VesselLife (B2n3-q5y6c/S23-k)

[goldenratio]

A dot spark can reflect an R but I lost it; can anyone rediscover the reaction?

Finally synthesized long snake:

Code: Select all

x = 205, y = 81, rule = B2n3-q5y6c/S23-k
21$60bo$59bo$59b3o5$165bo$166bo$124b2o38b3o$60b2o62b2o$60bobo$60bo47bo
60b3o$109bo$107b3o57b2o$167b2o3$171b2o$171bo$172bo$43bo129bo$41bobo59b
2o67b2o4b3o$42b2o58bobo7b2o$104bo7b2o$183b3o$183bo$184bo4$42b3o$44bo$
43bo6$135bo$134b2o$134bobo$85b3o$87bo$86bo!

[mniemiec]

Congratulations on the long snake!
Shillelagh from 5; trans boat w/tail from 5; 8-bit P3 reduced from 5 to 4.
Also, 14-bit ship reduced from 5 to 4.
8-bit snake and canoe could be made from a carrier, the same way as they are in Life, but unfortunately, due to the unusua birth conditions in this rule, I can't see any way to add the necessary spark.

Code: Select all

x = 139, y = 75, rule = B2n3-q5y6c/S23-k
84bo$84bobo$84boo11$67boo$66bobbo$66bo3bo$70bo40bo$68boo42boo$111boo$
71boo$71bobo$7bo63bo$5boobo$5boboo24boo58boo20bobo16boo$4bobo27bo59bo
20bobbo14bo$5boo3boo21bo60bobo18bo18bobbo$9boo22bobo59bobo18b3o19bo$
11bo22boo60boo38boo$$52boo$52boo11$4bobo$5boo$5bo3$5boobbobo$6booboo$
5bo4bo$$20boo18boo18boo$20boo18boo18bobo$61bobo$22b3o17b3o17bobo$63bob
o$46boo16bobo$46bobo16boo$46bo13$oo18boo18boo18boo$obbo16bobo17bobbo
16bobo$bb4o17bobo16boo19bo$4bo19boo17boo19bo$43bo19boo!

EDIT: Cis boat w/tail from 8, and long hook w/tail from 13, with some other larger still-lifes on the way.

Code: Select all

x = 186, y = 13, rule = B2n3-q5y6c/S23-k
133bo$12bo75bo43bo$11bo76bobo41b3o$11b3o33boo39boo$oo18boo18boo4boo12b
oo3bo14boo3bo14boo18boo11bo6boo18boo18boo$bo10bo8bo19bo6bo12bobbobo14b
obbobo14bobbo16bobbo7boo7bobboo15bobboo15bobboo$bobo7boo8boboo16boboo
16bobobo15bobobo15bobobo15bobobo6bobo6bobobo15bobobo15bobobo$bbobo6bob
o8bobo17bobo17bobo17bobo17bobo17bobo17bobo17bobo17bo$3bo19bo19bo19bo
19bo19bo19bo19bo19bo$$165b3o$165bo$166bo!

[FWKnightship]

6c/12 c/12d backrake:

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x = 38, y = 38, rule = B2n3-q5y6c/S23-k
17b4o$13b3ob4ob3o$12bo4bo2bo4bo$11bo3bo6bo3bo$11bo2bobo4bobo2bo$14bo8b
o$11b2ob2o6b2ob2o$10bob2o10b2obo$11bo2bobob2obobo2bo$10b2o5bo2bo5b2o2$
16b2o2b2o2$12b3o8b3o$11bo14bo$10bo16bo$10bo2bo10bo2bo$12bo12bo$12b2o3b
4o3b2o$11bo2b2ob4ob2o2bo$17bo2bo$12bo2bo6bo2bo$14bo8bo2$14b2o6b2o$13bo
2bo4bo2bo$13b4o4b4o$12bo4bo2bo4bo2$2bo9b2o2b2o2b2o2b2o9bo$b3o30b3o$bob
2o7b14o7b2obo$2o2b2ob2ob2o4bo9b2ob2ob2o2b2o$bo2bo2b2o20b2o2bo2bo$obo2b
o3bobo3bobo8bobo3bo2bobo$8bo10bo9bo$20bo2bo$21b2o!

8c/16:

Code: Select all

x = 34, y = 45, rule = B2n3-q5y6c/S23-k
15b4o$11b3ob4ob3o$10bo4bo2bo4bo$9bo3bo6bo3bo$9bo2bobo4bobo2bo$12bo8bo$
9b2ob2o6b2ob2o$8bob2o10b2obo$9bo2bobob2obobo2bo$8b2o6b2o6b2o$15bo2bo$
15b4o$14bo4bo2$2bo11b2o2b2o11bo$b3o26b3o$bob2o7b10o7b2obo$2o2b2ob2ob2o
10b2ob2ob2o2b2o$bo2bo2b2o16b2o2bo2bo$obo2bo3bobo10bobo3bo2bobo$8bo16bo
$14bo4bo2$14bo4bo2$8b3o5b2o5b3o$8bo2bo2b2o2b2o2bo2bo$8bo7b2o7bo$8bo3bo
8bo3bo$8bo16bo$9bobo10bobo3$27bo$14b2o2b2o6b3o$6b3o4b3o2b3o5bob2o$5bo
2bo5b2o2b2o7b3o$8bo18b3o$4bo3bo18b2o$8bo$5bobo2$17b3o$17bobo$17b3o!

P24:

Code: Select all

x = 21, y = 19, rule = B2n3-q5y6c/S23-k
15bo$10b2o2bobo$10b2obo2bo2b2o$14b2o3b2o5$8b3o$8b3o$8bobo5$2o3b2o$2o2b
o2bob2o$4bobo2b2o$5bo!

EDIT:4c/24:

Code: Select all

x = 43, y = 78, rule = B2n3-q5y6c/S23-k
6bo3bo21bo3bo$5bobobobo19bobobobo2$5b3ob3o19b3ob3o$7bobo23bobo$8bo25bo
$8bo25bo2$4b9o17b9o$3bo9bo15bo9bo$2bo11bo13bo11bo$2bo11bo13bo11bo$4b2o
5b2o17b2o5b2o2$4b9o17b9o$3bo2bo3bo2bo15bo2bo3bo2bo$2bob2o5b2obo13bob2o
5b2obo$bobo9bobo11bobo9bobo$bo3bo5bo3bo11bo3bo5bo3bo$2b2obo5bob2o13b2o
bo5bob2o$3bo2b2ob2o2bo15bo2b2ob2o2bo$bob2o7b2obo11bob2o7b2obo$bo3bo5bo
3bo11bo3bo5bo3bo$b2o3b2ob2o3b2o11b2o3b2ob2o3b2o2$3b2o7b2o15b2o7b2o$2b
3ob2ob2ob3o13b3ob2ob2ob3o$2o13b2o9b2o13b2o$3b3o5b3o15b3o5b3o$3bo9bo15b
o9bo$6bo3bo21bo3bo$3b2ob2ob2ob2o15b2ob2ob2ob2o$o3b3o3b3o3bo9bo3b3o3b3o
3bo$3b2o7b2o15b2o7b2o$o4bo5bo4bo9bo4bo5bo4bo$2o3bo5bo3b2o9b2o3bo5bo3b
2o$2b4obobob4o6bo6b4obobob4o$3bo2b2ob2o2bo6b2o7bo2b2ob2o2bo$3bo9bo5b2o
8bo9bo$2b2o2bobobo2b2o5b2o6b2o2bobobo2b2o$2b2obo5bob2o6bo6b2obo5bob2o$
bo2bo7bo2bo11bo2bo7bo2bo$5b2obob2o19b2obob2o$3b2o7b2o15b2o7b2o$5bobobo
bo19bobobobo$8bo25bo2$5bo5bo19bo5bo$4bo7bo17bo7bo$3bo9bo15bo9bo$3b2ob
5ob2o15b2ob5ob2o3$4b2o5b2o17b2o5b2o$6bo3bo21bo3bo$4b2o5b2o17b2o5b2o$4b
o2b3o2bo17bo2b3o2bo$3bob2obob2obo15bob2obob2obo$2bobobo3bobobo13bobobo
3bobobo$2bobobo3bobobo13bobobo3bobobo$3b2obo3bob2o15b2obo3bob2o$2bobo
7bobo13bobo7bobo$2b3o7b3o13b3o7b3o$2b2o2bobobo2b2o13b2o2bobobo2b2o$5b
3ob3o19b3ob3o$5b2o3b2o19b2o3b2o$5b2o3b2o19b2o3b2o$2bo2bo5bo2bo13bo2bo
5bo2bo$2bo2bo5bo2bo13bo2bo5bo2bo$4bo3bo3bo17bo3bo3bo$8bo25bo$8bo25bo$
8bo25bo$2b2obobobobob2o13b2obobobobob2o$2bobo2bobo2bobo13bobo2bobo2bob
o$2bobo7bobo13bobo7bobo$3b2obo3bob2o15b2obo3bob2o$5bo5bo19bo5bo!

EDIT2:

Code: Select all

x = 110, y = 70, rule = B2n3-q5y6c/S23-k
3o6bo$3o6bo29bo$9bo28b3o$9bo27b2ob2o$9bo28b3o$9bo29bo2$40b2o$40b2o10b
2o$52b2o2$9bo28bo3bo$9bo28bo3bo$9bo28bo3bo$9bo$3o6bo42b2o$3o6bo30b2o
10b2o$40b2o2$39bo$38b3o$37b2ob2o$38b3o$39bo12$85b2o15b2o$84bo2bo13bo2b
o$85bobo13bobo$86bo15bo2$84b2o5b2o3b2o5b2o$84b2o5b2o3b2o5b2o3$79b3o25b
3o$79bo2bo23bo2bo$80b3o23b3o3$90b2o5b2o$90b2o5b2o4$90b2o5b2o$90b2o5b2o
2$18b2o3b2o$19bo3bo56b3o23b3o$17bobo3bobo53bo2bo23bo2bo$17b2o5b2o53b3o
25b3o3$19bo3bo60b2o5b2o3b2o5b2o$18bobobobo59b2o5b2o3b2o5b2o$18b2o3b2o$
86bo15bo$85bobo13bobo$84bo2bo13bo2bo$85b2o15b2o!

A dot spark can reflect an R but I lost it; can anyone rediscover the reaction?

Code: Select all

x = 5, y = 3, rule = B2n3-q5y6c/S23-k
2bo$2bobo$ob3o!

EDIT3:

Code: Select all

x = 914, y = 597, rule = B2n3-q5y6c/S23-k
385bo$384bo$384b3o6$335bo$336bo$334b3o13$504bo$505bo$503b3o$369bo$368b
o$368b3o5$532bo351bo$533bo349bo$531b3o349b3o13$367b2o$367bobo$367bo6$
332bo$332b2o$331bobo5$549bo317bo$378b3o169bo315bo$378bo169b3o315b3o$
379bo11$856bo$856bobo$856b2o8$6bo192bo357bo$4bobo192bobo356bo$5b2o192b
2o355b3o6$578bo$576bobo$577b2o4$150bo$149bo$149b3o2$841bo$25bo147bo
666bo$23bobo147bobo415bo248b3o$24b2o147b2o417bo$590b3o4$162bo$161bo$
42bo118b3o$40bobo$41b2o2$826bo$826bobo$826b2o4$807bo$157bo648bo$156bo
649b3o$156b3o2$25bo41bobo$26b2o40b2o$25b2o41bo4$125bo$124bo483bo$124b
3o479bobo$607b2o$55bobo$56b2o602bo$56bo601bobo119bo$659b2o117b2o$779b
2o3$750bo$642bo107bobo$643b2o105b2o$642b2o$86bo51bo$87bo49bo$85b3o49b
3o4$69bo39bo$70bo37bo$68b3o37b3o10$737bo$737bobo$737b2o$640bo$641bo$
639b3o5$769bo$768bo$685bo82b3o$683bobo$684b2o48bo$733bo$733b3o5$661bob
o$662b2o$662bo4$67b2o41b2o$68b2o39b2o$67bo43bo2$727bo$727bobo$84b2o53b
2o557bo28b2o$85b2o51b2o559bo$84bo55bo556b3o6$699bo$697bobo$698b2o8bo$
707bo$707b3o2$145bo$144b2o$144bobo2$75b3o$77bo$76bo4$133bo41b2o530b3o$
132b2o40b2o531bo$132bobo41bo521b2o8bo$697bobo$43b3o653bo$45bo$44bo4$
697b3o$699bo$698bo28b2o$727bobo$727bo$159b2o$159bobo$38b3o118bo507bo$
40bo626b2o$39bo626bobo5$27b2o147b2o$26bobo147bobo$28bo147bo3$50b3o680b
3o$52bo680bo$51bo632b2o48bo$683bobo$646b3o36bo$648bo$647bo5$775b3o$
775bo$776bo$b2o192b2o$obo192bobo$2bo192bo3$742b2o$742bobo$742bo14$773b
2o$665b2o105b2o$664bobo107bo$666bo3$636b2o$637b2o117b2o$636bo119bobo$
756bo2$808b2o$808bobo$808bo10$608b3o$610bo$609bo4$589b2o$588bobo$590bo
10$824b3o$824bo$574b3o248bo$576bo$575bo8$838b2o$838bobo$838bo6$858b3o$
858bo$859bo8$559b2o$558bobo$560bo12$548b3o315b3o$550bo315bo$549bo317bo
7$92bo228bo$90bobo228bobo$91b2o228b2o19$531b3o349b3o$533bo349bo$532bo
351bo8$911b3o$911bo$912bo21$161bo$159bobo$160b2o10$227bo$159bobo63b2o$
160b2o64b2o$160bo7$196bo$197b2o43bobo$196b2o44b2o$243bo$251bo$249b2o$
250b2o8$172bo$173b2o$172b2o3$204bo$202bobo$203b2o4$200bo$198b2o$199b2o
6$203b2o$203bobo$203bo4$207b2o$208b2o$207bo3$240b2o$239b2o$241bo8$162b
2o$163b2o$162bo$170bo$170b2o44b2o$169bobo43b2o$217bo7$253bo$186b2o64b
2o$187b2o63bobo$186bo10$252b2o$252bobo$252bo52$91b2o228b2o$90bobo228bo
bo$92bo228bo!

[goldenratio]

Bump

Nines can easily be constructed by slamming the c/4d stretcher into a loaf:

Code: Select all

x = 15, y = 8, rule = B2n3-q5y6c/S23-k
13b2o$12bobo$12b2o$11bo$b2o5bo$o2bo4bobo$bobo4b2o$2bo!

I've tried and failed to make a breeder, and also failed to gun the p80, even with the p10 sparker. Does anyone have any higher period rakes? For the p80 gun, a p8 sparker maybe?

I need more people to apgsearch

Please?

[mniemiec]

Half-bakery from 4 rather than 5. Curiously, the original synthesis made two of the predecessors, and two gliders hit them, destroyed them, and produced another rotated 90 degrees. This one just removes one of the originals.
Cis and trans table on table, both from 4. 9-bit P4 reduced from 4 to 3.
34-bit P15 reduced from 32 to 30 (blinker pair can be made from 3).
Some instantiated "nines": integral, integral w/tub, and integral w/cis loaf, all from 6 (and of course, many others can be trivially grown from these).
21-bit P16 from 10. 40-bit P4 reduced from 22 to 18: each side makes beehive directly (-1 each) and uses 1-glider cleanup.
40-bit P4 reduced from 54 to 52 (each block pair can be deleted by 1 before it forms).

Code: Select all

x = 249, y = 111, rule = B2n3-q5y6c/S23-k
45bo19bo39bo14bo$44bo19bo39bo16bo$40bo3b3o13bo3b3o33bo3b3o12b3o3bo$41b
oo18boo38boo20boo81boo$40boo18boo38boo22boo80bobbo$25boo54bobbo56bobbo
22bo13boo19bo19bo3bo$bobo20bobbo53b4o56b4o23boo11bo21bo3bobbo11bo3bo$
bboo20bobo132b3o5boo16bo15b3o5boo11bo3bo$bbo5boo12boobo55b4o58b4o14bo
24bo$8bobo10bobbo56bobbo58bobbo13bo4boo16bobbo$3b3obbo12bobo16boo22boo
40boo14boo41bobo16boo$5bo16bo18boo20boo40boo16boo40bo$4bo35bo3b3o12b3o
3bo35b3o3bo14bo3b3o$44bo16bo41bo22bo$10boo33bo14bo41bo24bo$9boo$11bo6$
o$boo$oo$32boo18boo18boo38boo18boo18boo48boo18boo18boo$32bobo17bobo17b
obo37bobo17bobo6bo10bobo47bobo17bobo17bobo$22bobo9bo19bo6bo12bo39bo19b
o6bobo10bo49bo19bo6bo12bo$9bo12boo10bobo17bobo4bobo10bobo13bo12bobo8bo
bo17bobo4boo11bobo13bo33bobo17bobo4bobo10boboo$8bobo12bo11bobo17bobo3b
oo12boo12bobo11boo10bobo17bobo17bobo11bobo33bobo17bobo3boo12bobbo$8boo
26bobo17bobo29bobbo12bo11bobo17bobo17bo11bobbo34bobo17bobo17bobo$23boo
12bobo17bobo29boo26bobo17bobo29boo36bobo17bobo17bo$22boo14bobo17bobo
43boo12bobo17bobo67bobo17bobo$24bo14boo18boo42boo14bobo17bobo46bobo18b
obo17bobo$54boo49bo14boo12b3o3boo46boo20bobo11boo4bobo$53bobo80bo52bo
21bobo9bobo5bobo$55bo79bo76bobo10bo6bobo$8boo179boo22bobo17bobo$9boo
78boo97boo24bobo17bobo$8bo81boo98bo24boo18boo$89bo3$174boo$175boo$174b
o5$175bo$173bobo$174boo8$142bobo$142boo$21bo121bo$22bo154boo15boo$20b
3o153bobbo13bobbo$39bobo45bo89bobo13bobo$11bobo25boo47boo88bo15bo$12b
oo26bo46boo$12bo85bobo70bo4boo5boo3boo5boo4bo$98boo72boobboo5boo3boo5b
oobboo$99bo71boo27boo$$42bo$42bobo72boo54boo23boo$42boo72bobbo53boo23b
oo$51boo7boo40bo13bobbo32bo6bo61b3o5b3o$51boo5bobbo39bo15boo32bobo4bob
o48bo3bo10booboo10bo3bo$26bo70bo3b3o48bobobbobo22boo5boo17bobobobo10bo
bo10bobobobo$26bobo27bo41boo54bobbo24boo5boo18booboo11bobo11booboo$26b
oo27boo3bo26bo9boo52bobbobbobbo61b3o3b3o$56bo30boo62b3o4b3o$20b3o63bob
o34bobo96b3o3b3o$22bo28boo5bobbo61boo26b3o4b3o21boo5boo18booboo11bobo
11booboo$21bo29boo7boo51boo9bo26bobbobbobbo21boo5boo17bobobobo10bobo
10bobobobo$9b3o100boo40bobbo51bo3bo10booboo10bo3bo$11bo96b3o3bo37bobo
bbobo61b3o5b3o$10bo82boo15bo40bobo4bobo12boo23boo$92bobbo13bo42bo6bo
13boo23boo$92bobbo$93boo$171boo27boo$12boo26boo130boobboo5boo3boo5boo
bboo$13boo24boo71bo58bo4boo5boo3boo5boo4bo$12bo17boo9bo70boo$30bobo78b
obo64bo15bo$30bo92boo52bobo13bobo$122boo52bobbo13bobbo$124bo52boo15boo
3$68bo$68boo$67bobo6$197boo$197bobo$197bo!

EDIT: I found a partial reaction that makes HWSS. Getting the two pieces together might be complicated; an additional magic glider can approach from one of two directions.

Code: Select all

x = 48, y = 32, rule = B2n3-q5y6c/S23-k
bb3o7bo9b3o$bbobbo6bobo7bobbo$4boo6boo10boo$$bbo19bo$bobo17bobo8boo$o
bbo16bobbo8bobo$boo18boo9bo$43b3o$43bobbo$43bo$43bo3bo$43bo3bo$43bo$
44bobo7$12bo$4bobo3boo12bobo$5bo5boo12bo$3bo19bo7boo$bbobo17bobo5boo
12bo$4bo19bo7bo10b3o$b3o17b3o18boobo$42b3o$42b3o$42b3o$43boo!

EDIT 2: LWSS from 4

Code: Select all

x = 24, y = 19, rule = B2n3-q5y6c/S23-k
o$boo$oo4$bb3o$bbobo15b3o$bbo17bobbo$20bo$20bo$21bobo5$11boo$11bobo$
11bo!

EDIT 3:

Is this synthesizable?

Code: Select all

x = 5, y = 5, rule = B2n3-q5y6c/S23-k
3b2o$4bo$4bo$o2bo$3o!

Yes. That weird 22-bit still-life from 4:

Code: Select all

x = 32, y = 24, rule = B2n3-q5y6c/S23-k
28boo$26b3o$9bobo13bo4boo$9boo13bobo3boo$9bo13bobo$23bo$10b3o9boo$10bo
11bo$11bo12boo$24boo12$oo$boo$o!

[Moosey]

This synthesis is fairly trivial but I may as well post it:

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x = 150, y = 39, rule = B2n3-q5y6c/S23-k
20bobo65bobo$20b2o66b2o32b3o$21bo67bo32bo$123bo$21b2o66b2o34bobo$20b2o
66b2o36bobo$22bo67bo36b2o$134b2o$133bobo$135bo$6b2o66b2o66b2o$7b2o66b
2o64b2o$6bo67bo68bo$130b2o$129b2o$131bo$122b2o$121bobo$13b2o108bo$12bo
bo$14bo$43b2o$42b2o$44bo$31b2o$30b2o115b3o$32bo114bo$b2o145bo$obo$2bo
7$48b3o$48bo$49bo!

It leads to a nine-glider synthesis of any still life of this form, of course:

Code: Select all

x = 51, y = 109, rule = B2n3-q5y6c/S23-k
20bo$19bo$19b3o68$20bobo$20b2o$21bo2$21b2o$20b2o$22bo4$6b2o$7b2o$6bo6$
13b2o$12bobo$14bo$43b2o$42b2o$44bo$31b2o$30b2o$32bo$b2o$obo$2bo7$48b3o
$48bo$49bo!

[mniemiec]

Canoe: They all form from this predecessor, which isn't synthesizeable unless someone runs a 4G search and it shows up:

Code: Select all

x = 5, y = 6, rule = B2n3-q5y6c/S23-k
2b3o$bo2bo$o3bo$o$2o$2bo!

Long^2 snake:

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x = 12, y = 23, rule = B2n3-q5y6c/S23-k
b3o$o2bo$obo7b2o$bo7bobo$10bo6$4b2o$3bo2bo$3bo2bo$4b2o4$3b2o$3b2o2$8bo
$8bo$8bo!

8-bit snake instantiated from 14 gliders; the far glider removes a forming block that would otherwise need 2 glides to remove.

Also, a failed attempt to instantiate the canoe. The above predecessor turns into a traffic light spark being hit by two beehive sparks. Unfortunately, we need another way to form the traffic light spark, because the usual one hits the beehive one generation early. I'm not even sure if this is possible.

Code: Select all

x = 215, y = 129, rule = B2n3-q5y6c/S23-k
141boo$141boo3bo$144boo$145boo6$58bo$56bobo$57boo3bo20bobo38boo28boo$
10bobo6bo40boo22boo38bobo27bobo$11boo4boo19bobo20boo21bo42bobo27bobo$
11bo6boo19boo12boo38boo4boo27boo28boo$39bo12bobbo25boo9bobbo3boo$16bo
35bobbo25boo9bobbo$15boo19b3o14boo38boo$15bobo20bo64bo$3o3bo30bo28boo
35bo$bboboo39bo16booboo18bo17bo$bo3boo37bobo14bobo3bo16bobo$44boo17bo
20boo6$141boo$141bobo$142boo$$138b3o$140bo$139bo61$15bobo$16boo7bo$16b
o7bo$24b3o$$8bo41bobo18boo38boo20bo$9boo40bobo16bobbo36bobbo19bo$8boo
32bo8boo8b3o7boo12b3o6bo16boo16boobbo$17bo23b3o5bo11bobo20bo3bo6bo32bo
bo$18bo22bobo5bo10boobo4b3o17bo3b5o11b3o16bo$16b3o5bo15bo7bobo17bobo
15boo7bo12bobo15bo$23boo24bo15bob4o15bo7bo10bobb3o15boo$11boo10bobo12b
oo4b3obbo8boo4bobo37bobo$11boo25boo4b3o11boo4bobo19bo17bobo$65bo39bo
18b3o$40bo$41bobbo15boo$41bo$8boo$9boo$8bo36bo$$17b3o$17bo$18bo7$212b
oo$212bobo$212bo!

EDIT: (Someone posted a partial boat-to quadpole converter at one point, but I can't find who or when. Does anyone remember?)
Boat-to-quadpole converter instantiated from 6, giving quadpole from 8. This can also be combined twice to give octopole from 16. (This could probably be doable from 15, if there is a convenient 3-glider beehive inserter that doesn't have one of the gliders approaching from the tub side.)
P92 from 4. P80 from 7. P22 from 6.
I don't remember if I had posted his, but tubs/boats/barges can be grown by 2 instead of 3.

Code: Select all

x = 192, y = 143, rule = B2n3-q5y6c/S23-k
122b3o$122bo$123bo$$120boo29boo28boo$121boo28bobo27bobo$120bo31bo$183b
obo$$185bobo$153bo32boo$153bobo$153boo$126boo28boo$97bo28bobo27bobo$
98bo28boo28boo$96b3o3$97b3o56boo$99bo55boo$98bo58bo$$152boo$153boo$
152bo3$142b3o$144bo$143bo4$165bo$164bo$164b3o3$156bo$154boo$155boo$$
151bo$152boo$151boo4$60boo28boo28boo28boo$31bo28bobo27bobo27bobo27bobo
$32bo28boo28boo28boo28boo$30b3o121boo$153bobo$155bo25boo$31b3o147bobo$
33bo$32bo150bobo$67bo28bo29bo29bo$66bo28bobo27bobo27bobo27bobo$66b3o
27bo29bo29bo$187bobo$66b3o$62boobbo122bobo$63boobbo89bo32boo$62bo94bob
o$157boo$130boo28boo$130bobbo26bobo$102bo58boo$101bo29bobbo$97boobb3o
29boo$96bobo$98bo61boo$135b3o21boo$137bo23bo$136bo$156boo$157boo$156bo
3$146b3o$148bo$147bo3$6bo$7bo$5b3o$48bo$48bobo$48boo5$147bo$147bobo$
147boo22bobo$171boo$147bo17boo5bo$66b3o27boo28boo18boo17bobo17b3o$60b
3o33boo28boo18bobo17bo18boobo$69bo117boo$61boo5bo112boo$62bo4bo22b3o
48bobo19bo17boboo$63bo4bo22bo50boo18bobo17b3o$62bo5boo20bo51bo14bo5boo
$61bo95boo$68b3o70boo13bobo$62b3o63b3o9bobo$128bobbo10bo$128bobbo$130b
o$$120bo$120boo$120bo3$boo$obo81boo$bbo82boo9boo28boo$43b3o38bo11boo
28boo$43bo$44bo8$bbo19bo$bobo17bobo$bbo4bo14bobo$7bobo13bo$7boo$$3b3o$
5bo$4bo!

EDIT 2: Ships of arbitrary length are very easy to make, so canoes should be fairly easy to carve from them; e.g. canoe from 11 and long canoe from 9 (formerly also 11):

Code: Select all

x = 101, y = 62, rule = B2n3-q5y6c/S23-k
oo28boo28boo28boo$obo27bobo20bo6bobo27bobo$boo28bobo20bo6bobo29bo$32bo
bo17b3o7bobo29bo$4bo28bo29boo28boo$4boo$3bobo51b3o8bobo$59bo8boo28boo$
58bo5boo3bo28bobo$64bobo32bo$59boo3bo$33boobboo20bobo$34boobobo19bo$
33bo3bo12$28bo$26bobo$27boo$39bobo$30boo7boo$30boo8bo19boo28boo$60bobo
27bobo$61bobo29bo$52bo9bobo29bo$53bo9bobo29bo$36boo13b3o10boo28boo$35b
oo19boo$37bo17bobo$57bo30bo$62boo23bobo$61boo24boo$63bo9$60boo28boo$
60bobo27bobo$54bobo4bobo29bo$55boo5bobo29bo$55bo7bobo29bo$64boo28boo$
58b3o$58bobbo$58bo$58bo4b3o$59bobobo$64bo!

EDIT 3: xp30 from 9. Hook w/long tail from 8. Long shillelagh from 6. Loaf siamese loaf from 6. Loaf siamese barge from 8. Melusine from 8. Block on table from 4. Claw w/tail from 9. Ridiculously expensive extra long snake from 20. Now all still-lifes up to 9 bits have syntheses. All but 11 10-bit ones do too (except the 4 snake/canoe/shillelaghs, 5 x-siamese-y, 2 hooks-w/tail)

Code: Select all

x = 299, y = 193, rule = B2n3-q5y6c/S23-k
bbo51bo58bo$obo51bobo56bobo$boo51boo51bo5boo$108boo$107boo3$117bo$110b
o4bobo$111bo4boo89bo$109b3o93boo$119bo34boo50boo37bo$118bo14boo19boo
18boo18boo18boo18boo9bobo6boo17boo18boo$118b3o13bo40bo17bobbo16bobbo
16bobbo8boo6bobbo17bo19bo$108bo24bo40bo18bo19bobobo15bo19bobobo16bobo
17bobo$108boo23boboo36bo20bobbo16bobbo16bobbo16bobo18boo18bobo$107bobo
24bobo19bobo14bobo20boo17boo19boo17bo41bo$152boobboo16boo121boo$30bo
82bo39boobbo$30bobo79bobo37bo8bo77booboo42bobo$30boo81boo46bo77booboo
29boo11boo$161bo110bobo12bo$24bo220boo27bobboo$25bo174b3o42bobo28boo$
23b3o174bo44bo32bo$201bo$232boo$117bo80boo33boo$116bo80bobo32bo$112bo
3b3o80bo$76booboo32boo170boo$75bobobobo30boo171bobo$75bobobobo51bobbo
8bo12bo14boo110bo$65boo7booboboboo7boo41b4o6bobo12bo15bo$64bobo8bobobo
bo8bobo51boo5boo5bo15boboo$65bo9bobobobo9bo41boo4b3o9boo22bobbo$27boo
47booboo52boo6bo35boo$27boo111bo14boo$110b3o42boo$27boo83bo$27boo82bo
4boo$115boo$30b3o84bo$30bo$31bo4$158boo$158bobo$135bo22bo$134bo$134b3o
38$169bo$168bo$168b3o$$165boo$164bobbo$163bobbo$164boo6$75bo$76bo$74b
3o$8bo$9bo68boo$7b3o68boo$$7b3o68boo$9bo68boo141bo$8bo156bobo53bobo$
148boo15boo54boo$bbo141bo3boo16bo50boo$3bo141boo69bobbo$b3o140boo19boo
49bobo$165boo50bo$73bo$oo71bo86boo48boo38boo$boo70bo86bobo47bobo37bobo
$o25bo136bo49bo39bo$24boo67bo70bobo47bobo37bobo$25boo66bo71boo48boo38b
oo$93bo$160boo47bo$23b3o134boo19boo25bobo$23bo156boo25bobbo$24bo135bo
16boo3bo25boo$160boo15boo25boo$18bo140bobo41bobo$17bo69boo116bo$17b3o
67boo$$17b3o67boo$17bo69boo$18bo$90b3o$90bo$91bo6$161boo$160bobbo$159b
obbo$160boo$$156b3o$158bo$157bo38$30b3o$32bo$31bo!

EDIT 4: Snake siamese snake from 8. Snake siamese trans carrier from 7. Snake sianese cis carrier from 10. Trans carrier siamese trans carrier from 10. Trans carrier siamese cis carrier from 11. Very long shillelagh from 6. Very long canoe from 6. Block on cover from 4. Cis shillelagh from 7.

This leaves only four as-yet-synthesized 10-bit still-lifes: 10-bit snake xs10_wg853z65 (1 soup, that leads to a partial synthesis except it needs 2 c/22 gliders heading in impssible directions),
very long hook w/tail xs10_1784213 (with no soups!?), cis hook w/tail xs10_2eg853 (with one unsuitable soup), and cis carrier siamese cis carrier xs10_31c6go (with four soups).

Code: Select all

x = 209, y = 188, rule = B2n3-q5y6c/S23-k
97bo$95boo$96boo26$63bobbo$20bo40b3obobo$12bo6bo42bo3boo112bobo$10bobo
6b3o159boo$11boo168bo$$bo154boo25boo$bbo152b4o24bobo$3o29bo107bo15bobo
24bo$5boo25bobo11booboobo13bo39booboo15boobo9bo6boobo6boo18boobo16boob
oo$4bobo25boo12bobooboo12bobo38boboobbo13boboo9b3o4boboo26boboo16boboo
$6bo29b3o27boo43boo42boo24bo19bo$36bo101bo16boo23boo18boo$37bo99boo$
137bobo24b3o$26boo136bo$17b3o6bobo136bo$19bo6bo$18bo4$180bobo$181boo$
181bo$$156boo25boo$155b4o24bobo$126boo12bo5boo8bobo17boo5bo12boo$126bo
bbo9bo6bobbo6boo18bobbo16bobboo$128boo9b3o6boo28boo18boo$155boo24bo19b
o$138bo16boo23boo18boo$137boo$91bo45bobo24b3o$89boo73bo$90boo73bo4$10b
o$11bo$9b3o3$137bobo$137boo$138bo31bo$168bobo$134bo23boo9boo25boo$135b
oo22bo36bobo$130bo3boo22bo13booboo22bo$128bobo26bo14booboo23bo$129boo
25bo44bo$156bobo43bo$157boo20boo20boo$140bobo36boo$140boo$130boo9bo37b
oo$131boo46boo$130bo8b3o$139bo42b3o$140bo41bo$183bo13$128bo$124boboo$
122bobobboo$106boo15boo$106bobboo$108boobbo$111boo66bo$178bo$42boo134b
3o$41bobo$42bo$$42boo$41bobo111booboo38boo$43bo96bobo13boboo37bobo$52b
oo86boo14bo39bo$52boo87bo15b3o35bo$159bo35bobo$139b3o54boo$49boo88bo
39boo$49boo89bo38boo6$176boo19boo$176bobo17bobo$177bo19bo$$176boo$176b
obo$176bo11$116b3o16boo18boo3boo17boo14boo$115bo3bo15bobo18bobbobo13b
oo3bo14bobbo$119bo4bo13bo17bobo17bobbo17boo$117boo6bo13bo17bo18bobo18b
obbo$117bo4b5o13bobo34bo21boo$125bo15boo$117bo6bo14$15boo$14bobo$16bo
3$177bo$175b3o$174bo30boo$155b3o16b3o28boo$$116b3o41bobo26boo4boo$115b
o3bo39bobbo26boo4bobo$119bo4bo35bobo35bo$117boo6bo49bobo21bo$117bo4b5o
48bobbo21bobo4boo$125bo49bobo23boo4boo$117bo6bo$161b3o16b3o8boo$163bo
27boo$160b3o$160bo!

EDIT 5: very long hook w/tail from 13.

Code: Select all

x = 67, y = 14, rule = B2n3-q5y6c/S23-k
34bo$33bo$33b3o$$7boo25bo$oo4boo12boo3bo7boo5boo3boo13boo3boo$bo6bo12b
obbobo6bobo5bobbobo14bobbobo$boboo16bobobo15bobobo15bobo$bbobo17bobo
17bobo17bo$3bo19bo19bo$46b3o$42bo3bo$42boo3bo$41bobo!

EDIT 6: Cis hook w/tail from 17. The only two unsolved 10-bit ones are the 10-bit snake and the cis-cis siamese carriers.

Code: Select all

x = 66, y = 24, rule = B2n3-q5y6c/S23-k
42bo$28bobo10bo$28boo11b3o$24bo4bo$25boo$24boo16bo3boo$40bobobbobbo$
41boobbobbo$29boo15boo$28boo$30bo$7boo55boo$oo4boo12boo3bo14boo3bo14b
oo3bo$bo6bo12bobbobo14bobbobo14bobbo$boboo16bobobo15bobobo15bobo$bbobo
17bobo17bobo17bo$3bo19bo19bo5boo$48boo$50bo$41b3o$43bo$42bo3boo$45boo$
47bo!

EDIT 7: Flip-and-grow canoe converter from 8, giving 10-bit snake also from 17. Only one left!

Code: Select all

x = 68, y = 17, rule = B2n3-q5y6c/S23-k
27bo$25bobo$21boo3boo$oo19bo18boo18boo$obo19bo7bobobboo3bobo17bobo$3bo
19bo6boobboo7bo19bo$4bo9bo9bo6bo4bo7bo19bo$5bo6boo11bo19bobo17bobo$4b
oo7boo9boo4boo14boo18boo$29bobbo$29bobbo9boo$8boo14boo4boo10bobo$9boo
12boo18bo$8bo4bo11bo$12boo29boo$12bobo27bobo$44bo!

EDIT 8:
HWSS from 6; 10-bit P4 from 10, then improved from 8; 20-bit P13 from 12.
Mold from 7; P6 between two tubs from 9 (converter can be generalized to other P6s); 21-bit P10 from 9.
Octagon II from 12; 18-bit P8 from 12; 14-bit P14 from 6.
Several reductions of the weird 22-bit still life from 6 (and one from 5).
Up wing on wing from 6.

Code: Select all

x = 298, y = 150, rule = B2n3-q5y6c/S23-k
157bo$152bo3bo$146bo6boob3o14bo$144bobo5boo18bobo$145boo26boo92bo$267b
obo4bobo$146bo20boo5bo92boo5boo$146boo18bobo5boo18bo80bo$145bobo19bo5b
obo18bo41bo$194bo36bo3bo$232boob3o24bo$231boo28bobo27boo3boo$177boo83b
oo28boobboo$177boo$7bo119b3o29boo26b3o12bo4b3o16bobo29bo29bo$5bobo122b
oo26boo30boo9boo7boo15boo28bobo28boo$6boo147boo3bo39bobbo23bo30boo3boo
7boo15bo3boo$128boo24bobo31boo9boo7boo53boo7bobo18boo$130b3o23bo33b3o
8bo8b3o13boo7boo35bo$11boo212bobo6boo52boo$11boo214bo3boo3bo14b3o34boo
$230bobo20bo$232bo19bo$192boo$98bobo90bobo$68bo29boo93bo69b3o$66bobo
30bo163bo$7bo3b3o53boo3bo179boo10bo$7boobbo19b3o36boo181boo$6bobo3bo
18bobbo36boo179bo$31bo67boo$31bo3bo63boo$31bo3bo$14bo16bo19bo28bo$13b
oo17bobo10b3o3bobo8boo17bo10boo$13bobo32bobboo9boo15b3o10boo$45bobbo
16b3o16boo9b3o51bo$46bobo34bobo62bobob3o$85bo62boobbo$153bo$158bo76bob
o$157bo71boo4boo12boo18boo18boo$157b3o68bobo5bo11bobobboo13bobobboo13b
obobboo$168boo17bo19bo20boo18boo3boo13boo3boo13boo3boo$167bobbo15bobo
17bobo28b3o$143bo23bobobo15boo18bo29bo56bo$143boobboo19bobbo18bo18bo
28bo10boo18boo18boobbobo$142bobobbobo22bo16boo19boo37boo18boo3boo13boo
bobbo$147bo21bobo38bo16boo45boo17boo$158boo53bo14boo26boo$158bobo33bo
17bobo12bo3boo22boo21boo$158bo29boo3boo18bo17bobo18boo3bo19boo$124bo
62bobo3bobo35bo19bobo25bo$123boo64bo63bo$123bobo11$229bo$228bo$228b3o$
259bo$213bobo42b3o$213boo43bo$187bo26bo24boo$26bo155bo3bo51bobo$27bo
155boob3o24bo45bo16bobobbo$25b3o61bobo90boo28bobo25b4o14bobo15boboobo$
89boo122boo20bo3bo17bobo16boboobo$57bo14bobo15bo45bo83bobo11bo3bo19bo
17bobbobo$24boo31bo14boo13boo45boo85boo11boobo$25boo6b3o21bo5b3o7bo13b
obo3b3o26bobbo9boo15bobbo66bo14bo$5boo17bo60boobo32boboobo24boboobo18b
obo29bo29bo21bo$bbobbobo77boboo12bo20bobbo5b3o18bobbo20boo24boobbobo
28bo19b3o$obobbo80bo12boobo11b3o5bobbo26bobbo20bo26boobboo49bo$boo40bo
55boboo18boboobo24boboobo45bo$32b3o6boo11bo7b3o5bo21b3o3bobo10boo9bobb
o26bobbo19boo$42boo10boo14bo28boo11boo60bobo$53bobo14bo26bo13bo64bo$
97boo$40b3o53bobo110bo$40bo169bo$41bo167b3o6$199boo$198bobo$200bo11$
13boo18boo18boo18boo18boo28boo18boo18boo18boo18boo18boo18boo18boo18boo
$13boo18boo18boo18boo18boo28boo18boo18boo18boo18boo18boo18boo18boo18b
oo$11bo19bo19bo19bo19bo29bo19bo19bo19bo19bo19bo19bo19bo19bo$11boo18boo
18boo18boo18boo28boo18boo18boo18boo18boo18boo18boo18boo18boo$12bo19bo
19bo19bo19bo29bo19bo19bo19bo19bo19bo19bobbo16bo19bo$12bobo17bobo17bobo
17bobo17bobo27bobo17bobo17bobo17bobo17bobo17bobo17bobobo15bobo17bobo$
13bobo3boo12boo18bobo3boo12bobo17bobo3boo22bobo17bobo3boo12bobo17bobo
3boo12bobo17bobo3boo12bobbo16bobo3boo12bobo$14bo4boo17bo15bo4boo13bo
19bo4boo23boo18bo4boo13bobo17bo4boob3o9bobo17bo4boo13boo18bo4boo13bobo
$15b3o19bobo15b3o37b3o47b3o4bo12bo19b3o4bo12boo18b3o5bo31b3o17bobo$17b
oo3boo13boo18boo38boo48boobbo35boo4bo33boobboo34boo17bo$22bobo78boo46b
3o78boo$22bo37bo41boo$59boo43bo165boo$59bobo37boo169bobo$100boo168bo$
99bo$55boo209b3o$56boo88boo76boo42bo$55bo89bobo75bobo41bo$147bo77bo8$
52bo40bo$52bobo36bobo$9bo42boo38boo$10bo3bo59bo39bo$8b3oboo19bo19bo19b
obo17bo19bobo$13boo17bobo17bobo17bobbo16bobo17bobbo$32boo18boo18b3o17b
oo18b3o$$32boo18boo18b3o17boo18b3o$13boo17bobo17bobo17bobbo16bobo17bo
bbo$8b3oboo19bo19bo19bobo17bo19bobo$10bo3bo59bo39bo$9bo42boo38boo$52bo
bo36bobo$52bo40bo!

[mniemiec]

(I'm starting a new post, because necroediting for two weeks leaves the false impression that nothing is going on).
48-bit P3 from 24. 22-bit P3 from 12. 28-bit double cuphook P3 from 12.

Code: Select all

x = 220, y = 136, rule = B2n3-q5y6c/S23-k
178bo$176boo$177boo14$110bobo$111boo$111bo5$148bo$149boo$88bo59boo$89b
o3bo$87b3oboo59bo$92boo57bobo$151boo$bbo14bobo$3bo14boobbo$b3o14bo3bob
o$22boo24bo9b3o$43bo4bobo35boo9boo47boo9boo$oo41bo4boo35boobo7boboo45b
oobo7boboo50bo3bo$boo40bo40boo13boo43boo13boo49bo3bo$o83bobbo9bobbo6bo
36bobbo9bobbo49bo3bo$59b3o23bo13bo7bobo35bo13bo9bobo37boo3boo$59bo47b
oo60boo37bobo3bobo$60bo109bo34b5o5b5o$76bobo28bo30bo26boo$77boo27boo
29bobo25bobo$77bo28bobo29boo26bo$44bo89bo70b5o5b5o$45bo30boo56boo72bob
o3bobo$43b3o29bobo7bo13bo33bobo9bo13bo49boo3boo$24bo52bo6bobbo9bobbo
43bobbo9bobbo49bo3bo$22boo37bo22boo13boo43boo13boo49bo3bo$23boo30boo4b
o23boobo7boboo45boobo7boboo50bo3bo$54bobo4bo24boo9boo47boo9boo$boo41b
3o9bo$obo3bo14b3o$bbobboo14bo$5bobo14bo$152boo$91boo58bobo$92boob3o54b
o$91bo3bo$96bo58boo$154boo$156bo5$193bo$192boo$192bobo14$126boo$127boo
$126bo9$16bo$17boo20bo$16boo22bo86bobo$38b3o86boo$bbo125bo$obo39bo82bo
$boo3bo34bobo49bo31bo$4boo35bobbo47bobo30bo$5boo35boo49bobo8b3o$23boo
69boo9bo$23boo81bo$16bobo$17boo$17bo$12boo23bo19bo60boo28boo$13boo21bo
bo3boo12bobo3boo14bo39bo3boo24bo3boo$12bo24boboobbo13boboobbo14boo36bo
6bo22bo6bo$41boo18boo14bobo36b7o23b7o$$41boo18boo28bo24b7o23b7o$37bob
oobbo13boboobbo27bobo22bo6bo22bo6bo$21bo14bobo3boo12bobo3boo27boo25bo
3boo24bo3boo$14b3obboo16bo19bo30bo29boo28boo$16bo3boo67bo$15bo71b3o$$
23boo81bo$23boo80bo$5boo35boo60b3o$4boo35bobbo80bo$boo3bo34bobo81bo$ob
o39bo82bo$bbo125bo$38b3o86boo$16boo22bo86bobo$17boo20bo$16bo4$105bo$
104boo$104bobo!

EDIT: Lake 2 from 14. Test tube baby from 14. Test tube baby w/two up boats from 13. Test tube baby w/up boat from 14. xs20 from 14 (four ways).

Code: Select all

x = 134, y = 139, rule = B2n3-q5y6c/S23-k
67boo$36boo3bo24bobo$37boobo26bo4bo$36bo3b3o27boo$71boo$$99boo$47bobo
29bo18bobbo$32bo15boo11bobo14bobo17bobbo$30bobo15bo13boo15boo15boo4boo
$31boo6boo21bo6boo24bo8bo$39boo6boo20boo6bo17bo8bo$31bo15bobo9boo15boo
18boo4boo$30boo15bo11bobo14bobo19bobbo$30bobo27bo37bobbo$99boo$$67boo$
37b3o3bo24boo$39boboo24bo4bo$38bo3boo27bobo$71boo9$67boo$36boo3bo24bob
o$37boobo26bo4bo$36bo3b3o27boo$71boo$$99boo28boo$47bobo29bo18bobbo26bo
bbo$32bo15boo11bobo14bobo17bobbo26bobbo$30bobo15bo13boo15boo15bobobbob
o22bobobbobo$31boo29bo6boo25boo4boo22boo4boo$47boo20boo6bo$31bo5boo8bo
bo9boo15boo$30boo6boo7bo11bobo14bobo23bo$30bobo4bo3boo17bo40bobo$41bob
o58bo$41bo63boo$105bobo$105bo$$61boo$62boo12b3o$61bo14bo$77bo7$67boo$
66bobo$67bo4bo$70boo$71boo$$99boo$79bo18bobbo$61bobo14bobo17bobbo$62b
oo15boo15bobobbobo$62bo6boo24bobo4bobo$69boo6bo17boo6boo$59boo15boo$
59bobo14bobo$60bo6$75boo$74boo$76bo$60boo$59bobo$61bo3$6bobo$7boobbo$
7bo3bobo20bo32boo$11boo22bob3o26bobo$33b3o31bo4bo$70boo$71boo$$99boo$o
bo14bobo10bo18bo10bo18bo18bobbo$oo16boo9bobo16bobo8bobo16bobo17bobbo$b
o16bo10boo18boo8boo18boo15bobobbobo$39boo28boo25boo4bobo$boo14boo20boo
21bo6boo6bo25boo$obo4boo8bobo42boo12boo$bbo5boo7bo43bobo12bobo$7bo3boo
$11bobo$11bo4$75boo$74boo$76bo$60boo$59bobo$61bo7$25bo$26bo17bobo$24b
3o18boo$45bo$18boo18boo18boo18boo18boo$18bo3boo14bo3boo14bo3boobbobo9b
o3boobbo11bo$16bo6bo12bo6bo12bo6bobboo8bo6bobbobo7bo3bo$16b7o13b7o13b
7o4bo8b7o3boo8b5o$$16b7o13b7o13b7o4bo8b7o3boo8b5o$16bo6bo12bo6bo12bo6b
obboo8bo6bobbobo7bo3bo$18bo3boo14bo3boo14bo3boobbobo9bo3boobbo11bo$18b
oo18boo18boo18boo18boo$45bo$24b3o18boo$26bo17bobo$25bo!

[goldenratio]

Some new 3Gs from the 4G_stdin search:

Code: Select all

x = 323, y = 41, rule = B2n3-q5y6c/S23-k
4$318bo$255bo60b2o$256b2o59b2o$255b2o5$151bo17bo131bo$151bobo16b2o42bo
85bo$104bo46b2o16b2o41bobo85b3o$103bo109b2o$obo100b3o$b2o82bobo$bo5bo
28b2o48b2o$8bo26bobo48bo$6b3o28bo$175bobo96b2o$55b3o118b2o47b2o46b2o$
55bo120bo34bo12b2o49bo$56bo154b2o13bo$210bobo$130bo122b3o$130b2o123bo
49b2o$37b3o89bobo122bo50bobo$39bo265bo$38bo$9b3o133b2o$11bo132b2o$10bo
135bo2$87bo$87b2o$86bobo98b2o$186b2o$188bo!

I'll stop looking since Ian07 has a script to do this

Anyone want to investigate DryVesselLife? Here's the spaceships again:

Code: Select all

x = 97, y = 15, rule = B2n3-q5y6c7/S23-k
11b2obo$11b2o2bo$13bo2bo$12b2o2bo$12b2ob2o20bo32b3o4b3o$36b3o31bobo4bo
bo$35bo3bo15bo3bo9bo3bo2bo3bo8b2o$4b2o29b5o14b3ob3o9bobo4bobo9b2o4b2o$
5bobo29bo18bobo12bo6bo17bo$5bobo29bo18bobo34b3o$6b2o28bobo16b2ob2o33b
3o$36bobo35b2o$bo72b2o$2o$obo!

and FWKnightship's corderoid:

Code: Select all

x = 27, y = 19, rule = B2n3-q5y6c7/S23-k
13bo$12b3o$11b2ob2o$3o8b2ob2o8b3o$3o21b3o2$bo23bo$3o9b3o9b3o$bo11bo11b
o$bo23bo$bo23bo$obo21bobo$bo23bo$bo8b2o3b2o8bo$12bobo$12bobo$12b3o$12b
3o$12b3o!

[yujh]

and FWKnightship's corderoid:

Code: Select all

x = 27, y = 19, rule = B2n3-q5y6c7/S23-k
13bo$12b3o$11b2ob2o$3o8b2ob2o8b3o$3o21b3o2$bo23bo$3o9b3o9b3o$bo11bo11b
o$bo23bo$bo23bo$obo21bobo$bo23bo$bo8b2o3b2o8bo$12bobo$12bobo$12b3o$12b
3o$12b3o!

Hint:can be done with 2 engine!

[bubblegum]

and FWKnightship's corderoid:

Code: Select all

x = 27, y = 19, rule = B2n3-q5y6c7/S23-k
13bo$12b3o$11b2ob2o$3o8b2ob2o8b3o$3o21b3o2$bo23bo$3o9b3o9b3o$bo11bo11b
o$bo23bo$bo23bo$obo21bobo$bo23bo$bo8b2o3b2o8bo$12bobo$12bobo$12b3o$12b
3o$12b3o!

Hint:can be done with 2 engine!

which is this:

Code: Select all

x = 13, y = 11, rule = B2n3-q5y6c7/S23-k
3o7b3o$3o7b3o2$bo9bo$3o7b3o$bo9bo$bo9bo$bo9bo$obo7bobo$bo9bo$bo9bo!

[Ian07]

4G_stdin results, apologies if some of these are already known:

Code: Select all

x = 2135, y = 2075, rule = B2n3-q5y6c/S23-k
3bo$4b2o$3b2o4$60b3o$62bo$61bo$64b2o63bo$64bobo62bobo$64bo64b2o58bobo
31bo$124bo64b2o33bo15bobo$124bobo63bo31b3o15b2o$57b2o65b2o115bo$14b2o
42b2o$14bobo40bo$10b2o2bo$11b2o225bo$10bo111bo50bo62bobo$122bobo48bobo
61b2o$122b2o49b2o2b3o$177bo55b3o$178bo56bo$122b3o109bo$124bo$123bo97$
458bo$456b2o$457b2o8$1746bo$1747b2o$56b2o1688b2o$56bobo$1566bo$58bobo
894bo611bo$61bo448bo445bo574b2o32b3o81bo$60b2o449bo442b3o481bo93b2o36b
o76b2o42bobo$509b3o925bo93bo37b2o77b2o42b2o$10bobo430bo421bo571b3o128b
o2bo120bo107bo$10b2o118bo311bo71bo109bo144bobo91b2o27bo207bo72bo360b2o
32bobo116b2o62bo49bo$11bo44b2o71bo100bo203bo7b3o69bo108bo64bobo78b2o
93b2o25bobo143bo63bo50bo19bobo4bobo352bobo32b2o77b2o38b2o62bo46b3o$55b
o2bo70b3o98b2o203b2o77bo108b3o62b2o54b2o24bo69b2o18b2o28bobo123bo19bob
o60b3o48bobo20bobo3b2o65bobo25b2o252b2o4bo112bobo37bo62b3o$8b2o45bo2bo
170bobo135bo66b2o83b3o167bo53b2o28b3o63b2o19b2o29bo125bo19bobo4b2o47bo
bo55b2o21b2o4bo65b2o26bobo250bobo119bo$8bobo45b2o177bo34bo3b2o92bo151b
2ob2o220bo27bo67bo47bo125b3o20b2o3b2o49b2o134bobo14bo27bobo251bo50b2o
59bo$8bo114bo109b2o33bobo2bobo53bo3bo32b3o151b2ob2o153bo61b2o32bo61b2o
49bo133bo23bo48bo9bo49bo68bo6b2o44b2o61bo239bob2o59b2o$52b3o69b2o108b
2o33b2o3bo3b2o50bo2bobo187b3o82bo70b2o58bobo27b2o64bobo48bobo4b3o60bob
o60b2o82b2o49b2o22b3o40bobo7bo46bo61bo104bo132b2o2bo58b2o55b3o$54bo68b
2o3b2o92b3o53bobo47b3o2b2o104b2o89bo78bo68b2o61bo27b2o66bo48b2o69b2o
61b2o19b2o52b2o6bobo47bobo22bo43b2o55b2o57b3o102b2o87b2o45bo2bo110bo4b
o110bo$53bo73b2o95bo50b2o2bo83bo74bobo89bo76b3o2b2o72b3o173b3o85b2o5bo
3b2o77bobo51b2o83bo53bo38b3o4bobo62bo99b2o85bobo45b3o110b2o5bo108bo$
129bo93bo51b2o84bobo3b2o71bo89bo80bobo72bo175bo33b3o52b2o7b2o80bo53bo
135b2o46bobo59b2o189bo158bobo55b2o56b3o$362b2o3b2o244bo73bo175bo32bo
53bo11bo269bobo33b3o10b2o60b2o80bo210b3o110bobo51b2o$442b2o89b3o361bo
372bo153bo213bo112bo50bobo$442bobo88bo735bo154b3o210bo166bo$442bo91bo$
1426bo$8b2o1415b2o$7bobo1415bobo$9bo$1742b2o$1741bobo$1743bo13$424b2o$
425b2o$424bo63$57bobo$58b2o$58bo9$20b2o$20b2o68b2o$25bo33bo31bo$23b2o
35b2o26b2o$18b2o4b2o33b2o27b2o2bo$18b2o72bo$20bo46b2o23bo$21b2o43b2o$
21b2o45bo25b2o$94bobo$57b2o35bo$56bobo$58bo83$93bo$94bo259bobo$92b3o
259b2o$355bo$143bo144b2o2bob2o$141bobo7bo113bo22b2o2b2obo$142b2o6b2o
53bo60bo$150bobo48bo2bo59b3o30b2o$145bo53b2o3b3o53b2o35bobo$20b2o21b3o
98b2o54b2o59b2o29b2o3bo$19b2o24bo98bobo48bobo62bo31bobo46b2o$21bo22bo
3b2o146b2o4bo89bo47bobo$48bobo49b2o94bo4b2o139bo$17b2o30bo49b2o100bobo
155bo$16bobo74b2o6bo252b2o2b2o$18bo73bobo258bobo2bobo$94bo260bo114$
147bo104bo332bo$145b2o95bo8bo66bo133bo130bobo$146b2o95b2o6b3o65b2o55bo
76b2o129b2o$242b2o74b2o57b2o73b2o53bo$376b2o130b2o120b2o$507b2o122bo$
24bobo45bo546bo10bo$25b2o43bobo105b2o201bo136bo65bo32bobo10bob2o$25bo
40b2o3b2o105bobo139bo58bobo137b2o64bo32b2o11bobo$67b2o110bo138bobo59b
2o136b2o63b3o$66bo109b3o140b2o53b3o244bo$20b2o3b2o149bo69b3o127bo6b3o
68b3o61bo68bo33bo$19bobo3bobo106b2o112bo61bobo9b3o50bo9bo70bo60b2o68bo
bo31bo$21bo3bo50b2o55bobo111bo3b2o58b2o11bo59bo70bo53bobo5bobo67b2o$
75b2o58bo114b2o59bo11bo186b2o$77bo60b2o39bo72bo257bo$137b2o39bobo274b
3o$139bo38b2o263bo11bo130bo$443b2o11bo128b2o$173b3o266bobo140bobo$175b
o$174bo91$1086bo$1084bobo$1085b2o7$1089bo$1087bobo$1088b2o2$1086b2o$
1081bo4bobo$1082b2o2bo523bo70bobo36b2o56bobo$1081b2o528bo69b2o37bo58b
2o$1523bo85b3o70bo39b2o55bo5bo$484bo749bo121bobo95bo66b2o199b2o4bo57bo
$485bo749bo56bo64b2o96bo66b2o160b3o41bo55b3o$483b3o747b3o54bobo64bo59b
o35b3o125bo30bo73bo41bo$1291b2o123bo164bobo27bobo71bo6bo30b2o$775bobo
182bo448b2o5b3o29b2o131b2o27bobo78b2o29bobo62b3o$775b2o128bo55bo275b2o
170bo38bo8b2o119bo32bo79bobo30bo64bo$519b2o255bo26b2o98b2o54b3o274bo2b
o170bo38bo6bo2bo116bobo10bo198bo$519bobo113bo48bobo116bo56bobo41b2o
294bo35bobo168b2obo5b2o28b2obo6bobo60bo57b2o8b2o$23bo120bobo268bo98bo
7bo113bo47b2o118b3o53b2o336b2o37bo59bo109bobo6b2o28bobo8bo59b2o69b2o$
21bobo120b2o65bobo45bobo151bobo99bo7bo58bo51b3o4bo43bo121bo46b2o5bo91b
2o64b2o173bo4b2o94bobo73bo36bo38bo70b2o99b2o$22b2o121bo65b2o47b2o152b
2o75bobo19b3o8bo57bobo57bo38bo30bo90bo2bobo44bobo98b2o3b2o44bobo10b2o
164bo10bo100b2o74b2o207bo38bo$212bo47bo3b2o226b2o31bo48bobo5b2o56b3o
39bo30bo89bo3bo47bo49bo47bo4bobo45b2o12bo164bo7b3o175b2o5bo135b2o66bo
35bo$264b2o154bo71bo3bobo19b2o4b2o48b2o104b3o28b3o89bo54b3o44bobo52bo
45bo4b2o170b3o3bo101bobo84bobo132b2o13b2o50b3o35b2o$214bo160bo43bobo
74b2o19bobo55bo55bobo224bo46b2o104bobo175b2o36bo64b2o3b3o78b2o135bo12b
obo88bo$88bobo123b2o53b2o104bobo40bobo76bo19b2o113b2o10b2o125b3o26b2o
48b3o6bo151bo5b2o169bobo35bobo63bo6bo203b2o23bo89bo$88b2o123bobo53b2o
104b2o41b2o152bo59bo10b2o64b2o62bo25bobo50bo164bobo205bobobo68bo205b2o
112b2o$29bo53bo5bo480b2o73bo62bobo61bo28bo49bo51b2o4b2o45b3o58bo207bo
2bo150b2o122bo$30bo50bobo289bo197b2o134bobo70b3o120bobo3bobo46bo265b2o
152b2o$28b3o51b2o50b3o2b2o231b2o334bo65b2o4bo122bo5bo47bo422bo$89b2o
45bob2o232bobo43b3o70b2o281bobo4bo$89bobo43bo4bo113b2o162bo71bobo79bo
201bo$28b2o59bo165b2o162bo72bo78b2o$28bobo223bo316bobo$28bo4$84b2o$83b
2o$85bo6$1118b2o$1118bobo$1118bo3$294b2o$294bobo$294bo103$723bo$724bo$
722b3o570bo$446bo282bobo184bo37b2o340b2o$444b2o284b2o183bo39bo339b2o$
445b2o221bo61bo184b3o34b2o446bobo$148bo290bo228bobo282b2o445b2o228bo$
149bo117bo170bo119bo26bo53bobo26b2o62b2o79bo136b2o449bo229bo$6bo140b3o
117bobo33bo58b2o74b3o117b3o24bobo52b2o89b2o81b2o134b2o168bo508b3o$4b2o
261b2o33bobo56bobo158bo33bo4bo23b2o53bo92bo79b2o215bobo88b2o404bo518bo
$2bo2b2o47b2o34b2o141bobo66b2o59bo71b2o85b2o7bobo22b2o2b2o71bobo32bo
361b2o33bo54b2o25b2o93bo65bo219b2o516bobo$obo52b2o32bobo2bo138b2o200bo
bo83bobo7b2o101b2o6b2o23bobo171bo7bo59bo121bo31bobo81b2o65bobo24bo65bo
146bo72b2o517b2o3b2o$b2o51bo35bo3bobo137bo32b2o35b2o129bo96bo53bo47bo
7bobo21bobo170bobo6bobob2o53bobo154b2o84b2o62b2o25b3o63b3o143bo515bo
20b2o59bobo$94b2o171b2o29b3o3b2o58b3o162bo31bo24b3o53bo23bo173b2o7b2ob
o55b2o237b3obo63bo237b3o285b2o80bobo138bo3bo21bobo49b3o6bo$57b2o42bo
134bo63bo63bo163b2o30bobo21bo4bo75b2o148b2o35bo262b3o29bo74bo29bo309b
2o81bo95bobo79b2o68bo71bo2b3o22bo48bo$57bobo40b2o66bo67b2o34b2o25bo9b
2o54bo162bobo28bobo22b2o2b2o224b2o27bo8b2o53bo155b2o45bo6bo102b2o19bo
9bobo208b2o98bo83bo95bobo79bo67bo70b3o17bo10bo4bo43bo$2b3o52bo42bobo
65bobo64bobo34b2o35b2o249bo255bo26bo62b2o154bobo46b2o3bo94b2o8b2o17bob
o9b2o199bo7bobo99b3o78b3o96bo142bo5b3o89bo6b2obo4bo$4bo163b2o673bo62bo
bo150b2o2bo46b2o99bobo26b2o65b2o143bobo6bo104bo152bo166bo95b3o6bobo5bo
$3bo910bobo45bo96bob2o101b3o44bo38b4o52b2o143bo2bo7bo102bobo150bo154b
2o11bo73b3o$162b2o397b3o249b3o98b2o46bo57b3o2b2o223bo2bo54bo92bo50b2o
9bo101b2o77b2o72b3o24b2o74b2o7b2o40bobo87bo23b3o12b2o$161b2o398bo173b
2o78bo99bo46bo59bob2o84b2o48b3o44b3o182b3o4b2o60bobo63bo115bobo98b2o
75bobo5b2o41bo17b3o57b3o8bo39bobo$157b3o3bo398bo171b2o78bo143b3o60bo4b
o82b2o51bo46bo184bo5b2o59b2o63bo118bo100bo74bo9bo39b2o79bo48bo$159bo
576bo63b3o308bo49bo46bo184bo132b3o193bo148bo5b3o71bo$158bo218b2o423bo
719b2o44b2o5bo145b2o150bo178bo$377bobo421bo160b3o556bobo11bo32bobo3bo
146bobo21b2o125b2o7b3o167b2o$377bo70bo513bo447b2o111bo10b2o33bobo2b3o
168bobo133bo169bobo$447b2o514bo334b3o109bobo121bobo33bo174bo60b2o74bo$
447bobo850bo109bo246bo149b2o$1299bo356b2o148bo$1656bobo101$1543bo$
1543bobo$1543b2o8$2065bo62bo$2063b3o60b3o$2062bo4bo57bo4bo$2062b2o3bo
57b2o3bo$2063bo3bo58bo3bo$2060b2o61b2o8bo$2060b2o61b2o7b2o$1354bo581bo
195bobo$1355bo579bo$1239bo113b3o579b3o$1240bo187b2o$783bo438bobo13b3o
116b3o69bo157b2ob2o$784b2o436b2o124bo60bobo17bobo155b2obo310bo32bo72b
3o$78bo704b2o438bo18b3o53b2o49bo60b2o18bobo157bo112bo65bobo128bo32bobo
71bo82bo$78bobo777bo97bobo288b2o50b2o46b3o60bo20b2o154b3o83bo30bo65b2o
128b3o31bobo71bo81bobo$78b2o776bobo97b2o289bobo48bo288bo84bo29b3o65bo
74bo89bo154b2o$130b2o292bo432b2o98bo178bobo3b2o104bobo51b3o46b3o5bo
312b3o170bobo$129bobo290bobo712b2o3b2o106bo51bo29bo25bobo44b2o3b2o21b
2o152bo257b2o56b3o182bo$131bo68bo222b2o435bo179bo96bo76bobo32bo53bo26b
2o27bobo42bobo3bobo21b2o150bobo113bo4bo4b2o126bobo55bo4bo27b2ob2o55b3o
94bo$199bo505bo96bobo55bo175bo3bobo64b2o93b2o11b2o32bobo67b2o10b2o24bo
bo2bo43bo3bo22bo153b2o80bo32bo4bo3bo2bo61bo63b2o57bo4bo27bob2o57bo94bo
$133b3o63b3o114bo158b2o190bobo35bobo94b2o56bo176bo2b2o64bobo37b2o55b2o
10bo34b2o67bobo4bo30b2o2b2o159bo146b2o31bo4bo4bobo59bobo64bo55b3o32bo
59bo8b2o$133bo61b2o119bobo106bobo48b2o189b2o36b2o96bo231b3o70bo37b2o
54bo117bobo3bobo184bo8bobo143bobo42bo2b2o57b2o156bo66b2o$134bo59bobo
108bo10b2o53b2o53b2o47bo4bobo100b2o5bo77bo33bo513b3o102bo4b2o183b2o9b
2o64b3o83bo39b2obo62b3o51bobo97bo67bo$196bo76bo31b2o4b2o58bobo52bo53b
2o71bobo27b2o5bobo109bo338b3o66b2o26b2o76bo295b2o76bo84b2o103bo54b2o4b
o91b2o126b2o$271bobo30bobo4bobo57bo6b3o100bo72b2o34b2o110bo249bo88bo
68bobo25b2o77bo371bo84b2o105bo4b2o47bo4b2o157bo61b2o$272b2o38bobo48b2o
13bo175bo111b2o204b2o67b3o8b2o88bo67bo32b3o364bo275bobo51bobo156b2o$
16bo114b3o179bo48bobo14bo113bo89b2o81bobo29b3o168bo3bo69bo7bobo85bo
105bo364b2o160b2o90b2o20bo211bobo$6bo8bo117bo141bobo86bo127b2o62bo26bo
82bo33bo103bobo62b4o69bo13b2o81b2o103bo364bobo159b2o90bobo137b2o151b3o
3b2o$7bo7b3o114bo59b2o81b2o91b3o103b3o15bobo61bobo25bo114bo104b2o149b
2o81bobo632bo91bo136b2o154bo2bobo$5b3o62bo120bobo11b3o68bo91bo63bo43bo
79b2o20b3o2b2o220bo63b2o86bo946bo152bo4bo$71bo121bo11bo163bo61bo43bo
104bo288b2o$16b2o51b3o134bo224b3o145bo$15bobo790b2o$17bo49bo739b2o$66b
2o361b2o378bo696b2o$66bobo361b2o1075b2o$429bo1076bo102$1290bobo$1291b
2o$1291bo11$1517bobo$1518b2o$1518bo$1458bo$1458bo59bo$1454bo3bo60bo93b
o$1413bo38bobo62b3o94bo$1411bobo39b2o157b3o$322bo1089b2o44bo$322bobo
1133bo70bobo76b3o$322b2o628bo106bo398bo70b2o79bo7b3o$951bo107bobo468bo
78bo8bo$951b3o105b2o558bo$322bo68bo102bo219bo750b2o$321bobo65bobo103bo
218bobo747bo2bo58b2o$320bo2bo66b2o3b2o96b3o218b2o6bobo128bo192bo151bo
261b2o2bobo58b2o$230bo5bo84b2o71b2o250b2ob2o71b2o128bo191b2o83bo66bobo
222bo38bobo2bo61bo$231b2ob2o31bobo126bo3b2o244b2obo73bo48bobo19bo57b3o
190b2o83bo66b2o217bo3b2o41b2o$230b2o3b2o31b2o130bobo209b2ob2o32bo65b2o
56b2o18bo334b3o285b2o2bobo4bo191b2o$268bo131bo211b2ob2o31bo66bobo55bo
19b3o619bobo8b2o190b2o$165bo229bo188bo5bo57bobo64bo479b3o7b2o219bobo
191bo$163bobo228b2o189b2ob2o59b2o206bo82bo177bo76bo8b2o$43b2o119b2o
228bobo114bo72b2o3b2o257bobo6bobo78bobo104bo73bo76bo9bo$43b2o467bo107b
obo171bo53b2o7b2o80b2o102b2o72b3o$53b2o73b2o6bo373b3o107b2o32bo138bo
55bo194b2o$52b2o46b2o26b2o5bo29bo98bo356bo31bobo137b3o55b2o80bo253b2o$
41b2o11bo44bobo33b3o26bobo4b2o89bobo48bo304bo33bobo143b2o50bobo81bo
185b2o64bobo$41bobo57bo2b3o57bo2bo2bobo90b2o48b3o197b2o102b2o34bo144bo
bo51bo79b3o108b2o76b2o65bo$16bobo22bo62bo23bo36b2o3bobob2o140bo196bobo
101bobo178bo243b2o76bo$16b2o87bo21b2o42b2obobo89b2ob2o42b2obo191bobo2b
o530bo298bo$11b3o3bo109bobo45bo90b2ob2o43b2o193b2o143b3o205bo72b2o191b
o215bo245bo$13bo298bo196bo144bo60b3o143b2o71bobo191b2o212b3o245b2o$12b
o299b2o341bo61bo143bobo72bo190bobo459bobo$419b2o295bo622b3o$418b2o919b
o8bo$420bo919bo6bo$1347b3o3$1346b2o$1345b2o$1347bo$1016b3o$1018bo$
1017bo7$252b2o$253b2o$252bo62$1398bo86bo$1399bo83bobo$1397b3o84b2o2$
1401b3o57bo3bo21bo$1459bobo2b2o21bo$1295bo164b2o2bobo20bo82bo4bo41b2o$
1296b2o273b2ob2o37b2obo2bo$1295b2o197b2ob2o71b2o2bobo36b2obob2o$1166bo
293b2o32b2obobo108bo7bo$1088bo78b2o292b2o34bobo107bobo6b2o$44bo973bo
70bo76b2o120bo171bo35b2ob2o105bo2bo$43bo943bo31bo67b3o199b2o276b2o38b
2o$43b3o942bo28b3o268b2o276bobo$986b3o404bo174bo33b3o$695bo327bo63bo5b
o108b2o187b3o64b2o121b3o20bo$33bo8bo5b2o37bo606bo11bo315bobo63b2ob2o
108bo2bo7bo177bo66bobo121bo21bo$34b2o4bobo5bobo37bo14bo590b3o7b2o218bo
bo96b2o62b2o3b2o107bob2o6bo178bob2o65bo122bo$33b2o6b2o5bo37b3o13bobo
70bo281bo247b2o218b2o61bo176bobo32b2o9b3o84b2o3bo87bo2bo$92b2o7bobo69b
obo90bobo73bobo112bobo29bo360bo74bo61bo32bo145b2o33bo97b2ob2o89bobo$
91bobo6bobo71b2o82b3o5b2o74b2o113b2o31bo164bo36b2o154b2o31bo50bo54b3o
29bobo144bo31b2o7b2o89bo3bobo89b2o$91b2o7bo77bobo79bo6bo75bo144b3o60bo
5bo63bo34bo34bobo155b2o25bo4bobo47bo88bo177b2o6bo2bo$98bobo77b2o79bo
289bobo5bobo60bo33b3o36bo151bo29bobo3b2o48b3o234b2o36bobo$97bobo79bo
312b3o55b2o5b2o36b2o23b3o137bo85b2o28bo111b3o176bobo37bo$89b2o6b2o161b
2o64bobo51b2o3b2o208b2o63bo99bobo82b2o26b3o112bo101b2o77bo$88bo2bo124b
2o42bobo63b2o52bobobobo162bo43bo24bo39b2o100b2o110bo48b2o66bo22b2ob2o
72bobo$88bobo77b3o45b2o42bo66bo45b2o7bobo7b2o154b2o43b2o22bobo39b2o
130bo79bobo48b2o88b2obo75bo$89bo80bo43bo157bo2bo5b2ob2o5bo2bo43bo61b2o
46bobo43bo23bo171bobo45b2o32bo48bo4b2o87bob2o$169bo44bo157bobo17bobo
43b2o11b2o43b2o2bo93bobo55b3o98bo2b3o30bobo45bobo86bobo85b2ob2o147bo$
214bo158bo19bo43bobo10b2o44bobobobo92bobo56bo38b3o55bobo2bo31bobo48bo
86bo227b2o9b2o$210bo110bo3b3o124bo45bo2b2o93b2o55bo41bo56b2o3bo29bobo
363bobo9bobo$210b2o109b2o2bo171b2o195bo86bobo3b2o199b2o165bo$209bobo
108bobo3bo45b2o19b2o260b3o124b2o203b2o$371bobo19bobo52b2o100b2o103bo
126bo206bo$373bo19bo53bobo99b2o105bo$449bo101bo5$21b3o1314bo$23bo1313b
2o$22bo1314bobo51$912bo$913bo$911b3o$422bo$422bobo583bo$290bo131b2o
585bo$192bo98bo715b3o$191bo97b3o$73bo117b3o62bo296bo634bo$74bo182b2o
34b3o255b2o634bo$72b3o181b2o294b2o523bo109b3o$193b3o882bo$195bo880b3o
3b2o92bo$119bo74bo61b3o32bo789bobo36bo56b2o$72b2o35bo8bo21b2o116bo31bo
bo790bo36bo55b2o5bo$31bo40b2o36bo7b3o20b2o3b2o109bo6b2o23bo2bo174bo
133bo511b2o5bo62bobo$32b2o41bo32b3o29bo5bobo114b2o23bob2o176bo131bobo
119bo362b2o26b2o68b2o$31b2o41b2o71bobo115bo23bo117bobo56b3o130bo2bo
120bo355bo5bobo34b2o$74bo44b2o27bobo35b2o99bobo118b2o190b2o119b3o355b
2o4bo25b3obo6bobo$39bo32bobo43bobo28bobo35b2o61bo35bobo119bo317b2o118b
o3b2o226bobo29bo3b2o6bo$37b2o27b2o3bobo46bo29b2o34bo63b2o34b2o182b2o
123b3o86bobo38bobo119bo2b2o258bobo$38b2o26b2o4bo176bobo93bo123bobo125b
o86b2o38bobo70bobo45b3o166bo4bo5bo85b2o$33bobo33b3o271b2o125bo73bobo
49bo83bo4bo30b2o6b2o71b2o215b2o4b2o2bo143bo$34b2o32b2o274b2o113b2o84b
2o134bo34bobo69bobo7bo214bobo3b2o3b3o51bo89b2o$34bo365bo58bobo83bo61b
2o70b3o36bo70b2o153bo133b2o87bobo$347b3o45bo3bobo59bo146bo2b2o51bobo
51bob2o67bo4b3o148b2o130bobo$347bo48bo3bobo57bob2o78b2o62bobobobo52b2o
10bo39b2obo73bo149b2o$348bo45b3o4b2o56bobo2bo76b2o57bo4bobo2bo54bo10b
2o39bo2bo74bo152bo68b2o$204b2o254bo2bobo77bo50b3o2bobo4bo3b2o64bobo39b
2o228bobo67b2o$204bobo257bo131bo3b2o243b2o101b2o67bo$204bo390bo249b2o$
559b3o$559bo283b6o$560bo282bo2bo2bo99b3o$779bo68b2o99bo5b2o$779b2o169b
o3b2o$778bobo175bo57$2117bo$2118bo$2116b3o3$2115b2o$2115b2o8$1947b2o$
117b2o1776b2o50b2o$81b2o34bobo255bo1365bo153b2o48bo$81b2o35bobo253bo
568bobo795bobo149bo51b2o$119bobo252b3o54bobo360bo58b2obo87b2o46bo678bo
69b2o83bo4bo61b2o47b2o$32bo87bobo309b2o359bo58bobob3o85bo8bobo37bo249b
obo425bobo76bo76b2obo59b2o51bob2o7bo$31bo89bobo308bo360b3o56bo6bo94b2o
35b3o125bo123b2o224b2o134b2o64b2o76bo76b2o2b3o58bob2o48bo2bo6bo$31b3o
88bobo217bo29b2o64bo42bo76bo294b3o2b2o94bo165bo123bo184b3o36bobo134b2o
61bo80b3o139bo2bo49b2o7b3o75bo$123b2o73bobo140bo29bobo62bobo42bobo72b
2o297bo139b3o120b3o310bo37bo78bobo118bo222b2o135b2o$198b2o141b3o28bo
64b2o42b2o74b2o521bo46bo302bo3b2o30b2obob2o76b2o52b6o58b3o360b2o$199bo
879bo46bobo162b2o45b2o93b2o31bo2bob2o76bo53bo4bo341b2o$70b3o40b2o135b
2o3b2o223b2o584bo12b3o38b2o5bo2bo160b2o12b2o31b2o12b2o69b3o9bo4bobo24b
2o84b3o39b2o8b2o291b2o50bobo$72bo40bobo134bobobobo121b2o58b3o39b2o64bo
136bo98bo284bo52b2o6b3o93bobo77bobo44bobo71bo14b2o111bo41bobo7b2o135bo
155bobo50bo$71bo42bo137bobo123bobo57bo44bo60bobo71b2o64b2o97bo206b2ob
2o70b3o157b2o62b3ob2o10bo30b3ob2o10bo71bo16bo112bo6bo34bo72bo71bo76b3o
62bo15bo212b2o$109b3o140bobo65bo54b2o2bo59bo42b2o61b2o71b2o3bo59b2o96b
3o205bobobobo77b2o45b2o6b3o94bo62bo2bobobo39bo2bobobo12b3o202b2o107b2o
70b3o76bo15b3o45bo217b2o8b2o$30b2o40b2o37bo139b2ob2o65b2o51bo2b2o103bo
139bo237bo96b2o30bobobobo77bobo44b2o5bo2bo157b2o4bo40b2o4bo13bo123b3o
78bobo29b3o73bobo148bo16bo45b3o217b2o11bo$30bobo39bobo35bo209b2o51bobo
104bobo139b3o234bo96b2o32b2ob2o78bo52bobo91b2o134bo237bo149bo92bo276b
4o$30bo41bo109bo141bo47bo2bo98b2o3bobo122b2o174b3o76b3o96bo168bo91bobo
261b3o71bo35bo149b2o373bo$183b2o139bobo46b2o99b2o4bo122bo2bo175bo438bo
261bo72b2o185bobo135b2o216bo16bobo$182b2o140b2o151b3o123bob2o13bo79bo
80bo430b2o270bo71bobo322b2o152b2o63bo14bobo$242bo21bo211b2o124b2obo14b
o78bo161b2o348bobo83b2o732b2o2bobo60b3o2b2o10b2o$240bobo3b3o9b3o3bobo
280bo57bo14bo78b3o159b2o218b2o130bo83b2o733b2obo67b2o$178bo62b2o21b2o
281b2o2bo52bo476bobo209bo737bo$178b2o366bobo2bobo51b3o342b3o128bo210bo
bo395b2o331b3o$177bobo65b2o13b2o289b2o54bo85bobo256bo339b2o5b3o387b2o
334bo$245b2o13b2o432b2o80b3o172bo347bo391bo332bo$689b3o2bo83bo521bo$
691bo85bo$690bo56$62bobo$62b2o255bo114bo$63bo174b2o80bob2o111bo74bo$
238bobo77b3obobo108b3o72b2o$240bo2bo78bo72bo113b2o3bobo$110b2o102bo24b
2obobo151b2o116b2o$110b2o12b2o67bobo17bo26bo2b2o150b2o35b2o3b2o76bo$
43bobo77bobo68b2o17b3o22bobo145bobo43bobobobo18b2o$44b2o62b3ob2o10bo
69bo7bo35b2o147b2o7bo36bo3bo19b2o52b2o$44bo62bo2bobobo12b3o70bobo41bo
142bo7b2o63bo49b2o4b3o$107b2o4bo13bo73b2o3bo37bo150bobo61b2o51bo3bo$
39b2o87bo76bo38bo214bo57bo$38bobo164b3o248b2obo$40bo205b2o66bo81bo58bo
2bo$31b2o213bobo64b2o81b2o56bo2bo$30bobo83b2o128bo66bobo79bobo57b2o$
32bo83b2o189b2o$112bo193bobo$111bobo194bo$111b2o3$114b3o$114bo$115bo
59$102b2o$102b2o$105b2o189bobo129bo$45bo56b4obo188b2o84bobo44bo$46bo
55bo4bo189bo85b2o42b3o$44b3o57b3o276bo$104bo101bo90b3o$186bo20bo91bo
85b3o40bo$47bo139bo17b3o90bo88bo39bobo7bo$48bo136b3o48b2o148bo40b2o7bo
bo$46b3o182bo4bobo196bo2bo$207bo22bobo3bo197bob2o$50bo133b3o15bo4bo18b
o4b2o201bo$50bobo131bo17bo4bo18bo208bo$50b2o133bo16bo23bo205b3o$288b2o
15b2o125bo$107b2o180b2o13b2o127bobo$107b2o179bo17bo127b2o2$392b3o$105b
3o280bo3bo$105bo282b2o3bo$106bo280bobo3$44b2o$43bobo$45bo63$237bo$236b
o$236b3o3$101bobo$102b2o$102bo3$44bo$42bobo$43b2o151bo23bo$49b2o64b2o
78bo24bobo$41bo6b2o64bobo3b2o73b3o22b2o$41b2o7bo65bo2bobo104bo$40bobo
78bo70b2o31bo$191b2o32b3o$123b2o68bo$123bobo$123bo100b2o$223bobo$222bo
bo$223bo59$195bobo$195b2o$40bobo153bo40b2o3bo$41b2o194b2o2bobo$41bo
198bobo$125bo113b2o$124bo115bobo$124b3o103bo6b2o2bobo$231bo5b2o3bo$
107bo121b3o$105bobo$106b2o125b3o$40bo149bo$38bobo147b2o$39b2o72bo75b2o
$48bobo63bo$49b2o61b3o$49bo$115b2o72b3o$47b2o65b2o75bo$47bobo66bo73bo$
47bo3$182b2o$183b2o59b2o$182bo61b2o3$242b3o$242bo$243bo57$43bo$41b2o$
38bo3b2o$39bo$37b3o4$38b3o$40bo$39bo61$77bo$77bobo$77b2o19$125b2o$125b
2o3$126b3o$128bo$127bo$195b2o$132b2o61bobo2b2o$132bobo2b2o57bo4bo$133b
o4bo58b4o$37bo96b4o$38b2o157b4o$37b2o6bo88b4o58bo4bo$45bobo85bo4bo56bo
bo2b2o$45b2o85bobo2b2o56b2o$132b2o$48b2o140bo$48bobo140bo$48bo140b3o2$
44b2o$45b2o141b2o$44bo80b2o61b2o$125b2o31$77b2o$77bobo$77bo50$43bo$44b
2obo$43b2o2bobo$47b2o58b2o$105b3o$104bo4b2o$103bobo3bobo$102bobo5bobo$
102bo8bobo$101b2o9bobo$101bo11bo$103b2o4bo$103b2o4bo$109bo$39b2o$38bob
o65b2o$40bo64bobo$107bo2$63b2o$63bobo$63bo42$41bo$42b2obo$41b2o2bobo$
45b2o11$37b2o$36bobo$38bo3$61b2o$61bobo$61bo4$55b3o$55bo$56bo!

[mniemiec]

Some new 3Gs from the 4G_stdin search: ...

Very nice! These also lead to:
Up loaf w/tail[4]. Integral w/tub and down loaf[4]. Cis block on curl[5].
Up long boat w/tail[4]. Up extra long boat w/tail[4]. Up boat w/tail[4].

The up barge w/tail synthesis leads to reduced tub w/tail and down boat w/tail, which reduce many other syntheses (but these were further reduced by Ian07 later).

4G_stdin results, apologies if some of these are already known: ...

These are great! A few are duplicates, but most are new and/or improvements on old syntheses. A few are sub-optimal, and for a few, cleanup can be slightly improved:

P68 from 5 isn't optimal; it can already be made from 3.
P92 can already be made from 4, from 2 adjacent Ts.
10-bit P4 from 8 wasn't better than the previous, but better cleanup reduces it to 6.
Cleanup on 10-bit down boat w/long tail can be improved by 1, reducing it to 5.
Cleanup on 12-bit claw siamese tub siamese feather can be improved by 1, reducing it to 5.
Block on cover from 6 isn't optimal; it can already be made from 4.
Cleanup on 12-bit eater siamese pre-block on block can be improved by 1, reducing it to 6.
Cleanup on 15-bit down bookend w/tub on bookend can be improved by 1, reducing it to 5.
Flipping cleanup on an 18-bit still-life gives the clean 17-bit curl siamese Z on block.
Cleanup on 24-bit docks with boats can be improved by 1 each side, reducing it to 6.
Cleanup on 11-bit trans carrier siamese eater can be improvied by 1, reducing it to 5.

Code: Select all

x = 292, y = 221, rule = B2n3-q5y6c/S23-k
179bo$58bo75bo43bo$57bo76bobo41b3o$57b3o33boo39boo$6boo18boo18boo18boo
18boo4boo12boo3bo14boo3bo14boo18boo11bo6boo18boo18boo$7bo19bo19bo10bo
8bo19bo6bo12bobbobo14bobbobo14bobbo16bobbo7boo7bobboo15bobboo15bobboo$
7bobo17bobo17bobo7boo8boboo16boboo16bobobo15bobobo15bobobo15bobobo6bob
o6bobobo15bobobo15bobobo$8bobo17bobo17bobo6bobo8bobo17bobo17bobo17bobo
17bobo17bobo17bobo17bobo17bo$9bobo17bo19bo19bo19bo19bo19bo19bo19bo19bo
19bo$10bo$13boo196b3o$13bobo195bo$13bo198bo10$28bo$14bobo10bo$14boo11b
3o$10bo4bo$11boo$10boo16bo3boo$26bobobbobbo$27boobbobbo45bo$15boo15boo
45bo$14boo63b3o$16bo$50boo28bo$6boo3bo14boo3bo14boo3bo14boo3bo7boo5boo
3boo13boo3boo13boo3boo$7bobbobo14bobbobo14bobbo16bobbobo6bobo5bobbobo
14bobbobo14bobbobo$7bobobo15bobobo15bobo17bobobo15bobobo15bobobo15bobo
$8bobo17bobo17bo19bobo17bobo17bobo17bo$9bo19bo5boo32bo19bo19bo$34boo
76b3o$36bo71bo3bo$27b3o78boo3bo$29bo77bobo$28bo3boo$31boo$33bo3$94bo$
95boo$94boo4$6boo18boo19bo19bo19boo18boo$7bo19bobbo15bobo17bobo17bobo
3boobboo8bobo$7bobo17bobobo15bobo17bobo16bo3bobboboo9bo3bo$8bobo17bobb
o17bo19bo17b6o4bo9b4o$9bobob3o13boo18bobo17boboo$10bobbo36bobo17bobbo
15boo18boo$14bo36bo19bobo15boo18boo$72bo$50boo$50bobo$50bo20$66boo78b
oo$9boo56bo21boo56bo$10boobobo51bobo20boobobo51bobo77boo$9bo3boo53bobo
18bo3boo53bobo19boo56bo$14bo54bobo22bo54bobo19boobobo51bobo$70boo78bob
o17bo3boo53bobo$151bobo21bo54boo$bo79bo70bobo$boo78boo70boo$obo77bobo
79bo$162boo$161bobo40$58boo78boo$58bobo76boo80boo$58bo80bo78boo$220bo
11$62bo37bo63b3obobo35bo43bobo$bo58bobo38boo65boo32boboo45boo$bbo58boo
37boo67bo30bobobboo44bo$3o64boo132boo$67boo$164bo5b3o11bo$67boo94bobo
17bobo$11bo55boo93bobo17bobo$9bobo149bobbobo14bobbobo$10boo149boobboo
14boobboo3$17bobo$17boo25b3o186booboo$18bo28boo40bo54bo73bobo13boboo$
87booboo50boo74boo14bo$22bo22boo40bobbo52boo74bo15b3o$8boo11boo24b3o
38boo147bo$9boo10bobo193b3o$8bo140boo66bo$150bo67bo$149bo$149boboo$
150bobo$128bobo20bo$123bo4boo$124bo4bo124bo$31b3o88b3o130boo$31bo222b
oo6bo$32bo89bo139bobo20boo$122boo138boo21bobobboo$bbo118bobo162bo4bo$
oo69bo193boo20b4o$boo66boo194bobo$70boo193bo21b4o$286bo4bo$261boo22bob
obboo$262boo21boo$9bo251bo$9bobo$9boobb3o$13bo$14bo3$29b3o$62bobo$7boo
18boo34boo$6boo20bo34bo$8bo19boboo58boo$29boo29boo29bobboo$32boo25boo
28bobobobo$32boo27bo26bobobbo$89bo3boo$$21boo54b3o44booboo25booboo14b
oo28boo$21bobo53bo31bobo13boboo26boboo15bo29bo$21bo56bo30boo11boobo26b
oobo16bo5b3o21bo$110bo12boboo26boboo15boo10boo16boo$123bobbo26bobbo16b
o9bobo5b3o9bo$111boo11boo28boo17bobo9bo17bobo$111boo61boo11bo16boo$
187bo$187bo$251bo$251boo$250bobo3$41boo$40bobo$42bo!

EDIT: P18 from 10.

Code: Select all

x = 50, y = 28, rule = B2n3-q5y6c/S23-k
5bobo$6boo$6bo12bo$17boo$18boo$27bo$25boo$26boo$bbobo38boo$3boo38boo$
3bo$9bobo$10boo30boobo$10bo27boobbobbobboo$18boo18boo8boo$18bobo21boo$
18bo$24bo$23boo18boo$23bobo17boo$oo$boo$o$8boo$9boo$8bo12bo$20boo$20bo
bo!

[LaundryPizza03]

Bump. I did notice the c/5d. Here. I don't think we mind this kind of necroposting.

[FWKnightship]

New p22:

Code: Select all

x = 6, y = 17, rule = B2n3-q5y6c/S23-k
2o$2o5$2o$2o2$3bobo$3b3o5$4b2o$4b2o!

Soup:

Code: Select all

x = 32, y = 32, rule = B2n3-q5y6c/S23-k
booobobbbbbobobbbbobobbbbbobooob$
bobbboobobboboooooobobboboobbbob$
obobbbbboboobooooooboobobbbbbobo$
obbbbooobooobbboobbbooobooobbbbo$
bbobbbboobbobbobbobbobboobbbbobb$
boobbboboboooobooboooobobobbboob$
bbbobooboooboobbbbooboooboobobbb$
bboboboobbbbobboobbobbbboobobobb$
boobboobobooooooooooooboboobboob$
bboooooobboboobooboobobboooooobb$
boboobbbbobbbobbbbobbbobbbboobob$
obooboobooooobboobbooooobooboobo$
oooooobboooboboooobobooobboooooo$
oobobbobobooobboobbooobobobboboo$
oboobboobobobbboobbboboboobboobo$
obooooboooobbobbbbobbooooboooobo$
obooooboooobbobbbbobbooooboooobo$
oboobboobobobbboobbboboboobboobo$
oobobbobobooobboobbooobobobboboo$
oooooobboooboboooobobooobboooooo$
obooboobooooobboobbooooobooboobo$
boboobbbbobbbobbbbobbbobbbboobob$
bboooooobboboobooboobobboooooobb$
boobboobobooooooooooooboboobboob$
bboboboobbbbobboobbobbbboobobobb$
bbbobooboooboobbbbooboooboobobbb$
boobbboboboooobooboooobobobbboob$
bbobbbboobbobbobbobbobboobbbbobb$
obbbbooobooobbboobbbooobooobbbbo$
obobbbbboboobooooooboobobbbbbobo$
bobbboobobboboooooobobboboobbbob$
booobobbbbbobobbbbobobbbbbobooob!

[goldenratio]

Some c/4d stuff from ikpx2_stdin (which I can run now, yay!)

small c/4ds (19, 20, 21, 21 cells respectively)

Code: Select all

x = 9, y = 9, rule = B2n3-q5y6c/S23-k
6b3o$4b2ob2o$4bo$6bo$b4obo$bo$2o$o$bo!

Code: Select all

x = 9, y = 9, rule = B2n3-q5y6c/S23-k
b2o$obo$2bo$4b2o$2b2obo$5bo$3bobob2o$3bobo2bo$6bobo!

Code: Select all

x = 9, y = 9, rule = B2n3-q5y6c/S23-k
b2o$obo$2bo$4b3o$2b2o2bo$5bo$3bobob2o$3bobo2bo$6bobo!

Code: Select all

x = 9, y = 9, rule = B2n3-q5y6c/S23-k
bo$b2o$obo$4b2o$b3obo$5bo$3b2o2bo$3bobob2o$6bobo!

tagalong for the 19-cell ship

Code: Select all

x = 18, y = 10, rule = B2n3-q5y6c/S23-k
6b3o$4b2ob2o$4bo$6bo2b3o$b4obo2b2o$bo9bobo$2o$o11b3o$bo11b2ob2o$13b2o!

dense 2c/8d

Code: Select all

x = 12, y = 12, rule = B2n3-q5y6c/S23-k
5b2o$4bobo$6bo3$5o4b3o$b3o7bo$b2o3bo3bo$2b2ob2o$3b4o$4b3o$6bo!

[FWKnightship]

Code: Select all

x = 91, y = 85, rule = B2n3-q5y6c/S23-k
b2o32bo50bo$b2o31b2obo8b2o5b2o5b2o5b2o5b2o8bob2o$o16b3o11b2ob2o2bo7b2o
5b2o5b2o5b2o5b2o7bo2b2ob2o$o2bo11b2o4b2o8bo2b2ob2o44b2ob2o2bo$o2bo11b
2o4b2o9bob2o7bo6bo6bo6bo6bo6bo7b2obo$3bo5bo8b3o13bo7bo8bo4bo8bo4bo8bo
7bo$b2o4b2obo31bo8bo4bo8bo4bo8bo$b2o8bo30bo8bo4bo8bo4bo8bo$8bobo32bo6b
o6bo6bo6bo6bo$7bobo27b2o44b2o$36bobo7b2o5b2o5b2o5b2o5b2o7bobo$14b4o18b
o9b2o5b2o5b2o5b2o5b2o9bo$2bobo2bo27b3o46b3o$2bob2obo6b3o21b3o40b3o$2bo
b2obo7b3o21bo42bo$2bo2bobo29bobo42bobo$14b4o19b2o44b2o12$2b2o22b2o$2b
2o22b2o4$25b3o$2b2o20bo2bo$2bobo18bo2$3bo18bobo$4bo2bo14b2o$5b3o$13bo$
13bobo$13bo$6b2o14b2o$6b2o14b2o11$4b2o$4b2o$25b2o3b2o$26bo3b2o$26bo$
22bo2bo$4b2o9b2o4bo2bo$4bobo8b2o4b2o2$5bo$6bo2bo$7b3o2$14b3o7b2o$24b2o
$8b2o5bo$8b2o2$24b3o$24bo2bo$28bo2$11b2o4b2o8bobo$9bo2bo4b2o9b2o$8bo2b
o$7bo$2b2o3bo$2b2o3b2o$28b2o$28b2o!

[mniemiec]

I was finally able to come up with a converter to add a siamese cis carrier to make the one remaining 10-bit stil-life from 15 gliders. (It can probably be reduced by 1 if someone can find a 3-glider way to edge-shoot a pond). The usual method of adding an inducting pre-block and then adding a nearby bit-spark works in almost all other cases, but not this one.

Also, a 9-glider synthesis of the 17-bit P22. Both were suggested by soups.

Code: Select all

x = 126, y = 51, rule = B2n3-q5y6c/S23-k
oo28boo28boo28boo28boo$obbo4bo16bo4bobbo26bobbo26bobbo6bobo17bobbo$bb
oo3bo15bobo6boo28boo28boo6boo20boo$7b3o14boo9b3o27b3o18bo8b3o3bo20bobb
o$87bo36boo$7bo77b3o$6boo86boo$6bobo80bo3bobbo3bo$89boobbobbobboo$88bo
bo3boo3bobo$$64boo$60boobbo31boo$35bo3boo20boobb3o27boo$36bobobo19bo6b
o29bo$34b3o3bo26bobo$68boo14$7bo$5boo$bo4boo$bbo26bo$3o25bo$20bo7b3o$
18boo23boo4boo$19boo22boo4boo$$52boo$10boo41bo4boo$3bobo3bobo40boo4boo
$4boo3boo$4bo19bo$23boo$23bobo3$31boo$30boo$32bo!

[FWKnightship]

P98 glider reflector and splitter:

Code: Select all

x = 1563, y = 59, rule = B2n3-q5y6c/S23-k
1076bo$1076bo430bo$954bo121bo5b2o423bo$954bo126bob2o422bo5b2o$954bo5b
2o120bo429bob2o$564bo199bo194bob2o550bo$4bo199bo199bo159bo199bo195bo$
4bo199bo199bo159bo5b2o192bo5b2o302bo$4bo5b2o192bo5b2o192bo5b2o157bob2o
196bob2o299b2obo429bo$9bob2o196bob2o196bob2o157bo199bo181bo120b2o5bo
422b2obo$10bo199bo199bo539b2obo126bo423b2o5bo$951b2o5bo121bo430bo$562b
o199bo195bo552bo$2bo199bo199bo157b2obo196b2obo194bo$2obo196b2obo196b2o
bo157b2o5bo192b2o5bo$b2o5bo192b2o5bo192b2o5bo159bo199bo$8bo199bo199bo
159bo199bo$8bo199bo199bo32$1561b2o$1128bo431b2o$1008b2o117b2o433bo$
1007b2o118bobo$1009bo$616bo198b2o$455bo159b2o198bobo$55b2o197b3o197b2o
159bobo197bo$54b2o198bo199bobo$56bo198bo!

EDIT:New p6:

Code: Select all

x = 32, y = 32, rule = B2n3-q5y6c/S23-k
16bob4obo3b2ob2o$16b3o2bo3b3o3bo$17bo4b2obobo2b2o$16bobob2ob5obobo$17b
2obo2b2ob3o2bo$16b2o2bo2b2ob4obo$16bob2ob3o2b2ob3o$18b2ob2o2bo$17bob4o
bob2ob3o$24bobobo2bo$16b5ob2o4bo2bo$16bobo2bobo5b2o$17b2o7b3o$16bo3bo
3bo2bobobo$18bo2b2o5bo$16b5o2b3obo$4bob3o2b5o$3bo5b2o2bo$obobo2bo3bo3b
o$3b3o7b2o$b2o5bobo2bobo$o2bo4b2ob5o$o2bobobo$3ob2obob4obo$6bo2b2ob2o$
3ob2o2b3ob2obo$ob4ob2o2bo2b2o$o2b3ob2o2bob2o$obob5ob2obobo$2o2bobob2o
4bo$o3b3o3bo2b3o$2ob2o3bob4obo!

A new variant of p98:

Code: Select all

x = 32, y = 32, rule = B2n3-q5y6c/S23-k
16b7o5bo2bo$16bobo2bobob2o2bobo$17bo3b2o2bobo2bo$16bo3bo2b5ob2o$16b2o
2bo4bob3o$16b3o3bo3bob2o$17b5o3b2ob2obo$17bo4b3o3bo2bo$17b9o2bo2bo$16b
o2bo3bo2bo3bo$17bo4bob3o2b3o$16bo2b3ob2ob4obo$16bo4b4ob5o$16bo4b4o2b3o
$17b3obo4bobo2bo$16b4o3bob2obob2o$2obob2obo3b4o$o2bobo4bob3o$2b3o2b4o
4bo$b5ob4o4bo$ob4ob2ob3o2bo$3o2b3obo4bo$bo3bo2bo3bo2bo$o2bo2b9o$o2bo3b
3o4bo$ob2ob2o3b5o$2b2obo3bo3b3o$2b3obo4bo2b2o$b2ob5o2bo3bo$bo2bobo2b2o
3bo$obo2b2obobo2bobo$o2bo5b7o!

P80 reflectors:

Code: Select all

x = 1711, y = 51, rule = B2n3-q5y6c/S23-k
603b2o$603b2o2$691b2o$95b2o180b2o412b2o$95b2o180b2o234b2o$513b2o89b2ob
2o190b2o$191b2o411b2ob2o190b2o$191b2o412bo$603bo3bo84b2ob2o$96b2ob2o
177b2ob2o320b2o87b2ob2o$96b2ob2o177b2ob2o231b2ob2o84bo89bo$97bo181bo
234b2ob2o85b2o85bo3bo104b2ob2o$95bo3bo92b2ob2o80bo3bo233bo88bo86b2o
107b2ob2o$95b2o95b2ob2o80b2o234bo3bo86bo86bo109bo$95bo97bo83bo235b2o
88bo88b2o105bo3bo468b2o$96b2o93bo3bo82b2o233bo178bo106b2o339b2o130b2o
250b2o$6b2o88bo94b2o85bo235b2o176bo106bo225b2o61b2o50b2o241b2o139b2o
142b2o$6b2o88bo94bo86bo235bo176bo108b2o223b2o61b2o293b2o68b2o141b2o70b
2o$95bo96b2o83bo236bo285bo652b2o141b2o$13bo178bo320bo286bo$13bo178bo
410b2o194bo473b2ob2o$11bobobo175bo411b2o536b2ob2o127b2ob2o247b2ob2o$
1026b2ob2o58b2ob2o47b2ob2o128bo109b2ob2o136b2ob2o139b2ob2o$9b3o3b3o
673b2o333b2ob2o58b2ob2o48bo129bo3bo107b2ob2o65b2ob2o67bo70b2ob2o67b2ob
2o$95b2o180b2o412b2o334bo62bo49bo3bo127b2o111bo68b2ob2o65bo3bo68b2ob2o
68bo$11bobobo79b2o180b2o234b2o209b2o299bo3bo58bo3bo47b2o130bo110bo3bo
67bo68b2o72bo69bo3bo$13bo499b2o122b3o84bobo72b2o224b2o61b2o50bo132b2o
108b2o68bo3bo66bo71bo3bo67b2o$b2ob2o7bo177b2o444bo86bo74b2o224bo62bo
52b2o130bo109bo69b2o70b2o69b2o70bo$2o2bo186b2o353bo91bo387b2o61b2o50bo
131bo110b2o67bo71bo70bo72b2o$o3bo299b2o239b2o479bo62bo51bo130bo111bo
69b2o69bo71b2o70bo$bo2b2o298bobo238bobo478bo62bo50bo243bo69bo69bo72bo
71bo$6b2o296bo521b2o197bo62bo294bo70bo142bo70bo$5b2o819bobo624bo142bo$
2b5o123bo94b3o598bo$4bo124b2o94bo$34b3o92bobo94bo1045b2o$34bo1105b2o
130b2o250b2o$6b2o27bo989b2o61b2o50b2o241b2o139b2o142b2o$6b2o1017b2o61b
2o293b2o68b2o141b2o70b2o$1453b2o141b2o2$1410bo135b3o$1310bo98bo138bo$
1310bobo95b3o68bo67b2o81b2o$1163bo146b3o166b3o147bob2o$1047bo62bo50b2o
bo315bo148b4o$1047b3o60bobo49bobo466bo76b2o$1048bo61b3o50bo543bobo$
1707b4o$1708b2o!

EDIT2:Failed p80 c/12d gun:

Code: Select all

x = 31, y = 25, rule = B2n3-q5y6c/S23-k
19b2o$19b2o$2o$2o$17bo$15b5o$3b3o12b2o$2bo3bo12b2o$2bo3bo7bo2b2o$2bo3b
o6bo3bo$3b3o7b2o2bo$14b2ob2o7bo$2bo23bo$2o22bobobo$3o3bo$2o6bo13b3o3b
3o$2bo3bobo$7bo16bobobo$26bo$26bo2$19b2o$19b2o$2o$2o!

[FWKnightship]

6G hatship:

Code: Select all

x = 26, y = 17, rule = B2n3-q5y6c/S23-k
19bo$17b2o$10bo7b2o$8bobo$9b2o$obo$b2o$bo5$2b2o19b2o$bobo19bobo$3bo10b
2o7bo$15b2o$14bo!

4G:

Code: Select all

#C From Catagolue.
x = 273, y = 37, rule = B2n3-q5y6c/S23-k
25bo$23b2o$24b2o$20bo$18b2o191bo$19b2o89bo99bo$111b2o16bo80b3o58bo$
110b2o15b2o24bo84bo27bo3bo$128b2o24bo81bobo26bo4b3o$62bobo87b3o82b2o
26b3o$o62b2o108bo$b2o60bo108bo$2o170b3o22bo$198bo$196b3o3$80bo$79b2o
76b3o$79bobo77bo$158bo43bo$194bo6b2o$194b2o5bobo$63b3o106b2o19bobo$65b
o66bo38b2o$64bo66b2o40bo$85b2o44bobo$84b2o$86bo$114bo$114b2o$113bobo$
255b3o$255bo$20bo235bo$19b2o$19bobo!

EDIT:W110 unit cell:

Code: Select all

x = 622, y = 699, rule = B2n3-q5y6c/S23-k
277b2o$276bobo$276bobo$270bo6bo$270bo$270bo2$279bo$279bo$272bo6bo$271b
obo$271bobo$271b2o10$284bo$273bobo9b2o$273b2o$274bo7bobo$282bo$282bo3$
284bo2bo$287bo$281b3o3bo$280bobo$280b2o2$286b2o$285bobo$280bo3b3o$280b
o$280bo2bo3$285bo$285b2o$283bob4o$288b3o$281b3o5b2o$260bo27b3o34b2o$
258b2obo21bob4o35bobo$259bobo23b2o37bobo$260bo24bo32bo6bo$318bo$318bo
2$267b2o58bo$268b2o57bo$268bo51bo6bo$319bobo$319bobo$319b2o2$276b2o$
275bo$275bo2bo$275bo2bo5$332bo$283bo37bobo9b2o$281b2obo36b2o$282bobo
37bo7bobo$283bo46bo$330bo3$290b2o40bo2bo$291b2o42bo$291bo37b3o3bo$328b
obo$328b2o2$334b2o$299b2o32bobo$298bo29bo3b3o$298bo2bo26bo$298bo2bo26b
o2bo3$333bo$333b2o$331bob4o$306bo29b3o$304b2obo21b3o5b2o$305bobo28b3o$
306bo24bob4o$333b2o$333bo2$313b2o$314b2o$314bo4$275b2o$275bobo44b2o$
276bo44bo$321bo2bo$321bo2bo4$276bo$274b2ob2ob3o$276bo52bo64b2o$327b2ob
o62bobo$328bobo62bobo$329bo57bo6bo$387bo$387bo2$273b2o61b2o58bo$273bo
2bo60b2o57bo$273bo2b2o59bo51bo6bo$274bo113bobo$273bo2bo111bobo$275bo
112b2o$272b2o2bo$273bo2bo68b2o$275b2o67bo$344bo2bo$344bo2bo5$273bo127b
o$267b3ob2ob2o76bo37bobo9b2o$273bo76b2obo36b2o$351bobo37bo7bobo$352bo
46bo$399bo3$359b2o40bo2bo$138b2o220b2o42bo$138bobo219bo37b3o3bo$139bo
257bobo$397b2o2$403b2o$368b2o32bobo$367bo29bo3b3o$367bo2bo26bo$367bo2b
o26bo2bo2$222b2o218bo$221bobo178bo38b3o$221bobo178b2o36bo2b2o$215bo6bo
177bob4o35bo2b2o$215bo159bo29b3o31b3o2b3o$139bo75bo157b2obo21b3o5b2o
30bo7b2o$133b3obo3bo232bobo28b3o39b2o$137bobo2bo81bo150bo24bob4o38b2ob
o$138b5o81bo177b2o40b3o$140b2o75bo6bo177bo31b2o2b2o5bo$216bobo218b3o$
134b2o80bobo163b2o51bo6bo$133b5o78b2o165b2o53b3o$133bo2bobo244bo48bo5b
2o2b2o$134bo3bob3o288b3o$136bo293bob2o$429b2o$430b2o7bo$391b2o38b3o2b
3o$390bo41b2o2bo$390bo2bo39b2o2bo$390bo2bo40b3o$229bo205bo$218bobo9b2o
$218b2o$219bo7bobo$227bo$227bo170bo$396b2obo$397bobo$229bo2bo165bo$
232bo201bobo$226b3o3bo201b2o$225bobo207bo$225b2o178b2o43b3o$406b2o41bo
2bo$231b2o135b2o36bo42bo2bo$230bobo134bobo73bo5b3o$225bo3b3o136bo74bo$
225bo217bo$225bo2bo$414b2o36bo$413bo38bo$230bo182bo2bo27b3o5bo$230b2o
181bo2bo26bo2bo$228bob4o209bo2bo$195bobo35b3o207b3o$195b2o29b3o5b2o$
196bo36b3o136b3o$228bob4o137bo2bo$230b2o138bo4bo45bo$230bo138bo6b2o41b
2obo$368bo8bo42bobo$377bo43bo$366bo2bo6bo$364b2o4bo4bo$371bo2bo$367b2o
2b2o55b2o$365bo2bo60b2o$364bo4bo4b2o53bo$363bo6bo2bo$362bo$362bo8bo$
362b2o6bo$364bo4bo67b2o$365bo2bo67bo$365b3o68bo2bo$436bo2bo2$172bobo$
172b2o$173bo2$444bo$442b2obo$443bobo$444bo4$451b2o$452b2o$452bo5$460b
2o$459bo$459bo2bo$459bo2bo2$149bobo$149b2o$150bo2$467bo$465b2obo$466bo
bo$467bo4$474b2o$475b2o$475bo5$483b2o$482bo$482bo2bo$482bo2bo2$126bobo
$126b2o$127bo2$490bo$488b2obo$489bobo$490bo4$497b2o$498b2o$498bo$253bo
$253bo$253bo2$252b3o8b2o241b2o$251bo3bo6bobo3b3o14bo219bo$251bo3bo7bo
4b3o13bobo218bo2bo$251bo3bo20b3o6b2o218bo2bo$252b3o20bo3bo$103bobo154b
3o4bo7bo3bo$103b2o155b3o3bobo6bo3bo$104bo161b2o8b3o2$277bo235bo$22b2ob
o251bo233b2obo$24b3o250bo234bobo$25b2o486bo$18b2o6b2o$25b2o$24b3o$22b
2obo494b2o$521b2o$521bo2$29bo$23b3o3bo$23bobo3bo$22bo2bo503b2o$22b2o
504bo$528bo2bo$28b2o498bo2bo$26bo2bo$22bo3bobo51bobo$22bo3b3o51b2o$22b
o58bo2$536bo$534b2obo$26bob2o505bobo$25b3o508bo$25b2o$24b2o6b2o$25b2o$
25b3o515b2o$26bob2o514b2o$10bo3bobo527bo$10bo3bo2bo$10bo3bobo3$552b2o$
551bo$551bo2bo$551bo2bo$17b2o$17b2o16bo21bobo$14b3o19b2o19b2o$15bobo
17b2o21bo$15bo2bo$16bobo540bo$17b3o154b2o381b2obo$15b2o157bobo381bobo$
15b2o64bo93bo383bo$80bobo2$79bo3bo13bo213b2o$91b2o4bo162b2o43b3o2b3o
253b2o$77bo2bobo2bo4bobo4bo162bobo48b2o254b2o$77bobo3bobo3b2o14b2o154b
o305bo$17bobo3bo55b2ob2o6b2o$16bo2bo3bo56bobo12b2o6bo$17bobo3bo57bo14b
2o4bo$89bo4bobo5bo$89bo4b2o24bo454b2o$89bo30bo6bo129bo55b2o259bo$120bo
5b3o123b3o2b2o52bo2bo259bo2bo$125b2obo129bo51bo263bo2bo$126b2o123bo5bo
53bobo$104bo207b2o$103bo49b2o98b2o57bobo$103b3o11b2o34bobo159bo$116bob
2o34bo156bo2bo$116b3o5bo186b2o269bo$117bo6bo455b2obo$124bo135bo320bobo
$258b2ob2o319bo35bo$260bo355b2ob2o$259b2o353b4o$259bo350b3o2b2o$257b2o
b2o51b2o274b2o$259bo53b3o2b3o269b2o$313b2o275bo$615b2o2b3o$614b4o$155b
2o160b3o291b2ob2o$154bob2o107b2o50bobo293bo$154b3o159bo2bo$155bo106bo
5bo46bo$147b3o111bo54bo$261b2o2b3o45bo4bo$262bo49bobo$81bo228b4o4b2o
277bo$80bo75b3o151bo2b2o281b3o$80b3o67bo159bo284b2o2bo$149b3o159bo3bo
5bo274bo2b2o$148b2obo161bobo3bo2b2o273b3o$12b2obo133b2o168bo3bo274bo5b
3o$14b3o$15b2o303bo3bo$8b2o6b2o302b2o2bo3bobo$15b2o305bo5bo3bo262b3o5b
o$14b3o316bo268b3o$12b2obo313b2o2bo267b2o2bo$293bo30b2o4b4o268bo2b2o$
293bobo33bobo271b3o$293b2o30bo4bo273bo$19bo307bo$13b3o3bo308bo$13bobo
3bo304bo2bo$12bo2bo308bobo$12b2o310b3o2$18b2o$16bo2bo$12bo3bobo39bo$
12bo3b3o38bo$12bo44b3o4$16bob2o$15b3o$15b2o$14b2o6b2o$15b2o$15b3o$16bo
b2o250bo$o3bobo263bobo$o3bo2bo262b2o$o3bobo5$285bo$284bobo$7b2o275bobo
$7b2o16bo9bo246b4obo$4b3o19b2o6bo246bo2bo3b2o$5bobo17b2o7b3o245b2o3bo
2bo$5bo2bo275bob4o$6bobo276bobo4b3o$7b3o275bobo$5b2o279bo4bo$5b2o283bo
bo$283b3o4bobo$288b4obo$287bo2bo3b2o$288b2o3bo2bo$274b2o14bob4o$274bob
o14bobo$7bobo3bo260bo16bobo$6bo2bo3bo278bo$7bobo3bo6$275b3o$275bobo$
274bo2bo$273bo$274bo$271bo4bo$270bobo$268b4o4b2o$268bo2b2o$268bo$269bo
3bo5bo$271bobo3bo2b2o$277bo3bo2$278bo3bo$278b2o2bo3bobo$280bo5bo3bo$
291bo$287b2o2bo$282b2o4b4o$287bobo$283bo4bo$285bo$286bo$282bo2bo$282bo
bo$282b3o77$351b2o$350bobo$351bo7$354b2o2b2o$355b2o2bo$356b2o2bo$356b
2o2bo$359bo$359bobo$365bo$364bobo2$352b2o$351b3o$352b2o2$352b2o$352b3o
$352b2o2$339bobo$340bo$344bobo$346bo$345bo2b2o$345bo2b2o$346bo2b2o$
346b2o2b2o17$279bo$279bo$279bo2$278b3o8b2o$277bo3bo6bobo3b3o14bo$277bo
3bo7bo4b3o13bobo$277bo3bo20b3o6b2o$278b3o20bo3bo$286b3o4bo7bo3bo$286b
3o3bobo6bo3bo$292b2o8b3o2$303bo$303bo$303bo56$281bo$281b2o$280bobo2$
272bo$272bobo$272b2o$269bo17bo$268bobo15b2obob3o$268b2o20bo2bo7bo$285b
o2bo12bo$285b3obob2o7bobo$291bo9bo$301bo2$301bo$301bo$301bo!

EDIT2:8G xp11_gw33zp6f066zxcc:

Code: Select all

x = 23, y = 26, rule = B2n3-q5y6c/S23-k
19bo$8bo9bo$9bo8b3o$o6b3o$b2o$2o$21bo$20bo$20b3o9$20b3o$20bo$21bo$2o$b
2o$o6b3o$9bo8b3o$8bo9bo$19bo!

EDIT3:9G xq6_4aab88cz255d113:

Code: Select all

x = 39, y = 37, rule = B2n3-q5y6c/S23-k
10bo$11bo$9b3o26bo$36b2o$37b2o4$15bo$13bobo18bo$14b2o16b2o$33b2o14$33b
2o$14b2o16b2o$13bobo18bo$15bo4$37b2o$36b2o$2o7b3o26bo$b2o8bo$o9bo!

EDIT4:8G:

Code: Select all

x = 33, y = 39, rule = B2n3-q5y6c/S23-k
2bo27bo$3bo26bobo$b3o26b2o5$bo$2bo23bo$3o21b2o$25b2o18$25b2o$3o21b2o$
2bo23bo$bo5$b3o26b2o$3bo26bobo$2bo27bo!

EDIT5:

Code: Select all

x = 33, y = 61, rule = B2n3-q5y6c/S23-k
2bo$obo$b2o6$8bo$6bobo$7b2o6$30bobo$26bo3b2o$24b2o5bo$25b2o6$13bobo$
14b2o$14bo6$14bo$14b2o$13bobo6$25b2o$24b2o5bo$26bo3b2o$30bobo6$7b2o$6b
obo$8bo6$b2o$obo$2bo!

[mniemiec]

6G hatship: ...

4G: ...
EDIT2:8G xp11_gw33zp6f066zxcc: ...
EDIT3:9G xq6_4aab88cz255d113: ..., EDIT4:8G: ...

I found a 5 glider hat synthesis (3 gliders + R) on 2020-08-01. Ian07 found a 4-glider synthesis on 2020-08-31 which is basically identical to your first one,
except the bottom two gliders are mirrored (but produced the same result).
It's still good to have multiple syntheses.
I had no clue there was a P11 in this rule!
You had previously posted a 7 glider synthesis of the xq6 on 2020-08-01:

Code: Select all

x = 74, y = 62, rule = B2n3-q5y6c/S23-k
36bobo$37boo$37bo8$35bo$35boo5bo$34bobo4bo$41b3o3$44bo$43boo$43bobo5$
67bo3bo$38b3o25bobobobo$66bobobobo$65booboboboo$68bobo$68bobo$67booboo
30$boo$obo$bbo!

[Period1GliderGun]

6G hatship: ...

4G: ...
EDIT2:8G xp11_gw33zp6f066zxcc: ...
EDIT3:9G xq6_4aab88cz255d113: ..., EDIT4:8G: ...

I found a 5 glider hat synthesis (3 gliders + R) on 2020-08-01. Ian07 found a 4-glider synthesis on 2020-08-31 which is basically identical to your first one,
except the bottom two gliders are mirrored (but produced the same result).
It's still good to have multiple syntheses.
I had no clue there was a P11 in this rule!
You had previously posted a 7 glider synthesis of the xq6 on 2020-08-01:

Code: Select all

x = 74, y = 62, rule = B2n3-q5y6c/S23-k
36bobo$37boo$37bo8$35bo$35boo5bo$34bobo4bo$41b3o3$44bo$43boo$43bobo5$
67bo3bo$38b3o25bobobobo$66bobobobo$65booboboboo$68bobo$68bobo$67booboo
30$boo$obo$bbo!

6G of xq6:

Code: Select all

x = 25, y = 33, rule = B2n3-q5y6c/S23-k
9bobo$10b2o$10bo8$8bo$8b2o5bo$7bobo4bo$14b3o3$17bo$16b2o$16bobo12$bo21b
o$b2o19b2o$obo19bobo!

EDIT:

Code: Select all

x = 14, y = 34, rule = B2n3-q5y6c/S23-k
2bobo$3b2o$3bo8$bo$b2o5bo$obo4bo$7b3o3$10bo$9b2o$9bobo13$12b2o$11b2o$
13bo!

[mniemiec]

A few serendipitous fallouts from these: 5-glider cap-on-cap (same as previous best); 6-glider edge-shooting eater:

Code: Select all

x = 146, y = 30, rule = B2n3-q5y6c/S23-k
105bo$106boo$105boo$73bobo47bobo$74boo48boo$74bo49bo5$69bo49bo$69bobo
47bobo$61bo7boo40bo7boo$59bobo47bobo$60boo48boo$72bo49bo$72boo48boo$
22bo48boboboo44boboboo$20bobo20boo30bobo14boo31bobo14boo$21boo7bo11bo
bbo29bo17bo31bo17bo$30bobo9b4o47bobo47bobo$30boo62boo48boo$19bo22b4o$
18boo22bobbo$15boobobo22boo$14bobo$16bo$boo50b3o$obo52bo$bbo51bo!

[LLAMASKYWALKER]

Weird still life

Code: Select all

x = 17, y = 14, rule = B2n3-q5y6c/S23-k
$4b2o$5b3o$2b2o4bo$2b2o3bobo$8bobo$10bo$10b2o$11bo$8b2o$8b2o!

Also new p4

Code: Select all

x = 17, y = 14, rule = B2n3-q5y6c/S23-k
x = 59, y = 35, rule = B2n3-q5y6c/S23-k
14$34b2o$33bo2bo$33bob2o$34b4o$36bobo$37b2o!

both of them are natural

[mniemiec]

Weird still life ...

Yes. That (and several other similar variants) are fairly common, arising from a diagonally-symmetrical mess that can be synthesized from 3 gliders.