Miscellaneous Discoveries in Other Cellular Automata

[Period1GliderGun]

A 4TFL IntegralLife variant with two replicators made of traffic lights, 5c/36o and 2c/25d:

Code: Select all

x = 58, y = 10, rule = B34e5c/S23-cj
50bo$2bo8bo37bobo$bobo6bobo35bo3bo$o3bo4bo3bo35bobo$bobo6bobo37bo$2bo
8bo43bo$54bobo$53bo3bo$54bobo$55bo!

This is also the MTFL (minimal transitions from Life) rule where they both work.

[confocaloid]

c/124 diagonal spaceship:

Code: Select all

#C [[ THEME LifeHistory TRACK 1/124 1/124 ]]
x = 1343, y = 1308, rule = B3-c4ce8/S23-ceky6e
708bo$708b2o$707bobo4$722bo$721b3o$720b2obo$720b3o$720b3o$721b2o21$
678bo$678b2o$677bobo30$648bo$648b2o$647bobo3$723bo$722b3o$721b2obo$
721b3o$721b3o$722b2o22$618bo$618b2o$617bobo30$588bo$588b2o$587bobo2$
724bo$723b3o$722b2obo$722b3o$722b3o$723b2o23$558bo$558b2o$557bobo30$
528bo$528b2o$527bobo$725bo$724b3o$723b2obo$723b3o$723b3o$724b2o11$505b
2o$504bo2bo$505bobo$494bo5bobo3bo$494bo6b2o$501bo3$503b2o$503b2o9$492b
obo$492b2o$493bo14$462b2o$463b2o$462bo10$445bo$445b2o279bo$443bo3b2o
11bobo262b3o$441b4ob3o11b2o262b2obo$439bo3b3o3bo11bo262b3o$439bo2bo4b
2o275b3o$447bo277b2o2$440bobo14$1320bo$1259bo58bo3bo$1198bo58bo3bo61bo
$1137bo58bo3bo61bo55bo4bo$1076bo58bo3bo61bo55bo4bo56b5o$1015bo58bo3bo
61bo55bo4bo56b5o$954bo58bo3bo61bo55bo4bo56b5o$893bo58bo3bo61bo55bo4bo
56b5o$832bo58bo3bo61bo55bo4bo56b5o$419bo351bo58bo3bo61bo55bo4bo56b5o$
417b2o9bobo279bo58bo3bo61bo55bo4bo56b5o$418b2o8b2o219bo58bo3bo61bo55bo
4bo56b5o$429bo158bo58bo3bo61bo55bo4bo56b5o$527bo58bo3bo61bo55bo4bo56b
5o$466bo58bo3bo61bo55bo4bo56b5o$464bo3bo61bo55bo4bo56b5o$469bo55bo4bo
56b5o$464bo4bo56b5o$465b5o3$412bo928b2o$412b2o926bobo$411bobo928bo10$
396bo3bo$397bo3bo$393bo3b2o2bo$392bobo$392bo2bo$393b2o4$727bo$726b3o$
725b2obo$725b3o$725b3o$726b2o6$1311b2o$1310bobo$1312bo5$372bobo$372b2o
$373bo$369b3o$371bo$370bo17$346b2o$345bo2bo$346bobo$343bo3bo933b2o$
344bo935bobo$342b3o937bo3$344b2o$344b2o9$333bo$332bo$332b3o3$728bo$
727b3o$726b2obo$319b2o405b3o$318bobo405b3o$320bo406b2o7$1251b2o$1250bo
bo$319b3o930bo$321bo$320bo9$293b2o$292b2obo$291b2o2b2o$290bobob2o$290b
o3b2o$289b2o2b2o$290bo2bo$291b3o12$1221b2o$1220bobo$277bo11b3o930bo$
277bobo11bo$277b2o11bo36b2o$327b3o$327b3o$326bob2o$326b3o$327bo10$729b
o$728b3o$727b2obo$727b3o$727b3o$728b2o8$1191b2o$1190bobo$246bo12b3o
930bo$246b2o13bo$246b2o12bo$252bo$253bo$251bobo$245bo6bo$246bo$244b3o
2$250b2o$243bo6b2o$242bobo$242bo2bo$243b2o$252b2o15$1161b2o$326b2o832b
obo$326b3o833bo$225bo100b3o$224bo100bob2o$224b3o98b3o$326bo12$730bo$
729b3o$728b2obo$728b3o$728b3o$729b2o9$1131b2o$193bo936bobo$192bo939bo$
192b3o27$325b2o$161bo163b3o$160bo164b3o773b2o$160b3o161bob2o772bobo$
324b3o775bo$325bo14$731bo$730b3o$729b2obo$729b3o$729b3o$730b2o7$129bo$
128bo$128b3o$1071b2o$1070bobo$1072bo25$97bo226b2o$96bo227b3o$96b3o225b
3o$323bob2o$323b3o$324bo716b2o$1040bobo$1042bo14$732bo$731b3o$730b2obo
$730b3o$730b3o$731b2o4$65bo$64bo$64b3o5$1011b2o$1010bobo$1012bo21$33bo
$32bo290b2o$32b3o288b3o$323b3o$322bob2o$322b3o$323bo3$981b2o$980bobo$
982bo13$733bo$732b3o$731b2obo$731b3o225b2o$5bo725b3o224bo2bo$b2obobo
60b3o662b2o221bo3bobo$66b5o59b3o820bobo4bo$obob2o59b2ob3o58b5o59b3o
758b2o$bo64b2o60b2ob3o58b5o59b3o$129b2o60b2ob3o58b5o59b3o$192b2o60b2ob
3o58b5o59b3o$255b2o60b2ob3o58b5o59b3o509b2o$318b2o60b2ob3o58b5o59b3o
441bo4b2o$381b2o60b2ob3o58b5o59b3o376bo2bo8bo$444b2o60b2ob3o58b5o59b3o
314b2o9bo$507b2o60b2ob3o58b5o59b3o$570b2o60b2ob3o58b5o59b3o$633b2o60b
2ob3o58b5o59b3o$696b2o60b2ob3o58b5o59b3o$759b2o60b2ob3o58b5o$822b2o60b
2ob3o57bo$885b2o60bobo$947b2o$939b2o8bo$938bobo8b3o$940bo10bo$950bo10$
923b3ob2o$920bo3b2o$322b2o595bobo$322b3o594bo2bo$322b3o595b2o$321bob2o
$321b3o$322bo4$898b2o$897bo2bo$898bobo$895bo3bo$893bobo$894b2o3$896b2o
$896b2o21b3o$921bo$902b2o16bo$900bo2bo$899bo2bo$899bo2bo$899bobo$734bo
164b2o$733b3o$732b2obo149bo$732b3o150bobo$732b3o150b2o$733b2o17$881b4o
$880b2o2bo$879b2o2bo6b2o$880bo2bo5bobo$881b2o6b2o2$886b2o3bo$886bo4bo$
886bo4bo$887b2o$853bo$853bobo$853b2o2$321b2o$321b3o$321b3o$320bob2o$
320b3o$321bo3$869bo$868bo$868b3o17$735bo$734b3o$733b2obo$733b3o$733b3o
$734b2o104bo$837bo4bo$837bo$837bob2o$842b2o10$798b3o$800bo$799bo13$
320b2o473bo6b3o6b2o$320b3o471b4o4b3o5bobo$320b3o470bo3bobo2bobo7bo$
319bob2o471b6ob3o$319b3o473b6o6b2o$320bo476b2obo3b2ob2obo$773b2o25bo3b
ob3o2b2o$773bobo25bo3bo4bo$774b2o25bo$771b2obo27bo$771bobo30b2o$770bo
2bo$770bobo$771b2o12$785bo$758bo26bobo$757bo27b2o$757b3o$736bo$735b3o$
734b2obo27b3o$734b3o30bo$734b3o29bo$735b2o9$748b2o$747b4o$746bo4bo$
749bo2bo$743b2o3bo3bo$746b2ob3o$750b2o6$753bo$753bobo$753b2o4$319b2o$
319b3o$319b3o$318bob2o$318b3o$319bo$729b2o$728bo2bo$729bobo$730bo$727b
o$727b2o$727b2o2$727bo$727bo10$715bo$714bo$714b3o28$683bo$682bo$682b3o
4$318b2o$318b3o$318b3o$317bob2o$317b3o$318bo19$651bo$650bo$650b3o28$
619bo$618bo$618b3o5$317b2o$317b3o$317b3o$316bob2o$316b3o$317bo18$587bo
$586bo$586b3o28$555bo$554bo$554b3o6$316b2o$316b3o$316b3o$315bob2o$315b
3o$316bo17$523bo$522bo$522b3o28$491bo$490bo$490b3o7$315b2o$315b3o$315b
3o$314bob2o$314b3o$315bo16$459bo$458bo$458b3o28$427bo$426bo$426b3o8$
314b2o$314b3o$314b3o$313bob2o$313b3o$314bo15$395bo$394bo$394b3o28$363b
o$362bo$362b3o9$313b2o$313b3o$313b3o$312bob2o$312b3o$313bo14$331bo$
330bo$330b3o!

A (1,1)c/124 rake in the minrule of the (2,0)c/6 spaceship:

Code: Select all

x = 35, y = 22, rule = B3-c/S23-ceky
3o$obo$4bo$2o2bo$2obo2$21b2o4bo2bo2b2o$19b2o2b2ob7obo$19b2o2bo7b2obo$
21b5obo2bo2b2o$21bobobob5obo$19bo3bo2bo7bo$19b5ob2ob2obobo$20bobo2b4ob
2ob2o$20bo2b4ob7o$21b2ob2obo$22bo2bob2ob2ob2o$19bo4bobob2obob2o$25bobo
bo3b2o$19b4ob5o$19bob4o2b2ob2ob2o$20b3o4b3ob3o!

The rake works in 64 INT rules (optional B4c B4e B8 S4c S5e S6e).

The LWSS seems to be unusually common in b3-c4ce8s23-ceky6e (383 occurrences). The MWSS is unusually common in the same rule (334 occurrences).

[C_R_116]

P340 with 9 cells.

Code: Select all

x = 3, y = 5, rule = B34kn6-c/S23-acik4ai6a
b2o$b2o$obo$b2o$2bo!

[confocaloid]

P340 with 9 cells.

Code: Select all

x = 3, y = 5, rule = B34kn6-c/S23-acik4ai6a
b2o$b2o$obo$b2o$2bo!

p120 glider gun

Code: Select all

x = 76, y = 70, rule = B34kn6-c/S23-acik4ai6a
56b2o$57bo$55bo$55b2o12$72b2o$54b3o15bo2bo$54bo19b2o$54bobo$55b2o11$2b
2o$2bobo2bo$2bobo2bo51b2o$2bo3bo53bo$3bobo52bo$58b2o31$2o$o$2bo$b2o!

Edit:

c/124 diagonal spaceship:

Code: Select all

rle

Smaller (852P124H1V1), should work in 16 rules (optional B4c B8 S4c S6e), the 3G synthesis also works with B4e:

Code: Select all

#C [[ TRACK 1/124 1/124 ]]
x = 725, y = 705, rule = B3-c/S23-ceky
371b2o$370bo2bo$371bobo$372bo$368bo$369b2o$370bo2$368bo$369b2o10$358bo
$356b2o$357b2o4$345bo$345b2o$344bobo9$345b2o$346b2o$345bo51b3o$397bo2b
o$397bo$397bo3bo$397bo$398bobo14$315bo$315b2o$314bobo9$315b2o$299bo3bo
12b2o$300bo3bo10bo$296bo3b2o2bo$295bobo52bobo$295bo2bo54bo$296b2o51bo
3bo$353bo$350bo2bo$351b3o19$275bobo$275b2o$276bo2$285b2o$286b2o110b3o$
285bo112bo2bo$398bo$398bo3bo$398bo$399bobo20$243bobo$243b2o$244bo4$
255b2o$256b2o91bobo$255bo96bo$348bo3bo$352bo$349bo2bo$350b3o14$231b2o$
230bo2bo$231bobo$232bo$211bobo14bo$211b2o16b2o$212bo17bo2$228bo$229b2o
3$399b3o$399bo2bo$399bo$399bo3bo$399bo$400bobo2$218bo$216b2o$217b2o13$
179bobo$179b2o$180bo2$176bo$176b2o$175bobo2$348bobo$351bo$347bo3bo$
351bo$348bo2bo$349b3o17$167b2o$166bo2bo$167bobo$168bo$164bo$165b2o$
146bo19bo$146b2o$145bobo16bo$165b2o2$400b3o$400bo2bo$400bo$400bo3bo$
400bo$401bobo3$154bo$152b2o$153b2o17$116bo$116b2o229bobo$115bobo232bo$
346bo3bo$350bo$347bo2bo$348b3o5$122bo$120b2o$121b2o19$86bo$86b2o$85bob
o2$401b3o$401bo2bo$401bo$401bo3bo$401bo$90bo311bobo$88b2o$89b2o$70bo3b
o$71bo3bo$67bo3b2o2bo$66bobo$66bo2bo$67b2o13$346bobo$349bo$345bo3bo$
349bo$346bo2bo$347b3o4$46bobo9bo$46b2o8b2o$47bo9b2o9$718b5o$657b5o55bo
4bo$596b5o55bo4bo60bo$535b5o55bo4bo60bo55bo3bo$474b5o55bo4bo60bo55bo3b
o58bo$413b5o55bo4bo60bo55bo3bo58bo$352b5o55bo4bo60bo55bo3bo58bo$291b5o
55bo4bo60bo55bo3bo58bo$230b5o55bo4bo60bo55bo3bo58bo246b2o$169b5o55bo4b
o60bo55bo3bo58bo308b2o$108b5o55bo4bo60bo55bo3bo58bo368bo$47b5o55bo4bo
60bo55bo3bo58bo$46bo4bo60bo55bo3bo58bo$51bo55bo3bo58bo$46bo3bo58bo$48b
o2$402b3o$402bo2bo$402bo$15b2o385bo3bo$14bo2bo384bo$15bobo385bobo$16bo
$12bo$13b2o$14bo2$12bo685b2o$13b2o682bo2bo$698bobo$699bo$695bo$696b2o$
697bo2$695bo$696b2o2$2bo$2o$b2o342bobo$348bo$344bo3bo$348bo$345bo2bo$
346b3o$685bo$683b2o$684b2o5$14bo$12bo3bo60bo$11bo63bo3bo60bo$11bo4bo
57bo63bo3bo60bo$11b5o58bo4bo57bo63bo3bo60bo$74b5o58bo4bo57bo63bo3bo60b
o$137b5o58bo4bo57bo63bo3bo60bo$200b5o58bo4bo57bo63bo3bo60bo$263b5o58bo
4bo57bo63bo3bo60bo$326b5o58bo4bo57bo63bo3bo60bo$389b5o58bo4bo57bo63bo
3bo60bo$452b5o58bo4bo57bo63bo3bo$515b5o58bo4bo57bo$578b5o58bo4bo$641b
5o10$642b2o$641bo2bo$403b3o236bobo$403bo2bo236bo$403bo235bo$403bo3bo
232b2o$403bo237bo$404bobo$639bo$640b2o3$647bo$647b2o$646bobo5$629bo$
627b2o$628b2o3$344bobo$347bo$343bo3bo$347bo$344bo2bo$345b3o15$617bo$
617b2o$616bobo3$597bo$595b2o$596b2o14$404b3o$404bo2bo$404bo$404bo3bo$
404bo$405bobo6$587bo$587b2o$586bobo$565bo$563b2o$564b2o4$343bobo$346bo
$342bo3bo$346bo224bo3bo$343bo2bo225bo3bo$344b3o221bo3b2o2bo$567bobo$
567bo2bo$568b2o35$405b3o$405bo2bo104b2o$405bo108b2o$405bo3bo103bo$405b
o$406bobo11$519bo$519b2o$342bobo173bobo$345bo$341bo3bo$345bo$342bo2bo$
343b3o5$503bo3bo$504bo3bo$500bo3b2o2bo$499bobo$499bo2bo$483b2o15b2o$
484b2o$483bo20$479bobo$479b2o$480bo6$406b3o$406bo2bo$406bo46b2o$406bo
3bo43b2o$406bo46bo$407bobo11$341bobo$344bo$340bo3bo$344bo$341bo2bo$
342b3o$429b2o16bobo$428bo2bo15b2o$429bobo16bo$430bo$426bo$427b2o$428bo
2$426bo$427b2o10$416bo$414b2o$415b2o9$415bobo$415b2o$416bo4$403b2o$
404b2o$403bo17$340bobo$343bo35b2o$339bo3bo34bo2bo$343bo35bobo$340bo2bo
36bo$341b3o32bo$377b2o$378bo2$376bo$377b2o10$366bo$364b2o$365b2o!

[NimbleRogue]

A cool looking gun

Code: Select all

x = 4, y = 4, rule = B2in3aijqr4ikqtz5r6i8/S2aek3-ae4ceit5cek6ei7e
2bo$3bo$o2bo$2b2o!

[Period1GliderGun]

A puffer tagalong for a glider in a rule 3 transitions from Life:

Code: Select all

x = 6, y = 6, rule = B2n3-q/S234t
2o$obo$o$3bo$4b2o$4b2o!

A (6, 1)c/21 spaceship in a rule 1 transition from tDryLife:

Code: Select all

x = 5, y = 5, rule = B3-c7/S2-i34q
2b2o$bo2bo$2ob2o$bob2o$b2o!

Its MTFL rule is B3-c7e/S2-i34q.

EDIT: A (2, 1)c/10 in a rule 2 transitions from tlife:

Code: Select all

x = 5, y = 10, rule = B3-e4r/S2-i34q
b2o$o2b2o$2ob2o$2ob2o$b2o$bobo4$2bo!

[C_R_116]

This rule contains a fake Pentadecathlon.

Code: Select all

x = 5, y = 10, rule = B3-cn4acw6/S23ajkny4-anq6-i
2bo$bobo$o3bo$o3bo$o3bo$o3bo$o3bo$o3bo$bobo$2bo!

Two fake PD's hassling X-Pentomino

Code: Select all

x = 19, y = 13, rule = B3-cn4acw6/S23ajkny4-anq6-i
2bo$bobo$o3bo$o3bo11bo$o3bo10bobo$o3bo4bo4bo3bo$o3bo3b3o3bo3bo$o3bo4bo
4bo3bo$bobo10bo3bo$2bo11bo3bo$14bo3bo$15bobo$16bo!

[Naszvadi]

A cool looking gun

Code: Select all

x = 4, y = 4, rule = B2in3aijqr4ikqtz5r6i8/S2aek3-ae4ceit5cek6ei7e
2bo$3bo$o2bo$2b2o!

This rule is rich in natural puffers, rakes and guns, here is a corderized one with 4c/122 orthogonal speed:

Code: Select all

#C [[ TRACK 0 -4/122 ]]
x = 106, y = 83, rule = B2in3aijqr4ikqtz5r6i8/S2aek3-ae4ceit5cek6ei7e
36bo32bo$36b2o30b2o$35bobo30bobo$33bob2o32b2obo$35bo34bo23$5b2o92b2o$
4bob2o90b2obo$3b3o94b3o2$4bo96bo7$25bo2bo48bo2bo$24bo3bo48bo3bo$23bo3b
o50bo3bo$23bo4bo48bo4bo$23b2obob2o46b2obob2o$25bo2bo48bo2bo$25b2o52b2o
16$2bo100bo$b3o98b3o$2o2bo96bo2b2o$o3b2o94b2o3bo$2o102b2o4$29bo46bo$
28b3o44b3o$27bo2bo44bo2bo2$27bo50bo4$20bo64bo$18bo2b2o2bo54bo2b2o2bo$
15bo2b2obo4bo52bo4bob2o2bo$14b2o2b3o2bo2bo52bo2bo2b3o2b2o$13b2obo2bobo
3b2o52b2o3bobo2bob2o$14b2o4bo3bo56bo3bo4b2o$15bo4b3o60b3o4bo!

A P110 gun:

Code: Select all

x = 348, y = 178, rule = B2in3aijqr4ikqtz5r6i8/S2aek3-ae4ceit5cek6ei7e
166b2o5bo$164b2ob2o4b2o$107bo56bob2o$106b3o55b3obo$106bob2o57b2o$108b
2o$109bo$106bo2bo$109bo$107bo11$192bo$191b3o$190bo$95bo6b2o85b2o2b2o$
95bo4b2o2bo85bobobo$94bobo3b2o90b2o$93b2obo4b2obo$93bo2bo6bo$94b3o3$
181b4o$180b3o$179b2obo$180bo4bo$181b4o$182bo$190b3o$188bo2b3o$188bo4bo
$188bobob2o$188b3obo$31bo156b2o2bo$29b2o158b3o$28bo161bo$28b3o3$223bo$
222b3o37bo$221b2ob2o$223b2o36b3o$224bobo35bob2o$17bobo207bo35b2o$15b4o
bo51b2o151bob3o$14bo2bob2o48b4obo149bo2b3obo$14bo2bo51bo2b3o149bobo4b
2o$14b2o2bo50bob2obo149b2o2bob2o43b2o2bo$16b2o52b2obo2bo148b2o3bo44b2o
$72b2o2bo148b5o46b2o$74bo152bo$276b2obo$276b2obo$277b3o$278bo5$2b2o$4b
o$bobo$bobo$b2o4$290bo$288bob2o$290bobo$291b2o$291bo10$279b2o13b3o7bo$
279b2o12bob2o6b4o$279b3o11bo3bo4b3obo$279b3o11bo3bo5bo2bo$278b3o13b3o
6b3o$278b2o8$b2o314bo$2obo$2b3o311b3o$317bob2o$3bo314b2o5$276b3o$276bo
bo$21bo2bo251bo$275bo2bo$23bo49b2o150b3o49bo$16bo54b2obo149b2ob2o46b2o
$15b2o53bobobo149bob2ob2o43b2obobo$14b2obobo49b2o153b2o4bo$15bob5o48b
3o151b3ob3o$16bo207bobobo$17b2obo204bo36b2o$19bo203b3o35bobo$221bobo
37bobo$221bobo36bo$221b3o37b2o4$29bob2o$28b3o314bo$28bob2o156b3o152bob
2o$188bobo154bobo$188b2obo154b2o$187bo3bo154bo$187b3o2bo$188b5o3$180b
3o$179bo2b2o$179bo3b2o$179b2o2b2o$181b2o4$94bo5b2o$93b3o4b3o$93bo6bob
2o87bo$94bobo4b2o86b4o$95b2o4bo87bob3o$189bo2bo$190b3o12$106b3o$105b2o
b2o$104bobob2o$104bo3bo$105bo2bo$105b3o58bo$164bob2o$163b2obo$164bobo
5b2o$165b2o5bo$173bo!

[confocaloid]

A cool looking gun

Code: Select all

x = 4, y = 4, rule = B2in3aijqr4ikqtz5r6i8/S2aek3-ae4ceit5cek6ei7e
2bo$3bo$o2bo$2b2o!

This gun is crazy. After some attempts to convince myself that the spaceships do not interact (so this is indeed a gun), I made this ruletable, where consecutive spaceships get different colours:

Code: Select all

x = 78, y = 94, rule = test_2658a21ee5dd264f0bb60787cd560b50
64.C$63.3C$62.2C.C15$71.2C$70.C3.2C$70.C2.2C$70.3C3.2C$75.C6$65.2C$
65.2C4$60.2C$60.2C27$4.A$3.3A$2.2A.A15$11.2A$10.A3.2A$10.A2.2A$10.3A
3.2A$15.A6$5.2A$5.2A4$2A$2A!

@RULE test_2658a21ee5dd264f0bb60787cd560b50

Base isotropic rule: B2in3aijqr4ikqtz5r6i8/S2aek3-ae4ceit5cek6ei7e
With alive cellstates 1, 2, 3, 4, all patterns should work unchanged.
The added rules are:
* If a cell is born from state-1 cells and no other adjacent alive states, the new cell becomes state-1.
* If a cell is born with at least one adjacent cell of each of cellstates 2, 3, 4, the new cell becomes state-1.
* Otherwise, when deciding the state of a newborn cell, each of cellstates 2, 3, 4 "wins" over the previous cellstate in the cyclic sequence. Each of cellstates 2, 3, 4 "wins" over state 1.
* D8 makes cellstate 5 rather than 0.
* A state-5 cell, and every diagonal neighbour of a state-5 cell, becomes state-6 on the next tick, unless the cell goes alive on the next tick according to the normal rules.
* When a state-5 cell or a state-6 cell goes alive, it becomes state-1 if it would become state-1 anyway. Otherwise it gets the next cellstate in the cyclic sequence (3 instead of 2, 4 instead of 3, 2 instead of 4).

@COLORS
0    0    0    0
1  255  255  255
2  255    0    0
3    0  255    0
4    0    0  255
5  128  128  128
6  160  160  160

@TABLE
n_states:7
neighborhood:Moore
symmetries:rotate4reflect

var A  = {1,2,3,4}
var B  = {0,5,6}
var K  = {1,2,4}
var L  = {1,2,3}
var M  = {1,3,4}
var Q1 = {1}
var Q2 = {1,2}
var Q3 = {1,3}
var Q4 = {1,4}
var Q5 = {5,6}
var X  = {0,1,2,3,4,5,6}

var A1 = A
var A2 = A
var A3 = A
var A4 = A
var A5 = A
var A6 = A
var A7 = A
var A8 = A

var B1 = B
var B2 = B
var B3 = B
var B4 = B
var B5 = B
var B6 = B
var B7 = B
var B8 = B

var K1 = K
var K2 = K
var K3 = K
var K4 = K
var K5 = K
var K6 = K
var K7 = K
var K8 = K

var L1 = L
var L2 = L
var L3 = L
var L4 = L
var L5 = L
var L6 = L
var L7 = L
var L8 = L

var M1 = M
var M2 = M
var M3 = M
var M4 = M
var M5 = M
var M6 = M
var M7 = M
var M8 = M

var X1 = X
var X2 = X
var X3 = X
var X4 = X
var X5 = X
var X6 = X
var X7 = X
var X8 = X

# birth from 1
B, Q1,B2,B3,B4,Q1,B6,B7,B8, 1
B, B1,Q1,B3,B4,B5,Q1,B7,B8, 1
B, Q1,Q1,Q1,B4,B5,B6,B7,B8, 1
B, Q1,Q1,B3,B4,B5,B6,B7,Q1, 1
B, Q1,B2,Q1,Q1,B5,B6,B7,B8, 1
B, Q1,Q1,B3,B4,B5,Q1,B7,B8, 1
B, Q1,Q1,B3,B4,Q1,B6,B7,B8, 1
B, Q1,Q1,B3,Q1,Q1,B6,B7,B8, 1
B, Q1,B2,Q1,Q1,B5,Q1,B7,B8, 1
B, Q1,Q1,Q1,B4,B5,Q1,B7,B8, 1
B, Q1,Q1,B3,B4,Q1,B6,B7,Q1, 1
B, Q1,Q1,B3,B4,Q1,Q1,B7,B8, 1
B, B1,B2,Q1,Q1,B5,Q1,Q1,Q1, 1
B, B1,Q1,Q1,Q1,B5,Q1,Q1,Q1, 1
B, Q1,Q1,Q1,Q1,Q1,Q1,Q1,Q1, 1

# birth from 2: 0 -> 2
0, Q2,B2,B3,B4,Q2,B6,B7,B8, 2
0, B1,Q2,B3,B4,B5,Q2,B7,B8, 2
0, Q2,Q2,Q2,B4,B5,B6,B7,B8, 2
0, Q2,Q2,B3,B4,B5,B6,B7,Q2, 2
0, Q2,B2,Q2,Q2,B5,B6,B7,B8, 2
0, Q2,Q2,B3,B4,B5,Q2,B7,B8, 2
0, Q2,Q2,B3,B4,Q2,B6,B7,B8, 2
0, Q2,Q2,B3,Q2,Q2,B6,B7,B8, 2
0, Q2,B2,Q2,Q2,B5,Q2,B7,B8, 2
0, Q2,Q2,Q2,B4,B5,Q2,B7,B8, 2
0, Q2,Q2,B3,B4,Q2,B6,B7,Q2, 2
0, Q2,Q2,B3,B4,Q2,Q2,B7,B8, 2
0, B1,B2,Q2,Q2,B5,Q2,Q2,Q2, 2
0, B1,Q2,Q2,Q2,B5,Q2,Q2,Q2, 2
0, Q2,Q2,Q2,Q2,Q2,Q2,Q2,Q2, 2

# birth from 2: 5, 6 -> 3
Q5, Q2,B2,B3,B4,Q2,B6,B7,B8, 3
Q5, B1,Q2,B3,B4,B5,Q2,B7,B8, 3
Q5, Q2,Q2,Q2,B4,B5,B6,B7,B8, 3
Q5, Q2,Q2,B3,B4,B5,B6,B7,Q2, 3
Q5, Q2,B2,Q2,Q2,B5,B6,B7,B8, 3
Q5, Q2,Q2,B3,B4,B5,Q2,B7,B8, 3
Q5, Q2,Q2,B3,B4,Q2,B6,B7,B8, 3
Q5, Q2,Q2,B3,Q2,Q2,B6,B7,B8, 3
Q5, Q2,B2,Q2,Q2,B5,Q2,B7,B8, 3
Q5, Q2,Q2,Q2,B4,B5,Q2,B7,B8, 3
Q5, Q2,Q2,B3,B4,Q2,B6,B7,Q2, 3
Q5, Q2,Q2,B3,B4,Q2,Q2,B7,B8, 3
Q5, B1,B2,Q2,Q2,B5,Q2,Q2,Q2, 3
Q5, B1,Q2,Q2,Q2,B5,Q2,Q2,Q2, 3
Q5, Q2,Q2,Q2,Q2,Q2,Q2,Q2,Q2, 3

# birth from 3: 0 -> 3
0, Q3,B2,B3,B4,Q3,B6,B7,B8, 3
0, B1,Q3,B3,B4,B5,Q3,B7,B8, 3
0, Q3,Q3,Q3,B4,B5,B6,B7,B8, 3
0, Q3,Q3,B3,B4,B5,B6,B7,Q3, 3
0, Q3,B2,Q3,Q3,B5,B6,B7,B8, 3
0, Q3,Q3,B3,B4,B5,Q3,B7,B8, 3
0, Q3,Q3,B3,B4,Q3,B6,B7,B8, 3
0, Q3,Q3,B3,Q3,Q3,B6,B7,B8, 3
0, Q3,B2,Q3,Q3,B5,Q3,B7,B8, 3
0, Q3,Q3,Q3,B4,B5,Q3,B7,B8, 3
0, Q3,Q3,B3,B4,Q3,B6,B7,Q3, 3
0, Q3,Q3,B3,B4,Q3,Q3,B7,B8, 3
0, B1,B2,Q3,Q3,B5,Q3,Q3,Q3, 3
0, B1,Q3,Q3,Q3,B5,Q3,Q3,Q3, 3
0, Q3,Q3,Q3,Q3,Q3,Q3,Q3,Q3, 3

# birth from 3: 5, 6 -> 4
Q5, Q3,B2,B3,B4,Q3,B6,B7,B8, 4
Q5, B1,Q3,B3,B4,B5,Q3,B7,B8, 4
Q5, Q3,Q3,Q3,B4,B5,B6,B7,B8, 4
Q5, Q3,Q3,B3,B4,B5,B6,B7,Q3, 4
Q5, Q3,B2,Q3,Q3,B5,B6,B7,B8, 4
Q5, Q3,Q3,B3,B4,B5,Q3,B7,B8, 4
Q5, Q3,Q3,B3,B4,Q3,B6,B7,B8, 4
Q5, Q3,Q3,B3,Q3,Q3,B6,B7,B8, 4
Q5, Q3,B2,Q3,Q3,B5,Q3,B7,B8, 4
Q5, Q3,Q3,Q3,B4,B5,Q3,B7,B8, 4
Q5, Q3,Q3,B3,B4,Q3,B6,B7,Q3, 4
Q5, Q3,Q3,B3,B4,Q3,Q3,B7,B8, 4
Q5, B1,B2,Q3,Q3,B5,Q3,Q3,Q3, 4
Q5, B1,Q3,Q3,Q3,B5,Q3,Q3,Q3, 4
Q5, Q3,Q3,Q3,Q3,Q3,Q3,Q3,Q3, 4

# birth from 4: 0 -> 4
0, Q4,B2,B3,B4,Q4,B6,B7,B8, 4
0, B1,Q4,B3,B4,B5,Q4,B7,B8, 4
0, Q4,Q4,Q4,B4,B5,B6,B7,B8, 4
0, Q4,Q4,B3,B4,B5,B6,B7,Q4, 4
0, Q4,B2,Q4,Q4,B5,B6,B7,B8, 4
0, Q4,Q4,B3,B4,B5,Q4,B7,B8, 4
0, Q4,Q4,B3,B4,Q4,B6,B7,B8, 4
0, Q4,Q4,B3,Q4,Q4,B6,B7,B8, 4
0, Q4,B2,Q4,Q4,B5,Q4,B7,B8, 4
0, Q4,Q4,Q4,B4,B5,Q4,B7,B8, 4
0, Q4,Q4,B3,B4,Q4,B6,B7,Q4, 4
0, Q4,Q4,B3,B4,Q4,Q4,B7,B8, 4
0, B1,B2,Q4,Q4,B5,Q4,Q4,Q4, 4
0, B1,Q4,Q4,Q4,B5,Q4,Q4,Q4, 4
0, Q4,Q4,Q4,Q4,Q4,Q4,Q4,Q4, 4

# birth from 4: 5, 6 -> 2
Q5, Q4,B2,B3,B4,Q4,B6,B7,B8, 2
Q5, B1,Q4,B3,B4,B5,Q4,B7,B8, 2
Q5, Q4,Q4,Q4,B4,B5,B6,B7,B8, 2
Q5, Q4,Q4,B3,B4,B5,B6,B7,Q4, 2
Q5, Q4,B2,Q4,Q4,B5,B6,B7,B8, 2
Q5, Q4,Q4,B3,B4,B5,Q4,B7,B8, 2
Q5, Q4,Q4,B3,B4,Q4,B6,B7,B8, 2
Q5, Q4,Q4,B3,Q4,Q4,B6,B7,B8, 2
Q5, Q4,B2,Q4,Q4,B5,Q4,B7,B8, 2
Q5, Q4,Q4,Q4,B4,B5,Q4,B7,B8, 2
Q5, Q4,Q4,B3,B4,Q4,B6,B7,Q4, 2
Q5, Q4,Q4,B3,B4,Q4,Q4,B7,B8, 2
Q5, B1,B2,Q4,Q4,B5,Q4,Q4,Q4, 2
Q5, B1,Q4,Q4,Q4,B5,Q4,Q4,Q4, 2
Q5, Q4,Q4,Q4,Q4,Q4,Q4,Q4,Q4, 2

# birth from 2/4: 0 -> 2
0, K1,B2,B3,B4,K5,B6,B7,B8, 2
0, B1,K2,B3,B4,B5,K6,B7,B8, 2
0, K1,K2,K3,B4,B5,B6,B7,B8, 2
0, K1,K2,B3,B4,B5,B6,B7,K8, 2
0, K1,B2,K3,K4,B5,B6,B7,B8, 2
0, K1,K2,B3,B4,B5,K6,B7,B8, 2
0, K1,K2,B3,B4,K5,B6,B7,B8, 2
0, K1,K2,B3,K4,K5,B6,B7,B8, 2
0, K1,B2,K3,K4,B5,K6,B7,B8, 2
0, K1,K2,K3,B4,B5,K6,B7,B8, 2
0, K1,K2,B3,B4,K5,B6,B7,K8, 2
0, K1,K2,B3,B4,K5,K6,B7,B8, 2
0, B1,B2,K3,K4,B5,K6,K7,K8, 2
0, B1,K2,K3,K4,B5,K6,K7,K8, 2
0, K1,K2,K3,K4,K5,K6,K7,K8, 2

# birth from 2/4: 5, 6 -> 3
Q5, K1,B2,B3,B4,K5,B6,B7,B8, 3
Q5, B1,K2,B3,B4,B5,K6,B7,B8, 3
Q5, K1,K2,K3,B4,B5,B6,B7,B8, 3
Q5, K1,K2,B3,B4,B5,B6,B7,K8, 3
Q5, K1,B2,K3,K4,B5,B6,B7,B8, 3
Q5, K1,K2,B3,B4,B5,K6,B7,B8, 3
Q5, K1,K2,B3,B4,K5,B6,B7,B8, 3
Q5, K1,K2,B3,K4,K5,B6,B7,B8, 3
Q5, K1,B2,K3,K4,B5,K6,B7,B8, 3
Q5, K1,K2,K3,B4,B5,K6,B7,B8, 3
Q5, K1,K2,B3,B4,K5,B6,B7,K8, 3
Q5, K1,K2,B3,B4,K5,K6,B7,B8, 3
Q5, B1,B2,K3,K4,B5,K6,K7,K8, 3
Q5, B1,K2,K3,K4,B5,K6,K7,K8, 3
Q5, K1,K2,K3,K4,K5,K6,K7,K8, 3

# birth from 2/3: 0 -> 3
0, L1,B2,B3,B4,L5,B6,B7,B8, 3
0, B1,L2,B3,B4,B5,L6,B7,B8, 3
0, L1,L2,L3,B4,B5,B6,B7,B8, 3
0, L1,L2,B3,B4,B5,B6,B7,L8, 3
0, L1,B2,L3,L4,B5,B6,B7,B8, 3
0, L1,L2,B3,B4,B5,L6,B7,B8, 3
0, L1,L2,B3,B4,L5,B6,B7,B8, 3
0, L1,L2,B3,L4,L5,B6,B7,B8, 3
0, L1,B2,L3,L4,B5,L6,B7,B8, 3
0, L1,L2,L3,B4,B5,L6,B7,B8, 3
0, L1,L2,B3,B4,L5,B6,B7,L8, 3
0, L1,L2,B3,B4,L5,L6,B7,B8, 3
0, B1,B2,L3,L4,B5,L6,L7,L8, 3
0, B1,L2,L3,L4,B5,L6,L7,L8, 3
0, L1,L2,L3,L4,L5,L6,L7,L8, 3

# birth from 2/3: 5, 6 -> 4
Q5, L1,B2,B3,B4,L5,B6,B7,B8, 4
Q5, B1,L2,B3,B4,B5,L6,B7,B8, 4
Q5, L1,L2,L3,B4,B5,B6,B7,B8, 4
Q5, L1,L2,B3,B4,B5,B6,B7,L8, 4
Q5, L1,B2,L3,L4,B5,B6,B7,B8, 4
Q5, L1,L2,B3,B4,B5,L6,B7,B8, 4
Q5, L1,L2,B3,B4,L5,B6,B7,B8, 4
Q5, L1,L2,B3,L4,L5,B6,B7,B8, 4
Q5, L1,B2,L3,L4,B5,L6,B7,B8, 4
Q5, L1,L2,L3,B4,B5,L6,B7,B8, 4
Q5, L1,L2,B3,B4,L5,B6,B7,L8, 4
Q5, L1,L2,B3,B4,L5,L6,B7,B8, 4
Q5, B1,B2,L3,L4,B5,L6,L7,L8, 4
Q5, B1,L2,L3,L4,B5,L6,L7,L8, 4
Q5, L1,L2,L3,L4,L5,L6,L7,L8, 4

# birth from 3/4: 0 -> 4
0, M1,B2,B3,B4,M5,B6,B7,B8, 4
0, B1,M2,B3,B4,B5,M6,B7,B8, 4
0, M1,M2,M3,B4,B5,B6,B7,B8, 4
0, M1,M2,B3,B4,B5,B6,B7,M8, 4
0, M1,B2,M3,M4,B5,B6,B7,B8, 4
0, M1,M2,B3,B4,B5,M6,B7,B8, 4
0, M1,M2,B3,B4,M5,B6,B7,B8, 4
0, M1,M2,B3,M4,M5,B6,B7,B8, 4
0, M1,B2,M3,M4,B5,M6,B7,B8, 4
0, M1,M2,M3,B4,B5,M6,B7,B8, 4
0, M1,M2,B3,B4,M5,B6,B7,M8, 4
0, M1,M2,B3,B4,M5,M6,B7,B8, 4
0, B1,B2,M3,M4,B5,M6,M7,M8, 4
0, B1,M2,M3,M4,B5,M6,M7,M8, 4
0, M1,M2,M3,M4,M5,M6,M7,M8, 4

# birth from 3/4: 5, 6 -> 2
Q5, M1,B2,B3,B4,M5,B6,B7,B8, 2
Q5, B1,M2,B3,B4,B5,M6,B7,B8, 2
Q5, M1,M2,M3,B4,B5,B6,B7,B8, 2
Q5, M1,M2,B3,B4,B5,B6,B7,M8, 2
Q5, M1,B2,M3,M4,B5,B6,B7,B8, 2
Q5, M1,M2,B3,B4,B5,M6,B7,B8, 2
Q5, M1,M2,B3,B4,M5,B6,B7,B8, 2
Q5, M1,M2,B3,M4,M5,B6,B7,B8, 2
Q5, M1,B2,M3,M4,B5,M6,B7,B8, 2
Q5, M1,M2,M3,B4,B5,M6,B7,B8, 2
Q5, M1,M2,B3,B4,M5,B6,B7,M8, 2
Q5, M1,M2,B3,B4,M5,M6,B7,B8, 2
Q5, B1,B2,M3,M4,B5,M6,M7,M8, 2
Q5, B1,M2,M3,M4,B5,M6,M7,M8, 2
Q5, M1,M2,M3,M4,M5,M6,M7,M8, 2

# otherwise birth to state 1
B, A1,B2,B3,B4,A5,B6,B7,B8, 1
B, B1,A2,B3,B4,B5,A6,B7,B8, 1
B, A1,A2,A3,B4,B5,B6,B7,B8, 1
B, A1,A2,B3,B4,B5,B6,B7,A8, 1
B, A1,B2,A3,A4,B5,B6,B7,B8, 1
B, A1,A2,B3,B4,B5,A6,B7,B8, 1
B, A1,A2,B3,B4,A5,B6,B7,B8, 1
B, A1,A2,B3,A4,A5,B6,B7,B8, 1
B, A1,B2,A3,A4,B5,A6,B7,B8, 1
B, A1,A2,A3,B4,B5,A6,B7,B8, 1
B, A1,A2,B3,B4,A5,B6,B7,A8, 1
B, A1,A2,B3,B4,A5,A6,B7,B8, 1
B, B1,B2,A3,A4,B5,A6,A7,A8, 1
B, B1,A2,A3,A4,B5,A6,A7,A8, 1
B, A1,A2,A3,A4,A5,A6,A7,A8, 1

# D0..D7 to state 0, D8 to state 5
A, B1,B2,B3,B4,B5,B6,B7,B8, 0
A, B1,A2,B3,B4,B5,B6,B7,B8, 0
A, A1,B2,B3,B4,B5,B6,B7,B8, 0
A, B1,A2,B3,A4,B5,B6,B7,B8, 0
A, A1,B2,B3,B4,A5,B6,B7,B8, 0
A, B1,A2,B3,B4,B5,A6,B7,B8, 0
A, A1,B2,A3,B4,A5,B6,B7,B8, 0
A, A1,A2,A3,B4,B5,B6,B7,B8, 0
A, A1,B2,A3,A4,B5,A6,B7,B8, 0
A, A1,A2,A3,A4,B5,B6,B7,B8, 0
A, A1,A2,B3,A4,B5,B6,B7,A8, 0
A, A1,A2,B3,A4,B5,A6,B7,B8, 0
A, A1,A2,A3,B4,B5,A6,B7,B8, 0
A, A1,B2,A3,B4,A5,A6,B7,B8, 0
A, A1,B2,A3,A4,A5,B6,B7,B8, 0
A, A1,B2,A3,A4,B5,B6,B7,A8, 0
A, A1,A2,B3,B4,A5,A6,B7,B8, 0
A, B1,B2,B3,A4,A5,A6,A7,A8, 0
A, B1,B2,A3,A4,A5,A6,A7,B8, 0
A, B1,B2,A3,B4,A5,A6,A7,A8, 0
A, B1,A2,A3,B4,A5,B6,A7,A8, 0
A, B1,B2,A3,A4,A5,B6,A7,A8, 0
A, B1,A2,B3,B4,A5,A6,A7,A8, 0
A, B1,B2,A3,A4,B5,A6,A7,A8, 0
A, A1,B2,A3,B4,A5,A6,A7,A8, 0
A, B1,A2,A3,B4,A5,A6,A7,A8, 0
A, B1,B2,A3,A4,A5,A6,A7,A8, 0
A, A1,B2,A3,A4,A5,B6,A7,A8, 0
A, A1,B2,A3,A4,A5,A6,A7,A8, 0
A, A1,A2,A3,A4,A5,A6,A7,A8, 5

# 5 -> 6; 0 diagonally adjacent to 5 -> 6
5, X1,X2,X3,X4,X5,X6,X7,X8, 6
0, X1, 5,X3,X4,X5,X6,X7,X8, 6
0, X1,X2,X3, 5,X5,X6,X7,X8, 6
0, X1,X2,X3,X4,X5, 5,X7,X8, 6
0, X1,X2,X3,X4,X5,X6,X7, 5, 6

This uses the fact that the gun is endemic, but the spaceships are not (the S8 condition is optional for the spaceship).

Edit (unrelated):

Code: Select all

x = 217, y = 86, rule = R3,C0,S2-3,B3,NW0000100001000010000100000000010000100001000010000
o$3bo2$4bo$2bo$o2$17bo$20bo2$21bo$19bo$17bo2$34bo$37bo2$38bo$36bo$34bo
2$51bo$54bo2$55bo$53bo$51bo2$68bo$71bo2$72bo$70bo$68bo5$99bo$97bo$100b
o$98bo8$128bo$126bo$129bo$127bo8$157bo$155bo$158bo$156bo8$186bo$184bo$
187bo$185bo8$215bo$213bo$216bo$214bo!

Naturally occurring (3,1)c/4 oblique spaceships sometimes pass through still lifes made out of dots, and sometimes collide with identical still lifes

YOU GOOSE.
this should perhaps be on the troll thread...

Well, at least this improves over some previous variations in that it allows to fit exactly five times as many things as you could before.

[hotcrystal0]

This rule is kind of like Bazaar.

Code: Select all

x = 32, y = 33, rule = B2in3ainqy4c7c/S23-a4acitz
7bo3bo2b2o5bob2ob2obo$5b2o2b5ob2obob8obo$5b3o3b3o2bob3o2bo2bob2o$6bob
o2bobo3bob2o6bo2bo$5bobobo4bob10o3b2o$6b3obo3bo2b3o2bo4bo$7b3obo3b2o2b
obobob3ob3o$8bo2b2o3bo2b2obobob6o$7b2obo2bo5b2ob2o2bo2b3o$6bo2bo2b4o3b
obo2bobobo2bo$5bob3o2b7o2bobo2b3o$7bob4ob2obo3bo2b3obo2bo$7bob2o2b6ob
obo2b2o3b2o$5bobobo3bobob3o4bobo2b2o$8bob2o4b2obobob3o2bo2bo$5b2o3bo3b
ob2o4bob3o2b3o$7bo3b2o3b2obo2bo4b5o$bo3bob3ob2obob2o3b2obo5bo$obo5bo2b
o2b2o2b4o2bob4obo$bo3b2o3bo2bobo2b5ob3o4bo$7b2obo2b3ob2obob2o3bob3o$5b
ob3obo4b3ob3ob2obobo$5bo2b2o3b2ob2o2b2o2bo5bo$5b2o2b5obo4b2ob2ob2o$5b
2ob2ob2ob3ob3obo2bob2o2bo$5bo5bo5b5ob4o2bo$5bob2o2bo4b2o5b3o3b2o$6bo2b
3o4b3o4bob2obo$7bobob4o2b3o5b3o3bo$7bo2b3ob4obo3b2o2b2o$5b2o2b2o2bo2b
9o2b5o$5b2obo4bo2bo2bo2b2obo2b2o$5b2o8bobobo2b2o2b2obobo!

[breaker's glider gun]

Code: Select all

x = 217, y = 86, rule = R3,C0,S2-3,B3,NW0000100001000010000100000000010000100001000010000
o$3bo2$4bo$2bo$o2$17bo$20bo2$21bo$19bo$17bo2$34bo$37bo2$38bo$36bo$34bo
2$51bo$54bo2$55bo$53bo$51bo2$68bo$71bo2$72bo$70bo$68bo5$99bo$97bo$100b
o$98bo8$128bo$126bo$129bo$127bo8$157bo$155bo$158bo$156bo8$186bo$184bo$
187bo$185bo8$215bo$213bo$216bo$214bo!

Naturally occurring (3,1)c/4 oblique spaceships sometimes pass through still lifes made out of dots, and sometimes collide with identical still lifes

YOU GOOSE.
this should perhaps be on the troll thread...

[pzq_alex]

T to p13

Code: Select all

x = 3, y = 2, rule = B3-cnr4et/S2-ik34e5i6c
3o$bo!

[pipsqueek]

a (19,7)c/74 puffer stabilized into a spaceship

Code: Select all

#C [[ TRACK 19/74 7/74 ]]
x = 108, y = 98, rule = B34kt5ery/S2aek34eiky7e8
3b2o$b3o$b3o2$23b2o$o22b2o$o5$42b2o43bo$42b2o42b3o$85b2ob2o$84bo3b2o$
84b2obo2bo$87b4o$86bob2o$61b2o$61b2o3$19bo$38b2o7b2o$18b3o16bo2bo4bo2b
o$18b2o18bobo4bo3bo30b2o$17bobo18bobo5b3o31b2o3bo$19bo19b2o6b3o36bo$
18b2o70b3o$15bo2bo20b2o48bo2b2o$16b3o20bo13b2o33bo4bo$17bo35b2o35b2o$
53b2o29b2o$84b2o4bo$87bo2b2o$87bob3o$86b2obo$86b2o$87bobo$90bo$87bo2bo
$90bo$66b2o19bo2bo$66b2o22bo$87bo2bo$87bo2bo$87b3o4$84bobo$84b2obo$84b
ob2o$86b2o18bo$84b3o18b3o$83b3o18b2obo$84b2o19bobo$105b3o2$105b3o$105b
2o$102b2obo$103b3o$104bo5$82b2o$81b2o$82bob2o$83b3o$85bo15$102bo$101b
3o$100b2obo$101bobo$101b3o2$101b3o$101b2o$98b2obo$99b3o$100bo!

[NimbleRogue]

This rule is kind of like Bazaar.

Some things in related rules

Code: Select all

x = 138, y = 57, rule = B2in3ainqy4c7/S23-a4acitz
3$16bo$15b3o$14b2ob2o$15bo74bo6bo$16b2o71bobobobob2o$16bob2o70bobo3bob
2o$91bo5b2o$19bo70bo$18bo71bo$19bo71b2o$17b2o71b2obo$16bo2b2o70b3o$16b
o3bo71bo$17bo2bo$17b3o!

More oscillators in this one

Code: Select all

x = 7, y = 7, rule = B2in3ainqy4c6k7c/S23-a4acitz
3b3o$3bo2bo$2b2o2bo$2o2b3o$o2bo$bobo$b3o!

A ship

Code: Select all

x = 756, y = 199, rule = B2in3ainqy4c6c7c/S23-a4acitz
65$660bo$659bobo$660bo$660bo$661bobo$662bobo2b2o$665bob3o$662bo2bob2o$
662bo$663b2o$663bo$662b3o2$661bobo3$658b2ob2o$659b3o$660bo4$67b3o$67bo
bo224bo2bo$65b2o227b3o$65bo2bo226bo$65b2o!

Two crazy puffers a ship(rare), and a complex oscillator

Code: Select all

x = 673, y = 443, rule = B2in3ainqy4c6i7c/S23-a4acitz
40$28bo$27bobo$26b2o$27b2o2bo$29bob2o$29bobo2$29bobo$29bob2o$27b2o2bo$
26b2o$27bobo$28bo9$26bo4bo4b2o$25bobo2bo4bobo$24bobob2obo3bo2bo$23bobo
3b3obo2b3o13bo$24bo11bob2o11bobo$37b2o13bo32$500bo$499bobo$500bo13$
464bobo$463bobobo30bo$464bobo30bobo$465bo30bobobo$488bo8bobobo$487bobo
10bo$486bobo23bo$468bo18bo23bobobo$467bobo42bobobo$468bo44bobo$468bo
45bo$467bobo$468bobo31bo$466bo2bo20b2o9bobo$465bob2o20bobo10bo2bo$465b
2o11bo9bobo13b2o$477bobo9bo$478b2o$498bo$497bobo$498bobo$499bobo5bo$
500bo5bobo$507b2o$479bo4bo24bo$478bob2obob2o22bo$477bobo2bobo2bo20bo$
478bo3bobobo20bo$483bobo21b2o$482bobo$465bo17bo$464bobo15bobo$465bo17b
o21bo$464bobo37bobo$463bobo39bo$463bobo$464bo$525bo$444bo55bo23bobo$
443bobo53bobo21bobo$444bobo51bo3bo21bo$443bobo53b2o2bo$444bo56b2o$443b
o$443bo85bob2obo$444bo35bo5b2o2bo38b2o2bobo$445bo27bo5bobo3bo2b3o33b2o
2bo3bobo$443b3o26bobo3bobo5bobo34bobo3bobobo$473bobobo9bo36bo5bo$443bo
30bobo9bobo$444bo30bobo9bo$443bo30bobo56bo$475bo56bobo$484bo48bo$451bo
31bobo42bo$450bobo31bo7bo34bobo$451bo31bo7bobo34bobo$482bobo7bo23bobo
10bobo$483bo31bobobo10bo$516bobobo$515bobobo$514bobo$515bo2$483bobobo$
482bobobobo38bo25b3o$478bo4bobobo38bobo24bo2bo$477bobo6bobo36bobo25bo
2bo$478bo8bobo34bobo27bobo$488bo34bobo29b2o2b2o$446bo47bo29bobo28bob2o
2b2o$445bobo45bobo29bobo26bobo2bo4b2o$446bo45bobo31bo28bo5bob5o$493bo
68bo3b2o$469bo93b3obo$468bobo83b2o7bob2o$467bobo6bo46bo32bobo5bo$468bo
6bobo9bo34bobo32b3o7bo$474bobobo7bobo32bobo30bobo2b2o8bo$475bobo7bobo
26bo7bo32b2o2bo$486bo26bobo40b3o12bob3o$512bobo10bo31bo11bo4bobo$511bo
bo10bobo42b2o5bo$512bo10bobo24bo20b3ob2o$522bo26b3o6bo$521bo26bo2bob3o
bobo13b2o$469bo50bobo24b2o4b3obo$468bobo48bobobo24b4o5b2o$469bobo48bob
o12bo13bo3bobo$470bo63bobo19bo2bo$535bo14bo4bobo$556b2o$556b3o$551b2o
8b3o$548bo3bo8bobo$443b2o45bo73b2o$444bo44bobo51b2o3bob2o7b2obo2bo$
489b2o46bo4b3o2bob2obo6b2o2b3o$534b2o6b2ob2obo3bo$449bo70bo13bobo7bo2b
ob2o2bo$448bobo68bobo12b2o8bob3o3b2o$447bobo70bobo14bo5bo2b2o$448bo72b
o20bob2o$496bo4b2o3bo$495bobob2o2bobobo34bo2bo$468b2o24bobobo2bobo2bo
33bo$468bobo24bobo4b2o36bo4bob2o$443bo25bobo24bo44b2obo3bo$444bo25bo$
443bobo98bo2bo2b2o$444bo99b2o2bo2bo$511bo38b2o$510bobo16b2o16bobo$511b
o16bobo16b3o$494bo18b2o14bo$493b3o16bobo13bobo$446bo46bo2bo17b2o13bo$
443bobobo6bobo36bob2o16bo$444bobo7b2obobo35b2o13b2o3bo$443bo8b2o4b2o
51bob4o$451bobo59bob2o$452bo57bo3bo$453bo$454bo62bo$443bo9b2o61b3o$
443bo35b2obo4bo20b3o4b2ob2o$478bo4bo2bobo18b2o2bo4bobo$27bo40bo100bo9b
obo12bobobobo19bo11b2obo242bo2bo2b2obo17bo5bo5bo$86bo81bobo9bo14bobobo
34bo243b2o3bo3bo17b5o22bo$85bobo2bo76bobo26bobo281b2obob2o23bo20bobo$
86bob2obo76bo26bobobo284bobo19bob2o10b3o7bobo$87bo2bobo35bo67bobobob2o
302b2o2bo10b2o8bo$87bo3bo35bobo29bo39bo2bobo303b2o2bo$86bo39bobo29bobo
39bo2bo299bo5b3o$85bobo37bobo9bo19bobo11bo29b2o31bo267bobo5bo$86bo39bo
9bobo19bobo9bobo28bo31bobo2bo264bobo22bo$137bobo19bo9bobo31bo30bob2obo
262bobobob2o6bo12b2o$116bo21bo31bo25bo5b2o31bo2bo6bo255b2o2bobo2bo4bob
o4bob2obo2b2o$115bobo77bobo15bobo28bobo255bobo2bo2b2o2b2ob2o2bobob3ob
2o$89bo26bo66bo10bobo14b2obobo26bobo257bo3bob2o4b3o4bob3o2bo$88bobo24b
o66bobo10bo14bo2bobo28bobo255bo4b2o7bo8bo$89bo24bobo66bo27b2o32bo249bo
5bo$115bobo379bo2bobo$102bo11bobobo382b2o$101bobo8b2obobobo5bobo368bo
18bo$100bobo8bo2bo3bo5bobobo362b3o2b3o$101bo10bobo8bobobo362b2o5b2o$
113bo10bobobo362bo4bo$123bobo3bo52bo309bob2o$71bo52bo5bo13bo36bobo312b
o18bo$57bo12bobo22bo29bo3bo8bo4bobo36bo314bo$56bobo12bobo20bobo5bob2o
20bobobo6bobo4bobo350bo$57bobo12bobo20bobo3bobo2bo18bobobobo6bo6bo352b
2o$58bo14bo20bobo5bo4bo18bobobo366b2obo$45bo7bo40bo2bo9bo19bobobo366b
3o$44bobo5bobo40bo2bo7bo21bobo368bo$45bobo5bobo38b2obo7bobo19bobobo$
46bo7b2o40bo7bobo19bobobobo20bo$105bo21bobobo20bobo51bo$88bo37bobobo
14bo5bobobo49bobo$87bobo6b2o27bobobo14bobo5bobo36bo12bobobo$52bo35bobo
5bobo26bo2bobo14bobo3bobo36bobo12bobo$51bobo35bo7bo26bobo2bo16bo5bo38b
o14bo$52bo70bobo$53bo17bo52bo7bo27bo$54bo15bobo58bobo25bobo$55bo15bobo
58bo27bobo$53bo2bo15bo53bo34bo$53b2o2bo8b2o57bobo26bo57b2o$55bo2bo7bob
o57bo26bobo55bobo$55b2o2bobo5bobo57bo24bobobo55bo$60bobo5bo59bo22bobob
obo21bo$61bo48bobo14bobo20bobobobobo19bobo$109bobobo14bo22bobobobo21bo
bo54b3o$108bobobo7bo11bo19bobo25bo55bobo$109bobobo5bobo9bobo101b4o$67b
o42bobo5bobo11bo103b2o$66bobo40bobo5bobo116bo$67bobo38bobo7bo117b3o$
68bo40bo120b3o2bo2bo$127bo102bo3bo$126bobo2bo98bo2bobo3bo$127bob2obo
98b3o4bobo$128bo2bobo35bo69bobo$128bo3bo35bobo69bo$127bo39bobo24b2o$
126bobo37bobo9bo15bo2bo14bo$127bo39bo9bobo12bo6bo11bobo31bo$178bobo11b
ob2obobo10bobo31b3o$157bo21bo12bo3bo3bo9bo33bo2bo$156bobo35bobo14bo33b
ob2o$130bo26bo36b3o13b2o12bo21b2o$129bobo24bo53b2o11bobo7b2o$130bo24bo
bo66bo7bobo$156bobo74bo6bo$143bo11bobobo79b2obo$142bobo8b2obobobo5bobo
71b3o$141bobo8bo2bo3bo5bobobo61bo9bo$142bo10bobo8bobobo61b3o$154bo10bo
bobo61b2o$164bobo3bo52bo5bo3b2o$112bo52bo5bo13bo36bobo8b3o$98bo12bobo
22bo29bo3bo8bo4bobo36bo6bo4b2o$97bobo12bobo20bobo5bob2o20bobobo6bobo4b
obo37bo3bo2b4o$98bobo12bobo20bobo3bobo2bo18bobobobo6bo6bo38bobo$99bo
14bo20bobo5bo4bo18bobobo53b2o3bo$86bo7bo40bo2bo9bo19bobobo54b2obo$85bo
bo5bobo40bo2bo7bo21bobo55b2obo$86bobo5bobo38b2obo7bobo19bobobo55b3o$
87bo7b2o40bo7bobo19bobobobo20bo34bo$146bo21bobobo20bobo51bo$129bo37bob
obo14bo5bobobo43b2o4bobo$128bobo6b2o27bobobo14bobo5bobo41bo2bobo2bobob
o$93bo35bobo5bobo26bo2bobo14bobo3bobo41bobobo2b2obobo$92bobo35bo7bo26b
obo2bo16bo5bo43bo3b2o4bo$93bo70bobo$94bo17bo52bo7bo27bo$95bo15bobo58bo
bo25bobo30bo$96bo15bobo58bo27bobo28bobo$94bo2bo15bo53bo34bo30bo$94b2o
2bo8b2o57bobo26bo57b2o$96bo2bo7bobo57bo26bobo55bobo$96b2o2bobo5bobo57b
o24bobobo55bo$101bobo5bo59bo22bobobobo21bo$102bo48bobo14bobo20bobobobo
bo19bobo$150bobobo14bo22bobobobo21bobo$149bobobo7bo11bo19bobo25bo$150b
obobo5bobo9bobo$108bo42bobo5bobo11bo$107bobo40bobo5bobo$108bobo38bobo
7bo$109bo40bo$168bo$167bobo2bo$168bob2obo$169bo2bobo35bo$169bo3bo35bob
o$168bo39bobo$167bobo37bobo9bo$168bo39bo9bobo$219bobo$198bo21bo$197bob
o$171bo26bo$170bobo24bo$171bo24bobo$197bobo$184bo11bobobo$183bobo8b2ob
obobo5bobo$182bobo8bo2bo3bo5bobobo$183bo10bobo8bobobo$195bo10bobobo$
205bobo3bo$153bo52bo5bo13bo$139bo12bobo22bo29bo3bo8bo4bobo$138bobo12bo
bo20bobo5bob2o20bobobo6bobo4bobo$139bobo12bobo20bobo3bobo2bo18bobobobo
6bo6bo$140bo14bo22bo5bo4bo18bobobo$127bo7bo53bo19bobobo$126bobo5bobo
34b3o14bo21bobo$127bobo5bobo33bob2obo2bo7bobo19bobobo$128bo7b2o28b3o9b
3o5bobo19bobobobo20bo$166b2o2bo2b2o5b2o5bo21bobobo20bobo$167b2o4bo2bo
2b2o27bobobo14bo5bobobo$171b2o5bo28bobobo14bobo5bobo$134bo34bo2b2o33bo
2bobo14bobo3bobo$133bobo33bo2bo33bobo2bobo14bo5bo$134bo34b4o32bobo4b2o
$135bo17bo52bobo3bobo27bo$136bo15bobo53bo4bobo25bobo$137bo15bobo50b2ob
2o3bo27bobo$135bo2bo15bo5bo47bobo32bo$135b2o2bo8b2o8b2ob2o46b2o25bo$
137bo2bo7bobo6b2o3b2o42bo2b3o23bobo$137b2o2bobo5bobo6bobobo44bo2b2o24b
obo$142bobo5bo8b3o46bobo26bobo$143bo16bo31bobo15bo27bo$191bobobo13b2o$
190bobobo13bo5bo$191bobo13b2o4bobo$149bo42bobo13b2o4bo$148bobo40bobo$
149bobo38bobo$150bo40bo19bo$209b2obo$213bo22bo$209bob2obo20b3o$208bobo
2bobo18bo2bo$208bobo3bo19b2o$207bobo$208bobo28bo$209bo27b3o$237b3o5$
224bo$223b3o3bo8bo$222b2o7bo4b2obobobo$223b2o4b2o7bobobobo$225bob2o5bo
bo4bob2o$199bob2o32b2o$195b2o3bobo31bo2bo$194b2obo2bo34b2obo$195bo5bo
35bobo$196bob2obo36bo5bo$199b3o41b3o$242b2o2bo$243bo2b2o$244b3o$237bo
7bo$231bo4b3o$230bobo2b2o2bo$231b2o3b2o2bo$238bob2o$238b3o$239bo!

A lot of oscilators

Code: Select all

x = 97, y = 72, rule = B2in3ainqy4c6n7c/S23-a4acitz
16$31bo$30bobo$31bo$28bobo29bo$27bobob2obo24bobo$28bo2bobobo$30bobobo
24bobo$31bobo$32bo26bobo2$59bobo$9bo$8b3o48bobo$9b2o49bo$7bo24b3o$7b2o
22bo3bo$8bo22bo3bo$31bo3bo$8bo23b3o$7bo$7b3obo$6bo3bobo$5bob3obo$6bo$
5bobo$6bo!

[hotcrystal0]

This rule is kind of like Bazaar.

A lot of oscilators

Code: Select all

x = 97, y = 72, rule = B2in3ainqy4c6n7c/S23-a4acitz
16$31bo$30bobo$31bo$28bobo29bo$27bobob2obo24bobo$28bo2bobobo$30bobobo
24bobo$31bobo$32bo26bobo2$59bobo$9bo$8b3o48bobo$9b2o49bo$7bo24b3o$7b2o
22bo3bo$8bo22bo3bo$31bo3bo$8bo23b3o$7bo$7b3obo$6bo3bobo$5bob3obo$6bo$
5bobo$6bo!

A catalyst in the last rule

Code: Select all

x = 8, y = 12, rule = B2in3ainqy4c6n7c/S23-a4acitz
6b2o$6bo$2o3b2o$bo5bo$bob3obo$2bobobo4$3bo$2b3o$3bo!

Edit: more oscillators(P3, some P4s, P5)

Code: Select all

x = 46, y = 11, rule = B2in3ainqy4c6n7c/S23-a4acitz
19bo10bo$2o27bo13bo$obo14bo3bo6bo3bo5bo3bobo$bobo5b2o7bobo6bobobo5bob
obobobo$b2obo4b3o7bo8bobo7bobo3bo$3bo6b2o6bobo8bo9b2o2bo$2bobo13bobo20b
2o$3bo13b2ob2o$16bo2bo2bo$16b3ob3o$18bobo!

(P8)

Code: Select all

x = 9, y = 8, rule = B2in3ainqy4c6n7c/S23-a4acitz
$3bo$2bobo$bobobo$o3bobo$3bobo$2b2o!

[AlbertArmStain]

Edit: more oscillators(P3, some P4s, P5)

Code: Select all

x = 46, y = 11, rule = B2in3ainqy4c6n7c/S23-a4acitz
19bo10bo$2o27bo13bo$obo14bo3bo6bo3bo5bo3bobo$bobo5b2o7bobo6bobobo5bob
obobobo$b2obo4b3o7bo8bobo7bobo3bo$3bo6b2o6bobo8bo9b2o2bo$2bobo13bobo20b
2o$3bo13b2ob2o$16bo2bo2bo$16b3ob3o$18bobo!

Wick stretcher:

Code: Select all

x = 9, y = 9, rule = B2in3ainqy4c6n7c/S23-a4acitz
2bo$bob2obo$o2bobobo$o2bobo2bo$bobobo2bo$o2bobobo$o2bobob2o$b3ob3o$2bo3bo!

[Naszvadi]

This rule is kind of like Bazaar.

Some things in related rules

Code: Select all

x = 138, y = 57, rule = B2in3ainqy4c7/S23-a4acitz
3$16bo$15b3o$14b2ob2o$15bo74bo6bo$16b2o71bobobobob2o$16bob2o70bobo3bob
2o$91bo5b2o$19bo70bo$18bo71bo$19bo71b2o$17b2o71b2obo$16bo2b2o70b3o$16b
o3bo71bo$17bo2bo$17b3o!

...

The oblique one is a (14,3)/69 boat puffer, and is stabilized to a spaceship:

Code: Select all

#C [[ TRACK 3/69 14/69 ZOOM 6 ]]
x = 17, y = 30, rule = B2in3ainqy4c7/S23-a4acitz
obo2bo$2bobobo10$2bob2o$2bo2bo$2b3o7bo$11bobo$12b2o10$13bob2o$12b3obo$
12bo$13bobo$13b3o!

[pipsqueek]

(6,7)c/116 spaceship made from an oblique puffer

Code: Select all

#C [[ TRACK -6/116 7/116 ]]
x = 23, y = 21, rule = B34w6ce7c/S23-y4qw
10b3o$10b3o2$9b3o$10b2o2$20b3o7$14b3o2$2bo$bobo$bobo$o2bo$obo$obo!

[NimbleRogue]

Now were getting somewhere

Code: Select all

x = 136, y = 62, rule = B2in3ainqy4c6n7c/S23-a4acityz
8$46b2o$47bo$45bo26bo$45b2o24bobo$44bo2bo24bo26bo$45bo2bo23bo2bo22bobo
$45b4o24b3o23bo4bo$49bo20bobo2b2o26bobo$48bobo18bobobobo26bobo$12bo36b
o20bo2b3o26b2o$11bobo88bo$12bobo$11bo2bo$11bob2o$10bobo$11bo12$50b3o$
49bo3bo$49bo3bo$49bo3bo$50b3o!

Interesting dirty replicator

Code: Select all

x = 5, y = 5, rule = B2in3ainqy6n7c/S23-a4acitz6i
b3o$bo2bo$o3bo$bob2o$obo!

[confocaloid]

Unexpected 2c/11 diagonal

Code: Select all

x = 83, y = 19, rule = B2n3-e/S234c
2bo$obo$b2o5bo$8bobo$8b2o6$55bo$35bo18bo21bo$37bo18b2o17bo$20bo15bobob
o15bobobo16b2obo$19bobo15bobobo15bobobo15bobobo$18bobobo15bobobo15bobo
bo15bobobo$17bobobo15bobobo15bobobo15bobobo$18bobo17bobo17bobo17bobo$
19bo19bo19bo19bo!

(edit: it turns out there are two different natural 2c/11d spaceships. Are these mechanisms related in any way, or this is a coincidence?)

Code: Select all

#C [[ ZOOM 8 TRACK 2/11 2/11 ]]
x = 25, y = 5, rule = B2n3-e/S234c
2o2bobo14bobo$2o2bo15bo2b2o$3bo$2b3o15b2o2bo$3bo17bob2o!

Syntheses for MxN checkerboards (edited to add more)

Code: Select all

#C [[ THEME LifeHistory ]]
x = 109, y = 142, rule = B2n3-e/S234c
25bo$24bo$24b3o5$51bo19bo19bo$52b2o18b2o18b2o$51b2o18b2o18b2o$24bo$22b
2o$23b2o2$16bo$17bo$15b3o$104bo$83bo19bobo$54b2o6bo11b2o6bobo9b2o6bobo
$53bobo5bobo9bobo5bobo9bobo5bobo$55bo6bo12bo6bo12bo6bo16$60bo19bo19bo$
60bobo17bobo17bobo$60b2o18b2o18b2o$53bo19bo19bo$51bobo17bobo17bobo$12b
obo37b2o18b2o18b2o$13b2o$13bo13bo$26bo$26b3o$104bo$83bo19bobo$62bo19bo
bo17bobo$61bobo17bobo17bobo$62bo19bo19bo20$12bobo$13b2o42bo19bo19bo$
13bo41bobo17bobo17bobo$56b2o18b2o18b2o3$104bo$23bo59bo19bobo$22bobo37b
o19bobo17bobo$21bobo24b3o3b3o4bobo4b3o3b3o4bobo4b3o3b3o4bobo$22bo27bo
5bo5bo7bo5bo5bo7bo5bo5bo$49bo5bo13bo5bo13bo5bo2$9b3o$11bo$10bo10$56bo
19bo19bo$6bo19bo27bobo17bobo17bobo$7bo19bo27b2o9bo8b2o9bo8b2o9bo$5b3o
17b3o36b2o18b2o18b2o$65b2o18b2o18b2o4$107bo$86bo19bobo$65bo19bobo17bob
o$62bobobo15bobobo15bobobo$b2o18b2o38bobobo15bobobo15bobobo$obo9bo7bob
o9bo27bobobo15bobobo15bobobo$2bo8bobo8bo8bobo27bobo17bobo17bobo$12bo
17bobo29bo19bo19bo$31bo13$68bo19bo$68bobo17bobo$68b2o18b2o$59bo19bo$
60b2o18b2o$59b2o18b2o6$63bobo19bo$62bobobo15bobobo$61bobobo15bobobo$
60bobobo15bobobo$61bobo17bobo$62bo19bo!

R + blinker -> HWSS + block

Code: Select all

x = 20, y = 20, rule = B2n3-e/S234c
14bo$13bo$13b3o4$3o11$17b2o$17bobo$17bo!
#C [[ ZOOM 8 ]]

(3TFL, toggled B2n3eS4c)

[LaundryPizza03]

All spaceships in rules with B2a without B3i with shape 3o$bo! and period at most 5:

3o$bo!_rela3i5.txt

1962 results

(120.02 KiB) Downloaded 12 times

Overview of results:

• 1 c/2o spaceship
• 4 p3 oscillators
• 10 c/3o spaceships, of which 8 move south and 2 move north
• 2 2c/3o spaceships, both of which move south
• 31 p4 oscillators
• 26 c/4o spaceships, of which 17 move south and 9 move north
• 27 2c/4o spaceships, of which 20 move south and 7 move north
• 558 p5 oscillators
• 900 c/5o spaceships, of which 457 move south and 443 move north
• 352 2c/5o spaceships, of which 121 move south and 231 move north
• 51 3c/5o spaceships, of which 13 move south and 38 move north

[NimbleRogue]

Some stuff based off of the rule savanna(h)

Code: Select all

x = 67, y = 110, rule = B2e3aeiky4c5ij6c/S2-n3-a4artz5ceny8
5$12b3o$12bobo$12b3o43$19bo$19b2o$15b2o3bo$14b2o5bo$14b2o2bo2bo$15b3ob
2o$16bo9$16b2o$15bo$15b3o2$15b3o$13bo2b2o$15b3o$15bo18$13b2o$12bo$12b
3o2$12b3o$12bo$13b2o!

Code: Select all

x = 402, y = 128, rule = B2e3aeiy4ce5ci6c7e/S23-a4acrtz5eky6cin7e8
32$57b2o$55b2obo$55bo2bob3o$54bo3b2ob2o$54b4o$57bo$56bo$56b2o$56b2o$
113bo136b4o$113b3o133b2obob2o$115bo43b2o86b2o7bo$110bo2b3o12b2o29bo87b
o2bobo2b2o$51bo57bo3b2o13bo31bo86b2o2bo$49b2obo34b3o19b3o17b2o9b3o16b
2obobo15b2o64bo$49bo2bo34b3o20bob2o12b2o2bo10bo2b2o14bob2ob2o13bo65b3o
$48b3o36bobo22bo12bo2bo14bob2o13bo4bo15bo65bo$48bo38b3o24bo11bobo15b3o
11bob2ob3o14b2obob2o$48b2o37b3o23b2o12bo16bo13bobo2bo16bo2b2obo$48b2o
109bo20bo$48bo133bo65bo$48b3o130bo65bobo$49bo2bo130bob2o59b2obo$49b2ob
o130b2obo60bo4bo$51bo128bo66bobob3o$247b3o2bo3b2o$247b2o3bo5bo$180bo
71bo2b3o$253bo2bo$252b3o!

Code: Select all

x = 66, y = 35, rule = B2e3aeiy4ct5cij6cin7e/S2-n3-ac4artz5-ijqr6e7e8
6$6b2o5b2o4bo$7bo4bobo2b3o$7b2o4b2o2bo6$25b2o$25b2o$26bo$26b4o$28b2o!

Code: Select all

x = 34, y = 23, rule = B2e3aeiky4c5ij6ci/S23-a4artz5ey6n7e8
4$6b3o$6bobo$5b2o$5b2o14b3o$6bobo12bobo$6b3o12b3o!

Code: Select all

x = 58, y = 37, rule = B2e3aeiy4c5ij6c/S23-a4artz5ey78
11$25b2o$25bo2bo$26bob2o$28bo$25b4o14b3o2b3o$25bo17bobo2bobo$24b2o19bo
2bo$9bo35b4o$8bobo35b2o$9bo!

Code: Select all

x = 128, y = 80, rule = B2e3aeiky4ct5cij6ci/S23-ac4artz5eky6in7e8
21$103b2o$102b4o$101b2o2b2o$98b2o8b2o$98b2o2bo2bo2b2o$101b6o$25b2o73bo
6bo$23b2obo74b2o2b2o$23bo2bob3o$22bo3b2ob2o$22b4o$25bo$24bo$24b2o$24b
2o5$61bobo$60b5o$61bobo$60b5o$61bobo5$97bobo$96b4o$95bo$96b2o!

Code: Select all

x = 23, y = 33, rule = B2e3aeiky4ct5i6cin7e/S2-n3-acy4acrtz5-ijqr6n78
3$7b2o$7b4o$10bo$10b2o$10b2o8$11bo$11bo$11bo$8b3ob3o$11bo$11bo$11bo!

Code: Select all

x = 131, y = 69, rule = B2e3aeiy4c5ij6c/S2-n3-acy4artz5eky7c
17$21b3o2bo$23bo2b3o$22bo5bo$18bo4bo4b2o$18b6o2$20b2o3b2ob2o$21bo3bobo
bo$21b3obo3bo$23bobo$25bo$25b2o2$46bo$44b5o$44bobobo17bo$43b3ob3o14bo
3bo$44bobobo15b5o$44b5o$46bo5$108b3o2$117b3ob3o$107b5o5bobobobo!

Code: Select all

x = 103, y = 41, rule = B2e3aeiky4c5cij6c/S2-n3-a4artz5cekny6e7e8
6$86b2o$87bobo$87bobo$88bo5$12b2o43b2o$10b5o41b2o$10bobob2o40b2o2b2o$
9b2o46b3obo$10bobo45bo$12bo2bo$10b2o$10b2o$11b3obo$12bo!

Code: Select all

x = 61, y = 20, rule = B2e3aeiy4ct5ij6ci7e/S23-a4acrtz5cey6en7e8
8$44b5o$44bo3bo$7bo36b2ob2o$6bobo37bo$5bo3bo$6bobo$7bo!

Code: Select all

x = 124, y = 150, rule = B2e3aeiy4c5ij6c/S2-n3-acy4artz5aceny78
19$23b3o$23bobo$23b3o27$22b2ob3o$23bobobo$23bob2o$23b2o14$25b3o$24bo2b
o$24bo$23bo$23b2obo$24bo2bo$24b3o!

Code: Select all

x = 44, y = 46, rule = B2e3aeiky4c5cij6c7e/S2-n3-ac4artz5cey7c
3$16b2o$14b2obo$15b3o13$8bobo$7b5o$8bobo$7b5o$8bobo!

[Hdjensofjfnen]

A simple but fascinating rule with interesting replicator/repwave behavior:

Code: Select all

x = 84, y = 25, rule = B2ce/S13a
35bo25b2o10b2o6bo$35bo39bo6b2o$62bobo$8bobo22bo28bobo18bo$8bobo21bobo
28bo$9bo$32bobo$63bo$o2bo58bobo$32bobo27bobo$o2bo$32bobo$33bo$9bo51b2o
$8bobo$8bobo5$64b2o$61bo$64bo$60b2o$30b2o!

It could potentially be tamed, but probably not without losing most of its defining features.
EDIT: It also turns out that this is an example of a rule that becomes less explosive when a survival transition is added: B2ce/S1 is much more explosive.

[pipsqueek]

I got lucky and instantly found a c/8 puffer when rule golfing. so I corderized it (10 engines)

Code: Select all

#C [[ TRACK 0 -1/8 ]]
x = 234, y = 305, rule = B35e6n/S2-i3
137bo28bo$135b2o30b2o$135bo32bo$135bo32bo$136bo30bo30bo28bo$196b2o30b
2o$196bo32bo$196bo32bo$137bo10bo6bo10bo30bo30bo$136bo9bo2bo4bo2bo9bo$
136b3o6bo3bo4bo3bo6b3o$145bo3bo4bo3bo$146bobo6bobo40bo10bo6bo10bo$147b
o8bo40bo9bo2bo4bo2bo9bo$197b3o6bo3bo4bo3bo6b3o$206bo3bo4bo3bo$174b2o
31bobo6bobo$174b2o32bo8bo3$131b2o$131b2o3$232b2o$232b2o4$149bo4bo$150b
o2bo$148b3o2b3o$132b2o37bobo$132b2o37b2o37bo4bo$172bo38bo2bo$209b3o2b
3o$231b2o$231b2o9$132b2o$132b2o$149bo$67bo28bo50b2o$65b2o30b2o48bo83b
2o$65bo32bo48bo83b2o$65bo32bo49bo66bo$6bo28bo30bo30bo118b2o$4b2o30b2o
117bo14bo46bo$4bo32bo117b2o12bo47bo$4bo32bo111bo6b2o11b3o44bo$5bo30bo
30bo10bo6bo10bo51bo6b2o4b2o$66bo9bo2bo4bo2bo9bo50b3o4bo5b2o46bo$66b3o
6bo3bo4bo3bo6b3o58b4o48b2o$75bo3bo4bo3bo67b2o49b2o6bo$6bo10bo6bo10bo
40bobo6bobo67bo46b2o4b2o6bo$5bo9bo2bo4bo2bo9bo40bo8bo52b2o15b2o44b2o5b
o4b3o$5b3o6bo3bo4bo3bo6b3o102b2o16b3o45b4o$14bo3bo4bo3bo131bo47b2o$15b
obo6bobo31b2o149bo$16bo8bo32b2o147b2o15b2o$205b3o16b2o$205bo$101b2o$
101b2o3$2o$2o141bobo$143b2o7b2o$144bo7b2o2$79bo4bo$80bo2bo127b2o$78b3o
2b3o125b2o$60bobo37b2o$18bo4bo37b2o37b2o$19bo2bo38bo$17b3o2b3o$b2o$b2o
7$211b2o$211b2o$100b2o$100b2o$84bo$85b2o$b2o83bo$b2o83bo$18bo66bo$16b
2o$16bo46bo14bo$16bo47bo12b2o$17bo44b3o11b2o6bo$71b2o4b2o6bo$24bo46b2o
5bo4b3o125b2o$24b2o48b4o133b2o$18bo6b2o49b2o$17bo6b2o4b2o46bo$17b3o4bo
5b2o44b2o15b2o$25b4o45b3o16b2o$25b2o47bo$24bo$8b2o15b2o$8b2o16b3o86bob
o$28bo86b2o$116bo3$211b2o$211b2o$88bobo$80b2o7b2o$80b2o7bo3$21b2o$21b
2o6$211b2o$211b2o6$21b2o$21b2o6$211b2o$211b2o6$21b2o$21b2o$87bobo$87b
2o$88bo3$211b2o$211b2o$116bobo$117b2o$117bo3$21b2o$21b2o6$211b2o$211b
2o6$21b2o$21b2o6$211b2o$211b2o6$21b2o$21b2o$59bobo$59b2o$60bo3$211b2o$
211b2o$144bobo$145b2o$145bo3$21b2o$21b2o6$211b2o$211b2o6$21b2o$21b2o6$
211b2o$211b2o6$21b2o$21b2o$31bobo$31b2o$32bo3$211b2o$211b2o$172bobo$
173b2o$173bo3$21b2o$21b2o6$211b2o$211b2o13$211b2o$211b2o13$211b2o$211b
2o$200bobo$201b2o$201bo10$211b2o$211b2o!

[Hdjensofjfnen]

A simple but fascinating rule with interesting replicator/repwave behavior:

Code: Select all

snip

It could potentially be tamed, but probably not without losing most of its defining features.
EDIT: It also turns out that this is an example of a rule that becomes less explosive when a survival transition is added: B2ce/S1 is much more explosive.

A rule one transition away is substantially tamer and has a 10c/24 that is one cell thick in one of its phases:

Code: Select all

x = 19, y = 1, rule = B2ce6i/S13a
2obob2obob2obob2obo!