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A few days ago someone liked my post about this rule with 31 spaceship speeds: 31 speeds: c/3-c/5 diagonal c/2-c/18 and c/20 2c/5-2c/13 3c/7, 3c/8, 3c/10, 3c/14 and 3c/19 x = 735, y = 1163, rule = B2-ak3k4aentw5ac6ck7e/S012ik3ejnr45i6i7cSuper O.2O20.Q.Q22.S40.M.M2.M.M15.O.O18.Q19.S17.U20.W19.pA19.A1...

Two (2,1)c/5 knightships: x = 32, y = 64, rule = B367/S0346 2b4o$2b2ob2o$2b6o$b2o3b4o$2obo2b3o$5obobo$bob2ob4o$b2ob5obo$4bo5bo$9bo $7b5o$8b3o$8bo3b5o$8b3ob4o$9b2o4b2o$11b2obobo$11bo2bob2o$11b3obo$13b3o bo$13bo3b2o$12b5o$12bob4o$16b2obo$14bobo3bo$15bob4o$15b2o$14b2o2bo$14b 2ob2o$15bob2obo$14bobo$14bo...

Crossposting the new (2,1)c/3 spaceship: (2,1)c/3 spaceship found! x = 346, y = 349, rule = B24678/S14678 337b3o$334bobo4bobo$334bob2ob2o$331b3o4b3o$330bo4b2obob3o$329bo5b9o$ 328bo3bob4obob4o$327bo3bo3b2obo3b2o$325bo2bobob4o2b2o2b4o$325bobo3bo2b 4ob5o$322b3obobo2b2o3bobobob3o$321bo2bo2bo3bo3b2ob6o$3...

(2,1)c/3 spaceship found! x = 346, y = 349, rule = B24678/S14678 337b3o$334bobo4bobo$334bob2ob2o$331b3o4b3o$330bo4b2obob3o$329bo5b9o$ 328bo3bob4obob4o$327bo3bo3b2obo3b2o$325bo2bobob4o2b2o2b4o$325bobo3bo2b 4ob5o$322b3obobo2b2o3bobobob3o$321bo2bo2bo3bo3b2ob6o$319b3o4bobobobob 4ob4o$318bob2obob2o4bo6b...

Giant 2c/3 partial in B2/S13 (from LLSSS search with 1GB autochoke limit): x = 96, y = 482, rule = B2/S13 40bo14bo$37bob3obo8bob3obo$37b2o2bo3bo4bo3bo2b2o$35bo4b2o2b2o4b2o2b2o 4bo$38bo2b2o4b2o4b2o2bo$38b2obo4b4o4bob2o$36bo5bobo2b2o2bobo5bo$41bo3b ob2obo3bo$35bo2bo7bo2bo7bo2bo$33bo3bo9b2o9bo3bo$32bo3...

Would it be possible to extend the wings on this c/2d partial? <snip B2/S13 partial> I believe that a finite c/2d is impossible in this rule. It's possible! x = 51, y = 51, rule = B2/S13 23bobo$11bo11bob2o2b4o$9b2o11bo4b2ob3o$12b3o9b2o2b2o3bo2bo$9b2ob2o10b 2o3bo4bo$10bo13bo3b2ob4o$11bo7bo2bo2bo2b2o...

New speeds in Blockade: c/3 diagonal and c/5 orthogonal (found using LLSSS) x = 104, y = 132, rule = B3-ceq4w5a7c8/S2aen3aejnr4aqrw5cijq6a7c 80bo10bo$80b2ob2o2b2ob2o$83b2o2b2o$79bobo3b2o3bobo$79bobo8bobo$81b2o6b 2o3$81b2o6b2o$77bo3b3o4b3o3bo$77b3ob2o6b2ob3o$32bo$25bo4b4o43b3o2bo6bo 2b3o$24b4ob4o43bo...

Based on spaceship from my previous post, 2c/21 rakes in PentadecathLeapLife (p420, p630, p1260): x = 594, y = 119, rule = B2n3-cy4ce5y/S23-q4y5e6ei 89bo9bo199bo9bo199bo9bo$82b2o4bobo7bobo4b2o185b2o4bobo7bobo4b2o185b2o 4bobo7bobo4b2o$82b2o3bo3bo5bo3bo3b2o185b2o3bo3bo5bo3bo3b2o185b2o3bo3bo 5bo3bo3b2o...

In honor of my birthday (May 13), I decided to revisit this topic. Here's p126 2c/21 spaceship in PentadecathLeapLife: x = 286, y = 198, rule = B2n3-cy4ce5y/S23-q4y5e6ei 156bo9bo$149b2o4b3o7b3o4b2o$149b2o3b5o5b5o3b2o$155b3o7b3o$156bo9bo2$ 160b3o9$143bo$141b2o$142b2o4$171b2o$171bobo$171bo17$224bo9bo$...

Orion 2 in 31G, down from 54G: x = 284, y = 61, rule = B3/S23 276bo$276bobo$276b2o3$281bobo$281b2o$282bo5$238bobo13bo26bo$239b2o11bo bo24b2o$239bo13b2o25b2o$276b2o$237bo37b2o$109bo128bo3bo5bo28bo$107b2o 127b3o4bo2bobo$108b2o131b3o3b2o4$200bo$199bo$156bo42b3o$156bobo108b2o$ 156b2o109b2o$bo192bo69bo$...

Happy birthday to yujh (19)!

x = 400, y = 52, rule = B3/S23 7bo59bo35bo63bo59bo51bo57bo51bo$6b4o55b4o33bobo56bo5bo53bo5bo50b4o53b 2obo49b4o$6bob2o55bo3b2o30b2obo55b8o52b8o50bo3bo51bo3bo49bo3bo$9bo55bo bo3bo30b2o5bo50bo4b2o2bo50bo4b2o4bo50b2o55bo52b2o$8bobo50bo4b2o3bo28bo 8b2o47b2o2bo4b2ob2o46b2o2bo4b2ob2o42bo4b2o3bo49bo2b3o44b...

A couple of new spaceships in B2567/S4568: Smaller 2c/3 spaceship (left=old, right=new) x = 215, y = 355, rule = B2567/S4568 36bob2ob2obo121bob2ob2obo$35bo2b5o2bo119bo2b5o2bo$35b11o119b11o$31bob 4ob2ob2ob4obo111bob4ob2ob2ob4obo$30bob2ob5ob5ob2obo109bob2ob5ob5ob2obo $28bo2b2ob4ob3ob4ob2o2bo105bo2b2ob...

Hello everyone! I'm back after months (the site kept returning error 403 for some reason). I've been working a lot with the oscillator collection recently. Here's the new collection: x = 14718, y = 4659, rule = B3acijy4-a5cjkr6-in78/S2n3-c4-aijz5-jy6-k 32bobobo5bo13bobobo5bo5bobo128bo718bo27b2o3b2o4...

A few interesting oscillators (I found p52 and p62, the rest are in Catagolue already): x = 69, y = 139, rule = B3-y5-cekn/S23 obobo2$o3bo25b2o4b2o$30b2o4b2o$obobo26b6o$32b4o$o3bo28b2o2$obobo12$obo bo3bobobo2$4bo3bo3bo2$obobo3bobobo23bo5bo$35b3o3b3o$4bo3bo3bo2$obobo3b obobo7$35b3o3b3o$36bo5bo14$o3bo...

Fixed the replicator with B6i:

Hello everyone! I haven't been here for 2 months because Cloudflare wasn't loading for me. Anyways, a few new oscillators: New period: 53 x = 107, y = 40, rule = B3acijy4-a5cjkr6-in78/S2n3-c4-aijz5-jy6-k 79bo$77b5o$77b5o$12bo66bo$10b5o$10b5o$12bo65b3o$12bo65b3o$11b3o65bo$ 11b3o64bobo$78bobo$79bo$78b...

(2,1)c/5 in B35/S1356: x = 76, y = 167, rule = B35/S1356 3b2o$bob2obo$2b4obo$2o3b2obo$b2obo2bo$bob3ob2obo$3b4obobo$3b4o2bo$3b3o 2b4o$3bob2ob4o$3b4obobo$3b2o2bobo$bo4b2ob2o$b3o2b2o$bo2bo2bo$bobobobo$ o2b2o2bo$2bo2b2o$b2ob5o$5b3o$5bo2b3o$4b2ob4o$5b2o2b3o$5b2obobobo$5bob 2o2b2o2bo$6bobo3bob2o$8b2o$6bo2...

Smaller c/3 orthogonal and new c/3 diagonal and (2,1)c/4 (https://conwaylife.com/forums/viewtopic.php?p=220642#p220642) spaceships in B25/S, all found using LLSSS: x = 188, y = 284, rule = B25/S 27bobo105b4o24bo3bo2bo3bo$25bo2bo104bo4bobo19b3o12b3o$126bo2b2obo3bo 22bo5bo2b2o2bo5bo$132bo2bobo25bo10bo...

Phoenix (2,1)c/4: x = 71, y = 284, rule = B25/S 65b4o$63bo4bobo$56bo2b2obo3bo$62bo2bobo$55bo7b2o4bo$56bo3bo4bo$49bo2b 2o8bo5bo$57b3o$48bo12bo$54b3o8b2o2bo$48bobo4bobo4b2obobo$45b2o3bo5bo2b o3bo4bobo$49bo4b2o3b3o$45bo3bo2bo3bo3bo$46bo2bo9bobobob2o$46b3o8b2o3bo $46bobobobo5bob2o2b2o$45bob2o2b2ob2o7bo$...

31 speeds: c/3-c/5 diagonal c/2-c/18 and c/20 2c/5-2c/13 3c/7, 3c/8, 3c/10, 3c/14 and 3c/19 x = 735, y = 1163, rule = B2-ak3k4aentw5ac6ck7e/S012ik3ejnr45i6i7cSuper O.2O20.Q.Q22.S40.M.M2.M.M15.O.O18.Q19.S17.U20.W19.pA19.A18.I.I17.K19. M19.O19.Q18.S.S18.U20.W18.pA38.I20.S7.S14.W.W16.A18.K20.O25.W19.pA...

Solved 7 still lifes (bonus component included): x = 233, y = 196, rule = B3/S23 166bobo$166b2o$167bo2$226bo$224b2o$225b2o2$23bo$22bo$22b3o131bo5bobo$ 155bo6b2o$155b3o5bo4$6b2o138b2o11b2o45b2ob2o$6bo139bo11b2o46bo3bo$7b3o 8b2o3b2o122b3o10bo46b3o$8bo8b2o3b2o124bo59bo$6bo3bo8bo4bo121bo3bo55bo 3bo$5bob...

Solved 3 related still lifes ( xs23_g886p2sgz122cjo xs23_g886p2sgzpia43 xs23_0g886p2sgzc96243 ): x = 264, y = 79, rule = B3/S23 261bo$261bobo$261b2o3$215bo$213bobo45bobo$214b2o45b2o$262bo3$107bo77bo 67bo$107bobo75bobo64bo$107b2o76b2o65b3o3$183bo$183bobo47bo14bo$105bo 77b2o49bo11b2o$100bo4bobo124b3o1...

(2,1)c/5, found with LLSSS (128MB autochoke): x = 153, y = 378, rule = B35/S135 5b2o$3bob2o$bob2o2bo$bob2ob2o$3obobo2bo$ob4o$b2ob3ob2o$2b2o3bo$5bob3o$ 2b2ob2ob3o$4b3o2b2o$3b2obobo$2b4o2bob3o$4bo2bobo$3b2o2b2obo$3b2obo3bo$ 4bo3b2obo$5b2ob2obo$10bob3o$9b2o2bo$7b2ob2obo$8b2o4bobo$10bob2ob2o$7bo b3o3b2o...

When I was experimenting with the LLSSS autochoke feature, I decided to try (2,1)c/5 search in ShipWorld. Here's what I found with 128MB limit (left - knightship from LLSSS, right - smallest known p5 knightship): x = 84, y = 96, rule = B3acijy4-a5cjkr6-in78/S2n3-c4-aijz5-jy6-k 4bo49bo$3b3o47b3o$2b5o...