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some h-to-h got modified to make a b-to-h that emits 1 extra glider, it works fine but the input is a bit contrained, and I did not quite find something appropriate there: x = 68, y = 56, rule = LifeHistory 2$28.4B$27.4B3.2A$26.4B4.A$13.2A10.4B7.A$14.A9.4B4.5A10.2A2.2A$12.A 10.4B6.A7.2A3.A.A3.A$12.5...

Well, what you have been posting is mostly known as a valid b-to-g instead: x = 38, y = 29, rule = LifeHistory 4$23.2A$23.A.A$25.A$19.2A3.A.2A8.B$20.A3.A3.A6.2B$20.A.2A.2A.A5.3B$ 21.A.A.A.A5.4B$23.4B5.4B$22.4B5.4B$11.3B6.7B3.4B$9.6B2.2B.8B.4B$7.8B. 16B$7.5BD18B$6.7BD16B$7.6B2D14B$9.3B2D14B$9.3BD14B$...

Almost a 2G-to-B : x = 71, y = 70, rule = LifeHistory $2.A$3.A$.3A28$32.A$33.A$31.3A$48.2C$33.4B10.C.C$29.C4.4B9.C$29.3C3. 4B7.2C$32.C3.4B5.2B$31.2C4.4B2.5B6.3B5.2A$31.4B2D.11B4.4B5.A$33.BD2BD .10B4.5B.BA.A$33.2B2D13B3.5B.B2A$29.D20B3.7B$28.D20B3.8B$27.2D19B3.8B 4.2A$28.2D29B3.A.A$29.D14B2D13B3.A$3...

Weird thing... adds a regular clock glider into a stream with different timing, as long as that other stream has a period that is high enough, that will work without failing: x = 251, y = 198, rule = LifeHistory 22$189.A$189.3A13.2A$192.A9.2A2.A$191.2A8.B2A.A$191.5B5.3B.2A$193.4B 3.B3A.A$191.10B3A.A...

For a better repeat time, I think what I posted before is better, just that the input are gliders, so that makes this quite compact. Another thing that seems to work is this, and it involves a block keeper in fact: x = 91, y = 140, rule = LifeHistory 16$37.A$37.3A13.2A$40.A9.2A2.A$39.2A8.B2A.A$39.5B...

Found a little brother for that g-to-block: x = 82, y = 43, rule = LifeHistory 6$71.2A$71.A$17.2A49.BA.A$16.B2AB48.B2A$17.2B49.B$16.2B50.B$14.5B53. 2A$3.B2.3B.B2.7B29.10B7.2B3.A.A$3.17B30.3B2D4B7.2B3.A$3.3B2D13B28.B. 2B2D4B7.3B.2A$3.3B2D14B27.B.9B4.6B$3.20B30.17B3.2A$3.5B.4BC9B29.2B4. 3BC8B.B2.A$3.5...

G-to-(2 glider octomino) x = 40, y = 34, rule = LifeHistory 4$30.C$28.2C$22.B4.2B2C$21.3B2.4B$21.3B.4B$5.A.2A11.8B$5.2A2.A10.7B$ 8.A11.7B$4.A.2A.3A8.10B$4.2A.A.A2.A7.9B2D$8.3B2AB5.11B2D$10.4B4.10B3D $12.16BD2B$11.2BA17B$11.BABA16B$11.A2BA16B$11.B2A18B$11.20B$9.2AB.16B .2B$8.A.AB3.18B$8.A4.10B3.B2.2A...

No description needed here, as good as it can get for this thread, I believe: x = 160, y = 159, rule = LifeHistory 17$115.A$115.3A17.A$94.A23.A14.3A$93.A.A21.2A13.A$93.A.A16.2A18.2A4. 2A$92.2A.2A16.A24.A$113.A.A20.A.A$92.2A.2A17.2A20.2A$33.A57.A.A.2A$ 33.3A13.2A40.A41.2A$36.A9.2A2.A35.A.2A.2A39.A2.A...

I got this G-to-spark, it has repeat time 96: x = 46, y = 44, rule = LifeHistory $40.C$39.C$39.3C12$15.C$15.3C$18.C2.B$17.2C3B$3.A.2A13.4B5.A$3.2A2.A 9.8B3.A.A$6.A12.5B4.A.A$2.A.2A.3A8.5B4.2A.3A$2.2A.A.A2.A7.6B4.B4.A$6. 3B2AB5.6B4.2AB3A$8.4B4.C6B4.2A.A$10.5BC2.6B.4B$9.2BA3B3C9B$9.BABA15B$ 9.A2BA16B$...

Well, that's not my kind of task, but I can chew a bit on this to see if that helps: x = 520, y = 1119, rule = LifeHistory 132.3B$131.5B$33.B96.B2DBDBD43.B47.B$30.5B95.D3BD2BD41.3B45.3B$29.3D 3B10.B82.5B2DB2D41.3B45.3B$29.7B2.3B2D.3B2D78.5BD2B3D40.5B43.5B58.B$ 27.D5BD2B.3BD2BD2BD2BD77.5BD2BDB37.B3.5...

Fairly fast g+block-to-g+h, wonder if that block could be put back by some means given the clearance x = 55, y = 24, rule = LifeHistory 2$3.A.2A$3.2A2.A$6.A12.5B$2.A.2A.3A8.5B$2.2A.A.A2.A7.6B$6.3B2AB5.6B$ 8.4B4.8B$10.6BC8B$9.2BA2B2C.8B6.3B$9.BABA2B2C10B3.6B.B.B$9.A2BA15B4.B 4.8B$9.B2A17B.2B2.2B.9BD...

Fairly fast g+block-to-g+h, wonder if that block could be put back by some means given the clearance x = 55, y = 24, rule = LifeHistory 2$3.A.2A$3.2A2.A$6.A12.5B$2.A.2A.3A8.5B$2.2A.A.A2.A7.6B$6.3B2AB5.6B$ 8.4B4.8B$10.6BC8B$9.2BA2B2C.8B6.3B$9.BABA2B2C10B3.6B.B.B$9.A2BA15B4.B 4.8B$9.B2A17B.2B2.2B.9BD$...

I have but one request, just do not ask why... x = 165, y = 219, rule = LifeHistory 8$83.A$81.3A$80.A$80.2A$76.6B$75.5B$75.7B$75.8B$76.6B$73.2B.7B$72.2A 8B2.3B$72.2A15B$73.2B.13B$75.13B2A$73.2B.10B.B2A$71.15B2.B$71.6BD8B$ 70.6B3D6B$70.8BD4B$70.13B$69.8B2.4B$69.8B3.4B$68.10B3.4B$68.10B4.4B$ 66.13B4.4...

Spartan way to use an h-to-h and get period multiplication on the extra glider produced: x = 129, y = 115, rule = LifeHistory 6$30.2B$29.BAB$29.5B$28.3ABAB$27.A.2A2B5.2C$25.2B2A.A8.C$24.BAB3A9.C. C$24.5B11.2C$26.BAB$26.2B$23.3B.A3.BA$23.8BA.A$22.2A3B2A3BA$22.2A4B2A .B$23.B.6B10.2A$25.5B3.AB6.A$27.3B...

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... 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$30.A.AB2.10B16.2A$...

Digging thru old forum posts, I noticed a partial HFx55B that can be cleaned up with a jujub reflector. 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$23.4B10.2...

Well, since the 3rd is refected with a LWSS, slowing it down allows to shift that glider back whereever you like, though there is a phase-parity issue to worry about, but as far as I can tell it actually matches the offset needed to make the units I and FWKnightship’s units needs, but one might need...

Here is some 1 trail to 3 trails reaction: x = 845, y = 2429, rule = LifeHistory 59$104.A$102.A.A$103.2A47$128.A$126.A.A$127.2A47$152.A$150.A.A$151.2A 47$176.A$174.A.A$175.2A47$200.A$198.A.A$199.2A47$224.A$222.A.A$223.2A 47$248.A$246.A.A$247.2A47$272.A$270.A.A$271.2A47$296.A$294.A.A$295.2A 47$320.A$...

Well, for that spacing, the best I can come up with is the following, but it assumes it is gliders we have to eat... x = 15, y = 13, rule = B3/S23 $9b2o$b2o6b2o$bo2bo$2b3o$9b2o$4b3obobo$3bo2bobo$3b2obobo$6bob2o2b3o$3o 3bo5bo$2bo2b2o6bo$bo! obviously, moving the eater to avoid having any weld is alwa...

Is there a way to do this particular eater weld? I'm thinking no. (I keep being surprised at what can be welded, though, because I'm still not very good at welding.) In this case, compare to the situation when the eater heads are one cell farther apart, when the weld is easy: x = 9, y = 7, rule = B...

P168 (x2) backward glider producer, 3 tracks, the same as what I used before: x = 981, y = 2976, rule = B3/S23 153bo$154b2o$153b2o7$144bobo$145b2o$145bo17$bo$2bo$3o19$177bo$178b2o$ 177b2o7$168bobo$169b2o$169bo17$25bo$26bo$24b3o19$201bo$202b2o$201b2o7$ 192bobo$193b2o$193bo17$49bo$50bo$48b3o19$225bo$...

Hi. I am trying to make a complex circuit. I adapted it to use backrake 2 rather than backrake 1. Does anyone know of a backrake 2 gun? Preferably period 30. Here is some draft, it seems it would be possible to manage to build rake gun with repeat time 120 indeed: x = 381, y = 717, rule = LifeHisto...

Lom to B: x = 25, y = 24, rule = B3/S23 16bo$15bobo$16bo5b2o$23bo$14b5o3bo$14bo4bo2b2o$17bo2bobo$17b2obobo$4b 2o8bo5bobobo$5bo7bobo4bo2b2o$5bobo5bo2bo2b2o$6b2o6b2o3$9b3o$9bobo$8bo 2bo$8bobo$8b3o4$2o$2o! Not sure about the input, but there is a way to link that B output: x = 74, y = 90, rule = LifeH...

I tried to create a phoenix stabilization of the barberpole wick, but two cells always seem to be off. Can someone help?: x = 36, y = 22, rule = LifeHistory 7.BA$6.ABAB$5.B4.A23.2A$4.2A4.2B21.B.A$4.2B4.2A20.A.A$4.A6.B19.B.B$2. CB8.ABA15.A.A$2.C10.BAB13.B.B$.B14.A11.A.A$2A14.2B9.B.B$2B5.AB7.2A8.A .A...

Hi again, well, I found something that is not obviously useful, but turns out to be, twice. First there is a clean 3 glider trail climber which is a simple variation of what was posted earlier: x = 1105, y = 1777, rule = B3/S23 40$982bobo$982b2o$983bo6$992bo$990b2o$991b2o14$1015bo$1013b2o$1014b2o 23...