2.10B16.2A$31.2AB.12B6.2A6.B2AB$32.16B4.B2AB5.3B$33.15B4.
3B7.B$33.4B7.5B4.B.2B3.5B$27.2B6.2B7.7BD10BA4B$26.4B5.2B7.8BD8BABA4B$
25.5B5.2B7.8B2D7BABA4B$23.9B2.17B2D9BA4B$15.B4.31BD13B$14.3B.10B2A33B
$13.2A13BABA16B3.13B$13.2A14BA6B3D7B4.12B$14.B.22BD6B5.13B$18.17BDB2D
4B7.12B$18.17B2D6B8.10B$17.12B.12B11.8B$18.9B4.B2.7B15.5B$18.4B2DB11.
3B17.6B$17.5B2DB9.5B16.6B$17.8B9.2A.B18.5B$17.8B10.A.BA2.2A13.5B$6.3B
7.2B3D4B.A6.A.A.A.A2.A13.D2B2D$6.2B7.4BD4B.A.A5.2A2.A.2A15.B3DB$6.B8.
4B3D2B2.A10.A18.2BD2B$15.9B12.2A18.5B$15.9B$15.9B$14.12B$14.11B$14.2B
.6B$14.B.7B$16.6B$16.6B$8.BA2B5.B2A2B7.2A$7.2B3A5.B2A3B2.2A2.A.A$6.4B
2.A3.7B2.A.A.A2.A$5.2A2B2.2A4.6B3.BA.AB2A$4.2BAB3.5B.7B2.2ABA$4.2BA.A
B3.10B3.3BA.2A$4.2B.2AB.11B.4B.BABA2.A$4.B4.15B2A2B.BA2.2A$9.B2A10B.A
2BA2B$9.A2BA11B2A2B.BA2.2A$9.BABA9B.4B.BABA2.A$9.2BA5BA8.3BA.2A$8.8B
2AB7.2ABA$4.2A2.4B4.ABAB6.BA.AB2A$4.A2.AB2A6.4B4.A.A.A2.A$5.3ABABA6.
4B3.2A2.A.A$9.A.A7.4B6.2A$5.5A.3A6.4B$5.A4.A3.A6.B3D$8.A.A2.2A7.D3B$
8.2A13.D3B!

[simeks]

BF20H with nice connectability:

Code: Select all

x = 18, y = 25, rule = LifeHistory
7.2B2.2B$6.E7BD$4.3BE6BDBD$3.4B2E5B3DB$.5B2E8BD$.5BE8B$.7B.4B$.6B.4B$
2.4B.4B$2.8B$.8B$8B$B2C5B$.2C5B4.2C$2.7B2.C2.C$2.4BC2B2.C.2C$2.3BCBC
2B2C$3.2BCBC2B2.3C$4.2BC3B2C2.C$6.3B2.C$8.2BC$7.BC2.3C$8.3C3.C$11.C.C
$10.2C.2C!

[dvgrn]

BF20H with nice connectability:

Code: Select all

x = 18, y = 25, rule = LifeHistory
7.2B2.2B$6.E7BD$4.3BE6BDBD$3.4B2E5B3DB$.5B2E8BD$.5BE8B$.7B.4B$.6B.4B$
2.4B.4B$2.8B$.8B$8B$B2C5B$.2C5B4.2C$2.7B2.C2.C$2.4BC2B2.C.2C$2.3BCBC
2B2C$3.2BCBC2B2.3C$4.2BC3B2C2.C$6.3B2.C$8.2BC$7.BC2.3C$8.3C3.C$11.C.C
$10.2C.2C!

Very nice find! For some historical perspective -- what's currently in the BF20H LifeWiki article at the moment has almost no overlap with what's in the Elementary Conduits Collection for BF20H --

Code: Select all

x = 211, y = 63, rule = LifeHistory
5.4D2.5D2.3D3.3D2.D3.D$5.D3.D.D5.D3.D.D3.D.D3.D$5.D3.D.D9.D.D2.2D.D3.
D2.4D$5.4D2.3D6.D2.D.D.D.5D.D3.D$5.D3.D.D7.D3.2D2.D.D3.D.D3.D$5.D3.D.
D6.D4.D3.D.D3.D.D3.D$5.4D2.D5.5D2.3D2.D3.D2.4D5$118.4D2.5D2.3D3.3D2.D
3.D$34.2B2.3B77.D3.D.D5.D3.D.D3.D.D3.D$33.C7BD76.D3.D.D9.D.D2.2D.D3.D
2.4D$31.3BC6BDBD74.4D2.3D6.D2.D.D.D.5D.D27.4D2.5D2.3D3.3D2.D3.D5.D$30.
4B2C5B3DB73.D3.D.D7.D3.2D2.D.D3.D.D27.D3.D.D5.D3.D.D3.D.D3.D5.D$30.3B
2C8BD18.4D2.5D2.3D3.3D2.D3.D.D25.D3.D.D6.D4.D3.D.D3.D.D27.D3.D.D9.D.D
2.2D.D3.D2.4D$28.5BC8B20.D3.D.D5.D3.D.D3.D.D3.D.D25.4D2.D5.5D2.3D2.D3.
D2.4D23.4D2.3D6.D2.D.D.D.5D.D3.D$27.3B2.3B.4B22.D3.D.D9.D.D2.2D.D3.D.
4D80.D3.D.D7.D3.2D2.D.D3.D.D3.D$26.4B5.4B23.4D2.3D6.D2.D.D.D.5D.D3.D79.
D3.D.D6.D4.D3.D.D3.D.D3.D$25.4B5.4B24.D3.D.D7.D3.2D2.D.D3.D.D3.D79.4D
2.D5.5D2.3D2.D3.D2.4D$24.4B5.4B25.D3.D.D6.D4.D3.D.D3.D.D3.D$11.A11.4B
5.4B26.4D2.D5.5D2.3D2.D3.D.4D$11.3A8.4B5.4B$14.A6.4B5.4B112.2B$13.2A5.
4B5.4B112.4B$13.4B2.4B5.4B110.8B$15.2B.4B5.4B104.2B2.10B$14.7B5.4B58.
2B44.C7BD6B37.2A$14.6B5.4B58.5B40.3BC6BDBD4B38.A7.2B2.2B$14.5B5.4B2.B
53.8B39.4B2C5B3D4B38.A.AB3.8BD$4.A7.8B3.4B2.6B42.2B2.11B39.3B2C8BD4B39.
2AB.2B2C6BDBD$4.3A5.9B.8B2E4B40.C7BD6B40.3BC13B42.5B2C5B3DB$7.A3.18BE
2BE3B38.3BC6BDBD4B42.3B.4B49.4B2C8BD$6.2A.21B2E4B37.4B2C5B3D4B41.3B.4B
51.3BC8B$6.29B37.4B2C8BD4B39.9B54.3B.B$8.26B39.3BC13B39.9B$7.26B39.B2.
3B.4B46.9B$8.24B39.3B3.5B41.2A2.13B$7.24B39.2A4B.4B42.A2.5BE9B$6.25B39.
A.BAB2A3B40.2A.A.5BEBE8B$6.24B37.2A.A.2ABABA42.A2.3A.3BEBE8B$6.10B2E9B
40.A2.A.B2.A.A43.2A2.BA2B.BE11B$5.11B2E4B47.2A.4A.3A43.4A2B3.3B3.2B.2A
$5.17B49.A4.A3.A42.A.4B.7B4.A$5.16B50.A.2A.A2.2A40.A.A.2A3.2A.B.2A5.3A
$6.14B52.2A.A45.2A2.A5.A3.A8.A$6.14B105.A.A.A.A.A.A.A$10.11B105.2A.2A
.A.A.2A$10.10B112.A.A$10.9B113.A.A$10.7B116.A$8.2A3B$3.2A2.A2BA$3.A3.
BABA$2A.A.4BA$.A.A.2AB$A2.A.BAB$2A2.A4.A$5.5A2$4.A.2A$4.2A.A!

-- I think the only commonality is Kazyan's original sparky-eater BF20H at the top of the infobox.

The first embedded-viewer BF20H has much better input clearance, as advertised. Technically it has only 4 rows of vertical clearance instead of 5, and it extends 14 cells behind the B, just like Kazyan's -- but the highest projecting point is only 7 cells behind the B instead of 11 cells back.

This new BF20H manages to fit into just 14 columns total, with nothing farther back than 5 cells behind the B. It might be a good new option for quite a number of known B outputs -- maybe including a few that we always had to rescue with the much bulkier BBx187H before now. (?)

[AlbertArmStain]

Probably useless H-to-W

Code: Select all

x = 29, y = 16, rule = LifeHistory
8.4B2D$7.5BDB4.B$7.6B2DB.3B5.2A$8.6BD6B3.A.A$7.15B2.A$5.17B.2A$3.19B.
B$3.2BC18B$2.3BCBC4B.7B2A.2A2.2A$3.2B3C4B2.B4.ABABABA2.A$2.5BC4B7.A.A
.A.3A$.10B6.3A.ABA$4B12.A3.ABA.2A$3B13.2A2.A.A.A$2B19.2A2.A$B23.2A!

[Period1GliderGun]

Probably useless H-to-W

Code: Select all

x = 29, y = 16, rule = LifeHistory
8.4B2D$7.5BDB4.B$7.6B2DB.3B5.2A$8.6BD6B3.A.A$7.15B2.A$5.17B.2A$3.19B.
B$3.2BC18B$2.3BCBC4B.7B2A.2A2.2A$3.2B3C4B2.B4.ABABABA2.A$2.5BC4B7.A.A
.A.3A$.10B6.3A.ABA$4B12.A3.ABA.2A$3B13.2A2.A.A.A$2B19.2A2.A$B23.2A!

*frustrated noises*

Code: Select all

x = 34, y = 26, rule = LifeHistory
14.2A$14.A$7.2B2.BA.A$2A5.3B.B2A$.A4.6B5.2A$.A.AB2.5B4.B2A2B$2.2AB.6B
5.4B$4.8B.9B$4.4B2E11B$6.BEBE2BD12B$7.BE4BD3B2D2B$9.D3BD3BD3B$9.B4D4B
2DB9.2A$10.9BDB8.A.A$11.16B2.A$10.17B.2A$8.19B.B$8.2BA18B$7.3BABA4B.7B
2A.2A2.2A$8.2B3A4B2.B4.ABABABA2.A$7.5BA4B7.A.A.A.3A$6.10B6.3A.ABA$5.4B
12.A3.ABA.2A$4.4B13.2A2.A.A.A$3.4B19.2A2.A$2.4B23.2A!

EDIT: If the pond could be regenerated this would give an elementary H-LWSS with minimum repeat time 81:

Code: Select all

x = 28, y = 22, rule = B3/S23
14b2o$14bo$12bobo$2o10b2o$bo15b2o$bobo13b2o$2b2o2$8b2o$7bobo$8bo7$10b
o$10bobo12b2o$10b3o11bo2bo$12bo11bo2bo$25b2o!

Loaf and beehive work too, but there is less room for catalysis.

EDIT by dvgrn: Might be easier to see the LWSS output with a version like this:

Code: Select all

x = 28, y = 26, rule = B3/S23
14b2o$14bo$12bobo$2o10b2o$bo15b2o$bobo13b2o$2b2o2$8b2o$7bobo$8bo7$10b
o$10bobo12b2o$10b3o11bo2bo$12bo11bo2bo$25b2o3$24b2o$24b2o!

[affamatodidio]

G-X. Almost.

Code: Select all

x = 26, y = 29, rule = B3/S23
9bo$7b3o$bo4bo$2bo3b2o$3o$16bo$14b3o$13bo$13b2o8$22b2o$10b2o10bo$10b2o
8bobo$20b2o$15bo$14bobo6b2o$7bo6bobo7bo$6bobo6bo5b3o$6bobo12bo$7bo14b
2o$23bo$23bobo$24b2o!