Small Spaceship Syntheses

[KtT]

56P6H1V0 in 276G, down from 278G:

Code: Select all

x = 283, y = 46, rule = B3/S23
119bobo50bo$119b2o50bo$110bo9bo50b3o$108b2o$109b2o$19bo83bo14bobo3bo43b
3o$19bobo82bo13b2o3bo$19b2o81b3o14bo3b3o3bo36bo5bo$107bobo18bo37bo5bo
$61bo45b2o5bo13b3o35bo5bo$61bo46bo5bo$61bo8bo43bo53b3o$14bo54bo$15bo53b
3o$13b3o$2b2o2bo47b2o2bo48b2o2bo6b2o43b2o2bo3b2o33b2o2bo3b2o43b2o2bo3b
2o$2bo2bobob2o43bo2bobob2o3b3o38bo2bobob2o2b2o43bo2bobo3bo33bo2bobo3b
o43bo2bobo3bo$3b2o2bobo5bobo37b2o2bobo4bo41b2o2bobo49b2o2bo2bo35b2o2b
o2bo45b2o2bo2bo$4bob2obo5b2o39bob2obo5bo41bob2obo50bob2obo37bob2obo47b
ob2obo$2o2bo4b2o5bo35b2o2bo4b2o42b2o2bo4b2o9b3o33b2o2bo4b2o32b2o2bo4b
2o42b2o2bo4b2o$obobo4bo42bobobo4bo2bo40bobobo4bo2bo7bo35bobobo4bo2bo30b
obobo4bo2bo40bobobo4bo2bo$3b2ob2obo45b2ob2obob2o43b2ob2obob2o8bo37b2o
b2obob2o33b2ob2obob2o43b2ob2obob2o$5bobobob2o44bobobo48bobobo51bobobo
38bobobo48bobobo$5bobobob2o44bobobo48bobobo51bobobo38bobobo48bobobo$3b
2ob2obo45b2ob2obob2o43b2ob2obob2o46b2ob2obob2o33b2ob2obob2o43b2ob2obo
b2o8bo$obobo4bo42bobobo4bo2bo40bobobo4bo2bo43bobobo4bo2bo30bobobo4bo2b
o40bobobo4bo2bo7bo$2o2bo4b2o5bo35b2o2bo4b2o42b2o2bo4b2o45b2o2bo4b2o32b
2o2bo4b2o42b2o2bo4b2o9b3o$4bob2obo5b2o39bob2obo47bob2obo50bob2obo37bo
b2obo5bo41bob2obo$3b2o2bobo5bobo37b2o2bobo46b2o2bobo49b2o2bobo36b2o2b
obo4bo41b2o2bobo$2bo2bobob2o43bo2bobob2o44bo2bobob2o47bo2bobob2o34bo2b
obob2o3b3o38bo2bobob2o2b2o$2b2o2bo47b2o2bo48b2o2bo51b2o2bo38b2o2bo48b
2o2bo6b2o$13b3o$15bo205b3o$14bo206bo$61bo52bo55bo42bo8bo43bo$61bo52bo
55bo42bo46bo5bo$61bo52bo55bo42bo45b2o5bo13b3o$259bobo18bo$19b2o233b3o
14bo3b3o3bo$19bobo234bo13b2o3bo$19bo235bo14bobo3bo$261b2o$260b2o$262b
o9bo$271b2o$271bobo!

[iNoMed]

Weekender in 29G (Down from 32G), achieved by a complete overhaul of the core's synthesis (Alongside a 1G cleanup by Goldtiger997):

Code: Select all

x = 277, y = 59, rule = B3/S23
169bo86bo$167b2o81bo6b2o$168b2o81bo4b2o4bo$249b3o11b2o$262b2o9bo$256bo
14b2o$62bo191bobo15b2o$57bo3b2o13bo124bo47bo5b2o$57b2o2bobo11bo126bo
44bobo$56bobo16b3o122b3o45b2o2$254b2o$203b3o48b2o12b3o$139b2o64bo3b2o
47b2o8bo$139b2o63bo4b2o47b2o9bo$108bobo134bo28bo$109b2o98b4o33bo11b4o
11bo$109bo98bo4bo30b3o10bo4bo10b3o$144b2o62b2o2b2o35b2o6b2o2b2o6b2o$
143bo2bo101bobo18bobo$144b2o62b6o36bo6b6o6bo$208bo4bo43bo4bo$210b3o46b
3o$209b2o47b2o3$274b2o$274bobo$246b2o19b2o5bo$245bobo8b3o7b2o$24bo222b
o8bo11bo$18bo4b2o232bo$19b2o2bobo49b2o65bo7b2o$18b2o55b2o65bobo5b2o
101b3o$142b2o111bo$254bo$137bobo$138b2o$138bo2$248bo$248b2o$67bo74bo
104bobo$66bobo72bobo$66bobo72bobo$67bo74bo11$bo$b2o$obo!

And the soup used for the base reaction:

Code: Select all

x = 16, y = 16, rule = B3/S23
2o4b2o5b3o$bo4bob2o2bo2bo$3ob2ob4obobo$bobo3b5ob3o$b5o2b2obo2b2o$4o3b
4o2b3o$ob2ob3obo5bo$o2bob5o2b4o$3bo2bobo2bob2o$o8b2o2bobo$3obo2b8o$3ob
obo2bob3obo$b10obo$b2o4bo3b4o$2o4bobobo3bo$bob2obo2bo4bo!

[KtT]

Weekender in 29G (Down from 32G), achieved by a complete overhaul of the core's synthesis (Alongside a 1G cleanup by Goldtiger997):

Code: Select all

x = 277, y = 59, rule = B3/S23
169bo86bo$167b2o81bo6b2o$168b2o81bo4b2o4bo$249b3o11b2o$262b2o9bo$256bo
14b2o$62bo191bobo15b2o$57bo3b2o13bo124bo47bo5b2o$57b2o2bobo11bo126bo
44bobo$56bobo16b3o122b3o45b2o2$254b2o$203b3o48b2o12b3o$139b2o64bo3b2o
47b2o8bo$139b2o63bo4b2o47b2o9bo$108bobo134bo28bo$109b2o98b4o33bo11b4o
11bo$109bo98bo4bo30b3o10bo4bo10b3o$144b2o62b2o2b2o35b2o6b2o2b2o6b2o$
143bo2bo101bobo18bobo$144b2o62b6o36bo6b6o6bo$208bo4bo43bo4bo$210b3o46b
3o$209b2o47b2o3$274b2o$274bobo$246b2o19b2o5bo$245bobo8b3o7b2o$24bo222b
o8bo11bo$18bo4b2o232bo$19b2o2bobo49b2o65bo7b2o$18b2o55b2o65bobo5b2o
101b3o$142b2o111bo$254bo$137bobo$138b2o$138bo2$248bo$248b2o$67bo74bo
104bobo$66bobo72bobo$66bobo72bobo$67bo74bo11$bo$b2o$obo!

And the soup used for the base reaction:

Code: Select all

x = 16, y = 16, rule = B3/S23
2o4b2o5b3o$bo4bob2o2bo2bo$3ob2ob4obobo$bobo3b5ob3o$b5o2b2obo2b2o$4o3b
4o2b3o$ob2ob3obo5bo$o2bob5o2b4o$3bo2bobo2bob2o$o8b2o2bobo$3obo2b8o$3ob
obo2bob3obo$b10obo$b2o4bo3b4o$2o4bobobo3bo$bob2obo2bo4bo!

1-glider reduction:

Code: Select all

x = 129, y = 46, rule = B3/S23
128bo$126b2o$127b2o8$29bo$27b2o64b2o$28b2o63b2o$98b2o$98b2o$67bobo$68b
2o$29b3o36bo$29bo73b2o$30bo71bo2bo$103b2o8$3b2o$2bobo$4bo2$35b2o64bo7b
2o$3o32b2o64bobo5b2o$2bo98b2o$bo$96bobo$97b2o$97bo4$27bo73bo$26bobo71b
obo$26bobo71bobo$27bo73bo!

[vilc]

I reduced the cleanup of some Corderships to two gliders.

2-engine Cordership in 8 gliders, previously 9 gliders :

Code: Select all

x = 36, y = 51, rule = B3/S23
7bobo$7b2o$8bo4$28bo$26b2o$4b3o20b2o$4bo$5bo$b2o$obo$2bo14$24b2o$24bob
o$24bo2$7b3o$9bo$8bo8$22bo$21b2o$21bobo5$33b2o$33bobo$33bo!

A 3-engine Cordership in 11 gliders, previously 12 gliders :

Code: Select all

x = 93, y = 69, rule = B3/S23
bo$2bo$3o18$49bo$47b2o$48b2o$41bo$39bobo$40b2o2$36b3o$38bo$37bo2$90bob
o$90b2o$91bo4$62bobo9bobo$62b2o10b2o$54bo8bo11bo$55bo$53b3o3$50b2o$49b
obo$51bo17$87b3o$87bo$88bo$60b2o$59bobo$61bo!

And five 4-engine Corderships in 14 gliders each, four of them used to cost 16 gliders and the other 18 gliders :

Code: Select all

x = 1274, y = 131, rule = B3/S23
bo$2bo$3o15$1164bo$1165bo$1163b3o$49bo$47b2o269bo$48b2o269bo$41bo275b
3o$39bobo$40b2o2$36b3o866bo$38bo867bo$37bo866b3o$626bo$627bo$625b3o4$
64bo$62b2o1148bo$63b2o1145b2o$54bo1156b2o$52bobo1149bo$53b2o311bo835bo
bo$364b2o837b2o$365b2o$358bo840b3o$49b3o19bobo282bobo842bo$51bo19b2o
284b2o841bo$50bo21bo882bo$353b3o597b2o$355bo598b2o$354bo590bo$943bobo$
679bobo262b2o$679b2o$671bo8bo544bobo$68b3o601bo552b2o$68bo601b3o267b3o
274bo8bo$69bo310bobo559bo275bo$63b2o315b2o559bo274b3o$62bobo305bo10bo
285b2o$64bo22bobo281bo294bobo$87b2o280b3o296bo544b2o$88bo1123bobo$
1214bo21bo$968bobo263b2o$390bo577b2o265b2o$366b2o20b2o568bo10bo$365bob
o21b2o556bo11bo$84b3o280bo326bobo251bo8b3o$84bo609b2o250b3o$85bo598bo
10bo$81b2o590bo11bo$80bobo591bo8b3o292bo253b2o$82bo589b3o279b2o20b2o
254bobo$953bobo21b2o253bo$955bo$386b2o316bo522b3o$386bobo291b2o20b2o
525bo$386bo292bobo21b2o523bo22bobo$681bo569b2o$379b3o870bo$381bo22bobo
$380bo23b2o$405bo568b2o$974bobo$974bo$1248b3o$700b2o265b3o278bo$700bob
o266bo22bobo254bo$401b3o296bo267bo23b2o251b2o$401bo591bo250bobo$402bo
290b3o550bo$398b2o295bo22bobo$397bobo294bo23b2o$399bo319bo2$989b3o$
989bo$990bo$986b2o$715b3o267bobo$715bo271bo$716bo$712b2o$711bobo$713bo
2$107b2o$107bobo$107bo16$1271b2o$1271bobo$1271bo$424b2o$424bobo$424bo!

[dvgrn]

That makes for an awesome first post -- welcome to the forums! Might have to try a glider-to-Cordership converter rebuild now -- though there's still the problem of two of those gliders being retrograde ones, coming in down the middle of the Cordership's exit lane and making the repeat time worse.

I guess that's no different from current G-to-Cordership converters, though. It might be interesting to see what other discoveries from the last half-decade might contribute to making a smaller converter.

[MathAndCode]

I found a way of adding that small component (muzik called it a "crotchet" a few posts up) onto the edge of an appropriate c/3 spaceship, so that entire family of c/3 ships should now have syntheses:

Code: Select all

x = 53, y = 39, rule = B3/S23
41bo$39b2o$39b2o$41bo$39bo$38b3o$38bo$37b2o$38bo$39bo2bo$43bo$bo38b2o$
2bo5bo31bobo$3o3bobo30b2o$7b2o31bo$41bo2bo$45bo$42b2o$42bobo$41b2o$42b
obo$43bo$24b2o$23bobo13bo$24bo13bobo$38b2o2$27bo$26bobo$26bobo$6bo20bo
$6b2o42b2o$5bobo42bobo$50bo3$34bo$33b2o$33bobo!

I improved it.

Code: Select all

x = 243, y = 61, rule = B3/S23
5bobo197bobo$6b2o198b2o$6bo199bo3$26bo199bo$22bobo2bo194bobo2bo$21bo3b
o7bo2bo184bo3bo6bo$22b4o5bo2b2o186b4o4bo2bo$23bo3bo3b2ob2o187bo3bo3bo
7bo2bo$28b4o196b4o5bo2b2o$29bo199bo3bo3b2ob2o$234b4o$235bo$19bobo197b
obo$19b2o198b2o$bo12b3o3bo180bo12b3o3bo$2bo13bo185bo13bo$3o12bo184b3o
12bo$7bo199bo$8b2o198b2o$7b2o198b2o$19bo199bo$17b2o198b2o$18b2o198b2o
15$16b2o12b2o184b2o12b2o$17b2o10b2o186b2o10b2o$16bo14bo184bo14bo5$37b
2o198b2o$37bobo197bobo$37bo199bo10$9b2o198b2o$8bobo197bobo$10bo199bo!

[vilc]

70P2H1V0.1 in 167G (previously 176G).

Code: Select all

x = 2085, y = 75, rule = B3/S23
2069bo$2067b2o$2055bo12b2o$2053b2o$2054b2o2$822bo1210bo14bobo$822bobo
1206bobo14b2o$822b2o1208b2o15bo6bo7bo$813bo1242bobo3b2o$811bobo1116bo
125b2o5b2o4bobo$675bo136b2o1117bo93bobo41b2o$676bo1252b3o94b2o5bobo34b
o$674b3o127bo17bo1102bo100bo7b2o$714bo90b2o13b2o114bo986bobo108bo$715b
2o4bo82b2o8bo6b2o112bo988b2o5bobo135bo$669bobo42b2o4bo92bo112bo8b3o
993b2o135bo$670b2o2bobo43b3o75bo14b3o108bobo330bo674bo91bo43b3o$575bo
12bobo79bo3b2o123b2o124b2o329bo768b2o$7bobo283bo150bobo126bobo12b2o85b
o41bo80b2o456b3o36bo728b2o$7b2o282bobo3bo146b2o128b2o13bo128b2o106bobo
424bo42bo137bo647bo$8bo283b2o3bobo145bo271b2o102bo4b2o49bo44b3o5bo233b
o89bo39b3o138b2o544b2o68b2o15bo13bobo$297b2o55bo467b2o3bo48bobo45bo4bo
bo232bobo85b3o44b2o133b2o3bobo538bo2bo66bo2bo14bobo11b2o$186bo16bo149b
o408b2o50b2o5b2o53b2obo43bo5b2obo44b2o185b2o132bo2bo137b2o540bobo67bob
o14b2o$93bo93b2o12b2o150b3o87b2o41bo45bo50bo177bo2bo48bo2bo62bo52bo45b
o320b2o139bo131bobo407bo69bo$93bobo90b2o4bo9b2o52bo44bo34b2o46b2o46b2o
8b2o33b2o6bobo35b2o6bobo40b2o6bobo44b2o43b2o43b2o38b3obo47b3obo60b3o
50b3o43b3o182bo411b2o60bo62bo49bo57bo58bo54bo52bo69bo$93b2o4bobo88bobo
62bobo37b3o2bobo33bo3bo43bo3bo43bo3bo7bo32bo3bo2bo2bo35bo3bo2bo2bo40bo
3bo2bo2bo5bo38bo2bo41bo2bo39bo2bo37bo3bo47bo3bo58bo2bo49bo2bo42bo2bo
182bobo182bo44bo44bo45b2o48b2o36b3o3bo4b2o53bobo5b2o53bobo5b2o40bobo5b
2o48bobo5b2o49bobo5b2o45bobo5b2o43bobo5b2o60bobo5b2o$99b2o90b2o63b2o
39bo3b2o34b4o8bo35b4o2b2o40b4o2b2o37b4o2bobo37b4o2bobo42b4o2bobo4b2o
40b3o42b3o39b3o39b3o40b3o6b3o59b3o50b3o43b3o179b2o3b2o3bobo36b2o47b2o
43b2o43bobo42bobo42bobo43bobo47bobo38bo7bobo42bo10b2o5bobo53b2o5bobo
40b2o5bobo48b2o5bobo49b2o5bobo45b2o5bobo43b2o5bobo60b2o5bobo$6bo93bo
159bo35bo8bo37bo5bobo40bo47bo44bo45bo8bo41bo6b2o44bob2o41bob2o38bob2o
38bob2o36bo11bob2o58bob2o49bob2o42bob2o47b2o9bo57b2o56bo8b2o38bo5b2o
41bo5b2o37bo5b2o37bo5b2o37bo5b2o37bo5b2o38bo5b2o42bo5b2o31bo9bo5b2o34b
obo18bo5b2o55bo5b2o42bo5b2o50bo5b2o51bo5b2o47bo5b2o45bo5b2o62bo5b2o$4b
2o89b2o49b2o49b2o57b5o40b5o33b5o5b2o36b5o43b5o40b5o41b5o7b2o37b5o50b5o
bo38b5obo35b5obo35b5obo35bo9b5obo55b5obo46b5obo39b5obo48bo7b2o59bo53b
3o10bo35b3o7bo38b3o7bo34b3o7bo34b3o7bo34b3o7bo34b3o7bo35b3o7bo39b3o7bo
38b3o7bo35b2o15b3o7bo52b3o7bo39b3o7bo5bobo39b3o7bo48b3o7bo44b3o7bo42b
3o7bo59b3o7bo$5b2o87b2o50bo50bo56b3o42b3o35b3o45b3o45b3o42b3o43b3o12b
2o34b3o14bo37b3o42b3o39b3o39b3o49b3o59b3o50b3o43b3o51b3o9b2o55b3o51bo
2bo45bo2bo8bo36bo2bo8bo32bo2bo8bo32bo2bo8bo32bo2bo8bo32bo2bo8bo33bo2bo
8bo37bo2bo8bo36bo2bo8bo32b2o16bo2bo8bo50bo2bo8bo37bo2bo8bo6b2o37bo2bo
8bo46bo2bo8bo42bo2bo8bo40bo2bo8bo57bo2bo8bo$43b2o44b2o5bo51bo37b3o10bo
53bo4bo39bo4bo32bo4bo42bo4bo15bobo24bo4bo39bo4bo40bo4bo45bo4bo11bo37bo
4bo39bo4bo36bo4bo36bo4bo46bo4bo12b2o42bo4bo47bo4bo40bo4bo46bo2bo65bo2b
o53b3o8b2o3bo32b3o8bo37b3o8bo33b3o8bo33b3o8bo33b3o8bo33b3o8bo34b3o8bo
38b3o8bo37b3o8bo32bobo16b3o8bo51b3o8bo38b3o8bo8bo37b3o8bo47b3o8bo43b3o
8bo41b3o8bo58b3o8bo11bo$2bo38b3o43b3o54b5o39bo6b5o53b6o39b6o32b6o8b2o
32b6o9bo5b2o25b6o39b6o40b6o45b6o11b3o35b6o39b6o36b6o36b6o46b6o11b2o43b
6o47b6o40b6o46b3o66b3o8b2o6bo42bob2obobo2bo38bob2obo43bob2obo39bob2obo
39bob2obo39bob2obo39bob2obo40bob2obo44bob2obo43bob2obo35bo21bob2obo47b
2o8bob2obo34b2o8bob2obo42b2o8bob2obo7bo35b2o8bob2obo39b2o8bob2obo37b2o
8bob2obo54b2o8bob2obo11bo$obo37bo4bo40bo4bo50b3o42bo5b3o153b2o7bo38b2o
7bo422bo61bo136bob2o5b2o58bob2obobo6bobo37b5ob2o5b3o33b5ob2o41b5ob2o
37b5ob2o37b5ob2o37b5ob2o37b5ob2o38b5ob2o42b5ob2o41b5ob2o55b5ob2o47bo2b
o4b5ob2o34bo2bo4b5ob2o42bo2bo4b5ob2o6b2o35bo2bo4b5ob2o39bo2bo4b5ob2o
37bo2bo4b5ob2o47bo6bo2bo4b5ob2o12b3o$b2o37b6o40b6o49bo4bo45bo4bo55b6o
39b6o32b6o9bo5b2o25b6o8b2o32b6o39b6o40b6o11b3o31b6o49b6o39b6o36b6o36b
6o46b6o56b6o11b2o34b6o40b6o48b5obo5bobo54b5ob2o9b2o36b3o46b3o46b3o42b
3o42b3o42b3o42b3o43b3o47b3o46b3o60b3o55b2o3b3o42b2o3b3o16b2o32b2o3b3o
14b2o35b2o3b3o13bo33b2o3b3o45b2o3b3o45bo6bobo7b2o3b3o$141b6o45b6o55bo
4bo39bo4bo32bo4bo15bobo24bo4bo42bo4bo39bo4bo40bo4bo11bo33bo4bo49bo4bo
39bo4bo36bo4bo36bo4bo46bo4bo56bo4bo12b2o33bo4bo40bo4bo46b3o11bo10bo43b
3o53bo4bo43bo4bo43bo4bo39bo4bo39bo4bo39bo4bo39bo4bo40bo4bo44bo4bo43bo
4bo46b2o9bo4bo57bo4bo44bo4bo13b2o37bo4bo53bo4bo6bo4bobo35bo4bo6bo3b2o
35bo4bo6bo3b2o31b2o6b2o11bo4bo6bo3b2o$b2o37b6o40b6o162b3o42b3o35b3o45b
3o45b3o42b3o43b3o14bo33b3o12b2o38b3o42b3o39b3o39b3o49b3o59b3o50b3o43b
3o47bo4bo19b2o42bo4bo51b6o43b6o43b6o39b6o39b6o39b6o39b6o40b6o44b6o43b
6o45bobo9b6o57b6o44b6o15bo36b6o4bo48b6o4b3o4b2o36b6o4b3o3b2o35b6o4b3o
3b2o30bobo19b6o4b3o3b2o$obo37bo4bo40bo4bo49b6o45b6o58b5o40b5o33b5o43b
5o5b2o36b5o40b5o41b5o46b5obo5b2o41b5obo38b5obo35b5obo35b5obo45b5obo45b
o9b5obo46b5obo39b5obo41b6o19bobo41b6o527bo62bo127bo6b2o49bo54bo52bo43b
3o23bo14b2o$2bo38b3o43b3o51bo4bo45bo4bo53bo8bo44bo37bo47bo5bobo40bo44b
o45bo6b2o40bob2o7bo43bob2o41bob2o38bob2o38bob2o48bob2o46bo11bob2o49bob
2o42bob2o167b6o43b6o43b6o39b6o39b6o39b6o39b6o40b6o44b6o43b6o57b6o45bob
o9b6o44b6o52b6o4bo5b2o41b6o4b3o4b2o36b6o4b3o3b2o35b6o4b3o3b2o37bo14b6o
4b3o3b2o5b2o$43b2o5bo38b5o42bo5b3o48b3o56bo3b2o41b4o34b4o44b4o8bo35b4o
2b2o37b4o2b2o38b4o2bobo4b2o36b3o52b3o42b3o39b3o39b3o49b3o50b3o6b3o50b
3o43b3o47b6o63b6o19bobo29bo4bo43bo4bo43bo4bo39bo4bo39bo4bo39bo4bo39bo
4bo40bo4bo44bo4bo43bo4bo57bo4bo46b2o9bo4bo44bo4bo11b3o38bo4bo12bo40bo
4bo6bo4bobo35bo4bo6bo3b2o35bo4bo6bo3b2o36bo15bo4bo6bo3b2o7bo$5b2o41b2o
43bo43bo6b5o46b5o50b3o2bobo40bo3bo33bo3bo43bo3bo43bo3bo40bo3bo7bo33bo
3bo2bo2bo5bo34bo2bo51bo2bo42bo2bo38bo2bo38bo2bo47bo3bo57bo3bo49bo2bo
42bo2bo46bo4bo63bo4bo19b2o31b3o46b3o46b3o42b3o42b3o42b3o42b3o43b3o47b
3o46b3o60b3o60b3o42b2o3b3o13bo36b2o3b3o18bo32b2o3b3o13bo33b2o3b3o45b2o
3b3o62b2o3b3o$4b2o43b2o40bo43b3o10bo50bo56bo41b2o36b2o46b2o46b2o43b2o
8b2o34b2o6bobo40b2o53b2o46b2o40b2o40b2o48b3obo57b3obo51b3o43b3o45b3o
66b3o11bo10bo33b5ob2o41b5ob2o5b3o33b5ob2o37b5ob2o37b5ob2o37b5ob2o37b5o
b2o38b5ob2o42b5ob2o41b5ob2o55b5ob2o55b5ob2o34bo2bo4b5ob2o7bo34bo2bo4b
5ob2o10b2o31bo2bo4b5ob2o39bo2bo4b5ob2o37bo2bo4b5ob2o54bo2bo4b5ob2o$6bo
47bo36b2o53bo48b2o204b3o84b2o42bo280bo2bo58bo2bo53bo45bo46b5obo10b2o
50b5obo5bobo45bob2obobo41bob2obobo2bo38bob2obo39bob2obo39bob2obo39bob
2obo39bob2obo40bob2obo44bob2obo43bob2obo57bob2obo35bo21bob2obo34b2o8bo
b2obo42b2o8bob2obo9bobo31b2o8bob2obo39b2o8bob2obo37b2o8bob2obo54b2o8bo
b2obo15b3o$53b2o91b2o46bobo204bo412b2o60b2o5b2o44b2obo36bo5b2obo49bob
2o10bobo52bob2o5b2o41b3o8b2o36b3o8b2o3bo32b3o8bo33b3o8bo33b3o8bo33b3o
8bo33b3o8bo34b3o8bo38b3o8bo37b3o8bo51b3o8bo32bobo16b3o8bo38b3o8bo46b3o
8bo47b3o8bo43b3o8bo41b3o8bo58b3o8bo14bo$47b2o4bobo139bo56b2o148bo481b
2o3bo39bobo38bo4bobo45b3o16bo49b3o54bo2bo45bo2bo45bo2bo8bo32bo2bo8bo
32bo2bo8bo32bo2bo8bo32bo2bo8bo33bo2bo8bo37bo2bo8bo36bo2bo8bo50bo2bo8bo
32b2o16bo2bo8bo37bo2bo8bo45bo2bo8bo46bo2bo8bo42bo2bo8bo40bo2bo8bo57bo
2bo8bo14bo$47bobo90b2o105b2o3bobo235bo268b2o122bo4b2o40bo37b3o5bo46bo
2bo65bo2bo56b3o46b3o10bo35b3o7bo34b3o7bo34b3o7bo34b3o7bo34b3o7bo35b3o
7bo39b3o7bo38b3o7bo52b3o7bo35b2o15b3o7bo39b3o7bo47b3o7bo48b3o7bo44b3o
7bo42b3o7bo59b3o7bo$47bo91bobo104bobo3bo236b2o32b2o13bo221b2o126bobo
135b3o66b3o9b2o46bo48bo8b2o38bo5b2o37bo5b2o37bo5b2o37bo5b2o37bo5b2o38b
o5b2o32bo9bo5b2o41bo5b2o55bo5b2o34bobo18bo5b2o42bo5b2o50bo5b2o51bo5b2o
47bo5b2o45bo5b2o62bo5b2o$135b2o4bo9b2o95bo240bobo30bobo12b2o91bo128bo
100b2o167bo68bo7b2o46b2o47b2o3b2o3bobo36b2o43b2o43b2o43b2o43bobo43bobo
39bo7bobo39b2o5bobo53b2o5bobo42bo10b2o5bobo40b2o5bobo48b2o5bobo49b2o5b
obo45b2o5bobo43b2o5bobo60b2o5bobo$136b2o12b2o372bo12bobo85bo3b2o230b2o
108b2o55b2o67b2o9bo98bobo223bo45bo38b3o3bo4b2o39bobo5b2o53bobo5b2o53bo
bo5b2o40bobo5b2o48bobo5b2o49bobo5b2o45bobo5b2o43bobo5b2o60bobo5b2o$8bo
126bo16bo472b2o2bobo130b3o95bo14b3o92bobo236bo313b2o46bo62bo62bo49bo
57bo58bo54bo52bo69bo$7b2o615bobo129b2o4bo112bo96bo8b3o405b2o95bo36bobo
526bo$7bobo747b2o4bo102b2o8bo6b2o96bo231b2o173bo2bo93b2o564bobo14b2o$
756bo110b2o13b2o98bo230bobo126b3o44b2o89b2o3bobo562bo2bo14bobo$629b3o
234bo17bo328bo130bo39b3o94b2o568b2o15bo$631bo711bo42bo93bo$630bo243b2o
470b3o36bo638b2o$873bobo470bo678b2o$875bo471bo637bo38bo43b3o$884b2o
1098b2o82bo$884bobo1090b2o5bobo82bo$884bo1091bobo55bo$1978bo47bo7b2o$
1982b3o41b2o5bobo34bo$1984bo40bobo41b2o$1983bo72b2o5b2o4bobo$2056bobo
3b2o$2032b2o15bo6bo7bo$2031bobo14b2o$2033bo14bobo2$2054b2o$2053b2o$
2055bo12b2o$2067b2o$2069bo!

A slightly better cleanup for the final step, two component applications found with transfer.py, and the following component improved using a 3G fast boat which previously costed 5G :

Code: Select all

x = 18, y = 22, rule = B3/S23
o16bo$b2o12b2o$2o4bo9b2o$4bobo$5b2o2$11b2o$11bo$3o10bo$2bo6b5o$bo5b3o$
6bo4bo$6b6o2$6b6o$6bo4bo$7b3o$9b5o$13bo$9b2o$8bobo$9bo!