23-bit still life syntheses

[mvr]

DON'T PANIC - The project is already complete. Mass automated searches found solutions for almost all of them, available here: https://gitlab.com/mvr2/Shinjuku/-/tree ... mp/autogen. After that, individual solutions for the remainder were found by the synthesis brilliance of vilc, Goldtiger997, EvinZL, KtT, Chris857 and May13.

EDIT by dvgrn: As per a suggestion on Discord, here's a summary of why syntheses for all 23-bit strict still lifes can not currently be found on Catagolue:

See the discussion here (for example) about the idea of putting a complete xs23 tabulation on Catagolue. Even with the 22-bit tabulation we were almost bumping up against a design limitation of Catagolue.

The number of N-bit strict still lifes more than doubles with every +1 population increase -- the multiplier is around 2.46. So unless apgoucher decides to make some non-trivial coding changes to Catagolue to support the full 23-bit tabulation, we can only upload roughly two-thirds of the xs23 syntheses (1000/615/2.46 = .66) before we hit Catagolue's current limits.

Given that we can't shoehorn all of the syntheses onto Catagolue anyway, the decision so far has been to store most of them elsewhere and stay safely far away from Catagolue's overflow point -- while still being able to make use of Catagolue to track the trickiest of the xs23 syntheses.

For posterity, here are the apgcodes of the final 26 to be found:

Code: Select all

xs23_0bdg6246z6agf2
xs23_0bdg628cz6agf2
xs23_0c487p46z64139c
xs23_0ck0fpzc9701226
xs23_0g8k4871zrm0db
xs23_0j9c826zpie123
xs23_0o4iq4871zc452023
xs23_0o8brzok460bd
xs23_0o8ge9iczc8269c
xs23_0rb8ozok460bd
xs23_256o86p3z651221
xs23_32qk0fpz314611
xs23_4a95q826z0bdw23
xs23_4a9e0drz321321
xs23_695q88gz641ui1
xs23_696o8z641ui96
xs23_8ka9jqik8zw1226
xs23_c4o0e9jz69c321
xs23_ca9l68oz35871
xs23_cq1dqz32cja4
xs23_g08o696zdb06jo
xs23_g88m9a4z1amha6
xs23_g88m9icz1iu146
xs23_gbdggz110ojc2ko
xs23_gg03p6853zpi611
xs23_o808ehrzca39c

or as a mosaic:

Code: Select all

x = 188, y = 50, rule = B3/S23
b2o18b2o63b2o14b2o40b2o36b2o$bo2b2obo13bo2b2o18b2o18b2o20bo15bo3b2o19b
2o15b2o19bo16b2o$2bobob2o14bobo2bo16bo2bo16bo18b2obo17bo2bo15b2o2bo36b
obo$b2o18b2o3b2o13b2obob2o13b2obo17bo2bo17b3o16bo2bobo14b4o18bo2bo14b
4o$3bo19bo17bobobo15bo2b2o15bobo18bo18bo2bobo15bo2bo15b2ob2obo14bo2bo$
3bo19bo21bo16bo2bo14bo2b2o16bo2bobo14bob2o21b2o13bobo2bo19b2o$2ob2o15b
2ob2o17b3o16b2obo15b2o2bo17b2ob2o15bo3bo17bobo17bo19bobo$o2bo16bo2bo
16bo2bo18bo2b3o13bobo19bo19bob2o15b3o2bo14b2o18b3o2bo$bobo17bobo16b2o
3bo14bobo4bo12bo2b2o16bobo16b3o18bo4b2o12bo2bobo15bo4b2o$2bo19bo21b2o
14b2o18b2o19b2o17bo20b2o17b2o2b2o15b2o11$82b2o18bo80b2o$bo4b2o13bo4b2o
14b2o37bo2bo16bobo19b2o21b2o15b2o17bo2bo$obo2bobo13b3o2bo14bo2bob2o15b
o2b2o13bobo17bobo18bob3o18bobo14bo2bo15bo2bo$b2o2bo18bobo13bo2bo3bo14b
obo2bo14bob3o15bob2o15bo5bo13b2o2bo15bo2b2o15b2ob2o$3b2obo16bo2b2o13b
2ob2o15bo2bobo17bo2bo16bo15bob2obo2bo12bobob2o14b3o2b2o14bo2bo$3bo2bo
16b2o2bo16bo17b3ob2o15bo2bo16bo2bo14bo2b4o15bo3bo16bo2bo13bo2bo$b2o2bo
15b2o2b2o14b2o3bo20bo13bo2b2o15bo2b2obo14bo19bobobo14b2ob2o15b2ob2o$o
2b2o16bo2bo16bo3b2o14bob2obo14b2obo16b2obo2bo15b3o15bo2b2o15bo2bo18bo
2bo$2o21b2o17bo18b2ob2o18bo19bobo18bo15bobo18bobo18bobo$41b2o41b2o18b
2o36b2o19bo20bo11$6bo18bo19bo15b2o20b2o2b2o$5bobo16bobo17bobo14bo21bob
o2bo17b2o$5bobo16bo2bo16bo2bo14bo22bobo17bobo$3b2obo15b2ob2o15b2obobo
13b2o21bobo18bo$bo2bo16bo2bo16bo2bobo13bo2b2o15b2o2bo16b2ob2obo$b2o2bo
15bo2bo16bo2bo15b2o2bo15bo2b2o16bo4b2o$2bob2o16b2ob2o15b2o2bo17bobo14b
2o20b2o$bo2bo18bo2bo16bob2o18bobo14bo19b2o$b2o3bo15bo2bo17bo19bobo2bo
11bo20bo3bo$5b2o16b2o17b2o19b2o2b2o11b2o19b2ob2o!

Edit 18/08/25: 488 -> 591 (deleted unrewindable components)
Edit 18/08/25: 591 -> 521 (quick search for some replacements)
Edit 19/08/25: 521 -> 493
Edit 21/08/25: 493 -> 453
Edit 23/08/25: 453 -> 367
Edit 27/08/25: 367 -> 267
Edit 29/08/25: 267 -> 233
Edit 11/09/25: 233 -> 222
Edit 18/09/25: 222 -> 187
Edit 04/10/25: 187 -> 176
Edit 04/11/25: 176 -> 134
Edit 24/11/25: 134 -> 72
Edit 01/12/25: 72 -> 36
Edit 17/12/25: 36 -> 26
Edit 23/12/25: 26 -> 7
Edit 27/12/25: 7 -> 0

[vilc]

You can see the progress so far here: https://gitlab.com/mvr2/Shinjuku/-/tree ... mp/autogen

Those look like a very nice series of contributions, but there are a few non-rewindable components, which I found when compiling templates :

Code: Select all

"mvr-23-stomp.sjk"
xs22_08ob5z32qm1e8>9 -2/0 2//@0B17 -3>xs23_025bo8z8e1mq23
xs23_ggxdbzpi61139c>9 -2/0 2//@0b19 8>xs24_6ioggc9jz1qmx11
xs20_mkhjk46z1w146>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0F14 -4>xs25_c82688m93z31139c
xs20_0c9jzc8270ui>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0R11 17>xs25_39m88czxc93116413
xs20_0dbgzc8270ui>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0R11 17>xs25_39m88czxc93116426
xs21_0gbdwggz23gu243>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0r-3 17>xs26_354q4gz178p1074zw32
xs21_0j9cwggz23gu243>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0r-3 17>xs26_354q4gz178p1074z032
xs20_c48c93z6246113>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0f14 11>xs25_354q4g08oz0bdwbd
xs20_c88a512koz0c93>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0b-8 -3>xs25_39m88a512kozxc93
xs25_gs2t5i08ozxc95d>20 -3/-8 6//4 1@0f-1 -5>xs25_gs2s5j08ozxc95d
xs27_g39s0gz11w6515ak871>56 2 61 -5 68 -15/27 7 40 -3/0 15 65 -10/-11 -12@0B5 8>xs23_c4go3d443146z0641
xs27_g0bt0gz11w6515ak871>56 2 61 -5 68 -15/27 7 40 -3/0 15 65 -10/-11 -12@0B5 8>xs23_c4go3d443146zw65
xs27_ggwckgka52sgz122bc1>56 2 61 -5 68 -15/27 7 40 -3/0 15 65 -10/-11 -12@0b5 1>xs23_c9jz643ao4czw321
xs20_628cgf9zwmq1>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0l11 -8>xs25_39m88cggzxc93w3213
xs20_628cgf9zw6ip>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0l11 -8>xs25_wg39cggc4gozc96113
xs20_32as0ca4zx1qm>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0b-8 -5>xs25_354q4gzx8ld116426
xs26_8kie0db8ozccy11226>26 -3/2 9 26 -2/15 -6/-18 6 28 3@0f0 12>xs28_gbai3ggkq23z0123056
xs27_03jgxggca4zgjkc32101z1>26 -3/2 9 26 -2/15 -6/-18 6 28 3@0F1 -4>xs29_0gbai3g8o652zo9a611
xs27_mmggwqd1egoz1w2521>37 -6/7 -7/35 -5/@0B-7 -12>xs29_3lmggwqd1egoz01w2521
xs20_0178cz4aar113>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0L-4 -8>xs25_gs2sg0g88m93zx47011
xs23_xc88r22c84cz6513>9 -2//5 -2/@0f8 9>xs25_0gbdz23gu2oczy1346
xs19_354q2sgz039c>18 -8/-17 4 18 0//@0l-14 -12>xs23_gs2q453zxc93033

"mvr-expensive-22.sjk"
xs23_0ckggc93zgs269c>25 -7//-9 2 18 -5/@0f12 -6>xs22_06a8o652z8e1346
xs23_062sgcai3zc93x11>25 -7//-9 2 18 -5/@0b-5 14>xs22_06a8o652z8e1346

"mvr-stomp.sjk"
xs25_2ege9iczx1226248go>76 -5/-3 -18 46 4/-69 22 70 -3/@0L-3 -1>xs24_o8ge9iczx1226248go
xs21_2egdb8ozwca32>100 -7/25 -12/17 -2 77 -3 95 -10/-11 7 71 -9@0r12 -2>xs22_2egdb88gzwca321
xs23_8o6p3zpie0352>9 -2/0 2//@0f-13 0>xs24_0j9e0ok8z123cjo
xs25_6246pibo3qic>9 -2/0 2//@0r11 -13>xs26_69bo3q9jc48czy01
xs25_8o69b88czpi6113>9 -2/0 2//@0f-13 0>xs26_0j9cggoz123ciq226
xs23_0g89fgkczoib43>9 -2/0 2//@0F-12 9>xs24_0g89fgkczpib43
xs19_69ab88czxbd>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0F14 -3>xs24_69ab88m93zxbd
xs23_xc88r22c84cz6513>9 -2//5 -2/@0f8 9>xs25_0gbdz23gu2oczy1346
xs27_g4cgf98gz178jc321>20 -4//-3 1 21 -4/@0r13 8>xs25_8o6p2sgz2js1641
xs18_31kmkk8z4701>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0r-5 15>xs23_354q4gzwog5d552
xs12_3123c4go>17 0/3 -1/16 -4/13 -5@0R10 8>xs18_bdzx3146o8go
xs12_8o6413z32>17 0/3 -1/16 -4/13 -5@0l8 -4>xs18_y3dbz8o6413z32
xs12_025iczca1>17 0/3 -1/16 -4/13 -5@0B-4 11>xs18_bdzx31248gka4
xs13_3lozx3146>17 0/3 -1/16 -4/13 -5@0R9 11>xs19_bdzx3146o8zy456
xs18_64kja96z0641>61 -1/-4 8 28 7/-15 1 6 -5 9 11/-21 13@0b-8 -4>xs23_39m886kiczxc93
xs22_0gs252zle03146z11>25 -7//-9 2 18 -5/@0r12 12>xs21_0gs252zle0352z11
xs26_xckgka52sgz642628c>56 2 61 -5 68 -15/27 7 40 -3/0 15 65 -10/-11 -12@0b4 1>xs22_o8g0tbzc4jw23z011
xs26_39c826zw6515ak871>56 2 61 -5 68 -15/27 7 40 -3/0 15 65 -10/-11 -12@0B3 8>xs22_c4o0e4h3z6ipw11
xs26_xckgka52sgzc82628c>56 2 61 -5 68 -15/27 7 40 -3/0 15 65 -10/-11 -12@0b4 1>xs22_ggwj9czh4e0346z11

What is the meaning of "stomp"?

[mvr]

Oops! Fixed now, and I've edited the post above. Stomp is just what I'm calling the transfer-like tool I've been working on.

[vilc]

Solved 2 still-lifes using a new component which adds a length-4 line and a block induction coil to two tubs.

Code: Select all

x = 267, y = 103, rule = B3/S23
3$17bo176bobo$18bo176b2o$16b3o176bo2$190bo12bobo34bobo$123bo64bobo12b
2o35b2o$16bobo105bo64b2o13bo36bo$17b2o3bo49bo49b3o$17bo4bobo39b2o4b2o$
22b2o41b2o4b2o4bo158b2o$64bo12bobo156b2o$77b2o44b2o61bo$124b2o8b2ob2o
47b2o6bo2b2ob2o$71bo9bo41bo11bobobo45bobo5bobo2bobobo31b2o$70bobo6b2o
54bo2bo55bo3bo2bo32b2o$71b2o7b2o52b2o61b2o$234b4o$21bo4bo42bo4bo49bo7b
o4bo57bo4bo32bo4bo$20bobo2bobo40bobo2bobo6b2o40b2o5bobo2bobo55bobo2bob
o30bobo2bobo$21bobo2bo42bobo2bo7bobo38bobo6bobo2bo57bobo2bo32bobo2bo$
23b3o45b3o8bo51b3o60b3o35b3o$22bo47bo62bo62bo37bo$22b2o46b2o61b2o61b2o
36b2o19$17bo176bobo$18bo176b2o$16b3o176bo2$190bo12bobo34bobo$123bo64bo
bo12b2o35b2o$16bobo105bo64b2o13bo36bo$17b2o3bo49bo49b3o$17bo4bobo39b2o
4b2o$22b2o41b2o4b2o4bo158b2o$64bo12bobo156b2o$77b2o44b2o61bo$124b2o8b
2ob2o47b2o6bo2b2ob2o$71bo9bo41bo11bobobo45bobo5bobo2bobobo31b2o$70bobo
6b2o54bo2bo55bo3bo2bo32b2o$71b2o7b2o52b2o61b2o$234b4o$21bo4bo42bo4bo
49bo7bo4bo57bo4bo32bo4bo$20bobo2bobo40bobo2bobo6b2o40b2o5bobo2bobo55bo
bo2bobo30bobo2bobo$21bo2bobo42bo2bobo7bobo38bobo6bo2bobo57bo2bobo32bo
2bobo$22b3o45b3o9bo50b3o60b3o35b3o$25bo47bo62bo62bo37bo$24b2o46b2o61b
2o61b2o36b2o!

A variant which produces a ship instead of a block for the same cost :

Code: Select all

x = 49, y = 24, rule = B3/S23
10bo$11b2o33bobo$10b2o34b2o$47bo2$5bo12bobo4bo$3bobo12b2o4bo17b2o$4b2o
13bo4b3o15b2o5$bo$b2o6bo2b2ob2o23b2o$obo5bobo2bobobo21bobo$9bo3bo2bo
22b2o$12b2o$39b4o$10bo4bo22bo4bo$9bobo2bobo20bobo2bobo$10bobo2bo22bobo
2bo$12b3o25b3o$11bo27bo$11b2o26b2o!

Edit:
Solved xs23_03146k46z358m921.

Code: Select all

x = 116, y = 30, rule = B3/S23
86bobo$87b2o$87bo2$100bobo$100b2o$101bo2$93bobo$94b2o$94bo$8bo3bobo$o
6bo4b2o$b2o4b3o3bo97bo$2o107b2o$110b2o$6bo40bo$4bobo41bo$5b2o39b3o$53b
2o40b2o2b2o$53bo41b2o2bo$55bo45bo$54b2o44b2o$43b3o$5bo39bo6bo32bo12bo$
4bobo2b2o33bo6bobo2b2o27b2o10bobo2b2o$5bobo2bo41bobo2bo26bobo11bobo2bo
$7bobo44bobo43bobo10b3o$6bobo44bobo43bobo11bo$7bo46bo45bo13bo!

Edit 2:
Solved xs23_69j0j5ozwc95d with transfer. I suspect that this was one of the incorrect recipes, since most of it (except the final step) was in Shinjuku and not in Catagolue.

Code: Select all

x = 645, y = 51, rule = B3/S23
295bo$296b2o$295b2o4$288bo$289bo$287b3o3$337bo$337bobo$337b2o132bobo$
472b2o$472bo59bo$251bo176bo101b2o$250bo125bo52bo101b2o$250b3o124bo49b
3o42bobo$245bobo127b3o95b2o$246b2o65b2o118bo4bo34bo100bo$60bo100bo84bo
65bobo116b2o4bo134b2o$61bo95bo3bobo148bo68bo7b2o33b2ob2o3b2o3b3o36b2o
5b2o38b2o6bo41b2o$20bobo36b3o3bo89bobo3b2o148b2o66bobo5bo2bo33bo3bo41b
3o3bo2bobo2bo33b2obo2bo4b2o48b2obo48b2obo$3bo16b2o43bobo88b2o222b2o5b
3o35b3o44bo4b3ob3o34bob4o6b2o38bo8bob2o48bob2o$2bo18bo43b2o139b2o46b2o
63b2o114b2o34bo99bo$2b3o52b2o43b2ob2o41b2ob2o45b2ob2o2bobo38b2ob2o2bob
o55b2ob2o2bobo68b3o35b3o5bobo41b3o37b3o11bo35b3o8b3o49b3o$7bo48bobo42b
obobobo39bobobo2b2o2b3o36bobobo2bo40bobobo2bo57bobobo2bo61b2o7bobobo
33bobobo4bo42bobobo35bobobo9bo46bobobo47bobobo$7bobo45bo6b3o35bo5bo4bo
34bo5b2obo2bo37bo5b2o40bo5b2o57bo5b2o55bo7b2o5bo4bo32bo4bo46bo4bo34bo
4bo9b3o30bobo10bo4bo46bo4bo6bo$obo4b2o45bo7bo36bo9b2o34bo13bo35bo47bo
64bo63b2o5bo6bo4bo32bo4bo46bo4bo34bo4bo44b2o9bo4bo46bo4bo7bobo$b2o51bo
bob2o3bo35bobob2o5b2o33bobob2o44bobob2o42bobob2o59bobob2o57bobo12bobob
o33bobobo47bobobo35bobobo45bo10bobobo47bobobo8b2o$bo51b2ob2obo38b2ob2o
bo39b2ob2obo43b2ob2obo41b2ob2obo58b2ob2obo71b2ob2o33b2ob2o47b2ob2o35b
2ob2o56b2ob2o49b3o$531b2o$530b2o38b2o58b3o$111b3o93b2o46b2o63b2o210bo
36bobo57bo2bo4b2o$111bo94bobo46b2o59bo3b2o249bo57b2o6bobo$112bo95bo
107b2o304bo14bo$18b2o87b3o205bobo258b3o43b2o$17b2o90bo100bo80bo286bo3b
2o37bobo10b2o$19bo88bo100b2o80b2o46bo237bo3b2o50bobo$209bobo78bobo45b
2o243bo41b3o7bo$338bobo286bo$578b3o7b2o36bo$580bo7bobo$335bo243bo8bo$
334b2o$334bobo2$301b3o34b2o$303bo34bobo$302bo35bo!

[Later] It appears that the problem was on my end : this still-life is not among the 521.
Edit 3:
Four xs23 solved thanks to transfer, after updating my local version of Shinjuku.

Code: Select all

x = 183, y = 182, rule = B3/S23
13bobo147bobo$14b2o148b2o$14bo149bo$5bo15bobo131bo15bobo$6b2o13b2o133b
2o13b2o$5b2o9bobo3bo132b2o9bobo3bo$obo7bo6b2o131bobo7bo6b2o$b2o8bo5bo
133b2o8bo5bo$bo7b3o11bo127bo7b3o11bo$22bo149bo$22b3o147b3o$5b2o9b2o
137b2o9b2o$6b2o8b2o138b2o8b2o$5bo149bo$14b4o146b4o$13bo4bo144bo4bo$12b
obo2bobo142bobo2bobo$13bobo2bo6b3o135bo2bobo6b3o$15b3o7bo138b3o8bo$14b
o11bo140bo8bo$14b2o150b2o130$168bobo$169b2o$169bo$175bo$173b2o5bo$174b
2o4bobo$29bo139b3o8b2o$28bo140bo$28b3o139bo3$13b2o148b2o$13b2o148bo2bo
2bo$165b5o$13b4o$12bo4bo149bo$12b2o2b2o144b2o2bobo$14bo3b2o142bo2bobo$
14b2obo2bo142bobo$18bobo143bobo$19bo145bo3b3o8bo$30b2o139bo7b2o$30bobo
137bo8bobo$30bo3$24b3o$24bo$20b2o3bo$19bobo141b2o$21bo140bobo$164bo!

Edit 4:
Three more, still transfer.

Code: Select all

x = 93, y = 92, rule = B3/S23
75bo$73bobo$74b2o$82bo$82bobo4bo$82b2o3b2o$14bo73b2o$13bo$13b3o$3b2o
71b2o8b2o$3bobob2o67bobob2o3b2o$b2o2bob2o65b2o2bob2o5bo$bo3bo68bo3bo
12b2o$3bobo8bo61bobo11b2o$bob2o7b2o60bob2o14bo$obo10b2o58bobo$obo70bob
o8b2o$bo72bo9bobo$14b2o3b3o62bo$13b2o4bo$15bo4bo59bo7bo$80b2o5b2o$79bo
bo5bobo3$85b2o$84b2o$86bo37$86bo$84b2o$85b2o3$79bobo5bobo$80b2o5b2o$
80bo7bo2$84bo$84bobo$84b2o2$76b2o14bo$76bobo11b2o$74b2o2bo12b2o$74bo3b
ob2o5bo$76bobob2o3b2o$74bob2o8b2o$73bobo$73bobo$74bo13b2o$82b2o3b2o$
82bobo4bo$82bo$74b2o$73bobo$75bo!

Edit 5:
Solved xs23_5bo31ijz034a43 and xs23_caaj21jgzw34a43 with a new component.

Code: Select all

x = 162, y = 174, rule = B3/S23
143bo$143bobo$143b2o2$124bo$31bobo91b2o$31b2o91b2o$32bo$145bo$143b2o$
144b2o2$156bobo$156b2o$157bo$124bo$125bo$123b3o4$122bo$120bobo$121b2o
2$24b2o$8b3o12b2o114bo$10bo14bo97b2o13bobo$9bo114b2o11bo2bo$123bo14b2o
$135bo$134bobo$17b2o116b2o3b2o$17bo122bo$18bo122bo$11b2o4b2o115b2o4b2o
$11bo2b2o118bo2b2o$bo10b2obob2o116b2obob2o$b2o13bobo120bobo$obo7$79bo$
79b2o$78bobo13$107b2o$108b2o$107bo48$147bo$146bo$146b3o3$128bobo$39bob
o87b2o$39b2o88bo$40bo$147bobo$147b2o$148bo$161bo$159b2o$160b2o2$129bo$
127bobo$128b2o3$126bo$127bo$125b3o3$32b2o94bo14bo$16b3o12b2o95b2o12bob
o$18bo14bo93bobo11bo2bo$17bo124b2o$139bo$138bobo$139b2o$144b2o$25b2o
118bo$26bo111b2o4bo$19b2o4bo112bo2bo2b2o$19bo2bo2b2o112b2obobo$9bo10b
2obobo116bobo$9b2o12bobo116b2o$8bobo12b2o6$83b2o$84b2o$83bo12$112bo$
112b2o$111bobo!

[Chris857]

xs23_62s82t28s26zy0121 feels like it should be approachable since it is symmetric and has soup results, but this result came up empty for me with 3G spark-search.

Code: Select all

x = 48, y = 21, rule = LifeHistory
.C$.C$.2C.C.C$2.2C2.C$2.C37.4B$2.C.C34.2B2A2B$3.3C33.2BA4B$39.3B3A2B$
39.4BA4B$.A3.A33.2BA3BA2B$A.A2.A33.BAB3ABAB$.A3.A33.2BA3BA2B$39.4BA4B
$39.3B3A3B$3.3A33.2BA6B$2.A.A34.2B2A5B$2.A36.9B$2.2A2.A32.9B$.2A.A.A
32.8B$.A$.A!

xs23_gbai3s4zpi611 and xs23_gbai3s4z1qm11 solved using hideous components already known on catagolue.

Code: Select all

x = 863, y = 258, rule = B3/S23
536bo$534bobo$535b2o$522bo$520bobo$521b2o5$16bo$14bobo512bo5bo$15b2o513b
2o4bo$2bo526b2o3b3o$obo751bo$b2o749b2o10bo$753b2o7b2o$763b2o2$752bo$752b
obo$9bo5bo736b2o$10b2o4bo$9b2o3b3o$234bo520bo$232b2o10bo510bobo$233b2o
7b2o511b2o$243b2o2$232bo$232bobo$232b2o3$235bo$235bobo506bo$235b2o506b
o$743b3o8$224bo343bo$223bo345b2o172bobo$223b3o342b2o173b2o$714bobo15b
o11bo$714b2o10bo3b2o$715bo4bo3b2o5b2o$720bobo2b2o$573bo146b2o$574bo$572b
3o$48bo$49b2o172bobo$48b2o173b2o493bo$194bobo15bo11bo493bobo$194b2o10b
o3b2o506b2o$195bo4bo3b2o5b2o$200bobo2b2o$53bo146b2o$54bo$52b3o3$198bo
$198bobo$198b2o389bo$590b2o$589b2o109bobo$700b2o$695bo5bo$694bo$694b3o
3$690bo$69bo620bobo$70b2o618b2o$69b2o109bobo$180b2o$175bo5bo$174bo$174b
3o505bo$682bobo$682b2o$170bo$170bobo$170b2o5$162bo$162bobo$162b2o24$861b
o$855bobo2bo$856b2o2b3o$856bo$636bo$634b3o$633bo$633b2o222b3o$629bob2o
2bo223bo$629b2obo2bo222bo$341bo291b2o$335bobo2bo$336b2o2b3o$336bo$116b
o$114b3o$113bo$113b2o222b3o$111b2o2bo223bo$109bo2bo2bo222bo$109b2o2b2o
27$679b2o$679bobo5bo$679bo6b2o$686bobo3$689b2o$689bobo$689bo2$159b2o$
159bobo5bo$159bo6b2o$166bobo3$169b2o$169bobo526b2o$169bo527b2o$699bo2$
592b3o$594bo$593bo2$694b3o$694bo$178b2o515bo$177b2o$179bo2$72b3o$74bo
$73bo2$174b3o$174bo391b3o$175bo392bo$567bo147b2o$709b3o3bobo$709bo5bo
$710bo14bo$724b2o$724bobo3$46b3o$48bo$47bo147b2o$189b3o3bobo528bo11b2o
$189bo5bo529b2o11bobo$190bo14bo519bobo10bo$204b2o$204bobo6$206bo11b2o
$205b2o11bobo$205bobo10bo524bo$742b2o$742bobo$755b2o$754b2o$756bo5$223b
o$222b2o$222bobo$235b2o$234b2o527b2o$236bo517b2o7bobo$535b3o216bobo6b
o$537bo216bo$536bo6$243b2o$234b2o7bobo$15b3o216bobo6bo$17bo216bo$16bo
!

2025-08-19:
xs23_3lkkb9k8z32w32 in 25G from soup. Can almost certainly be improved.

Code: Select all

x = 1438, y = 272, rule = B3/S23
774bobo$774b2o$775bo4$780bobo$780b2o$781bo6$795bobo$795b2o$796bo5$1160b
o$1161bo$751b2o406b3o$751bobo$752bo45bobo172bobo$798b2o173b2o$799bo174b
o2$283bo$283bobo775bo$283b2o777bo$755b2o303b3o$755b2o47bobo$292bobo509b
2o$292b2o511bo$293bo3$771b2o$771b2o$733bo189bo149bo$732bobo187bobo147b
obo$732bobo187bobo59bobo85bobo$733bo189bo60b2o87bo$985bo415bo$728b2o7b
2o179b2o7b2o139b2o7b2o106b2o215b2o$727bo2bo5bo2bo177bo2bo5bo2bo137bo2b
o5bo2bo105b2o214b2o$728b2o7b2o179b2o7b2o139b2o3bo3b2o$732b3o187b3o148b
o$290bo486bo295bo$289bobo438bo5bo21b2o16bobo141bo5bo21b2o$289bobo438b
o5bo21b2o17bo142bo5bo21b2o119b3o3b3o$290bo439bo5bo183bo5bo416bo$1073b
o268bo$285b2o7b2o436b3o187b3o148bo268b3o$245bo38bo2bo5bo2bo776bo$246b
2o37b2o7b2o$245b2o532b2o$290bo455b2o31b2o155b2o148b2o108b2o138b2o$289b
obo453bo2bo186bo2bo146bo2bo106bo2bo136bo2bo$289bobo454b2o188b2o148b2o
108b2o138b2o$290bo466b2o188b2o148b2o108b2o$757b2o188b2o148b2o108b2o2$
753b2o188b2o148b2o108b2o$753b2o188b2o148b2o108b2o2$769b2o188b2o$732b2o
2b2o31b2o151b2o2b2o31b2o111b2o2b2o104b2o2b2o134b2o2b2o104b2o2b2o$238b
2o487bo5bo3bo179bo5bo3bo139bo5bo3bo99bo5bo3bo129bo5bo3bo99bo5bo3bo$237b
obo486bobo2bo2b3o179bobo2bo2b3o139bobo2bo2b3o99bobo2bo2b3o129bobo2bo2b
3o99bobo2bo2b3o$239bo486b2o2bob2o182b2o2bob2o142b2o2bob2o102b2o2bob2o
132b2o2bob2o102b2o2bob2o$247b2o482bo2b3o184bo2b3o144bo2b3o104bo2b3o134b
o2b3o104bo2b3o$248b2o483bo3bo185bo3bo145bo3bo105bo3bo135bo3bo105bo3bo
$247bo484b2o2b2o184b2o2b2o144b2o2b2o104b2o2b2o134b2o2b2o104b2o2b2o13$
1232b2o$1231b2o$1233bo$1228b2o$1227b2o$272b3o954bo$272bo$273bo$231b3o
$233bo$232bo17$137b2o$136bobo$138bo137$450b3o$450bo$451bo13$b2o$obo$2b
o!

xs23_0ggrh6chrz346 and xs23_0ggrhc6hrz346 each in 17G. Found from component in xs20_651u8zy02fgkc synth with some massaging in seeds of destruction.

Code: Select all

x = 512, y = 221, rule = B3/S23
bo508bo$2bo506bo$3o506b3o2$280bobo$280b2o$281bo$23bobo45bo368bo45bobo
$24b2o45bobo364bobo45b2o$24bo46b2o366b2o46bo4$270bobo$19bo250b2o5bo214b
o$20bo250bo5bobo211bo$18b3o256b2o212b3o3$271bo$270bo$270b3o3$266bo$265b
o$265b3o9$236b2o218b2o$235bobo217bobo$235bo219bo$48b2o2b2o182b4o2b2o212b
4o2b2o$48bo2bobo184bobo2bo214bobo2bo$50b2o188b2o218b2o$48bobo2bo184bo
2bobo214bo2bobo$48b2o2b2o184b2o2b2o214b2o2b2o12$24b3o458b3o$26bo458bo
$25bo460bo3$19b3o468b3o$21bo468bo$20bo470bo3$13b2o256b3o223b2o$12bobo
5bo250bo219bo5bobo$14bo5b2o250bo217b2o5bo$19bobo468bobo4$219b2o46bo$218b
obo45b2o$220bo45bobo$10bo490bo$10b2o488b2o$9bobo488bobo2$289b3o$289bo
$290bo60$bo508bo$2bo506bo$3o506b3o2$280bobo$280b2o$281bo$23bobo45bo368b
o45bobo$24b2o45bobo364bobo45b2o$24bo46b2o366b2o46bo4$270bobo$19bo250b
2o5bo214bo$20bo250bo5bobo211bo$18b3o256b2o212b3o3$271bo$270bo$270b3o3$
266bo$265bo$265b3o9$236b2o218b2o$235bobo217bobo$235bo219bo$48b2o2b2o182b
4o2b2o212b4o2b2o$48bobo2bo184bo2bobo214bo2bobo$50b2o188b2o218b2o$48bo
2bobo184bobo2bo214bobo2bo$48b2o2b2o184b2o2b2o214b2o2b2o12$24b3o458b3o
$26bo458bo$25bo460bo3$19b3o468b3o$21bo468bo$20bo470bo3$13b2o256b3o223b
2o$12bobo5bo250bo219bo5bobo$14bo5b2o250bo217b2o5bo$19bobo468bobo4$219b
2o46bo$218bobo45b2o$220bo45bobo$10bo490bo$10b2o488b2o$9bobo488bobo2$289b
3o$289bo$290bo!

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xs20_651u8zy02fgkc costs 12 gliders (true).
#CLL state-numbering golly
x = 72, y = 24, rule = B3/S23
61bo$62bo5bobo$60b3o5b2o$69bo5$bo53bo5b2o$2bo53b2o4b2o$3o52b2o4bo$
11bo4b2o$11b2o3bobo46b2o$10bobo3bo39b2o7bo2bo$57b2o8b4o$56bo14bo$
15b2o52bobo$14b2o53b2o$16bo33bo$50b2o$49bobo11b2o$4b2o56b2o$3bobo
58bo$5bo!

[mvr]

Solved the following through some more stomping. (Should I post the RLEs?)

Code: Select all

xs23_0c9jzrahma23
xs23_0g8o69a4z3kq2213
xs23_2egdbgzx6bge3
xs23_8kis0gbdz066065
xs23_9f0kcz312lp13
xs23_ad1u8z3122ql2
xs23_adhar4kozw1243
xs23_c87p8gz3122qk3
xs23_g0ggc9jzdd0mq1
xs23_g0ggdbgzdd0mq1

[vilc]

Solved the following through some more stomping. (Should I post the RLEs?)

I think it would be good to post any newly solved xs23 to Catagolue (at least), because it will make the status of unsolved still-lifes easier to keep track of.

Solved xs23_69bo8gzx642bkk8 using Chris857's component and xs23_0696o8z0g8jq23z23, both by automatic searches.

Code: Select all

x = 298, y = 138, rule = B3/S23
283bo$282bo$282b3o7$273bo$272bo$272b3o4bobo$279b2o$260b2o18bo$259bo2bo
$260b2o2b2o$262b2obo8bo$262bo9b2o$263bobo7b2o$264b2o2$269bo4b2o$267b2o
4b2o$268b2o5bo5$261bo$261b2o5b3o$260bobo5bo$269bo4$292b2o$291b2o$293bo
55$158bobo$159b2o$113bo45bo$111b2o8bo$112b2o7bobo$121b2o3$107bo3bobo$
10bo43bo50bobo3b2o$10bobo42b2o49b2o4bo$10b2o36bo5b2o$49bo$16bo30b3o20b
o51bo64bo44bo59bo$2bo11b3o38b2o11b3o49b3o55bo6b3o34b2o6b3o49b2o6b3o$2o
11bo42b2o9bo45b2o4bo57bobo4bo36bo2bo4bo51bo2bo4bo$b2o7b2o2bo40bo6bob2o
2bo33bo10bo2b2o2bo57bo2b2o2bo36b2o2b2o2bo5bobo43b2o2b2o2bo$9bobob2o47b
2obob2o33b2o10b2obob2o58b2obob2o38b2obob2o5b2o46b2obob2o$8bo2bobo51bob
o33bobo13bobo62bobo39bo2bobo7bo46bo2bobo$2bo6b2o2bo48b3o2bo46b3o2bo59b
3o2bo40b2o2bo56b2obo$2b2o9b2o39b3o5bo4b2o45bo4b2o58bo4b2o43b2o58bob2o$
bobo52bo232bo2bo$55bo234b2o3b2o$224bo10b2o58bobo$223b2o10bobo57bo$3b2o
156bo57bo3bobo9bo$2bobo150bo5b2o56b2o$4bo150b2o3bobo8bo46bobo7bo$10bo
143bobo12bobo55b2o$9b2o159b2o55bobo$9bobo2$168b2o$169b2o$156bo11bo$
156b2o$155bobo7$169b3o$171bo$170bo!

Also xs23_wck0f94mp3z311 as a corollary :

Code: Select all

x = 24, y = 19, rule = B3/S23
bo7bo$2bo5bo$3o5b3o2$17bo$17bobo$17b2o$6bo$5bobo6b2o$5bobo5b2o$6bob2o
5bo$8bo$7bo2bo11bo$7b4o10b2o$16bo4bobo$6bobo6b2o$5bob2o6bobo$5bo$4b2o!

Edit:
A new component with five applications.

Code: Select all

x = 212, y = 335, rule = B3/S23
201bo$201bobo$152bo48b2o$153b2o$152b2o8bo$163bo$161b3o$52bo9bo46bo60bo
$47bo3b2o9bobo44bobo57bo$47b2o2bobo8b2o45b2o58b3o$46bobo55bo$102bobo
56bo$9bo93b2o54bobo$9bobo148b2o23b2o$9b2o174b2o$3bo$bobo$2b2o101b2o78b
2o$45b2o53b2o3b2o73b2o3b2o$44bo2bo51bo2bo76bo2bo$10b2o33b2o3b2o48b2o3b
2o73b2o3b2o$9bo2bo36bo2bo51bo2bo76bo2bo$9b3o37b3o52b3o77b3o2$7b3o37b3o
52b3o77b3o$8bo2bo36bo2bo51bo2bo76bo2bo$6bo3b2o34bo3b2o49bo3b2o74bo3b2o
$6b2o38b2o53b2o78b2o2$206bo$163bo41b2o$163b2o40bobo$162bobo45$200bo$
200bobo$151bo48b2o$152b2o$151b2o8bo$162bo$160b3o$51bo9bo46bo60bo$46bo
3b2o9bobo44bobo57bo$46b2o2bobo8b2o45b2o58b3o$45bobo55bo$101bobo56bo$8b
o93b2o54bobo$8bobo148b2o23b2o$8b2o174b2o$2bo$obo$b2o101b2o78b2o$44b2o
53b2o3b2o73b2o3b2o$43bo2bo51bo2bo76bo2bo$9b2o33b2o3b2o48b2o3b2o73b2o3b
2o$8bo2bo36bo2bo51bo2bo76bo2bo$8b3o37b3o52b3o77b3o2$6b3o37b3o52b3o77b
3o$4bo2bo2bo33bo2bo2bo48bo2bo2bo73bo2bo2bo$4b2o3b2o33b2o3b2o48b2o3b2o
73b2o3b2o3$205bo$162bo41b2o$162b2o40bobo$161bobo45$201bo$201bobo$152bo
48b2o$153b2o$152b2o8bo$163bo$161b3o$52bo9bo46bo60bo$47bo3b2o9bobo44bob
o57bo$47b2o2bobo8b2o45b2o58b3o$46bobo55bo$102bobo56bo$9bo93b2o54bobo$
9bobo148b2o23b2o$9b2o174b2o$3bo$bobo$2b2o101b2o78b2o$45b2o53b2o3b2o73b
2o3b2o$44bo2bo51bo2bo76bo2bo$10b2o33b2o3b2o48b2o3b2o73b2o3b2o$9bo2bo
36bo2bo51bo2bo76bo2bo$9b3o37b3o52b3o77b3o2$7b3o37b3o52b3o77b3o$5bo2bo
36bo2bo51bo2bo76bo2bo$5b2o3bo34b2o3bo49b2o3bo74b2o3bo$9b2o38b2o53b2o
78b2o2$206bo$163bo41b2o$163b2o40bobo$162bobo40$205bo$205bobo$156bo48b
2o$157b2o$156b2o8bo$167bo$165b3o$56bo9bo46bo60bo$51bo3b2o9bobo44bobo
57bo$51b2o2bobo8b2o45b2o58b3o$50bobo55bo$106bobo56bo$13bo93b2o54bobo$
13bobo148b2o23b2o$13b2o174b2o$7bo$5bobo$6b2o101b2o78b2o$49b2o53b2o3b2o
73b2o3b2o$48bo2bo51bo2bo76bo2bo$14b2o33b2o3b2o48b2o3b2o73b2o3b2o$13bo
2bo36bo2bo51bo2bo76bo2bo$13b3o37b3o52b3o77b3o2$9bob3o35bob3o50bob3o75b
ob3o$9b2obo36b2obo51b2obo76b2obo$14bo39bo54bo79bo$13b2o38b2o53b2o78b2o
2$210bo$167bo41b2o$167b2o40bobo$166bobo44$205bo$205bobo$156bo48b2o$
157b2o$156b2o8bo$167bo$165b3o$56bo9bo46bo60bo$51bo3b2o9bobo44bobo57bo$
51b2o2bobo8b2o45b2o58b3o$50bobo55bo$106bobo56bo$13bo93b2o54bobo$13bobo
148b2o23b2o$13b2o174b2o$7bo$5bobo$6b2o101b2o78b2o$49b2o53b2o3b2o73b2o
3b2o$48bo2bo51bo2bo76bo2bo$14b2o33b2o3b2o48b2o3b2o73b2o3b2o$13bo2bo36b
o2bo51bo2bo76bo2bo$13b3o37b3o52b3o77b3o2$9bob3o35bob3o50bob3o75bob3o$
9b2obo2bo33b2obo2bo48b2obo2bo73b2obo2bo$14b2o38b2o53b2o78b2o3$210bo$
167bo41b2o$167b2o40bobo$166bobo!

Edit 2:
xs23_354qikoz259a6 and xs23_ggml9ak8z56065 solved with another new component.

Code: Select all

x = 110, y = 169, rule = B3/S23
107bo$106bo$106b3o3$86b2o$86bo2b2o$87b2o2bo$89bo2bo$5b2o82b3o$5bo2b2o
77b2o6b2o$6b2o2bo6bo68bo2bo5b2o$8bo2bo4bo70bo2bo$8b3o5b3o69b2o$6b2o$5b
o2bo$6bo2bo$7b2o$19b3o$19bo$20bo67bo$88b2o$87bobo3bo$92b2o$80b3o9bobo$
82bo$81bo10$75b2o$76b2o$75bo92$76bo$77b2o$76b2o10$82bo$83bo$81b3o9bobo
$93b2o$88bobo3bo$89b2o$89bo7$89b2o$13bo74bo2bo$3b2o7bo74bo2bo5b2o$2bo
2bo6b3o71bob2o6b2o$bo2bo82bo2b3o$ob2o85bo3bo$bo2b3o83bobo$3bo3bo81b2ob
2o$4bobo8b3o$3b2ob2o7bo$16bo$107b3o$107bo$108bo!

Edit 3:
Solved xs23_ciqjiq4ozx6421 using a long recipe borrowed from xs20_ok2t2koz2543.

Code: Select all

x = 1636, y = 136, rule = B3/S23
297bo$297bobo$297b2o$291b2o$290bobo$292bo4b2o$296b2o$298bo33$240bo$
238bobo5bo99bo$239b2o6bo97bo$245b3o97b3o31$1478bo$1479b2o$1385bo92b2o$
1384bo$155bo228bo851bo147b3o102bo128bo8bo$155bobo226bobo848bo253bobo
91bobo30bobo7bo$155b2o221bobo3b2o833bo15b3o251b2o45bo41bobo2b2o32b2o7b
3o$115bo263b2o7bobo372bobo451bobo169bobo138bobo2bo43b2o3bo38bo$115bobo
32bo228bo8b2o374b2o452b2o3bo160bobo2b2o88bobo3bo45b2o2b3o41bo41bobo$
115b2o31bobo40bo9bo187bo142bo231bo146bo301bo8bo162b2o3bo89b2o2bo46bo
44bo45b2o$149b2o41b2o6bo331bobo141bo235b2o9bobo101bo5bo180bo7b3o11bo
148bo94bo3b3o87bobo$61bo91bo37b2o7b3o235bo89bo3b2o140b2o91bo143b2o10b
2o103bo3bo135bo43b3o20bo339b2o$60bo91bo243bobo40b2o88bo145b2o91bo155bo
101b3o3b3o131bobo66b3o50bo250b2o40b2o40b2o2b2o$14bo45b3o48bo40b3o241b
2o40b2o87b3o236b3o101bo45bo250b2o117b2o251bobo39b2o40b2o2b2o$12b2o97bo
bo275b2o6bo36b2o87bo345bo44bobo254bo115b2o52bobo92bo102bo$13b2o96b2o
78bo10b2o88b2o94bobo44bo88b2o343b3o43b2o112b2o140bobo167b2o93bobo96b2o
44b2o44b2o$189bobo9bo2bo86bo2bo88b2o2bo42b2o2bo5b2o37b2o42b2o8b2o88bo
148bo52b2o194b2o6bobo35b2o44b2o45b2o9b2o39b2o8b2o46b2o7b2o42b2o7b2o8bo
33b2o7b2o37b2o4b2o4b2o40b2o4b2o42b2o4bobo37b2o4bobo37b2o4bobo$51b2o7b
2o39b2o5b2o42b2o36b2o8bo2bo86bo2bo89bo2bo43bo2bo6bobo36bo2bo50bo2bo42b
o2bo38bobo22bo2bo61bo2bo55bobo5bo2bo39bo3bo3bo35bobo7bo51bo92bo2bo5bo
36bo2bo42bo2bo9bobo31bo2bo15bo32bo2bo7b2o45bo2bo4bo2bo41bo2bo4bo2bo41b
o2bo4bo2bo36bo2bo3bo2bo43bo2bo3bo42bo2bo3bo38bo2bo3bo38bo2bo3bo$16bo
34b2o6b2o5bo34b2o4b2o5bobo35b2o40b2o5b2o88b2o91b2o45b2o7bo39b5o49b5o
40b6o37b2o22b6o59b6o54b2o5b6o38bo3b6o34b2o5b5o34bo12b5o89bob2obo40bob
2obo40bob2obo8b2o31bob2obo13bo32bob2obo16bo35bob2obo3b3o8b3o30bob2obo
3b3o41bob2obo3b3o36bob2obo3b3o42bob2obo3bo40bob2obo3bo36bob2obo3bo36bo
b2obo3bo$bo5bo8bobo42bo4bobo40bo4b2o41bo35bobo10bo89bo92bo46bo48bo53bo
45bo66bo64bo66bo35b3o9bo33bo5bo5bo31bobo11bo5bo88bo2bobo40bo2bobo40bo
2bobo9bo31bo2bobo13b3o30bo2bobo15b2o35bo2bobo14bo32bo2bobo47bo2bobo42b
o2bobo8b2o38bo2bobo4bo39bo2bobo4bo35bo2bobo4bo35bo2bobo4bo$2bo4bobo6b
2o31b4o2bo10b2o31b4o2bo9bo34b4o2bobo36bo3b4o2bobo83b2o2bobo86b2o2bobo
40b2o2bobo42b2o2bobo47b2o2bobo30bobo7bo2bobo61bo2bobo59bo2bobo7bo53bo
2bobo30b2o10bo2bobo38bobo2bobo31b2o11bobo2bobo86b2o2bob2o38b2o2bobobo
37b2o2bobob2o37b2o2bobob2ob2o39b2o2bobob2ob2o9bobo33b2o2bobob3o11bo30b
2o2bobob3o42b2o2bobob3o37b2o2bobob3o4bobo36b2o2bobob3o39b2o2bobob3o35b
2o2bobob3o35b2o2bobob3o$3o4b2o40bo2b4o43bo2b4o44bo2b4obo40bo2b4obo81bo
2b4obo84bo2b4obo38bo2b4obo40bo2b4obo37b2o7bob4obo31b2o7b4obo61b4obo59b
4obo5b2o44b2o8b4obo31b2o9b4obo36bobob4obo43b2ob4obo87bob2o42bob2o2b2o
38bob2o2bobo3bo34bob2o2bobob2o40bob2o2bobob2o3b2o41bob2o2bobobo42bob2o
2bobobobo40bob2o2bobo39bob2o2bobo5bo39bob2o2bobo41bob2o2bobo37bob2o2bo
bo37bob2o2bobo$106b2o4bo44bo48bo82b2o5bo85b2o5bo39b2o5bo41b2o5bo31b2o
6b2o5bo6bo32bo12bo66bo64bo7b2o44b2o11bo31bo15bo37b2o6bo51bo88bo2bo42bo
2bo42bo2bo7b2o34bo2bo12b3o33bo2bo11b2o41bo2bo7bo6b2o33bo2bo7b2o40bo2bo
6bo37bo2bo6bo43bo2bo6bo39bo2bo6bo35bo2bo6bo35bo2bo6bo$54b2o48bo2bo3b2o
42bo48bo89bo92bo46bo38bobo7bo34b2o4bo6bo5bo45bo66b2o63b2o53bo11b2o46b
2o32b2o10b2o50b2o90b2o44b2o6bo4b2o31b2o8bobo34b2o13bo36b2o56b2o9bo4b2o
35b2o15b2o34b2o6b2o38b2o6b2o44b2o6b2o40b2o6b2o36b2o6b2o36b2o6b2o$5b2o
47b2o6b2o40b2o5bobo41b2o47b2o88b2o91b2o45b2o38b2o7b2o32bo13b2o4b2o44b
2o65bo64bo66bo47bo34b2o9bo51bo145b2o2b2o95bo103b2o6bo51bobo291b2o$4bob
o4bo49b2o411bo176b3o62bo67bo47bo31bo13bo36b3o12bo5bo136bobo4bo258bo
293bobo$6bo3b2o51bo136b2o378b2o51bo19bo61b2o5bo60b2o37bo8b2o44b2o38bo
11b2o4bo133b2o562bo$10bobo186b2o379bobo51bo87bobo96b2o93bo18b3o132b2o
554b2o$194b2o5bo273b2o103bo47b2o2b3o87b2o97bobo245bo149bo407b2o$195b2o
279b2o149bobo584bo4b2o108bo296bo$194bo280bo101b2o9b3o38bo290b3o10b2o
279b2o2bobo60b2o46b2o3bo$576bobo9bo134b2o197bo10bobo277bobo13bo50b2o
46bobo2b2o$201b2o375bo10bo132b2o197bo11bo294b2o52bo50bobo$200b2o430b2o
90bo503bobo$202bo379b2o49b2o291b2o411b3o$577b2o2bobo48bo37b3o252b2o
403bo8bo$576bobo4bo86bo8b2o237bo8bo401b2o9bo$578bo92bo6b2o238b2o409bob
o$680bo236bobo$731bo$730b2o$730bobo15$241b2o$240bobo$242bo$343b2o$342b
2o$344bo!

Edit 4:
Here is a list of unsolved xs23 with C1 soup counts :

Code: Select all

xs23_08k4riicz259a6                                        3
xs23_ci9ngbrz0643                                          3
xs23_ciiriabgzx6221                                        3
xs23_0695q88gz4aic321                                      2
xs23_4akg9fgkczw2543                                       1
xs23_8k4raa4z1168b5                                        1
xs23_mm0e9icz1079c                                         1

8/23/2025 EDIT by dvgrn: Links for the above seven C1 soup cases -- side note, lists that have links are very convenient:
xs23_08k4riicz259a6 ... solved by Chris857
xs23_ci9ngbrz0643 solved
xs23_ciiriabgzx6221 solved
xs23_0695q88gz4aic321 2 C1 soups, solved by conversion from a related still life
xs23_4akg9fgkczw2543 solved
xs23_8k4raa4z1168b5 solved
xs23_mm0e9icz1079c solved
Including symmetric soups :

Code: Select all

xs23_kc32hjkcz11643                                   164522
xs23_4a9e0drz321321                                   137863
xs23_8kaar1qczw12521                                   21144
xs23_4a9m4k8gz2596221                                  16165
xs23_256o86p3z651221                                     368
xs23_cid5iczw1107952                                     344
xs23_0o4iq4871zc452023                                   194
xs23_62s82t28s26zy0121                                    97
xs23_0695q88gz4aic321                                     14 (also in C1 list, solved)
xs23_ciiriabgzx6221                                       13 (also in C1 list, solved)
xs23_08k4riicz259a6                                        7 (also in C1 list, solved)
xs23_mm0e9icz1079c                                         5 (also in C1 list, solved)
xs23_0c88riicz259a6                                        4
xs23_0g88m596z3egb6                                        4
xs23_ci9ngbrz0643                                          3 (also in C1 list, solved)
xs23_0gjp6kicz34a43                                        2
xs23_gs26ge9a4z56w23                                       2
xs23_4akg9fgkczw2543                                       1 (also in C1 list, solved)
xs23_8k4raa4z1168b5                                        1 (also in C1 list, solved)

Edit 5:
Solved 2 with another new component.

Code: Select all

x = 284, y = 324, rule = B3/S23
283bo$281b2o$282b2o2$181bobo$182b2o$182bo97bobo$280b2o$281bo46$12b2o$
9bo2bo$8bobobo126bo$9bo2b2o124bo100b2o$12bo125b3o95bo2bo$14bo220bobobo
$13b2o221bo2b2o$239bo$141bo99bo$135b3o2b2o94bo3b2o$137bo2bobo92bobo$
136bo99bo2$3b2o5bo$4b2o4b2o3b2o$3bo5bobo3bobo$15bo45$279b3o$187bo91bo$
187b2o91bo$186bobo5$182b2o$183b2o$182bo73$283bo$281b2o$282b2o2$181bobo
$182b2o$182bo97bobo$280b2o$281bo46$12b2o$bobo5bo2bo$2b2o4bobobo126bo$
2bo6bo2b2o124bo100b2o$12bo125b3o95bo2bo$13bo221bobobo$12b2o222bo2b2o$b
o237bo$2b2o137bo98bo$b2o132b3o2b2o94bo2b2o$137bo2bobo92bobo$136bo99bo
2$3o$2bo$bo46$279b3o$187bo91bo$187b2o91bo$186bobo5$182b2o$183b2o$182bo
!

Edit 6:
Three xs23 that my previous transfer searches had missed.

Code: Select all

x = 210, y = 223, rule = B3/S23
146bo$144bobo$145b2o9bo$157bo$155b3o$147bo$145bobo5bo53bo$146b2o6bo52b
obo$152b3o52b2o5$206bo$204b2o$141bo63b2o$142b2o$141b2o3bobo$147b2o$
147bo32bo$178b2o$179b2o2$163bobo$164b2o$164bo11bo$169bo4bobo$170bo4b2o
11bo$168b3o16bo$187b3o2$174bo$175bo$173b3o$170bo$170b2o$169bobo$28b2o
135bo9bo$27bo2bo9bobo122b2o7bobo$25b3o2bo9b2o122bobo8bobo$24bo6b2o8bo
134bobo$25bo6bo127b2o16bo$26bobo2bo129b2o14b2ob2o$27b2o2bobo126bo19bob
o$32bobo145bobo$33bo144b2obo$177bo2bo$177b2o$41bo$40b2o$33bo6bobo$23bo
8b2o$23b2o7bobo$22bobo3b2o178bo$28bobo176b2o$28bo178bobo11$145bo$145b
2o$144bobo$140bo$140b2o$139bobo81$o$b2o$2o52bobo$54b2o$55bo$3bo66bo$4b
2o59bo3bo$3b2o49bo9bo4b3o$52b2o10b3o$53b2o4$63bo$63bobo$63b2o$67bo$67b
obo$67b2o3$28bobo$29b2o$29bo$48bo$32bo13b2o$33b2o12b2o$32b2o2$43bo$35b
o7bobo$36b2o5b2o$35b2o2$38bo$33bo4bobo4bo$32bobo3b2o4bo$31bobo10b3o$
25bo3bo2bo$24bobo2b3o19bo$24bobo23b2o$25bob3o20bobo$26bo2bo$27b2o5$42b
2o$42bobo$42bo15$57bo$56b2o$56bobo$16b2o45b3o$17b2o44bo$16bo47bo!

[EvinZL]

Lazy final step for xs23_ci9ngbrz0643; I'm away from home so I didn't want to complete it

Code: Select all

x = 48, y = 53, rule = B3/S23
2o$2o6$4b2o3b2o3bo$3bobo3b2ob2o$4bo8b2o$9b2o$9b2o$13b2o$13b2o2$9b2o$9b
2o3$13bo$12bobo$11bo2bo$12b2o2$3b2o$2bo2bo$3b2o24$46b2o$45b2o$47bo!

EDIT: xs23_gs26ge9a4z56w23 is also easy

Code: Select all

x = 20, y = 22, rule = B3/S23
16bo$15bo$15b3o2$10b2ob2o$2o3b2o3b2ob2o$2o3b2o10b2o$16bobo$17bo5$2bo$b
obo$b2o10b2o3b2o$5b2ob2o3b2o3b2o$5b2ob2o2$2b3o$4bo$3bo!

[WhiteHawk]

Lazy final step for xs23_ci9ngbrz0643; I'm away from home so I didn't want to complete it

Code: Select all

17g using only the 2g syntheses for the (EDIT: stable) seed's components, not attempting currently to synthesize the really close LOM-loaf pair

Code: Select all

x = 90, y = 72, rule = B3/S23
2bo$obo$b2o2$30bo$28bobo$29b2o$35bo$35bobo18bo$35b2o17b2o$55b2o6$43bo
$37b2o3bo$36bobo3b3o$37bo11bo$42b3o3bo7bo$42bo5b3o5bobo$43bo12b2o4$51b
3o$40b2o9bo$39bobo10bo$41bo$46b2o$46bobo$46bo11$35b3o$37bo$36bo3$50b2o
$49b2o$51bo$21b2o$22b2o$21bo16$88b2o$87b2o$89bo!

[dvgrn]

17g using only the 2g syntheses for the seed's components...

Yes, but ... look at T=51 in that pattern! Or T=15 in the original. It's basically a block, a boat, a beehive, a loaf, a LOM, and two gliders. At 2G each for those five things, that should only add up to a dozen gliders -- less if the LOM+loaf happens to show up in the octo3g database.

[Chris857]

xs23_8k4raa4z1168b5 in 22G from soup.

Code: Select all

x = 678, y = 139, rule = B3/S23
553bo$553bobo$553b2o10$441bobo$442b2o$442bo17$395bobo$396b2o$396bo2$3b
o$4b2o$3b2o12$416bo$417b2o$416b2o7$462bo$463bo$461b3o3$232bo249bo$232b
o249bo$210bo21bo213bo35bo$40b2o169b2o27b2o205b2o41b2o$40b2o168b2o28b2o
204b2o4bo37b2o$262bobo188bo$262b2o187b3o$263bo404bo$667bo$667b3o6bo$675b
o$45b2o198b2o248b2o178b3o$45b2o198b2o248b2o$662b2o$662b2o$670b2o$670b
2o2$661bo$661b3o$659b2o3bo$658bo2b3o$458b2o199bobo$457bo2bo197b2o2b2o
$bo456b2o200bobo$b2o657bo2bo$obo658b2o4$465b2o$466b2o$465bo2$484b3o8$
449b3o$451bo$450bo8$178b2o$179b2o$178bo$239b2o$238b2o$240bo9$539b2o$538b
2o$540bo5$436b3o$438bo$437bo!

EDIT: xs23_gs26ge9a4z56w23 is also easy

Code: Select all

x = 20, y = 22, rule = B3/S23
16bo$15bo$15b3o2$10b2ob2o$2o3b2o3b2ob2o$2o3b2o10b2o$16bobo$17bo5$2bo$b
obo$b2o10b2o3b2o$5b2ob2o3b2o3b2o$5b2ob2o2$2b3o$4bo$3bo!

19G.

Code: Select all

x = 956, y = 58, rule = B3/S23
437bobo$437b2o$124bobo39bobo229bo39bo$125b2o39b2o231bo28bobo$125bo41b
o229b3o28b2o$42bo386bo$41bo$41b3o3$846bo$845bo$845b3o3$673bo$672bo280b
o$672b3o278bobo$953b2o2$770bo69bo$769bobo67bobo$284b2ob2o135b2ob2o135b
2ob2o95b2ob2o101bo69bo$284b2ob2o135b2ob2o125b2o3b2o3b2ob2o85b2o3b2o3b
2ob2o$151b2o138b2o138b2o121b2o3b2o10b2o81b2o3b2o10b2o$150bobo137bobo137b
obo137bobo97bobo88b2obo66b2obo86b2obo$151bo139bo139bo139bo99bo87b3ob2o
11bo52b3ob2o11bo72b3ob2o11bo$758bo16bobo50bo16bobo70bo16bobo$758b2o15b
o2bo49b2o15bo2bo69b2o15bo2bo$761bobo8b2ob3o53bobo8b2ob3o73bobo8b2ob3o
$758b3ob2o8bobo53b3ob2o8bobo73b3ob2o8bobo$6bo129bo139bo139bo139bo99bo
100bo2bo15b2o49bo2bo15b2o69bo2bo15b2o$5bobo127bobo137bobo137bobo137bo
bo97bobo100bobo16bo50bobo16bo70bobo16bo$5b2o128b2o138b2o138b2o138b2o98b
2o10b2o3b2o85bo11b2ob3o52bo11b2ob3o72bo11b2ob3o$419b2ob2o135b2ob2o95b
2ob2o3b2o3b2o97bob2o66bob2o86bob2o$419b2ob2o135b2ob2o95b2ob2o2$765bo$
764bobo$765bo$653b3o$655bo$654bo$bo$b2o$obo2$758b3o$760bo$759bo3$558b
o$260bo41bo255b2o28b3o$260b2o39b2o254bobo28bo$259bobo39bobo245bo39bo$
549b2o$548bobo!

Lazy final step for xs23_ci9ngbrz0643; I'm away from home so I didn't want to complete it

Code: Select all

17g using only the 2g syntheses for the (EDIT: stable) seed's components, not attempting currently to synthesize the really close LOM-loaf pair

17g using only the 2g syntheses for the seed's components...

Yes, but ... look at T=51 in that pattern! Or T=15 in the original. It's basically a block, a boat, a beehive, a loaf, a LOM, and two gliders. At 2G each for those five things, that should only add up to a dozen gliders -- less if the LOM+loaf happens to show up in the octo3g database.

13G

Code: Select all

x = 252, y = 113, rule = B3/S23
146bo$144bobo$145b2o$207bo$207bobo$207b2o2$127bobo$128b2o$128bo81bo$209b
o$209b3o3$215bo$156bobo54b2o$157b2o55b2o$157bo$161bo$162bo$160b3o33$30b
o159bo$29bobo157bobo$28bo2bo156bo2bo$29b2o158b2o2$180b2o$179bo2bo$180b
2o11$151bo$151b2o$150bobo5$2o$b2o$o$41b2o$40b2o$42bo27$249b2o$249bobo
$249bo!

[ENORMOUS_NAME]

xs23_8k4raa4z1168b5 in 22G from soup.

Code: Select all

x = 678, y = 139, rule = B3/S23
553bo$553bobo$553b2o10$441bobo$442b2o$442bo17$395bobo$396b2o$396bo2$3b
o$4b2o$3b2o12$416bo$417b2o$416b2o7$462bo$463bo$461b3o3$232bo249bo$232b
o249bo$210bo21bo213bo35bo$40b2o169b2o27b2o205b2o41b2o$40b2o168b2o28b2o
204b2o4bo37b2o$262bobo188bo$262b2o187b3o$263bo404bo$667bo$667b3o6bo$675b
o$45b2o198b2o248b2o178b3o$45b2o198b2o248b2o$662b2o$662b2o$670b2o$670b
2o2$661bo$661b3o$659b2o3bo$658bo2b3o$458b2o199bobo$457bo2bo197b2o2b2o
$bo456b2o200bobo$b2o657bo2bo$obo658b2o4$465b2o$466b2o$465bo2$484b3o8$
449b3o$451bo$450bo8$178b2o$179b2o$178bo$239b2o$238b2o$240bo9$539b2o$538b
2o$540bo5$436b3o$438bo$437bo!

19G

Code: Select all

x = 294, y = 113, rule = B3/S23
95bobo$96b2o$96bo10$181bo$179b2o$180b2o$110bobo$111b2o$111bo24$132bo$
131bobo$25bo105bobo$25bobo104bo$25b2o2$28b3o$21b3o4bo102b2o$21bo7bo100b
o2bo$22bo108b2o100bo$234bo$232b3o53bobo$287bob2o$274bo12bo3b2o$136b2o
135bo11b2ob2o3bo$135b2o136b3o10bobob2obo$137bo148bobobobo$287bo$270bo
$42bo78bo147bobo$41bo77bobo147bobo$41b3o76b2o148bo2$124bobo$124b2o$109b
3o13bo$3o3bo$2bo2b2o136bo$bo3bobo135bo$42b2o99bo$42bobo$42bo2$112b2o$
112b2o151bo$265bo$265bo2$2bo243b3o12bo6b2o$2b2o258bo4bo2bo$bobo256b3o
5b2o3$267b2o$266bo2bo$267b2o2$270bo$269bobo$269bo2bo$270b2o11$143b2o$
143bobo$143bo6$155b2o$155bobo$155bo!

[mvr]

Edit 4:
Here is a list of unsolved xs23 with C1 soup counts :

Something else that could be good is checking which 1-step transfer predecessors of the unsolved xs23s also have soups.

Edit: Stomped xs23_0bqi4oz3202ehp, xs23_0ca16413zra953, xs23_0ca16426zra953, xs23_0j9c826z1259ar, xs23_39m88ria4zx1226, xs23_4air88m96zw6221, xs23_c48c9jzra9521 and xs23_g84c5jz1qb9521 using this sequence:

Code: Select all

x = 172, y = 39, rule = B3/S23
37bobo$37b2o$38bo6$10bo$2bo6bo$obo6b3o$b2o$13b3o9bo$6bobo4bo9b2o$7b2o
5bo9b2o$7bo2$11bobo13bo40bobo$12b2o11b2o36bo4b2o36bo11bo$6bo5bo13b2o
36b2o3bo35bo12bobo$4bobo56b2o40b3o4bobo3b2o$5b2o15bo9bo79b2o$22bobo7bo
bo31bo46bo55bobo$22b2o8b2o31bo39bo57bo5b2o$o64b3o35bobo58b2o4bo$b2o
101b2o57b2o$2o$160b2o$60b2o5b2o41b2o2bo2b2o40bobo5b2o$3bo7bo48bo2bobo
2bo41bo2bobo2bo42bo6bo$3b2o6b3o47b3ob3o43b3ob3o47b3o$2bobo9bo49bo49bo
49bo$13bo2b2o45bo2b2o45bo2b2o45bo2b2o$13b3obo45b3obo45b3obo45b3obo$28b
2o$15b2o11bobo34b2o48b2o48b2o$12b2o2bo11bo33b2o2bo45b2o2bo45b2o2bo$10b
o2bobo44bo2bobo44bo2bobo44bo2bobo$10b2o2bo45b2o2bo45b2o2bo45b2o2bo!

Edit 2: Stomped xs23_4a9e0o48gzx358b5 by this sequence:

Code: Select all

x = 218, y = 28, rule = B3/S23
198bobo$199b2o$199bo$81bo123bo$79bobo121bobo$80b2o122b2o$84bo$84bobo
22bobo9bo$84b2o24b2o10bo$110bo9b3o76bo4bobo3bo4bo$4bo76bo43bo39bo5bobo
23bobo5b2o2bo5bobo$3bo78b2o32bo7bo39bo6b2o25b2o5bo3b3o3b2o$3b3o75b2o
34b2o5b3o37b3o5bo$31bo84b2o$bo27bobo4bo123b3o$2bo4b2o21b2o4bobo8b2o38b
2o38b2o33bo4b2o$3o5bo27b2o10bo39bo35bo3bo32bo4bobo35b2o2b2o$5bo2bobo
31b2obo2bobo29b2obobo2bobo24b3o2b2obobo2bobo34bo2bobo33bo2bo2bo$5b3obo
bo30b2ob3obobo28bob2ob3obobo25bo2bob2ob3obobo33b3obobo33b3obobo$9bo2bo
19b3o14bo2bo36bo2bo23bo12bo2bo36bo2bo36bo2bo$7b2ob2o22bo12b2ob2o35b2ob
2o35b2ob2o35b2ob2o35b2ob2o$7bo2bo22bo13bo2bo36bo2bo36bo2bo36bo2bo36bo
2bo$8bo2bo36bo2bo36bo2bo36bo2bo36bo2bo36bo2bo$9b2o38b2o38b2o38b2o38b2o
38b2o2$41b2o$41bobo$41bo!

Stomped xs23_8u1j8bdz23w56 and xs23_9f03pmz6426221 by this sequence:

Code: Select all

x = 150, y = 34, rule = B3/S23
99bo$97bobo$98b2o5$27bo$9bo16bo16bo$10b2o14b3o15b2o$5bo3b2o32b2o64bobo
19bo$6bo15bo86b2o21bo$4b3o13b2o82bo5bo19b3o7bo$21b2o82b2o31bobo$104b2o
20bobo10b2o$48bobo76b2o$5bo37bo4b2o45b2o30bo14bo$3bobo38b2o3bo6b2o36bo
bo7bo29b2o6bobo$4b2o37b2o11bo2bo34bo4bo3b2o29bo2bo4b2o$57b3o35b5o3bobo
29b3o2$2b2o9b2ob2o37b3o37b3o37b3o$3b2o9bobobo35bobobo35bobobo35bobobo
8b2o$2bo11bo4bo5b3o26bo4bo34bo4bo34bo4bo7bobo$13b2o2b3o5bo27b2o2b3o33b
2o2b3o33b2o2b3o7bo$14bobo9bo27bobo37bobo37bobo$14bo2bo36bo2bo36bo2bo
36bo2bo$13b2o3bo34b2o3bo34b2o3bo34b2o3bo$17b2o38b2o38b2o38b2o3$b2o$obo
$2bo!

[vilc]

Something else that could be good is checking which 1-step transfer predecessors of the unsolved xs23s also have soups.

Done.
C1 only:

Code: Select all

xs25_0caariicz259a6                                       30
xs24_0g88m596z3egbq                                        5
xs24_gg0s93gv1ooz1221                                      1
xs24_2lm0e9icz01079c                                       1
xs25_ciqbaik8z4aa43                                        1

Any:

Code: Select all

xs23_4a9e0drz321321                                   137863
xs26_4ap64268oz032c8711                                  359
xs24_354qi4oz653w346                                     310
xs25_0caariicz259a6                                      142
xs26_cq1ra9jz32012521                                     52
xs25_0354qi4oz4a53w346                                    12
xs26_cid5iczw11079la4                                     10
xs24_0g88m596z3egbq                                        9
xs24_wciir9icz3596                                         8
xs25_ciqbaik8z4aa43                                        7
xs25_0ca9riicz259a6                                        6
xs24_8kiabqiczx34a6                                        4
xs30_ck0o4al96z358d59c                                     4
xs24_gg0s93gv1ooz1221                                      1
xs24_2lm0e9icz01079c                                       1

Edit:
Two xs23 solved with transfer:

Code: Select all

x = 82, y = 33, rule = B3/S23
69bobo4bo$70b2o3bo$70bo4b3o$obo4bo$b2o3bo$bo4b3o$76bo$76bobo$71bo4b2o$
7bo64b2o$7bobo61b2o$2bo4b2o$3b2o$2b2o5$78b2o$78bo$79bo$9b2o67b2o$9bo
67bo$10bo66bo$9b2o65b2ob2o$8bo70bobo$8bo70bobo$7b2ob2o65b2obo$10bobo
63bo2bo$10bobo64b2o$8b2obo$7bo2bo$7b2o!

[pifricted]

Crossposting xs23_ciqjiq4ozx6421 in 10G from soup.

xs23_ciqjiq4ozx6421 -124G to 10G:

Code: Select all

x = 46, y = 32, rule = B3/S23
obo14bobo$b2o15b2o$bo16bo6$10bo$11bo$9b3o$29bo$27b2o$28b2o6bo$5b3o27b
2o$7bo27bobo$6bo15b2o$21b2o$13b2o8bo$12bobo$14bo$30b2o$30bobo$30bo6$44b
2o$43b2o$45bo!

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xs23_ciqjiq4ozx6421 costs 134 gliders (true).
#CLL state-numbering golly

xs23_0c88riicz259a6 in 16G:

Code: Select all

x = 297, y = 86, rule = B3/S23
152bo$152bobo$152b2o40$42bo$43b2o$42b2o2$94bo$41b2o50bobo2b2o$42b2o48b
o2bo2b2o$41bo51b2o4$47b2o$46b2o$48bo2$5bo$3bobo$4b2o35bo53bo107bo$41b
o3b2o48bo3b2o103bo25bo$b2o38bo2bobo48bo2bobo101b3o24bo$obo7b3o32bo53b
o129b3o$2bo7bo$11bo3$294bo$211b3o13bo66bobo$226bobo65b2o$226bo2bo$89b
2o130b2o4b2o61b2o$88bobo8b3o117b3obo64b3obo$5bo34bo49bo3bo4bo118bo5bo
62bo5bo$4bobo32bobo51bobo4bo117bo2b4o62bo2b4o$4b2o33b2o40bo11b2o124b3o
66b3o$81b2o140b2o67b2o$80bobo3b2o133b2o2bo64b2o2bo$85b2o134bo2bo65bo2b
o$87bo134b2o67b2o4$89b2o$88b2o$90bo!

[EvinZL]

xs23_0gjp6kicz34a43 in 18G:

Code: Select all

x = 217, y = 47, rule = B3/S23
84bobo$85b2o$85bo40bo$125bo$125b3o7bo$133b2o$134b2o2$121bo$122b2o80bo$
121b2o2b3o74bobo$125bo77b2o$126bo$204bo$203bobo$5bo197bobo$3bobo99b2o
97bo6bo$4b2o99b2o103bobo$b2o206bobobo$obo11b2o98b2o93bo3bo$2bo10bo2bo
96bo2bo93b3ob2o$13bo2bo96bo2bo95bo3bo$14b2o98b2o97b2obo$211bobobo$211b
2o$119b2o$18b3o98b2o$20bo$19bo$21b3o$21bo$22bo77b2o$101b2o16bo$87b3o
10bo17b2o$89bo28bobo$88bo2$112bo$112b2o$111bobo4$142b2o$141b2o10bo$
143bo8b2o$152bobo!

EDIT: 16G, just barely rewindable

Code: Select all

x = 217, y = 47, rule = B3/S23
84bobo$85b2o$85bo40bo$125bo$125b3o7bo$133b2o$134b2o2$121bo$122b2o80bo
$121b2o2b3o74bobo$125bo77b2o$126bo$204bo$131bo71bobo$5bo124bo72bobo$3b
obo99b2o23b3o71bo6bo$4b2o99b2o103bobo$b2o206bobobo$obo11b2o98b2o93bo3b
o$2bo10bo2bo96bo2bo93b3ob2o$13bo2bo96bo2bo95bo3bo$14b2o98b2o97b2obo$211b
obobo$211b2o7$100b2o$101b2o16bo$87b3o10bo17b2o$89bo28bobo$88bo8$142b2o
$141b2o10bo$143bo8b2o$152bobo!

EDIT: xs23_mm0e9icz1079c via xs24_2lm0e9icz01079c intermediate:

Code: Select all

x = 282, y = 28, rule = B3/S23
121b2o$121b2o$134bo140bo$24bo66bo13bo19bobo5bo142b2o$24bobo65b2o11bobo
17b2o6b3o139b2o$24b2o65b2o12b2o19bo152bo$17bo112b3o146bobo$15bobo89bo
13b2o7bo148b2o$16b2o88bobo11bo2bo7bo75bo3bo60bo3bo$106bobo12b2o83bobob
obo58bobobobo$107bo78bo18bo2bob2o58bo2bob2o$184bobo18bob2o61bob2o$185b
2o19bo3b2o59bo3b2o$21bo186b2obo61b2obo$21bobo102b2o59b2o20bo64bo$bo19b
2o102bo2bo58b2o18bobo62bobo$2bo16bo101b2o3b2o79b2o63b2o$3o14bobo101b2o
90b2o$18b2o192bo2bob3o$3b3o207b2o2bo$5bo212bo$4bo$81bo$81b2o9b3o$24b2o
54bobo11bo$23bo2bo66bo$19b2o3b2o$19b2o!

[Chris857]

xs25_0caariicz259a6 in 13G (listed as one of the 1-step predecessors).

Code: Select all

x = 299, y = 68, rule = B3/S23
201bo$199b2o$200b2o$163bo$161bobo$162b2o$205bo$205bobo$205b2o$163bobo
36bo$164b2o35bo$164bo36b3o6$bo$2bo$3o294bo$296bo$296b3o5$291bo$290bob
o$290bobo$285b2o4bo$284bo2bo$284bo2bo$283b2ob2ob2o$284bobo2bobo$284bo
bobo2bo$180bo104b2obobo$27b2o150bobo5b2o100bo$27bo151bo2bo4bo$25bobo152b
2o3bobo$25b2o158b2o17$158b3o$38b2o120bo$38bobo107b3o8bo$38bo111bo$149b
o5$218b2o$217b2o$219bo!

Edit: 11G

Code: Select all

x = 72, y = 68, rule = B3/S23
53bo$51b2o$52b2o$15bo$13bobo$14b2o$57bo$57bobo$57b2o$15bobo36bo$16b2o
35bo$16bo36b3o4$18bo$19b2o$18b2o3$17bo$18b2o$17b2o36$3o$2bo$bo$16b2o$
15bobo$17bo2$70b2o$69b2o$71bo!

And xs24_0g88m596z3egbq in 22G.

Code: Select all

x = 484, y = 127, rule = B3/S23
208bo$209b2o86bo$208b2o87bobo$297b2o2$293bobo$293b2o186bobo$294bo186b
2o$482bo2$63bo236bo$62bo237bobo$62b3o235b2o3$439b2o$437b3obo$436bo5bo
$437bob2obo$436b2obobob2o$443bobo$442bo2bo$443b2o8$211bo$212bo$210b3o
$444b2o$443bobo$443bo$256bo184bobo$255bobo182bobo$254bo2bo182b2o11bo$
255b2o195bobo$453bo$249bo$249bo$249bo197b2o$446bo2bo$447bobo$448bo4$448b
o$447bobo$447bobo$448bo2$452bo$451bobo$452b2o$428b2o$427bobo$429bo6$9b
2o$8bobo$10bo$bo$b2o$obo27bo$30bo22b2o194b3o$30bo21b2o$54bo$204b3o$206b
o$31bo173bo45bo$30bobo217bobo$31b2o218b2o$297b3o$297bo$298bo$206b3o$208b
o$207bo2$309b3o$309bo$310bo2$227bo$227b2o$226bobo27$183bo$183b2o$182b
obo2$207b2o$208b2o$207bo!

[dvgrn]

And xs24_0g88m596z3egbq in 22G...

...just casually building a leftover trans-boat with nine, and then cleaning it up.

That's got to be one of the most high-value pieces of incidental unnecessary ash in a current-best synthesis, no?

[Chris857]

And xs24_0g88m596z3egbq in 22G...

...just casually building a leftover trans-boat with nine, and then cleaning it up.

That's got to be one of the most high-value pieces of incidental unnecessary ash in a current-best synthesis, no?

19G thanks to spark search replacing that spark that hits the pi.

Code: Select all

x = 319, y = 123, rule = B3/S23
215bo$216b2o86bo$215b2o87bobo$304b2o2$300bobo$300b2o$301bo3$307bo$307b
obo$307b2o18$218bo$62bo156bo$60b2o155b3o$61b2o$o$b2o$2o41bo219bo$42bo
bo217bobo$41bo2bo216bo2bo$42b2o218b2o2$36bo219bo$36bo219bo$36bo219bo21$
250b2o$249bo2bo$250b2o9$211b3o$213bo$212bo3$304b3o$304bo$305bo$213b3o
$215bo$214bo2$316b3o$316bo$317bo9$216b2o$215bobo$217bo20$190bo$190b2o
$189bobo!

In terms of high value ash, what do you think of ones like the symmetric synth of xs23_gs26ge9a4z56w23 above which makes two copies of itself to then destroy one of them?

[dvgrn]

In terms of high value ash, what do you think of ones like the symmetric synth of xs23_gs26ge9a4z56w23 above which makes two copies of itself to then destroy one of them?

I suppose that counts, unless I add the word "non-symmetric" somewhere or other. But somehow those kinds of extra objects don't really seem quite as as "unnecessary" in the same way.

[KtT]

xs23_4akg9fgkczw2543 in 35G from soup:

Code: Select all

x = 743, y = 218, rule = B3/S23
432bo$430bobo$431b2o5$696bo$694bobo$695b2o8$680bo$678bobo$679b2o2$705b
o$703bobo$704b2o13$676bo$674bobo$658bo16b2o$312bo343bobo$313bo343b2o$
311b3o$367bo311bo$366bo310bobo$366b3o309b2o$541bo$540bo$540b3o177b2o3b
2o$720b2o3b2o$497bo$498b2o$497b2o8$276bo$275bo440b2o$275b3o438b2o2$727b
2o7bo$727b2o6bobo$732bobobo$731bob2o$669bo53b2o6bo3bo2bo$667bobo34bo18b
2o7b2ob4o$668b2o33bobo28bo$76bo430b2o194bobo28bobo$77bo429b2o195bo30b
2o$37bobo35b3o$37b2o$38bo2$81bo$82b2o620b2o$81b2o621b2o11bo$353b2o4b2o
159b2o4b2o188bobo$353b2o3bo2bo158b2o3bo2bo188b2o$10b2o96b2o73b2o53b2o
96b2o21b2o142b2o21b2o$10b2o96b2o73b2o53b2o96b2o165b2o3$530b2o168b2o$12b
3o95b3o72b3o52b3o95b3o164b3o21bo2bo167b2o$530b2o$152bo$118bo31bobo40b
o54bo97bo166bo$117bobo31b2o39bobo52bobo95bobo164bobo$117b2o73b2o53b2o
96b2o165b2o4$179bo54bo97bo166bo$178bobo52bobo36b3o3b3o50bobo164bobo$177b
o2bo51bo2bo36bo5bo51bo2bo163bo2bo232b2o$171bo6b2o46bo6b2o38bo5bo44bo6b
2o158bo6b2o233b2o$170bobo52bobo95bobo164bobo$170bobo52bobo95bobo164bo
bo248b2o$171bo54bo97bo166bo249b2o2$704b3o3$3o225bo97bo166bo$2bo224bob
o95bobo164bobo$bo225bo2bo94bo2bo163bo2bo$228b2o96b2o165b2o4$83b2o305b
3o$84b2o304bo$83bo307bo$334b3o$336bo$335bo182b2o$518bobo$518bo$71b2o$
70bobo$72bo$484b2o112b2o$485b2o110b2o$484bo50b2o62bo111b2o$191b3o341b
obo172bobo$191bo343bo176bo$192bo58$423b3o$425bo$424bo26$623b2o$623bob
o$623bo!

xs23_ci9ngbrz0643 reduced to 12G with a cheaper cleanup:

Code: Select all

x = 72, y = 92, rule = B3/S23
2bo$obo$b2o$31bo$31bobo$31b2o4$34bo$33bo$33b3o3$39bo$12bobo22b2o$13b2o
23b2o$13bo$17bo$18bo$16b3o17$30bo$29bobo$7bo20bo2bo$7b2o20b2o$6bobo$20b
2o$19bo2bo$20b2o45$69b2o$69bobo$69bo!

[EvinZL]

xs23_8kiabqiczx3426 in 19G via xs25_ciqbaik8z4aa43 intermediate:

Code: Select all

x = 329, y = 36, rule = B3/S23
210bo$210bobo$210b2o2$210bo102bo$209bobo102bo12bo$209bobo100b3o11bo$
100bo109bo115b3o$98bobo209bo$99b2o210bo$106bobo200b3o$106b2o$107bo199b
2o$306bobo$217b2o89bo8b2o$216bo2bo96bo2bo$21bo99bo93bob2o96bob2o$20bob
o79b2o4b3o9bobo92bo99bo$21b2o78bo2bo3bo12b2o90b2o2b2o94b2o2b2o$102b2o
5bo102bo2b3obo92bo2b3obo$213bo5bo93bo5bo$105bo108b5o95b5o$91bo12bobo
93bo5bo9bo99bo$5bo86bo6b2o3bobo93bo4bobo$3bobo84b3o5bobo4bo94bo5bo$4b
2o94bo$102b2o100b2o$6bo95bobo98bobo$5b2o95bo102bo$5bobo3$104b2o$2o101b
2o3b3o$b2o102bo2bo$o108bo!

[mvr]

Some finds from a longer search, probably can be improved.

xs23_0o86pb8oz643ac

Code: Select all

x = 0, y = 0, rule = B3/S23
14$455bo$453b2o$454b2o2$452bo$450bobo$451b2o$109bo347b2o82b2o$102bo4b2o89bo259bo77bo5bo250b2o$101bo6b2o89b2o252b2o3bob2o74b3o3bob2o158bo89bo$101b3o94b2o163b2o87bo2bob2o2bo77bob2o2bo157bo90bob2o$20bobo88b2o92b2o82b2o73bo87b3o4b2o77bo4b2o158b3o77bo5b2o2b2o2bo$21b2o13bo60b3o12bo93bo83bo68b2o3bob2o80bo6b4o78bob4o241bo4bobo3b2o$21bo14bobo60bo12bob2o85bo4bob2o75b2o3bob2o64bo2bob2o2bo80b2o4bo3bo79bo3bo239b3o6b2obo$36b2o60bo12b2o2bo80b2o2bobo2b2o2bo74bo2bob2o2bo64b3o4b2o80bobo5bo83bo250bo2b2o$21bo91b2o80bobo3b2o4b2o76b2o4b2o68b4o91bo83bo250bo$22bo86b4o84bo5b4o80b4o69bo3bo92bo74bo8bo246b3o$20b3o86bo2bo90bo2bo61bo18bo2bo69b2o94b2o75b2o5b2o157bobo81b3o2bo$269b2o261b2o91b2o73b2o7b2o74bo$268b2o71bo278bo5bo73bo3bo5bo73bo$272b3o2b2o63bo182bo94b3o3bob2o74b3o3bob2o$274bo3b2o60b3o183b2o3b2o90bob2o2bo77bob2o2bo$100bo172bo3bo247b2o5b2o11b3o74bo4b2o77bo4b2o$28b3o3bo3b2o60b2o183bo245bo13bo75bob4o78bob2obo$30bo2b2o3bobo58bobo183b2o259bo75bo3bo79bo2b2o$29bo3bobo2bo245bobo7bo328bo83bo$293b2o56b2o16bo250b3o81b3o$293bobo56b2o14b2o250bo74b3o6bo$351bo16bobo326bo$284b2o344bo65bo$283bobo72b2o269b2o$285bo73b2o264bo3bobo$358bo4b2o260b2o$363bobo258bobo$363bo$639b2o$639bobo$639bo!

xs23_c4gfhke13z0643

Code: Select all

x = 0, y = 0, rule = B3/S23
13$873bo$872bo$872b3o$105bo11bo751bo$103bobo10bobo751bo$104b2o10bobo749b3o252bo$117bo833bobo167bobo259bo$952b2o168b2o3bo254bo$104b2o846bo173bobo253b3o$105b2o686b2o75b2o6b2o82b2o158b2o3bo2b2o163b2ob2o67bo430b2o$104bo687bo2bo75b2o4bo2bo67b3o10bo2bo156bobo4b2o2bo162b2obobo67bo429bo3b2o$532b2o256bo2bo2bo7bobo63bo4bo2bo2bo68bo5bob2o2bo2bo157bo6bo2bo164bo2bo64b3o7bo423bo2bo$457b2o68bo3bo2bo254bob2ob2o8b2o68bob2ob2o68bo6b2o2b2ob2o163b2ob2o70bo91b3ob2o74bo170bo249b4ob2o$452bo3bo2bo67b3o2bo2bo254bo2bo11bo69bo2bo80bo2bo164bo2bo71bo92bo2bo71bobo2b3o78bo90b2o10bo236bo3bo$452b3o2bo2bo69b2ob2o256bobo15bo66bobo81bobo80bo84bobo66bobo2b3o91bobo64bo6b2o83bo90b2o9b2o239bobo$449bo5b2ob2o69bo2bo256bobob3o11b2o65bob2o73b2o5bob2o80bo83bob2o68b2o94bob2o66b2o5bo83b3o100b2o63bo173b3o$447bobo4bo2bo70bobobo255bobo5bo11b2o63bobo74bobo4bobo77bobo2b3o80bobo70bo94bobo67b2o259b2o170bo$29bo418b2o5bobo70bobob2o254b2o5bobo74bo2bo76bo3bo2bo78b2o84bo2bo155bo8bo2bo327b2o172bo$27bobo246b2o3bobo170b2ob2o63bo6bo86bo179bo6bo69b2o82b2o79bo86b2o157bo8b2o261b2o4b3o227b2o2b2o$28b2o174b2o71b2o2b2o5b2o83b2o145bobo93b2o7b2o73b2o100b2o242b2o153b2o79b3o84b2ob2o82b3o3bo81bo2bob2o4b2o5bo65bo2b2o82b2o74bobo$203bo2bo69bo5bo4bo2bo77bo3bo2bo74b3o68b2o4bo87bobo2bo3bo2bo71bo2bo99bobo236bo3bo2bo152bo2b2o163b2obobo83bo2bobob2o77b4obobo5bo5bo58bo5b4o3b2o78bo3b2o72bo$31b2o168bo2bo2bo3b2o72bo2bo2bo76b3o2bo2bo3bo71bo73b2o92b3o2bo2bo68bo2bo2bo71bo265b3o2bo2bo152b2o2bo165bo2bo81bo4b2obobo81bo2bo69b2o9bo2bo80bo2bo$30bobo167bob2ob2o3bobo71bob2ob2o69bo10b2ob2o3bo71bo74bobo94b2ob2o68bob2ob2o73b2o266b2ob2o145b2o8bo2bo77b2o82b3ob2o90bo2bo77b3ob2o69bobo6b3ob2o77b4ob2o$32bo168bo2bo6bo73bo2bo72b2o7bo2bo5b3o240bo2bo71bo2bo74b2o17bo242b3o3bo2bo148b2o5b2ob2o77bobo82bo2bo89b3ob2o78bo2bo80bo2bo79bo3bo$202bobo9b2o60b3o7bobo71b2o9bobo146b2o101bobo72bobo5bobo70b3o2b2o8b2o243bo4bobo147bo6bo2bo81bo83bobo89bo2bo81bobo81bobo81bobo$203bo10bobo61bo8bo84bo148b2o98bobob2o69bobob2o4b2o73bo3b2o6bobo9b3o230bo3bob2o156bobo163bob2o91bobo79bob2o80bob2o80bob2o$115b2o97bo62bo242bo99bobo72bobo9bo72bo3bo20bo235bobo156bob2o100b2o61bobo91bob2o79bobo81bobo81bobo$115bobo502b2o73b2o104b2o3bo233bo2bo155bobo102bobo60bobo90bobo81bobo81bobo81bobo$115bo685bobo237b2o155bo2bo87b3o12bo63bo91bobo82bo83bo83bo$363b3o342bo92bo397b2o90bo169bo$136bo228bo3b2o331b3o2b2o581bo$135b2o227bo5b2o2bobo327bo2bobo$135bobo231bo4b2o327bo1009b2o$375bo1338b2o3bo$1713bo4b2o$90b2o1626bobo$91b2o$90bo46b2o$136b2o1576bo$138bo1575b2o$1713bobo!

xs23_31ekhfg4czw6421

Code: Select all

x = 0, y = 0, rule = B3/S23
13$873bo$872bo$872b3o$105bo11bo751bo1114bo$103bobo10bobo751bo1112bo$104b2o10bobo749b3o252bo859b3o$117bo833bobo167bobo259bo$952b2o168b2o3bo254bo$104b2o846bo173bobo253b3o595bo$105b2o686b2o75b2o6b2o82b2o158b2o3bo2b2o163b2ob2o67bo430b2o181bo2bobo$104bo687bo2bo75b2o4bo2bo67b3o10bo2bo156bobo4b2o2bo162b2obobo67bo429bo3b2o162b2o11b3o2b2o$532b2o256bo2bo2bo7bobo63bo4bo2bo2bo68bo5bob2o2bo2bo157bo6bo2bo164bo2bo64b3o7bo423bo2bo162bo3b2o13bo$457b2o68bo3bo2bo254bob2ob2o8b2o68bob2ob2o68bo6b2o2b2ob2o163b2ob2o70bo91b3ob2o74bo170bo249b4ob2o165bo2bo$452bo3bo2bo67b3o2bo2bo254bo2bo11bo69bo2bo80bo2bo164bo2bo71bo92bo2bo71bobo2b3o78bo90b2o10bo236bo3bo163b4ob2o$452b3o2bo2bo69b2ob2o256bobo15bo66bobo81bobo80bo84bobo66bobo2b3o91bobo64bo6b2o83bo90b2o9b2o239bobo163bo3bo6bo$449bo5b2ob2o69bo2bo256bobob3o11b2o65bob2o73b2o5bob2o80bo83bob2o68b2o94bob2o66b2o5bo83b3o100b2o63bo173b3o166bobo5bobo$447bobo4bo2bo70bobobo255bobo5bo11b2o63bobo74bobo4bobo77bobo2b3o80bobo70bo94bobo67b2o259b2o170bo168b3o6b2o$29bo418b2o5bobo70bobob2o254b2o5bobo74bo2bo76bo3bo2bo78b2o84bo2bo155bo8bo2bo327b2o172bo166bo$27bobo246b2o3bobo170b2ob2o63bo6bo86bo179bo6bo69b2o82b2o79bo86b2o157bo8b2o261b2o4b3o227b2o2b2o166b2o$28b2o174b2o71b2o2b2o5b2o83b2o145bobo93b2o7b2o73b2o100b2o242b2o153b2o79b3o84b2ob2o82b3o3bo81bo2bob2o4b2o5bo65bo2b2o82b2o74bobo88b2o$203bo2bo69bo5bo4bo2bo77bo3bo2bo74b3o68b2o4bo87bobo2bo3bo2bo71bo2bo99bobo236bo3bo2bo152bo2b2o163b2obobo83bo2bobob2o77b4obobo5bo5bo58bo5b4o3b2o78bo3b2o72bo88bo3b2o$31b2o168bo2bo2bo3b2o72bo2bo2bo76b3o2bo2bo3bo71bo73b2o92b3o2bo2bo68bo2bo2bo71bo265b3o2bo2bo152b2o2bo165bo2bo81bo4b2obobo81bo2bo69b2o9bo2bo80bo2bo163bo2bo5bo$30bobo167bob2ob2o3bobo71bob2ob2o69bo10b2ob2o3bo71bo74bobo94b2ob2o68bob2ob2o73b2o266b2ob2o145b2o8bo2bo77b2o82b3ob2o90bo2bo77b3ob2o69bobo6b3ob2o77b4ob2o160b4ob2o4b2o86bo$32bo168bo2bo6bo73bo2bo72b2o7bo2bo5b3o240bo2bo71bo2bo74b2o17bo242b3o3bo2bo148b2o5b2ob2o77bobo82bo2bo89b3ob2o78bo2bo80bo2bo79bo3bo162bo3bo7b2o84b2o$202bobo9b2o60b3o7bobo71b2o9bobo146b2o101bobo72bobo5bobo70b3o2b2o8b2o243bo4bobo147bo6bo2bo81bo83bobo89bo2bo81bobo81bobo81bobo164bobo93bobo$203bo10bobo61bo8bo84bo148b2o98bobob2o69bobob2o4b2o73bo3b2o6bobo9b3o230bo3bob2o156bobo163bob2o91bobo79bob2o80bob2o80bob2o164b3o$115b2o97bo62bo242bo99bobo72bobo9bo72bo3bo20bo235bobo156bob2o100b2o61bobo91bob2o79bobo81bobo81bobo165bo9b2o$115bobo502b2o73b2o104b2o3bo233bo2bo155bobo102bobo60bobo90bobo81bobo81bobo81bobo165b2o7bobo89b3o$115bo685bobo237b2o155bo2bo87b3o12bo63bo91bobo82bo83bo83bo177bo89bo$363b3o342bo92bo397b2o90bo169bo520bo$136bo228bo3b2o331b3o2b2o581bo$135b2o227bo5b2o2bobo327bo2bobo$135bobo231bo4b2o327bo1009b2o$375bo1338b2o3bo$1713bo4b2o$90b2o1626bobo$91b2o$90bo46b2o$136b2o1576bo$138bo1575b2o$1713bobo!

xs23_64kb9ajkczx113

Code: Select all

x = 0, y = 0, rule = B3/S23
8$365b2o$365bo$363bobo$362bobob2o$362bobo2bo$361b2obobo$359bo2bobob2o$359b2o2bo8$16bo433b2o90b2o$17bo184bo247bo91bo$15b3o182b2o164bo4bo76bobo89bobo$201b2o74bobo10bo75b2o2b2o75bobob2o86bobob2o$278b2o10bobo57b3o12bobo2bobo74bobo2bo6bo79bobo2bo$21bo256bo11b2o60bo93b2obobo6bo79b2obobo$20bo330bo92bo2bobob2o5b3o71bo3bo2bobob2o$20b3o352b2o67b2o2bobo79bobo3b2o2bobo2bo$25b2o347b2o74bo80b2o8bo2b2o69bo$24b2o92bo3b2o67bo10bo3b2o70bo3b2o3bo88bo73b2o164bo7b2o82b2o$26bo90bobobo2bo67b2o7bobobobo69bobobobo3bobo324b3o7bo83bo$117bobobobo67b2o8bobobo71bobobo5b2o239b3o91bobo81bobo$116b2obo2bo6bo70b2obobo70b2obobo170b2o76bo6b3o81bobob2o78bobob2o$119bo9bobo71bob2o67bo2bobob2o168b2o76bo7bo83bobo2bo78bobo2bo$116b3o10b2o62b2o5b3o71b2o2bo174bo84bo81b2obobo78b2obobo$116bo75bobo5bo83b3o325bo7bo2bob2o79bo2b2o$121b3o70bo89bo325bobo9bobo2bo78bobo2bo$123bo3b2o156bo325b2o10bo2b2o79bo2b2o$122bo3b2o324b3o160b3o$128bo323bo164bo97b2o$453bo162bo93b2o3bobo$709bobo3bo$711bo2$23b3o$25bo$24bo30bo301b2o$54b2o302b2o$54bobo300bo!

xs23_696o8zw32cjq23

Code: Select all

x = 0, y = 0, rule = B3/S23
14$455bo$453b2o$454b2o2$452bo$450bobo$451b2o$109bo347b2o82b2o$102bo4b2o89bo259bo77bo5bo250b2o$101bo6b2o89b2o252b2o3bob2o74b3o3bob2o158bo89bo75bo$101b3o94b2o163b2o87bo2bob2o2bo77bob2o2bo157bo90bob2o70b2o$20bobo88b2o92b2o82b2o73bo87b3o4b2o77bo4b2o158b3o83b2o2b2o2bo71b2o$21b2o13bo60b3o12bo93bo83bo68b2o3bob2o80bo6b4o78bob4o242bo3bobo3b2o$21bo14bobo60bo12bob2o85bo4bob2o75b2o3bob2o64bo2bob2o2bo80b2o4bo3bo79bo3bo243bo4b2obo59bo$36b2o60bo12b2o2bo80b2o2bobo2b2o2bo74bo2bob2o2bo64b3o4b2o80bobo5bo83bo244b3o3bo2b2o57bobo$21bo91b2o80bobo3b2o4b2o76b2o4b2o68b4o91bo83bo250bo61b2o$22bo86b4o84bo5b4o80b4o69bo3bo92bo74bo8bo246b3o$20b3o86bo2bo90bo2bo61bo18bo2bo69b2o94b2o75b2o5b2o157bobo86bo$269b2o261b2o91b2o73b2o7b2o156b2o$268b2o71bo278bo5bo73bo3bo5bo157bo$272b3o2b2o63bo182bo94b3o3bob2o74b3o3bob2o72b3o65bo13bob2o$274bo3b2o60b3o183b2o3b2o90bob2o2bo77bob2o2bo72bo68bo7b2o2b2o2bo$100bo172bo3bo247b2o5b2o11b3o74bo4b2o77bo4b2o74bo65b3o7bobo3b2o$28b3o3bo3b2o60b2o183bo245bo13bo75bob4o78bob2obo154b2obo$30bo2b2o3bobo58bobo183b2o259bo75bo3bo79bo2b2o153bo2b2o$29bo3bobo2bo245bobo7bo328bo83bo155bobo$293b2o56b2o16bo250b3o81b3o156b2o$293bobo56b2o14b2o250bo74b3o6bo$351bo16bobo326bo155bo$284b2o344bo65bo154bobo$283bobo72b2o269b2o221b2o$285bo73b2o264bo3bobo$358bo4b2o260b2o$363bobo258bobo225b2o$363bo489b2o$639b2o211bo$639bobo$639bo!

xs23_8kkr2q4gozx2543

Code: Select all

x = 0, y = 0, rule = B3/S23
3$476bo$475bo$475b3o$2049bo$2050bo$2048b3o$2060bo$2059bo8bobo$361bo12bobo1682b3o6b2o307bobo$362bo11b2o1693bo307b2o$360b3o12bo2002bo$2049bobo$452bo576bo1020b2o329bo$383bo66bobo576bobo1018bo324bobo2bo$381b2o68b2o3bo572b2o355bo681bo300bo6b2o2b3o$119bo83bo178b2o71bo160bo767b2o681bo302b2o4bo$118bo83bobo250b3o83bo75bo409bo357b2o680b3o79bo219b2o$118b3o80bo2bo334bobo73b3o396bo6bobo2bo445bo505bo169bo$111bo89bobo257bo78b2o79bo85bo307bo6b2o2b3o442bo504b2o170b3o$112b2o88bob3o170b2o81bo158b2o86bobo173bo129b3o6bo448b3o93bo148bo83bo83bo83bo8b2o73bo13bo69bo83bo8bobo$111b2o4bo82bobobo2bo168b2o82b3o157b2o85b2o173bo554bo128bo148bobo2bo78bobo2bo78bobo2bo78bobo2bo78bobo11b2o68bobo81bobo7b2o$116b2o82b2o3b2o164bo6bo170bo75bo256b3o402bo2b2o79bo2b2o62b2o15bo2b2o106b3o145bo2b4o77bo2b4o77bo2b4o77bo2b4o77bo2b3o9bobo66bo2bo2b2o76bo2bo8bo141b2o6bo$116bobo168bo82bobo74bo91bo10b2o63bo7b2o74bo2b2o79bo91bo64bo10bo2b2o79bo2b2o79bo2b2o79bo2b2o78bobo2bo6bo71bobo2bo61b2o15bobo2bo244bo9bobo81bobo81bobo81bobo10b2o69bobo3bo77bobo4bo4bo71bobo150bobo5bobo$286bobo80bo2bo12bo60bobob2o86bobo8b2o63bobo2bo4b2o72bobo2bo4bo73bobob2o86bobob2o61b2o7bobo2bo78bobo2bo78bobo2bo78bobo2bo77bo2b2o6b2o71bo2b2o79bo2b2o247b2o5b2obob2o77b2obob2o77b2obob2o3bo73b2obob2o8bobo66b2obob4o75b2obob4o5bobo67b2obob3o8b3o138bo4bo2bo$285bo2bo80bobo12bo60bo2bob2o85bo2b3o70bo2b4o77bo2b3o3b2o73bo2b2obo85bo2b2obo60b2o7bo2b2o79bo2b2o79bo2b2o79bo2b2o79bobo9b2o70bobo81bobo248b2o6bo2bobobo76bo2bobobo76bo2bobo4bobo71bo2bobobo7bo68bo2bobo78bo2bobo8b2o68bo2bobo2bobo5bo145bobo$126bo74bo83bobo82bob3o9b3o58bobo89bobo3bo69bobo81bobo7b2o72bobo89bobo7b2o64bobo81bobo81bobo9bobo69bobo79b2obob2o77b2obob2o77b2obob2o256b2o2bo79b2o2bo79bo3bo3b2o74bo3bo79bo3bo16bo62bo3bo11b2o66bo3bo2b2o6bo142b2obob3o$125b2o73bobo83bob3o77bobobo2bo70bob4o86bob3o6bo64bob4o78bob3o79bob2obo86bob3o3b2o66bob2o80bob2o77b2obob2o7b2o68b2obob2o77bo2bobo78bo2bobo13b3o62bo2bobobo256bo83bo83b3o81b3o7bo73b3o16b2o63b3o12bobo66b3o154bo2bobo2bo$29bo95bobo72bobo81bobobo2bo9bo3bobo60b2o4bobo67bobobo2bo84bobobo7b2o62bobobo2bo4b2o70bobobo2bo6b2o68bobobob2o84bobobo2bo4bo55b2o6bobobobo74b2obobobobo76bo2bobobo7bo68bo2bobobo77b2o2bo80b2obobo11bo66b2obo2bo105bo148bo82bo10bo72bobo81bobo8b2o71bobo18bobo60bobo14bo66bobo89bo68bo3b2o$27bobo171bo82b2o3b2o8b2o4b2o68bo68b2o18b3o69b2o10bobo61b2o9b2o71b2o4b2o6bobo67b2o90b2o3b2o60bobo6b2o3bo75b2ob2o3bo78b2o3bo78b2o3b2o73bo7b2o83b2o12bo69b2o104b2o143bo5b2o81b2o3b3o3bobo70b2o4b2o76b2o9bobo70b2o82b2o82b2o11b2o75b2o70b3o$28b2o87bo182b2o4bo157bo160bo84bo230bo332bobo4bo266bo2b2o11b2o66bo73bobo95bo3b2o78b2o340bobo61bo7bo5b2o71bo$116bobo84b3o175bo4b2o77bo154b2o653b2o2b3o12b2o88b2o161bobo2bo78bobo2bo70b2o94bo83bo342bo62bobo6bobo$31b2o83bobo84bo177b2o3bobo230b2o324b3o177b3o147bo10bo7bobo86b2o161bo2b2o5b2o72bo2b4o655bo2bo6b2o$30bobo84bo86bo94bo80bobo3bo72b3o85b2o72bo323bo171bo7bo159b2o7bo90bo160bobo7bobo6bo64bobo512b3o144bobo$32bo265b2o159bo87bobo65b3o166bo3b3o155bo170b2o7bo79b3o76bobo256b2obob2o5bo7b2o62b2obob2o71b2o437bo144b2obob3obo$298bobo159bo6bo79bo69bo166b2o2bo327bobo87bo84b2o84b3o164bo2bobobo12bobo61bo2bobobo71b2o437bo143bo2bobo2b2o3b2o$466b2o73bo74bo166bobo3bo332b3o72b3o3bo3bo82b2o87bo71bo94b2o2bo79b2o2bo71bo585bo3bo5b2o$466bobo72b2o251b2o328bo74bo2b2o88bo78bo6bo3b2o68b2o93bo83bo661b3o8bo$294b2o244bobo251bobo219b3o104bo74bo3bobo82b2o82b2o9bobo66b2o93bo83bo660bobo$294bobo497bo223bo267bobo81bobo9bo50b2o110bo83bo661b2o$294bo722bo270bo143bobo33b3o74b2o82b2o$1039b2o393bo13b3o4b3o10bo827b2o$1038b2o410bo4bo13bo229bo587b3o5b2o$1010b3o27bo395b2o11bo6bo177b2o63b2o588bo7bo$1012bo422bobo186b3o6b2o63bobo587bo$1011bo425bo188bo8bo$1625bo4b2o$1465b2o162bobo$1464b2o165bo$1466bo5$1442b2o130b2o$1441bobo129b2o$1443bo131bo!

xs23_c897o4oz64138d

Code: Select all

x = 0, y = 0, rule = B3/S23
2$1124bo$1123bo$1123b3o2$1127b3o$1120bobo4bo$1121b2o5bo$1121bo18bo$1114bo24bo$1115bo23b3o$1046bo66b3o7bo$1027bo18bobo61bo7bo5b2o$204bo823bo17b2o60bobo8b2o2b2o$202b2o822b3o80b2o7b2o168bo$203b2o1081bobo$1287b2o$371bo501bo$117bo79bo173bobo494b3obo$118bo76bobo173b2o497bob3o$110bobo3b3o77b2o8bo662bo75bo$111b2o91bobo503bo87bo144bobo345bo$111bo93b2o3bobo160b2o334bobo86bobo76b2o65b2o15b2o82b2o82b2o81bo78bobo$117bo83bo8b2o155bo4b2o164bo3bobo164bobo86b2o77bo80bo2bo80bo2bo79b2o2bo81bobo71bobo3b2o$116bobo81bobo8bo151bob3o6bo83bo77bobo4b2o80bobo77bobobob2o82bo77bobobo79bobobo79bobobo78bo2bobo78bo2bobo72b2o7bobo4bo$116bo2bo81bo2bo158b2o94bo77b2o4bo81b2o78b2obobo82bobo77b2obob2o77b2obob2o77b2obob2o66b2o8b3obob2o76b3obob2o70bo8b2o5bobo$111b2o4b3o82b3o161b2o89b3o4bo161bo4bobo61bo12bobo8bo74b2o80bobo2bo78bobo2bo78bobo2bo63bobo12bobo2bo78bobo2bo78bo5b2o$35bo74bobo7b2o83b2o155bob2obo96bobo164b2o63bo7bob2obo9bobo77bo72bob2obo2b2o74bob2obo2b2o60bo14b3obo2b2o65bo10b2obo2b2o76b2obo2b2o$33bobo76bo3bob2o2bo78bob2o2bo154b2obo98b2o77b2o87bo61b3o7b2obo11b2o78bobo70b2obo80b2obo67bo12bo2bo80bo2bo80bo2bo8bobo$34b2o80b2obobo79b2obobo158bo176b2o163bo91b2o76bo83bo63b3o12b2o3bo78b2o3bo78b2o3bo6b2o82b2o$120bo84bo159b2o177bo78bo83b2o167b2o82b2o69bo12b2o82b2o82b2o7bo81b2o$41bo247bo167bo82bo77b2o3bobo91b2o75bo9bo224bobo264bo8bo$40bo244bob3o163bob3o79bobobo76bo4b2o91b2o75bobo6b2o144b3o79b2o263bobo$34bo5b3o242b2o166b2o82b2obo73bobobo99bo74bobo7b2o145bo268b2o71bo2bobo$34bobo251b2o166bobo5bo75bobo71b2obo90b3o78bobobob2o152bo268b2o72b3obob2o$30bo3b2o248bob2o2bo6bo154bob2ob2o5bobo69bob2ob2o74bobo5b3o71b2o9bo78b2obobo235b2o188bo75bobobo$31bo252b2obobo5b2o155b2obo8b2o70b2obo73bob2ob2o5bo72bobo8bo82bobo156b3o77b2o261b2obo3bo$29b3o256bo7b2o157bo13bobo67bo73b2obo9bo64b3o6bo87bob2obo157bo78bo261bo2bo6bo$455b2o12b2o68b2o75bo76bo94b2obo14b2o144bo339b2o3bo3b2o$470bo145b2o74bo100bo6b2o3b2o489b2o$465b3o324b2o5b2o6bo$290bo3b3o168bo335bo$290b2o2bo171bo575bobo$289bobo3bo740bo5b2o$1037bo5bo$1035b3o3$1042b3o$1042bo$1043bo!

xs23_gg0s93gv146z1221

Code: Select all

x = 0, y = 0, rule = B3/S23
6$1224bo$1223bo$1223b3o6$536bo756bo$534bobo754bobo$46bobo486b2o76bo666bo11b2o$46b2o565bobo338bo326b2o$40bo6bo495bo63bobo3b2o340b2o323b2o$39bo503bobo3bo58b2o7bobo4bobo327b2o250bo80bo6bo$39b3o171bobo327b2o2b2o59bo8b2o5b2o581b2o76b2o6bo$213b2o261bo71b2o68bo6bo580b2o78b2o5b3o$208bobo3bo259b2o$209b2o258bobo3b2o477bobo$209bo6bo248bo3b2o484b2o4bo328b2o$216bobo244bobo4bo310b2o172bo3b2o72b2o3bo78b2o3bo162b2o2bobo3bo$119b2o95b2o150bo95b2o68b2o82bo81b2o7bo72bo84b2o91b2o72bo2bobo78bo2bobo162bo2bo4b2o$119bo83b2o164b2o84b2o3b2o71bobo81bobo81bo5b2o69b2o2bob2o82bo2bo158b2o2bobobo75b2o2bobobo159b2o2bob2o4bobo$116b2obo2b2o79bo164b2o3bobo79bo3bo2bo66b2o2bo79b2o2bobo77b2o2bob2o3b2o68bo2b2obobo77b2o2bobobo92bo64bo2b2obo77bo2b2obo4bo79bobo74bo2b2o$116bo2bobo2bo75b2obo2b2o165b2o77b2obo3bobo67bo2b2o79bo2b2ob2o76bo2b2ob2o70b2obo3bo2bobo2bo73bo2b2obobo91bo62b2obo3bob2o73b2obo3bo2bo3bobo78b2o2bobo66b2obo3bo$118b2obo2bo75bo2bobobo166bo77bo2bobobob2o63b2obo3bob2o73b2obo3bo76b2obo3bo10bo62bo2bobobo3bo3bobo68b2obo5b2o92b3o60bo2bobo78bo2bobo3b2o3b2o79bo3b2o67bo2bobo$122b2o78b2ob2o247b2ob2o67bo2bobobob2o73bo2bobobo76bo2bobobo4bo3b2o65b2ob2o8b2o69bo2bobob2o159b2ob2o79b2ob2o93bo69b2ob2o$22bo103b2o150b2o81b2o3b2o160b2ob2o79b2ob2o79b2ob2o5b2o3b2o150b2ob2obo80b2o$23bo102bobo149bo3b2o77bo3bobo337bobo167bo75bo2bo82b2o85b2o96bo$21b3o102bo148b2obo3bo75b2obo3bo424b2o82b2o71b2o2bobobo82b2o83b2o96bo$28bo246bo2bobobo75bo2bobobo179b2o242b2o78b2o3bobo70bo2b2obobo81bo4b2o81bo95b3o$26b2o249b2ob2o5bo72b2ob2o5b2o167bo5bobo243bo76bobo73b2obo3bob2o87bobo$27b2o258bobo79b2o166b2o6bo324bo73bo2bobo92bo$287b2o82bo166b2o238b3o165b2ob2o82b3o$22b3o340b2o413bo254bo$24bo341b2o411bo254bo183bo$23bo260b3o3b3o72bo161b3o10b2o659b2o3bo11bobo$286bo3bo238bo9b2o234b2o425bo2bobo10b2o$285bo5bo236bo12bo234b2o420b2o2bobobo$775bo422bo2b2o2bo$1195b2obo3bo$1195bo2bobo$1197b2ob2o8$1217bo$1216b2o$1216bobo!

xs23_kq23qi4ozw35421

Code: Select all

x = 1271, y = 56, rule = B3/S23
246bo$247bo$245b3o30bo$277bo$277b3o2$254bo$255b2o495bo$254b2o497b2o$
260bo9bo481b2o$261bo8bobo409bo$241b3o15b3o8b2o13bo397bo162bo$243bo41bo
bo393b3o72bobo86bo$242bo42b2o470b2o86b3o$249b2o506bo$250b2o572bobo$
249bo575b2o23bo$255bo153bo377bo37bo24bobo$253bobo154b2o374bo63b2o$254b
2o153b2o264bo8b2o100b3o$676b2o6bo141bobo$260bo18bo395b2o9bo3b2o135b2o$
249b2o9bobo14b2o144b2o12bo247b4o2bo135bo$96b2o82b2o67bo10b2o16b2o143bo
12bo236bo10bo4b2o$96bo83bo70bo12b2o159bo3b2o5b3o235bo8bobo2bo94bo$98bo
83bo67b4o10bobo157b4o2bo241b3o9b2o2bo94bobo$bo95b4o80b4o64bo4bo9bo158b
o4b2o256b2o90bo4b2o207bo$2bo93bo4bo78bo4bo62bobo2bobo166bobo2bo258bo
91bobo212b2o5bo$3o92bobo2b2o68bo8bobo2bobo8bo51bo2bo2bo2bo164bo2bo2bo
260bo89b2o133bo78b2o7bo$96bo71bobo9bo4bo9bobo49b2o2b2o2b2o103bo60b2o2b
2o247b2o11b2o225bo84b3o255bo$169b2o24b2o152b2o9bobo152b2o82b2o74b2o84b
o3b2o78bo66b3o9b2o82b2o82b2o82b2o13bo63bobo4b2o$349bo6bo3b2o153bo83bo
74bo84b5o2bo44bo31b5o77bo3bo79bo3bo79bo3bo79bo3bo8bo65b2o5bo3bo$351bo
3bobo159bo3b2o78bo3b2o151bo5b2o46b2o28bo5bo76bob5o77bob5o77bob5o77bob
5o6b3o70bob5o$100b3o247b4o2bo3b2o154b4o2bo77b4o2bo151bobo2bo13b2o32b2o
29bobo2bobo76bo5bo77bo5bo77bo5bo77bo5bo79bo5bo$5bobo94bo81bo164bo4b2o
4bobo152bo4b2o6bo70bo4b2o153b2o2bo13bobo38b2o23b2o2bo2bo68bo8bo2bobo
78bo2bobo78bo2bobo78bo2bobo67bo12bo2bo$5b2o89b2o3bo81b2o163bobo2bo6bo
155bo2bo6b2o66bo5bo2bo157b2o14bo40bobo24b2o2b2o69bo6b2o2bo2bo76b2o2bo
2bo76b2o2bo2bo76b2o2bo2bo67b2o9b2o2b2o$6bo88bobo6b3o76bobo161bo2bo2bo
161b2o2bo7b2o63bobo4b2o2bo157bo51b2o3bo26bo72b3o8b2o2b2o78b2o2b2o75bo
2b2o2b2o75bo2b2o2b2o66b2o9bo2b2o$97bo6bo55b2o16b2o24b2o68bo72b2o2b2o
74b2o7b2o79b2o74b2o6b2o160bo49bobo31bo81bo81b2o81b2o10bo72bo85bo2bo$4b
o100bo53bobo17b2o23bobo66b2o146bo4bobo6b2o80bo83bo160b2o49bo32b2o83bo
78bobo91b2o74b3o74b3o6b2o$2bobo16bo139bo16bo25bo68bobo4b2o140bo5bo8bo
80bo74b2o8bo326b2o78b2o93b2o75bo69bo6bo$3b2o15b2o145bo16b3o11bo80b2o
129b2o4b2o2b3o94b2o5bo68bobo6b2o313b2o173bo159b2o4bo$20bobo144b2o15bo
12b2o82bo129b2o2bobo106bobo66bo191b2o41bo89b2o75b2o89b2o3b2o79bo16b3o
59bobo$166bobo16bo11bobo210bo6bo106b2o259bobo40b2o87bo78b2o89b2o2bobo
6b2o71b2o14bo$785bo41bobo165bo90bo13bobo69b2o10b2o4bo$25bo132bo22b3o
23bo65bo492b2o3bobo72b2o252bo75b3o5bobo$24b2o132b2o23bo22b2o64b2o251b
2o238bobo3b2o72b2o80b3o153b2o93bo5bo$24bobo130bobo22bo23bobo63bobo249b
2o241bo4bo10b2o62bo81bo5bo148b2o10bo80bo$526bo256bobo129b3o10bo5b2o
147bo12b2o82bo$783bo133bo16bobo4bo52b2o11bo87bobo82b2o$916bo23b2o53b2o
3b2o5b2o3bo166bobo$940bobo51bo6b2o3bobo2b2o$758bo70bo170bo10bobo$758b
2o69b2o$409b3o121bo223bobo68bobo23b2o$411bo120b2o319b2o$410bo121bobo
320bo!

xs23_mkhjwrdz1w2521

Code: Select all

x = 0, y = 0, rule = B3/S23
10$450bo7bo$451b2o3bobo675bo$450b2o5b2o675bobo$1134b2o$460bo593bo$455bo4bobo589b2o78bo$443bo12bo3b2o591b2o75bobo$444bo9b3o674b2o$442b3o$1137bobo$1137b2o$107bo1030bo$108bo258b2o$106b3o255b2o2bo77bo9b2o$365bobo78b2o5b2o2bo168bo498b2ob2o$114b2o247bo3b2o76bobo6bobo168bo76bo5b2o416bobo$111b2o2bo247b2o2bo84bo3b2o167b3o74bobo2b2o338bo76bo3bo$105b2o4b2obo253bo83b2o2bo159bo3bobo79b2o5bo73bo176bo81bo3bo77b2o2bobo11bo$106b2o6b2o251b2o69b2o17bo159bo3b2o160bobo172b2o83bo2b3o80b2o11bobo$105bo8bo324b2o17bo156b3o3bo90b2o63bobo3b2o174b2o80b3o7b2o89b2o$100b2o13bo251b2o69bo5b2o6b2ob3o90bo155b3o4b2o65b2o270b2o72b2ob4o$16bobo82b2o11b2o250bobo76b2o5bob2o91bo156bo8bo64bo100bobo170bo71bob2o2bo4bobo$16b2o82bo4bo92b2o82b2o77bo4b2o76bo91b2o9b3o70b2o78bo4bo78bob2o82b2o7b2o73b2o4b2o84bo88b2o$17bo87b2o88b2o2bo79b2o2bo75bobo174bo2b2o79bo2b2o75b3o81b2obo83bo8bo74bo4bobo82bobo88bo$104bobo89bobo81bobo77b2o175b2o2bo79b2o2bo72b2o3bo78b2o82b2obo80b2obo6bo80b2obobo$14bo179bo3b2o78bo3b2o254bobo3b3o75bob2o73bob2o80bob2o80bob2o80bob2o87bobo$15bo2bobo173b2o2bo79b2o2bo253bo3b2o2bo75bo3bo72bo3bo79bo3bo79bo3bo79bo3bo86bo3bo$13b3o2b2o179bo83bo252b2o2bo4bo74b2o2bo72b2o2bo79b2o2bo79b2o2bo79b2o2bobo84b2o2bobo81b2o10b2o$19bo178b2o82b2o78bo178bo83b2o75b2o82b2o82b2o82b2o89b2o82b2o8b2o$362b2o178bo83bo76bo83bo83bo256bo12bo$282b2o77bobo172b2ob3o78b2ob3o71b2ob3o78b2ob3o78b2ob3o78b2ob4o84b2ob4o$32bo163b2o84b2o252bob2o80bob2o73bob2o80bob2o80bob2o80bob2o2bo84bob2o2bo$30b2o165b2o$31b2o163bo166b3o516bo$363bo516b2o$364bo516b2o$27bo251bo596b3o$26b2o168b2o82b2o594bo$26bobo168b2o80b2o596bo$196bo86b3o7b3o$285bo7bo574bo$284bo9bo573b2o$867bobo279bo$1148b2o$1148bobo6$58b2o$58bobo$58bo!

xs23_o8ge9jzx6bge3

Code: Select all

x = 0, y = 0, rule = B3/S23
4$112bo$110bobo$111b2o$131bo$131bobo389bo109bo$131b2o391bo108bobo$111bo162bo247b3o108b2o73bobo$109bobo163bo433b2o$110b2o161b3o433bo$134bo7bo224bo332bo15bobo$134bobo3b2o224bo256bo9bobo65b2o13b2o$134b2o5b2o223b3o252bobo4bobo2b2o65b2o9bobo3bo$622b2o5b2o3bo60bobo7bo6b2o$629bo66b2o8bo5bo$696bo7b3o11bo555bobo$372bobo80bo261bo557b2o186bo$366b2o4b2o80bo262b3o555bo185b2o$367bo5bo74bo5b3o168b2o73b2o9b2o749b2o$366bo81b3o174b2o74b2o8b2o744bo$366b2o7b3o73bo248bo754bobo7b2o$121b2o245bo6bo72b4o173b4o80b4o65bo677b2o8b3o$120bobo243b2o8bo70bo112bo63bo4bo78bo4bo62bobo685bo4bo$119bobo11bo73bo64bo92bo80bob2o108b2o63bob2obo78bob2obo64b2o3bo677b2obob2obo$119bo12bo73bo63bobo91bob2o78bo2bo4bo104b2o62bo2b2o79bo2b2o8b3o58bo573bo98b2o4b2obo2b2o$116b2ob2o11b3o71b3o62b2o91bo2bo75b2ob2o4b2o80bo85b2ob2o79b2ob2o11bo60b3o66bo505bo98b2o7bo$46bo70bobo17b2o153bo68b2ob2o78bobo6b2o79b2o85bobo81bobo13bo129bo502b3o97bo5b4o$26bo19bobo68bobo16b2o64b3o87bobo67bobo79bobo86bobo2bobo80bobo81bobo141b3o104bobo501bo2bobo$27bo18b2o70bo19bo63bo84bo4b2o68bobo80bo92b2o82bo83bo249b2o506b2o$25b3o12bo156b2o4bo84b2o73bo90b2o83bo242b2o83b2o88bo4b2o71b2o92b2o72b2o77bo14b2o72b2o80b2o94b2o72b2o82b2o$39bo157bo89b2o165bobo319b2o4bo85b3o92b3o70b3o91b3o71b3o73b2o16b3o71b3o77bobo95b3o71b3o81b3o$39b3o94b2o61bo254bo320bobo6bo66bo14bo4bo89bo4bo67bo4bo88bo4bo68bo4bo73b2o13bo4bo63b2o3bo4bo78bo89b2o2bo4bo64b2o2bo4bo74b2o2bo4bo$136bobo59b2o6bo90bo479bo5b4o62bobo13bob2obo80b2o7bob2obo64b2obob2obo85b2obob2obo65b2obob2obo85b2obob2obo64bobobob2obo169bo2bob2obo65bo2bob2obo75bo2bob2obo$136bo60bo7b2o89b2o484bo4bo62b2o13bo2b2o80bobo3b2o2bo2b2o65b2obo2b2o86b2obo2b2o66b2obo2b2o86b2obo2b2o66b2obo2b2o171b3o2b2o67b3o2b2o77b3o2b2o$196bob2o5bobo72b2o14bobo233b2o247bob2obo75b2ob2o85bo3bobob2o71b2o92b2o72b2o79b2o11b2o65bo6b2o177bo73bo83bo$196bo2bo80bobo249b2o247bo2b2o67b2o8bobo92bobo72bo93bo73bo79b2o12bo64bobo6bo177bo73bo83bo$35bo157b2ob2o85bo259b2o233b2ob2o71b2o7bobo88bo3bobo70bobo94bo64bo8bo5bo74bo13bo63b2o8bo175bobo70bo83bo$27b3o5b2o3b2o152bobo84b2o249b4o6b2o235bobo71bo10bo88b2o4bo71b2o96bo64bo6b2o4bo88b2o72b2o176b2o69bo84b2o$29bo4bobo2b2o153bobo71b3o9bo250bo3bo8bo234bobo171bobo172b2o62b3o12b3o333bo75b2o$28bo12bo153bo74bo8bob2o247bob2o246bo579b2o176b2o4b2o$269bo9bo2bo247bo2b2o318b2o341bo164b2o176b2o2b2o164b2o$276b2ob2o246b2ob2o320bobo187b2o79b2o71b2o162bo6b3o168bo85b2o73b3o6b2o$277bobo248bobo323bo177b3o7bobo79b2o6b3o60bobo8b2o159bo246b3o6b2o76bo8bo$277bobo248bobo503bo7bo80bo8bo73bobo159bo172b2o73bo8bo74bo4b2o$278bo250bo497b2o4bo93b2o4bo68bo3bo335b2o71bo4b2o82bobo$1026bobo98bobo71b2o338bo77bobo84bo$843b2o183bo6b3o89bo73bobo417bo$842bobo190bo159bo$844bo191bo158b2o$1194bobo2$557b2o$556b2o$558bo2$555bo$554b2o$554bobo!

[EvinZL]

xs23_3123q9jzx643056 is an old wwei component, 40G total:

Code: Select all

x = 323, y = 24, rule = B3/S23
239bobo$239b2o$16bo223bo3bo$14b2o228bobo$15b2o205b2obob2o15b2o50b2obob
2o$222bob3obo19bobo45bob3obo$73b2obob2o57b2obob2o104b2o$2obob2o4bobo
59bob3obo57bob3obo82b2o21bo50b2o$ob3obo4b2o149bo63bo2b2o69bobo$12bo7bo
56b2o62b2o18bo65bobo8bo62bobo16bo$4b2o13bo57bo2b2o59bo2b2o9bobo3b3o61b
obobo6b3o60bobo2bo15bobo$4bo14b3o56bobo61bobo10b2o68b2o2bob2o2bo11bo
51b2o2b2o15b2o$5bo9b3o58bobobobo57bobobo11bo72bo2bo2b2o10bobo$3bobo9bo
60b2o3b2o57b2o2bob2o82b2o15b2o70bo$3b2o11bo127bo2bo4b2o3b2o147bo12bo$
145b2o5bobob2o56bo90bobo11bo$152bo5bo53bobo28b2o61b2o$11b2o200b2o28bob
o56b3o$11bobo68b2o4b2o146b2o5bo60bo$11bo69b2o4b2o147bobo64bo$2b2o79bo
5bo127b2o3b2o12bo$3b2o73b3o137b2obobo8b3o7b2o4b3o$2bo77bo136bo5bo10bo
6b2o5bo$79bo153bo9bo5bo!

[dvgrn]

Well... if the standard we're going for here is syntheses no more unreasonable than the 35G xs23_4akg9fgkczw2543
-- then there's an easy implied synthesis for xs23_ciiriabgzx6221 from the third C1 soup. Just needs a bit of cleanup... or, more likely, some octohash searching on the rightmost of the three relevant active pieces at T=288 of this pattern, or the rightmost piece at T=308:

Code: Select all

x = 35, y = 25, rule = B3/S23
27b3o$26bo3bo$25bo5bo$25bo5bo$21b2o2bo5bo$21b2o3bo3bo$27b3o6$20b2o$20b
2o4$25bo$25bo$25bo7b2o$33b2o2$3o$2bo$bo!