Synthesising Oscillators

[MathAndCode]

p30 LOM+block hassler in 20G.

Code: Select all

x = 143, y = 73, rule = B3/S23
130bo$130bobo$130b2o3$100bo$98bobo25bobo$99b2o25b2o$127bo$93bobo44bo$
94b2o43bo$94bo44b3o$99bo$100bo$90bobo5b3o$91b2o48bo$91bo48bo$140b3o2$
8bo$9b2o$8b2o36bo$45bo$45b3o7$2o98b2o$bo99bo$bobo97bobo$2b2o98b2o6$127b
2o$127bobo$129bo$129b2o13$88b3o$90bo48bo$89bo48b2o$130b3o5bobo$130bo$
131bo$89b3o44bo$91bo43b2o$90bo44bobo$103bo$103b2o25b2o$102bobo25bobo$
130bo3$99b2o$98bobo$100bo!

Initially perturbing the stairstep sequences with gliders instead of blocks saves two gliders.

Code: Select all

x = 31, y = 49, rule = B3/S23
12bo$13bo$11b3o3$14b2o$13bo2bo$13bo2bo$14b2o$24bo$22b2o$23b2o$20bo$18b
2o$19b2o6bo$25b2o$2bo23b2o$obo$b2o26b2o$29bo$27bobo$27b2o6$2b2o$bobo$
bo$2o26b2o$28bobo$3b2o23bo$4b2o$3bo6b2o$11b2o$10bo$6b2o$7b2o$6bo$15b2o
$14bo2bo$14bo2bo$15b2o3$17b3o$17bo$18bo!

[confocaloid]

p280 U-turner hassler with figure eights in 43 gliders if I counted correctly

Code: Select all

x = 820, y = 74, rule = B3/S23
511bo$511bobo$511b2o4$505bo$499bo4bo$499bobo2b3o$499b2o97bo93bo$599bo
90bobo$488bo108b3o91b2o$486bobo$487b2o$694bobo$695b2o$605bo4bo84bo$
603bobo5bo104bo$480bo123b2o3b3o102b2o101bo$481bo233b2o100bobo$479b3o
139bo195b2o$594bo25bo73bo99bo$620b3o$592b3obo95b3obo95b3obo$187bo403bo
b2o96bob2o96bob2o9bo$188b2o213bo187b2obo81bobo12b2obo96b2obo8bobo$187b
2o215bo184bob3o83b2o10bob3o95bob3o10bo$402b3o272bo$591bo36bo62bo99bo$
628bobo$628b2o$321bo153b3o236b3o14bo82b3o$319b2o156bo236b3o13bo83b3o$
320b2o154bo237b3o13b3o81b3o$717b3o97b3o$299bo99bo99bo99bo99bo17b3o7bo
71bo17b3o$298bobo97bobo74b2o21bobo97bobo97bobo16b3o5b2o57bo13bobo16b3o
$299b2o98b2o73bobo22b2o98b2o98b2o25b2o55bobo13b2o$476bo35b2o98b2o98b2o
70bo27b2o$80bo431bobo97bobo17b2o78bobo97bobo$81bo431bo99bo18bobo78bo
99bo$79b3o12bo537bo$92b2o315bo99bo99bo99bo99bo$93b2o313bobo57b3o37bobo
97bobo97bobo97bobo$182bo99bo99bo25b2o60bo11bo25b2o72bo25b2o72bo25b2o
72bo25b2o6bo$181b2o28b2o68b2o98b2o86bo11b2o98b2o49b3o38b2o6b2o98b2o32b
obo$180bob2o27bobo66bob2o96bob2o96bob2o96bob2o48bo41b2o4bob2o96bob2o
32bo$179b3o2bo26bo67b3o2bo94b3o2bo94b3o2bo94b3o2bo48bo39bo5b3o2bo94b3o
2bo$2bo178bobobo95bobobo95bobobo95bobobo95bobobo95bobobo95bobobo$3b2o
177bobobo95bobobo95bobobo37bo57bobobo95bobobo81b3o11bobobo95bobobo$2b
2o179bo2b3o94bo2b3o94bo2b3o34b2o58bo2b3o94bo2b3o81bo12bo2b3o94bo2b3o$
184b2obo96b2obo96b2obo35bobo58b2obo96b2obo51b2o28bo14b2obo96b2obo$185b
2o98b2o9b2o87b2o98b2o98b2o52bobo43b2o98b2o$185bo99bo9bobo87bo99bo99bo
53bo45bo99bo$109bo99bo87bo11bo99bo99bo99bo99bo99bo$108b3o97b3o97b3o97b
3o97b3o97b3o97b3o12bo84b3o$70b2o35bob3o95bob3o95bob3o95bob3o95bob3o95b
ob3o95bob3o10b2o72bo10bob3o$71b2o33bo3bo95bo3bo95bo3bo95bo3bo95bo3bo
95bo3bo95bo3bo11bobo70bobo8bo3bo$70bo34bo3bo95bo3bo95bo3bo95bo3bo95bo
3bo95bo3bo95bo3bo86bo8bo3bo$3o101b3obo95b3obo95b3obo95b3obo95b3obo95b
3obo95b3obo95b3obo$2bo72bo29b3o97b3o97b3o97b3o97b3o97b3o97b3o97b3o$bo
73b2o29bo99bo99bo99bo99bo99bo99bo99bo$74bobo$19bo664b2o$18b2o665b2o$
18bobo663bo$705bo$704b2o$14b2o688bobo$13b2o$15bo$708b2o$708bobo$708bo!

Edit: processed in https://gitlab.com/hatsya/open-source/c ... 4887443453

[Chris857]

p280 U-turner hassler with figure eights in 43 gliders if I counted correctly

Code: Select all

x = 820, y = 74, rule = B3/S23
511bo$511bobo$511b2o4$505bo$499bo4bo$499bobo2b3o$499b2o97bo93bo$599bo
90bobo$488bo108b3o91b2o$486bobo$487b2o$694bobo$695b2o$605bo4bo84bo$
603bobo5bo104bo$480bo123b2o3b3o102b2o101bo$481bo233b2o100bobo$479b3o
139bo195b2o$594bo25bo73bo99bo$620b3o$592b3obo95b3obo95b3obo$187bo403bo
b2o96bob2o96bob2o9bo$188b2o213bo187b2obo81bobo12b2obo96b2obo8bobo$187b
2o215bo184bob3o83b2o10bob3o95bob3o10bo$402b3o272bo$591bo36bo62bo99bo$
628bobo$628b2o$321bo153b3o236b3o14bo82b3o$319b2o156bo236b3o13bo83b3o$
320b2o154bo237b3o13b3o81b3o$717b3o97b3o$299bo99bo99bo99bo99bo17b3o7bo
71bo17b3o$298bobo97bobo74b2o21bobo97bobo97bobo16b3o5b2o57bo13bobo16b3o
$299b2o98b2o73bobo22b2o98b2o98b2o25b2o55bobo13b2o$476bo35b2o98b2o98b2o
70bo27b2o$80bo431bobo97bobo17b2o78bobo97bobo$81bo431bo99bo18bobo78bo
99bo$79b3o12bo537bo$92b2o315bo99bo99bo99bo99bo$93b2o313bobo57b3o37bobo
97bobo97bobo97bobo$182bo99bo99bo25b2o60bo11bo25b2o72bo25b2o72bo25b2o
72bo25b2o6bo$181b2o28b2o68b2o98b2o86bo11b2o98b2o49b3o38b2o6b2o98b2o32b
obo$180bob2o27bobo66bob2o96bob2o96bob2o96bob2o48bo41b2o4bob2o96bob2o
32bo$179b3o2bo26bo67b3o2bo94b3o2bo94b3o2bo94b3o2bo48bo39bo5b3o2bo94b3o
2bo$2bo178bobobo95bobobo95bobobo95bobobo95bobobo95bobobo95bobobo$3b2o
177bobobo95bobobo95bobobo37bo57bobobo95bobobo81b3o11bobobo95bobobo$2b
2o179bo2b3o94bo2b3o94bo2b3o34b2o58bo2b3o94bo2b3o81bo12bo2b3o94bo2b3o$
184b2obo96b2obo96b2obo35bobo58b2obo96b2obo51b2o28bo14b2obo96b2obo$185b
2o98b2o9b2o87b2o98b2o98b2o52bobo43b2o98b2o$185bo99bo9bobo87bo99bo99bo
53bo45bo99bo$109bo99bo87bo11bo99bo99bo99bo99bo99bo$108b3o97b3o97b3o97b
3o97b3o97b3o97b3o12bo84b3o$70b2o35bob3o95bob3o95bob3o95bob3o95bob3o95b
ob3o95bob3o10b2o72bo10bob3o$71b2o33bo3bo95bo3bo95bo3bo95bo3bo95bo3bo
95bo3bo95bo3bo11bobo70bobo8bo3bo$70bo34bo3bo95bo3bo95bo3bo95bo3bo95bo
3bo95bo3bo95bo3bo86bo8bo3bo$3o101b3obo95b3obo95b3obo95b3obo95b3obo95b
3obo95b3obo95b3obo$2bo72bo29b3o97b3o97b3o97b3o97b3o97b3o97b3o97b3o$bo
73b2o29bo99bo99bo99bo99bo99bo99bo99bo$74bobo$19bo664b2o$18b2o665b2o$
18bobo663bo$705bo$704b2o$14b2o688bobo$13b2o$15bo$708b2o$708bobo$708bo!

Edit: processed in https://gitlab.com/hatsya/open-source/c ... 4887443453

Down to 33G.

Code: Select all

x = 456, y = 131, rule = B3/S23
440bo$438b2o$439b2o3$443bobo$443b2o$444bo7$436bo$434b2o$228bo206b2o$228b
obo$228b2o3$115bo$114bo114bo$93bo20b3o111bo$94b2o132b3o$39bo53b2o$bo6b
o28b2o$2bo3bobo29b2o$3o4b2o2$199bo179bo$199b2o178b2o29bobo$198b2obo176b
2obo28b2o4bo$197bo2b3o174bo2b3o28bo3bo$196bobobo175bobobo8bo25b3o$195b
obobo175bobobo8bobo$193b3o2bo174b3o2bo10bo$194bob2o176bob2o$195b2o178b
2o$196bo179bo7$99bo24b2o63bo179bo$98bobo22b2o63bobo177bobo$99bo25bo63b
o179bo2$120bo$119b2o$119bobo$230bo$229b2o170bo$17bo79bo89bo41bobo135b
o32bobo$16b3o77b3o87b3o177b3o32bo$15b3obo75b3obo85b3obo175b3obo$16bo3b
o75bo3bo85bo3bo175bo3bo$17bo3bo75bo3bo85bo3bo175bo3bo$18bob3o75bob3o85b
ob3o175bob3o$19b3o77b3o87b3o177b3o$20bo79bo89bo179bo12$232b2o4b3o$201b
2o29bobo3bo$202b2o28bo6bo$201bo$431b3o4b3o$431bo6bo$432bo6bo12$411bo$
410b2o$410bobo7$347b3o4b2o$349bo3bobo59b2o$348bo6bo58b2o$416bo13$337b
3o$339bo$338bo$440b2o$439b2o$441bo2$337b3o114b2o$339bo113b2o$338bo116b
o2$450bo$449b2o$449bobo!

[MathAndCode]

Here is a way to make the canonical eater/block frob with eight gliders, tying it with the (previously uniquely) cheapest variant:

Code: Select all

x = 111, y = 23, rule = B3/S23
obo$2o$bo102bo$103bo$103b3o$93bo$93b3o$96bo$88bo6b2o$89bo$87b3o$103b3o
$103bo$104bo$2b3o103b2o$2bo105bobo$3bo98b2o4bo$101b2o$103bo2$89b2o$90b
2o$89bo!

It can be used as a more general component.

Code: Select all

x = 424, y = 26, rule = B3/S23
421bobo$421b2o$312b2o90b2o16bo$304bo7bo92bo7bo$304b3o3bobo92bobo3b3o$
17bo86bo12bo99bo89bob3o5bo88b3obo6bo$4b2o10bo86bobo10bo99bo89bob2o6bo
91b2obo4bo$4bobo9b3o85bobo9b3o86b2o9b3o87bo2bo6b3o89bo2bo4b3o$6bo99bo
98bo$6b3o97b3o97b3o$9bo99bo99bo97bo2bo96bo2bo$bo6b2o91bo6b2o91bo6b2o91b
o6b2o91bo6b2o$2bo99bo99bo99bo99bo$3o97b3o97b3o97b3o97b3o$16b3o97b3o97b
3o97b3o97b3o$16bo99bo99bo99bo99bo$17bo99bo99bo99bo99bo$21b2o98b2o98b2o
98b2o98b2o$21bobo97bobo97bobo97bobo97bobo$15b2o4bo93b2o4bo93b2o4bo93b
2o4bo93b2o4bo$14b2o98b2o98b2o98b2o98b2o$16bo99bo99bo99bo99bo2$2b2o98b
2o98b2o98b2o98b2o$3b2o98b2o98b2o98b2o98b2o$2bo99bo99bo99bo99bo!

Edit:

p280 U-turner hassler with figure eights in 43 gliders if I counted correctly

Down to 33G.

Code: Select all

x = 456, y = 131, rule = B3/S23
440bo$438b2o$439b2o3$443bobo$443b2o$444bo7$436bo$434b2o$228bo206b2o$228b
obo$228b2o3$115bo$114bo114bo$93bo20b3o111bo$94b2o132b3o$39bo53b2o$bo6b
o28b2o$2bo3bobo29b2o$3o4b2o2$199bo179bo$199b2o178b2o29bobo$198b2obo176b
2obo28b2o4bo$197bo2b3o174bo2b3o28bo3bo$196bobobo175bobobo8bo25b3o$195b
obobo175bobobo8bobo$193b3o2bo174b3o2bo10bo$194bob2o176bob2o$195b2o178b
2o$196bo179bo7$99bo24b2o63bo179bo$98bobo22b2o63bobo177bobo$99bo25bo63b
o179bo2$120bo$119b2o$119bobo$230bo$229b2o170bo$17bo79bo89bo41bobo135b
o32bobo$16b3o77b3o87b3o177b3o32bo$15b3obo75b3obo85b3obo175b3obo$16bo3b
o75bo3bo85bo3bo175bo3bo$17bo3bo75bo3bo85bo3bo175bo3bo$18bob3o75bob3o85b
ob3o175bob3o$19b3o77b3o87b3o177b3o$20bo79bo89bo179bo12$232b2o4b3o$201b
2o29bobo3bo$202b2o28bo6bo$201bo$431b3o4b3o$431bo6bo$432bo6bo12$411bo$
410b2o$410bobo7$347b3o4b2o$349bo3bobo59b2o$348bo6bo58b2o$416bo13$337b
3o$339bo$338bo$440b2o$439b2o$441bo2$337b3o114b2o$339bo113b2o$338bo116b
o2$450bo$449b2o$449bobo!

I reduced the cost by four more gliders.

Code: Select all

x = 0, y = 0, rule = B3/S23
2608bo$2606bobo$2607b2o29$1158bo$1156bobo$1157b2o2$1153bo$1154bo$1152b
3o3$1214bo$1212b2o$1213b2o2$2652bo$2653b2o$2652b2o4$1435bo$1436b2o$1435b
2o2$923bo$922bo$606bobo313b3o$606b2o$607bo$927bo1424bo$927bobo557b2o298b
2o298b2o264b2o32b2o298b2o$927b2o1423b2o52bo$1486bo3bo295bo3bo295bo3bo
295bo3bo15bobo277bo3bo$1485bo4bo294bo4bo294bo4bo294bo4bo15b2o277bo4bo
$897bo299bo286bobobo8bo286bobobo8bo286bobobo8bo286bobobo8bo286bobobo8b
o$303b2o298b2o291bobo297bobo284bobobo8bobo284bobobo8bobo284bobobo8bob
o284bobobo8bobo284bobobo8bobo$302bo2bo296bo2bo291bo299bo283bo4bo10bo283b
o4bo10bo283bo4bo10bo283bo4bo10bo283bo4bo10bo$302bo2bo296bo2bo875bo3bo
295bo3bo295bo3bo295bo3bo295bo3bo$303b2o298b2o$1483b2o298b2o298b2o298b
2o298b2o2$1207b2o298b2o298b2o298b2o298b2o298b2o$1207b2obo296b2obo296b
2obo296b2obo296b2obo296b2obo$o1210bo299bo299bo299bo299bo299bo$b2o1205b
o299bo299bo299bo299bo299bo$2o315bo891bob2o296bob2o296bob2o296bob2o296b
ob2o296bob2o$315b2o894b2o298b2o298b2o298b2o264bo33b2o264bo33b2o$307b2o
7b2o2058bobo297bobo$306bo2bo2067bo299bo$306bo2bo$9b2o296b2o$3o5b2o$2b
o7bo1767b2o298b2o$bo1775bo2bo296bo2bo$609bo284b2o13bo299bo299bo267bo2b
o28bo267bo2bo28bo299bo299bo$608bobo282bobo12bobo297bobo297bobo267b2o28b
obo267b2o28bobo297bobo263b3o31bobo$609bo285bo13bo8b2o289bo299bo299bo258b
2o39bo299bo263bo35bo$917b2o1150b2o602bo3bo$919bo1148bo604bo2bobo$2675b
obo2bo$2676bo3bo$2680bo$2677b3o$1211b2o$1211bobo568b2o$1211bo569bo2bo
$1781bo2bo304bo299bo299bo$1782b2o304bobo297bobo297bobo$2089bo299bo299b
o6$1779bo$1779b2o$1778bobo10$2343b2o$2342bobo$2344bo3$2347b3o$2349bo$
2348bo4$2728b3o$2728bo$2729bo3$2733bo$2732b2o$2732bobo3$1524b2o$1435b
3o85b2o$1437bo87bo$1436bo47$2605b2o$2606b2o$2605bo3$2799b3o$2799bo$2800b
o2$2795b2o$2795bobo$2795bo!

[Chris857]

I have most of the synthesis for a p20 LOM hassler here, but one step is eluding me. For adding the second bookend bridge bun the synth I know of that has the clearance I can't figure out how to place or reflect the gliders so they don't collide with the other sparker. Anyone got any ideas or another synth?

Code: Select all

x = 826, y = 60, rule = B3/S23
17bo$18b2o$17b2o$527bo$o524bobo$b2o523b2o$2o296bo390bo$296b2o389b2o$297b
2o389b2o$276bo$277b2o$276b2o2$43bobo778bo$43b2o777b2o$44bo181bo406bo50b
obo121bo14b2o$225bo405bobo50b2o121bo$225b3o404b2o51bo53bo67b3o$47bo692b
o$47bobo316b2o78b2o88b2o98bo101b3o$22bo24b2o73b2o76b2o10b2o66b2o10b2o
66b2o3bo2bo3b2o66b2o3bo2bo3b2o76b2o3bo2bo3b2o93b2o11b2o10b2o106b2o10b
2o$23b2o96bo2bo74bo2bo8bo2bo64bo2bo8bo2bo64bo2bo3b2o3bo2bo64bo2bo3b2o
3bo2bo74bo2bo3b2o3bo2bo8bo82b2o11bo2bo8bo2bo78bo25bo2bo8bo2bo$22b2o98b
3o74b3o10b3o64b3o10b3o64b3o10b3o64b3o10b3o74b3o10b3o6b2o96b3o2b6o2b3o
76bobo25b3o2b6o2b3o$119b3o80b3o4b3o70b3o4b3o70b3o4b3o70b3o4b3o80b3o4b
3o10b2o98b2o6b2o80b2o7bobo18b2o6b2o$119bo2bo78bo2bo4bo2bo68bo2bo4bo2b
o68bo2bo4bo2bo5bo62bo2bo4bo2bo78bo2bo4bo2bo108bo10bo73bobo13b2o17bo10b
o$121b2o78b2o8b2o68b2o8b2o68b2o8b2o5bobo60b2o8b2o78b2o8b2o108b2obo4bo
b2o74b2o13bo18b2obo4bob2o$287bo79bo10b2o67bo89bo118b2o79bo38b2o$286bo
bo77bobo77bobo87bobo$286bobo77bobo77bobo87bobo273bobo$287bo79bo79bo89b
o274b2o$774b3o36bo$789b2o$469b2o72bo227b2o15bo2bo$468b2ob2o68bo2bo225b
o2bo15b2o$448b2o19b4o68bo2bo226b2o$448b2o20b2o70bo205bo36b3o$748b2o$747b
obo2$34b2o88b2o88b2o78b2o78b2o78b2o88b2o118b2o118b2o38bo$29b2obo4bob2o
78b2obo4bob2o78b2obo4bob2o68b2obo4bob2o68b2obo4bob2o68b2obo4bob2o64bo
13b2obo4bob2o108b2obo4bob2o108b2obo4bob2o18bo13b2o$29bo10bo78bo10bo78b
o10bo68bo10bo68bo10bo68bo10bo64b2o12bo10bo108bo10bo108bo10bo17b2o13bo
bo$30b2o6b2o80b2o6b2o80b2o6b2o70b2o6b2o70b2o6b2o70b2o6b2o64bobo13b2o6b
2o110b2o6b2o110b2o6b2o18bobo7b2o$27b3o2b6o2b3o74b3o2b6o2b3o74b3o2b6o2b
3o64b3o2b6o2b3o55b2o7b3o2b6o2b3o64b3o2b6o2b3o74b3o2b6o2b3o104b3o2b6o2b
3o104b3o2b6o2b3o25bobo$27bo2bo8bo2bo74bo2bo8bo2bo74bo2bo8bo2bo64bo2bo
8bo2bo54bobo7bo2bo8bo2bo64bo2bo8bo2bo74bo2bo8bo2bo104bo2bo8bo2bo11b2o
91bo2bo8bo2bo25bo$28b2o10b2o76b2o10b2o76b2o10b2o66b2o10b2o57bo8b2o10b
2o66b2o10b2o58bo17b2o10b2o106b2o10b2o11b2o93b2o10b2o$520b2o163bo135b3o
$190b2o327bobo299bo$185b3o3b2o443bo51b2o62b3o67bo$187bo2bo445b2o50bob
o63bo$186bo448bobo50bo48b2o14bo$738b2o$737bo5$632b2o$633b2o$632bo!

p224 LOM hassler in 40G.

Code: Select all

x = 780, y = 90, rule = B3/S23
332bo$332bobo$332b2o2$337bo$300bobo33bo$301b2o33b3o$301bo$219bo103bo$
218bo103bo118bo$218b3o101b3o114b2o$415bo24b2o$300bobo110bobo$223bo77b
2o111b2o$223bobo75bo$223b2o3$189bobo$190b2o222bo89bo129bo109bo$190bo222b
obo87bobo31bo6bo88bobo107bobo$6bo405bo3bo85bo3bo14b3o11b2o5b2o88bo3bo
14b3o88bo3bo14b3o$4bobo406bo3bo85bo3bo16bo11b2o5b2o88bo3bo16bo88bo3bo
16bo$5b2o407bo3bo85bo3bo11bo3bo109bo3bo11bo3bo89bo3bo11bo3bo$415bo3bo
85bo3bo9bobo2bo110bo3bo9bobo2bo90bo3bo9bobo2bo$bo300b3o97b3o11bobo73b
3o11bobo8bo2bobo99b3o11bobo8bo2bobo79b3o11bobo8bo2bobo$2bo298bo99bo15b
o73bo15bo9bo3bo99bo15bo9bo3bo79bo15bo9bo3bo$3o298bo3bo95bo3bo85bo3bo21b
o103bo3bo21bo83bo3bo21bo$91bo209bo2bobo94bo2bobo84bo2bobo21b3o100bo2b
obo21b3o80bo2bobo21b3o$92b2o209bobo2bo94bobo2bo84bobo2bo124bobo2bo104b
obo2bo$91b2o211bo3bo95bo3bo85bo3bo125bo3bo105bo3bo$308bo99bo89bo129bo
109bo$305b3o97b3o87b3o127b3o30bo76b3o30bo$657bobo7bo99bobo$656bo3bo5b
o99bo3bo$10bo644bo3bo6b3o96bo3bo$8bobo643bo3bo105bo3bo$9b2o642bo3bo105b
o3bo$449b2o203bobo107bobo$214b2o98b2o98b2o33bobo52b2o128b2o19bo88b2o19b
o$94bo109bo9b2o88bo9b2o88bo9b2o33bo44bo9b2o118bo9b2o98bo9b2o$93bobo107b
obo97bobo97bobo87bobo127bobo107bobo$92bo3bo105bo3bo5bo89bo3bo5bo89bo3b
o5bo79bo3bo5bo36b2o81bo3bo5bo99bo3bo5bo$91bo3bo105bo3bo6bo88bo3bo6bo88b
o3bo6bo31b3o44bo3bo6bo36bobo79bo3bo6bo98bo3bo6bo$90bo3bo96b3o6bo3bo7b
o87bo3bo7bo87bo3bo7bo31bo45bo3bo7bo36bo80bo3bo7bo97bo3bo7bo$89bo3bo99b
o5bo3bo95bo3bo95bo3bo41bo43bo3bo125bo3bo105bo3bo$90bobo99bo7bobo97bob
o97bobo87bobo127bobo107bobo$91bo24b2o83bo99bo99bo89bo129bo109bo30b3o$
115b2o644bo$117bo643bo3bo$761bo2bobo$29b3o67b3o107b3o97b3o97b3o87b3o127b
3o107b3o21bobo2bo$32bo69bo109bo99bo99bo89bo44b3o82bo109bo21bo3bo$28bo
3bo65bo3bo8b2o95bo3bo95bo3bo95bo3bo85bo3bo44bo80bo3bo105bo3bo25bo$27b
obo2bo64bobo2bo8bobo93bobo2bo94bobo2bo94bobo2bo84bobo2bo45bo78bobo2bo
104bobo2bo22b3o$25bo2bobo64bo2bobo10bo93bo2bobo94bo2bobo94bo2bobo84bo
2bobo124bo2bobo104bo2bobo$25bo3bo65bo3bo105bo3bo95bo3bo95bo3bo85bo3bo
43b2o80bo3bo105bo3bo$5b2o5b2o11bo69bo109bo99bo99bo89bo47bobo79bo109bo
$6b2o5b2o11b3o67b3o107b3o97b3o97b3o87b3o44bo82b3o107b3o$5bo6bo656bo$668b
2o$668bobo3$635b2o132b2o$634bobo131b2o$636bo133bo3$639b3o$641bo$640bo
4$778bo$777b2o$777bobo2$735b3o$737bo$736bo$778bo$721b3o53b2o$723bo53b
obo$722bo2$726b2o$725bobo$727bo!

2023-08-23:
Was looking to see if I could improve A for all, but did find xp6_y0rrzciijwjiiczx1mm1zy011 (A for all with two blocks) in 12G.

Code: Select all

x = 143, y = 42, rule = B3/S23
73bo$71bobo$72b2o5$84bo46bo$85bo44bo$2bobo78b3o44b3o$3b2o$3bo5$106b2o
$105bo2bo$106b2o$102b2o$102b2o$20b2o88b2o$20b2o88b2o$16b2o88b2o$15bo2b
o86bo2bo$7b2o7b2o88b2o$6bobo$3o5bo$2bo$bo3$81b3o44b3o$83bo44bo$82bo46b
o5$140b2o$140bobo$140bo!

54p58 in 24G.

Code: Select all

x = 450, y = 88, rule = B3/S23
412bo$410bobo$411b2o6$324bo$322bobo19bobo100bobo$323b2o19b2o101b2o$345b
o102bo4$411bo$409bobo$410b2o14b2o$104bo320bo2bo$105b2o164bo153bo2bo$104b
2o165bobo152b2o$271b2o3$102bo$103bo97bo$o100b3o95bobo$b2o197b2o$2o36b
o$37bo$37b3o5$232b2o98b2o88b2o$232b2o98b2o88b2o2$123b2o13bo98bo5b2o92b
o5b2o82bo5b2o$124bo11b2o99bo6bo92bo6bo6b2o74bo6bo6b2o$124bobo10b2o98b
o6bobo90bo6bobo4b2o74bo6bobo4b2o$125b2o118b2o98b2o88b2o5$109b2o118b2o
98b2o88b2o$97b2o10bobo117bobo6bo84b2o4bobo6bo74b2o4bobo6bo$98b2o11bo119b
o6bo84b2o6bo6bo74b2o6bo6bo$97bo13b2o118b2o5bo92b2o5bo82b2o5bo2$242b2o
98b2o88b2o$242b2o98b2o88b2o5$16b3o$18bo$17bo36b2o$53b2o219b2o$55bo76b
3o139bobo$132bo141bo$133bo3$203b2o$130b2o70bobo223b2o$129b2o73bo222bo
2bo$131bo295bo2bo$428b2o14b2o$444bobo$444bo4$330bo76bo$330b2o19b2o54b
2o$329bobo19bobo52bobo$351bo6$443b2o$443bobo$443bo!

A p44 pi hassler in 51G.

Code: Select all

x = 0, y = 0, rule = B3/S23
741bo$741bobo$741b2o3$697bo$695bobo39bobo$473bo222b2o39b2o$471bobo154b
o109bo$472b2o154bobo59bobo$224bobo401b2o61b2o$224b2o362bo102bo$225bo277b
o85b2o34bo112bo$475bobo25bobo82b2o33b2o111b2o$180bo295b2o25b2o119b2o111b
2o$180bobo293bo$180b2o326bobo$508b2o$313bo195bo$197bo115bobo$195b2o116b
2o$196b2o$19bo$17bobo$18b2o2$9bo149bo119bo99bo99bo109bo109bo$7b3o147b
3o117b3o97b3o97b3o107b3o107b3o$6bo149bo119bo99bo99bo109bo109bo$6b2o148b
2o118b2o98b2o98b2o108b2o108b2o2$4bo149bo119bo99bo99bo109bo109bo$3b3o147b
3o117b3o97b3o97b3o107b3o107b3o$2b5o145b5o115b5o95b5o95b5o105b5o105b5o
22bo$b3ob2o144b3ob2o114b3ob2o94b3ob2o94b3ob2o104b3ob2o10bo93b3ob2o10b
o10bobo$2bo2bo146bo2bo116bo2bo96bo2bo96bo2bo106bo2bo11b3o92bo2bo11b3o
7bo2bo$3b2o148b2o118b2o98b2o98b2o108b2o15bo92b2o15bo7b2o$599b2o108b2o
2$188bo119bo86b2o11bo86b2o11bo96b2o11bo96b2o11bo$186b3o117b3o85bo2bo8b
3o85bo2bo8b3o95bo2bo8b3o95bo2bo8b3o$185bo119bo88bobo8bo88bobo8bo98bob
o8bo98bobo8bo$5b2o148b2o28b2o88b2o28b2o68b2o18bo9b2o68b2o18bo9b2o78b2o
18bo9b2o78b2o18bo9b2o$4bo2bo42bobo101bo2bo116bo2bo96bo2bo96bo2bo106bo
2bo106bo2bo$3b2ob3o41b2o101b2ob3o114b2ob3o24bo69b2ob3o24bo69b2ob3o24b
o79b2ob3o24bo79b2ob3o24bo$3b5o43bo101b5o115b5o24b3o68b5o24b3o68b5o24b
3o78b5o24b3o78b5o24b3o$4b3o147b3o28bo88b3o24b5o68b3o24b5o68b3o24b5o78b
3o24b5o78b3o24b5o$5bo149bo28b2o89bo24b3ob2o69bo24b3ob2o69bo24b3ob2o79b
o24b3ob2o79bo24b3ob2o$184bobo114bo2bo96bo2bo96bo2bo106bo2bo106bo2bo$2b
2o148b2o118b2o28b2o68b2o28b2o68b2o9bo18b2o78b2o9bo18b2o78b2o9bo18b2o$
3bo149bo119bo99bo99bo8bobo98bo8bobo98bo8bobo$3o147b3o117b3o97b3o97b3o
8bo2bo95b3o8bo2bo95b3o8bo2bo$o149bo119bo99bo99bo11b2o96bo11b2o96bo11b
2o2$598b2o108b2o$304b2o98b2o98b2o92bo15b2o83b2o7bo15b2o$303bo2bo96bo2b
o96bo2bo92b3o11bo2bo81bo2bo7b3o11bo2bo$302b2ob3o94b2ob3o94b2ob3o93bo10b
2ob3o80bobo10bo10b2ob3o$275b3o24b5o95b5o95b5o105b5o82bo22b5o$16bo260b
o25b3o97b3o97b3o107b3o107b3o$16b2o258bo27bo99bo99bo109bo109bo$15bobo$
181b2o118b2o98b2o98b2o108b2o108b2o$182bo119bo99bo99bo109bo109bo$179b3o
117b3o97b3o97b3o107b3o107b3o$179bo119bo99bo99bo109bo109bo4$397bo$396b
2o$200b2o194bobo$200bobo163b3o$200bo167bo100bo$367bo35bo65b2o$402b2o64b
obo$402bobo97bo$474b2o25b2o70b2o105b2o$473bobo25bobo70b2o33b2o70b2o$475b
o97bo34b2o70bo$48b2o560bo116bo$48bobo518b2o155b2o$48bo456b2o61bobo155b
obo$505bobo62bo109bo$220b2o283bo174b2o39b2o$220bobo456bobo39bobo$220b
o500bo3$217bo458b2o$216b2o457bobo$216bobo458bo$142bo$142b2o$141bobo!

2023-08-24:
A p18 honey farm hassler in 26G.

Code: Select all

x = 441, y = 54, rule = B3/S23
431bo$429b2o$430b2o6$291bo$290bo$obo8bo6bo82bo6bo72bo6bo72bo6bo21b3o108b
o6bo$b2o8b3o4bobo80b3o4bobo70b3o4bobo70b3o4bobo130b3o4bobo$bo12bo2bob
o84bo2bobo74bo2bobo74bo2bobo134bo2bobo$13b2o4bo83b2o4bo73b2o4bo73b2o4b
o133b2o4bo2$97b3o77b3o77b3o137b3o$98b3o77b3o3bo73b3o3bo133b3o3bo$183b
obo77bobo137bobo$183bobo77bobo137bobo$184bo79bo139bo$259b2o138b2o$15b
2o241bobo137bobo20b2o$15bobo240bo139bo21bo2bo$15bo241b2o138b2o21bo2bo
$8b3o410b2o$8bo$9bo3$189bo$188b2o100b2o$188bobo98b2o$291bo$168b3o230b
2o$170bo17b2o210bo2bo$169bo18bobo209bo2bo$122b3o63bo212b2o21bo$122bo300b
2o13b3o$123bo299bobo12bo$167b2o270bo$87bo80b2o$87b2o78bo$86bobo164bo169b
o$253b2o19b2o146b2o$252bobo19bobo145bobo$119b3o152bo$119bo$120bo4$386b
2o$385bobo$387bo!

[carsoncheng]

xp36_32aczy08c8y0131zya354c (22P36) in 8G, down from 9G:

Code: Select all

x = 42, y = 38, rule = B3/S23
obo$b2o$bo3$30bobo$30b2o$31bo5$20bo$18bobo$19b2o2$32bo$30b2o$31b2o$9b
2o$10b2o$9bo2$21b2o$21bobo$21bo5$10bo$10b2o$9bobo3$40bo$39b2o$39bobo!

[Chris857]

Should reduce xp20_65la8ceeeec8al56zw11y0gx11z252x25196zy9cigk8x8k8zy6ggx1y0ggzy4ckla26eeee62alkc from 59G to 56G, xp36_ycggw32acy6c4o796zyd346wg0csay3uvvzg8oyrc97o4oz121upjy4gwgyf11zxvf7y3533y062sgz69e123y6354c from 67G to 64G, and xp44_y365la8ceeeec8al56zy511y411zzccy7si1isy7cczy9gg0ggz33y734843y733zzy5o8y48ozy36aa5137777315aa6 from 52G to 51G.

Code: Select all

x = 391, y = 324, rule = B3/S23
106bo$104bobo59bo$105b2o8bo49bo$116b2o47b3o$115b2o$163bo$161b2o$162b2o
4$23b2o10b2o96b2o10b2o$22bo2bo8bo2bo94bo2bo8bo2bo$22b3o2b6o2b3o94b3o2b
6o2b3o$25b2o6b2o100b2o6b2o$24bo10bo98bo10bo$24b2obo4bob2o98b2obo4bob2o
$29b2o108b2o18$152b2o$150bo2bo$150b3o$33b2o118b3o$34b2o116bo2bo$33bo24b
2o93b2o$58bobo$58bo3$55bo$54b2o$54bobo7$11b2o106bo$12b2o105b2o$11bo106b
obo$163b2o$28b2o133bobo$29b2o132bo$28bo41$289bo$287bobo99bo$288b2o8bo
89bo$299b2o87b3o$298b2o$386bo$384b2o$385b2o12$111bo$23b2o4b2o4b2o72bo
bo21b2o4b2o4b2o24bo$22bo2bobo4bobo2bo72b2o8bo11bo2bobo4bobo2bo22bo160b
2o4b2o4b2o$22b3o10b3o83b2o9b3o10b3o22b3o157bo2bobo4bobo2bo$25b2o6b2o85b
2o13b2o6b2o185b3o10b3o$24bo2b6o2bo98bo2b6o2bo22bo164b2o6b2o$24b2o8b2o
98b2o8b2o20b2o164bo2b6o2bo$167b2o163b2o8b2o28$157b2o$155bo2bo$155b3o$
38b2o118b3o$39b2o116bo2bo185b2o$38bo24b2o93b2o187b2o$63bobo280bo24b2o
$63bo307bobo$371bo2$60bo$59b2o307bo$59bobo305b2o$367bobo6$16b2o106bo$
17b2o105b2o198b2o$16bo106bobo199b2o$168b2o154bo$33b2o133bobo$34b2o132b
o172b2o$33bo308b2o$341bo14$302bo$302b2o$301bobo$386b2o$386bobo$386bo24$
101bo$bo99bobo$2bo89bo8b2o$3o87b2o$91b2o$4bo$5b2o$4b2o10$33b2o10b2o$32b
o2bo2b4o2bo2bo$32b3o2b6o2b3o$35b10o$34bo10bo$34b2o8b2o36$43b2o$42b2o$
18b2o24bo$17bobo$19bo3$22bo$22b2o$21bobo7$65b2o$64b2o$66bo2$48b2o$47b
2o$49bo14$88bo$87b2o$87bobo$3b2o$2bobo$4bo!

[May13]

Almost 2 years ago, I attempted to synthesize Merzenich's p11, but there was no progress. Now I made a full synthesis of this oscillator:

Code: Select all

x = 3812, y = 83, rule = B3/S23
403bo$384bo19bo$385b2o15b3o826bo$290bo93b2o846bo$289bo940b3o2351bo$
289b3o3290b2o$3583b2o2$445bo160bo$398bo44b2o162b2o16bobo$399b2o43b2o
160b2o17b2o817bo$398b2o226bo815bobo2259bo$1443b2o2260bo$3703b3o71bobo$
457bo3103bo151bo64b2o$402bobo52bobo3099bobo151bobo62bo$403b2o52b2o
3101b2o151b2o$403bo422bo69bo367bo2518bo$452bo164bo207bo69bo126bo239bob
o2512bo6bo$451bo11bo147bo3b2o208b3o67b3o125b2o238b2o1578bo125bo805bobo
4b3o$451b3o9bobo145b2o3b2o404b2o4bo513bo1299bo125bo807b2o$463b2o145bob
o414bo512bobo307bo991b3o61bo61b3o$1027b3o53bo198bo258b2o308bo1054bobo
65bo589b2o220b3o$420bo661bo173bobo4bobo14b2o567b3o987bo59bo6b2o57bobo
6bobo235b2o58b2o58b2o44bo13b2o44bo13b2o58b2o51b2o5b2o68b2o68b2o78b2o$
418bobo391bobo67bobo141bo52bo2b3o172b2o4b2o16b2o1557bo4bobo52bo65b2o6b
2o237bo59bo59bo42bobo14bo42bobo14bo59bo40b2o8bo8bo69bo69bo63bo15bo$
419b2o392b2o68b2o139bobo51bobo176bo6bo1573b3o4b2o51b3o5bo3bo55bo246bob
o57bobo57bobo41b2o14bobo41b2o14bobo57bobo37bobo17bobo67bobo45bo21bobo
59bobo15bobo$430bo382bo69bo141b2o50bobo65bo103bo228bo1367bo58bobo2bobo
298b2obobo54b2obobo54b2obobo54b2obobo54b2obobo54b2obobo38bo15b2obobo
64b2obobo42bobo19b2obobo59b2o13b2obobo$258bo171bobo132bo511b2o65bo105b
2o224b2o390bo1035bo2bo2b2o58b2o238bobobobo53bobobobo53bobobobo36b2o15b
obobobo53bobobobo53bobobobo53bobobobo63bobobobo43b2o18bobobobo73bobobo
bo$258b2o170b2o131b2o579b3o102b2o226b2o390bo1035b2o64bo57b2o58b2o58b2o
60bo2bo2b2o52bo2bo2b2o52bo2bo2b2o33bobo16bo2bo2b2o52bo2bo2b2o52bo2bo2b
2o52bo2bo2b2o57b2o3bo2bo2b2o57b2o3bo2bo2b2o61bo5b2o3bo2bo2b2o$257bobo
2bobo11bo144bobo140b2o638bo261bobo398b3o1100bo59bo59bo59bo63bo4bo54bo
4bo54bo4bo34bo19bo4bo40bo13bo4bo54bo4bo54bo4bo56b2o6bo4bo56b2o6bo4bo9b
o50bo5b2o6bo4bo$262b2o11bo66bo73bo4b2o453b2o78b2o68b2o48b2o12bo48b2o
62bo263b2o189bobo147bo683bo49bo49bo49bo49bo49bo109bo59bo57bobo57bobo
57bobo57bobo10bo51b4o56b4o56b4o38b2o16b4o40bobo13b4o37bo18b4o56b4o66b
4o66b4o9bo51bo14b4o$263bo11b3o63bo72bobo5bo453bo79bo69bo49bo13bobo46b
2o62b3o261bo190b2o99bo49bo58bo312bo49bo49bo49bo49bo49bo56b2obobo44b2ob
obo44b2obobo44b2obobo44b2obobo44b2obobo104b2obobo54b2obobo54b2obobo54b
2obobo54b2obobo54b2obobo8bo56b3o57b3o57b3o36b2o19b3o32b3obo2bo17b3o35b
2o20b3o57b3o67b3o67b3o6b3o68b3o$341b3o66bo4b2o402bobo55b3o9bobo65b3o
67b3o47b3o10b2o567bo47bo49bobo47b3o58b2o307b2obobo44b2obobo44b2obobo
44b2obobo44b2obobo44b2obobo54bobobobo43bobobobo43bobobobo43bobobobo43b
obobobo43bobobobo103bobobobo53bobobobo53bobobobo53bobobobo53bobobobo
53bobobobo8b3o40bo5bo5b2o2bo43bo5bo5b2o2bo43bo5bo5b2o2bo35bo7bo5bo5b2o
2bo34bo2b2o4bo5bo5b2o2bo34b2o7bo5bo5b2o2bo43bo5bo5b2o2bo53bo5bo5b2o2bo
53bo5bo5b2o2bo63bo5bo5b2o2bo$411b2o406b2o58bo9b2o68bo69bo49bo527bobo
47bo50bo2bo46b2o107bobo306bobobobo43bobobobo43bobobobo43bobobobo43bobo
bobo43bobobobo55bo2bo2b2o42bo2bo2b2o42bo2bo2b2o42bo2bo2b2o42bo2bo2b2o
42bo2bo2b2o102bo2bo2b2o52bo2bo2b2o52bo2bo2b2o52bo2bo2b2o52bo2bo2b2o52b
o2bo2b2o48bobo3bobo3bobo45bobo3bobo3bobo45bobo3bobo3bobo45bobo3bobo3bo
bo36bo8bobo3bobo3bobo34b2o9bobo3bobo3bobo45bobo3bobo3bobo55bobo3bobo3b
obo55bobo3bobo3bobo65bobo3bobo3bobo$269b2o139b2o403b2o3bo64b2o3bo148bo
49bo44bo3b2o3b2o49bo3b2o64bo91bo49bo79bo79bo36b3o2b2o6bo41bo3bo3bo39b
3obobo3bo44b2o3bo38b2o9bo96bo263bo2bo2b2o42bo2bo2b2o42bo2bo2b2o42bo2bo
2b2o42bo2bo2b2o42bo2bo2b2o56bo4bo44bo4bo44bo4bo44bo4bo44bo4bo44bo4bo
104bo4bo54bo4bo54bo4bo54bo4bo54bo4bo3bo50bo4bo47b2o5bo5bo46b2o5bo5bo
46b2o5bo5bo46b2o5bo5bo46b2o5bo5bo34bobo9b2o5bo5bo43bo2b2o5bo5bo53bo2b
2o5bo5bo53bo2b2o5bo5bo63bo2b2o5bo5bo$194bo11bo62bobo66bo194b2o78b2o75b
2ob2o45b2ob2o55b2ob2o10bobo52b2ob2o10bobo62b2ob2o6b2o9bo47b2ob2o6b2o5b
obo29b2ob2o6b2o5bobo39b2obobobo2bo2b2o45b2obobobo2bo59b2obobob2o83b2ob
obo44b2obobo74b2obobo74b2obobo37bo2bo3b2obobo38b3o2bobobobo43bobobobo
42bo2bobobo36bobo5b2obobo57bo37bobo9bo49bo49bo49bo38bo10bo54bo4bo44bo
4bo44bo4bo44bo4bo44bo4bo44bo4bo56b4o46b4o46b4o46b4o46b4o46b4o106b4o56b
4o56b4o56b4o56b4o3bo52b4o2b2o278b3o53bo5bob2o57b3o67b3o58b3o6b3o77b3o$
195b2o9bobo60bo64b2obobo84b2ob2o104bobob2o74bobob2o39bobo29bob2obob2o
41bob2obob2o51bob2obob2o6bo54bob2obob2o6bo64bob2obob2o3bo9bobo45bob2ob
ob2o3bo4bobo30bob2obob2o3bo4bobo40bob2obobo2bo49bob2obobo2bo46bo12bob
2obobobo82b2obobo44b2obobo55bo18b2obobo74b2obobo36bo7b2obobo44b2obobo
44b2obobo42bo2bobobo38bo4bobobobo53b2obobo36b2o6b2obobo44b2obobo44b2ob
obo44b2obobo36bo7b2obobo54b4o46b4o46b4o46b4o46b4o46b4o664b3o54b2obo5bo
38b4o56b4o56b4o56b4o52bo3b4o52b2o2b4o56b4o66b4o56bo9b4o76b4o14bo$74bo
5bo36b2o75b2o10b2o127bob2o5b2o61b2o16bob2o106bob2o15bobo58bob2o40b2o
34bob2o46bob2o56bob2o66bob2o76bob2o3bobo7b2o51bob2o3bobo2b2o36bob2o3bo
bo2b2o46bo2b2o55bo2b2o47b2o16bo2b2o85bo2b2o45bo2b2o54b2o19bo2b2o75bo2b
2o38b2o5bo2b2o45bo2b2o45bo2b2o41b2o2bo2b2o41b2o2bo2b2o50bobobobo43bobo
bobo37bo5bobobobo36bo6bobobobo43bobobobo36b3o4bobobobo355bo5bo5b2o36bo
5bo5b2o36bo5bo5b2o36bo5bo5b2o36bo5bo5b2o36bo5bo5b2o96bo5bo5b2o46bo5bo
5b2o46bo5bo5b2o46bo5bo5b2o46bo5bo5b2o46bo5bo5b2o9bobo35bo4bo54bo4bo54b
o4bo54bo4bo50bo3bo4bo54bo4bo54bo4bo64bo4bo54bo9bo4bo6b2o66bo4bo6b2o5bo
$75bo3bo37bo217bo8bobo59bobo16bo109bo18b2o59bo43bo35bo49bo59bo69bo79bo
7b2o3b3o54bo7b2o40bo7b2o50bo59bo50bobo16bo89bo4bo44bo4bo52b2o20bo4bo
57bo3bo12bo4bo36bo2bo4bo4bo44bo4bo44bo4bo44bo4bo44bo4bo50bo2bo2b2o33bo
4bo3bo2bo2b2o33bobo6bo2bo2b2o32bobo7bo2bo2b2o32bo9bo2bo2b2o32bo9bo2bo
2b2o42bo5bo5b2o36bo5bo5b2o36bo5bo5b2o36bo5bo5b2o36bo5bo5b2o36bo5bo5b2o
46bobo3bobo4b2o35bobo3bobo4b2o35bobo3bobo4bobo34bobo3bobo4bobo34bobo3b
obo3bo2bo34bobo3bobo3bobo95bobo3bobo3bobo45bobo3bobo3bobo45bobo3bobo3b
obo45bobo3bobo3bobo45bobo3bobo3bobo8bo36bobo3bobo3bobo9b2o37b2o2bo2bo
52b2o2bo2bo52b2o2bo2bo52b2o2bo2bo52b2o2bo2bo52b2o2bo2bo52b2o2bo2bo62b
2o2bo2bo62b2o2bo2bo3b2o67b2o2bo2bo3b2o5bo$73b3o3b3o36b3o215b3o5bo63bo
17b3o107b3o16bo60b3o77b3o47b3o57b3o67b3o77b3o9bo57b3o47b3o57b4o56b4o
66b4o11bo74b4o46b4o76b4o56bobob2o14b4o38b2o6b4o46b4o46b4o46b4o46b4o54b
o4bo33b2obobo5bo4bo29b2o2b2o9bo4bo32b2o10bo4bo32bo11bo4bo29bobo12bo4bo
40bobo3bobo4b2o35bobo3bobo4b2o35bobo3bobo4b2o35bobo3bobo4b2o35bobo3bob
o4b2o35bobo3bobo4b2o46b2o5bo42b2o5bo42b2o5bo6bo35b2o5bo6bobo33b2o5bo4b
o2bo34b2o5bo4b2o96b2o5bo5bo46b2o5bo5bo46b2o5bo5bo46b2o5bo5bo7bo38b2o5b
o5bo4b2o2bo37b2o5bo5bo7b2o42bobobobo53bobobobo53bobobobo53bobobobo53bo
bobobo42b3o8bobobobo53bobobobo63bobobobo63bobobobo18b2o53bobobobo$121b
o217bo89bo109bo79bo51bo27bo35b2o12bo45b2o12bo55b2o12bo65b2o12bo9bo5bo
39b2o12bo35b2o12bo45b2o13bo44b2o13bo54b2o13bo8b2o4b3o57b2o48b2o78b2o
70b2o2b2o322b4o33b2o2bobo6b4o31b2o13b4o46b4o31b3o12b4o31b2o13b4o41b2o
5bo42b2o5bo42b2o5bo42b2o5bo42b2o5bo42b2o5bo114bo57bo45bo47b2o344b2o56b
o2bob3o55b2o43bobob2o54bobob2o54bobob2o54bobob2o54bobob2o45bo8bobob2o
54bobob2o64bobob2o15bo48bobob2o19bobo52bobob2o13b2o$118b2obo138bo71bo
5b2o82bo5b2o25b3o74bo5b2o72bo5b2o49b2o21bo5b2o35bo6bo5b2o45bo6bo5b2o
55bo6bo5b2o65bo6bo5b2o14b2o39bo6bo5b2o35bo6bo5b2o45bo6bo5b2o45bo6bo5b
2o55bo6bo5b2o10b2o3bo59bo6bo5b2o35bo6bo5b2o65bo6bo5b2o72bo5b2o42bo5b2o
42bo5b2o42bo5b2o42bo5b2o42bo5b2o97bo41bo53bo50b2o121b2o2b2o288b4o46b4o
6bobo2b2o33b4o13b2o31b4o46b4o12b3o31b4o13b2o91b4o56b4o56b4o56b4o16b2o
38b4o13bobo40b4o18bo43bo59bo59bobo57bobo57bobo46bo10bobo57bobo67bobo
17bobo47bobo21bo55bobo15bobo$22bo44b2o7b2o39bobobobo135bobo69bobo87bob
o31bo75bobo19b2o56bobo4bo51b2o19bobo4bo37bo4bobo4bo47bo4bobo4bo57bo4bo
bo4bo67bo4bobo4bo15bobo39bo4bobo4bo37bo4bobo4bo47bo4bobo4bo47bo4bobo4b
o57bo4bobo4bo17bo59bo4bobo4b2o36bo4bobo4b2o48bo17bo4bobo4b2o65b2o4bobo
4b2o35b2o4bobo4b2o35b2o4bobo4b2o35b2o4bobo4b2o35b2o4bobo4b2o35b2o4bobo
4b2o51bo5b2o42bo5b2o35bo6bo5b2o33bobo6bo5b2o34bo2bo4bo5b2o36b2o4bo5b2o
41b4o14b2obobo26b4o6b2o38b4o46b4o46b4o46b4o56bo4bo44bo4bo5bobob2o33bo
4bo9b2o2b2o29bo4bo10b2o32bo4bo11bo32bo4bo12bobo89bo4bo54bo4bo54bo4bo
54bo4bo19bo34bo4bo13bo40bo4bo183bo59bo59bo59bo59bo69bo8bo8b2o50bo79bo
15bo$20bobo44bo8bobo39bo3b2o69b2o58b2o5bo64b2o5bo66b2o14b2o5bo33bo68b
2o5bo21b2o49b2o5bo6bo65b2o5bo6bo35b2o5bo6bo45b2o5bo6bo55b2o5bo6bo65b2o
5bo6bo55b2o5bo6bo35b2o5bo6bo45b2o5bo6bo45b2o5bo6bo55b2o5bo6bo75b2o5bo
42b2o5bo56bo3b2o10b2o5bo72b2o5bo42b2o5bo42b2o5bo42b2o5bo42b2o5bo42b2o
5bo51b2o4bobo4b2o35b2o4bobo4b2o34bobo4bobo4b2o34bobo4bobo4b2o34bo2bo3b
obo4b2o35bobo3bobo4b2o40bo4bo12bo3bo27bo4bo4bo2bo36bo4bo44bo4bo44bo4bo
44bo4bo56b2o2bo2bo42b2o2bo2bo3bo4bo33b2o2bo2bo6bobo33b2o2bo2bo7bobo32b
2o2bo2bo9bo32b2o2bo2bo9bo92b2o2bo2bo52b2o2bo2bo52b2o2bo2bo52b2o2bo2bo
16bobo33b2o2bo2bo52b2o2bo2bo124b2o53bo60b2o58b2o58b2o58b2o68b2o5b2o61b
2o78b2o$21b2o45b3o5bo38bo77bo59bo71bo72bobo14bo109bo27bo51bo12b2o65bo
12b2o35bo12b2o45bo12b2o55bo12b2o65bo12b2o55bo12b2o35bo12b2o45bo12b2o
45bo12b2o55bo12b2o75bo48bo62b3o4b2o8bo389b2o5bo42b2o5bo42b2o5bo42b2o5b
o42b2o5bo42b2o5bo48b2o2bo45b2o2bo5b2o38b2o2bo45b2o2bo45b2o2bo2b2o41b2o
2bo2b2o54bobobobo43bobobobo43bobobobo5bo37bobobobo6bo36bobobobo43bobob
obo4b3o96bobobobo53bobobobo53bobobobo53bobobobo15b2o36bobobobo53bobobo
bo118b2o2bo2bo52b2o317b2o145b3o$71bo42b2o78b3o57b3o69b3o71bo15b3o107b
3o77b3o60bo16b3o47b3o57b3o67b3o77b3o67b3o47b3o57b3o57b3o67b3o87b3o46b
4o64bo11b4o76b4o46b4o46b4o46b4o46b4o46b4o363bobob2o44bobob2o7bo36bobob
2o44bobob2o44bobobo2bo42bobobobo4bo49bobob2o44bobob2o6b2o36bobob2o44bo
bob2o44bobob2o44bobob2o7bo96bobob2o54bobob2o54bobob2o54bobob2o54bobob
2o54bobob2o64bo53bobo2bobo535b2o$68b2obo37b3o2bobo80bo59bo71bo89bo109b
o35bo43bo59b2o18bo49bo59bo23b3o43bo23b3o53bo69bo49bo59bo59bo69bo20b2o
67bo49bo79bo16bobo55bo4bo44bo4bo44bo4bo44bo4bo44bo4bo44bo4bo54b4o46b4o
46b4o46b4o46b4o46b4o54bobob2o44bobob2o3bo2bo37bobobobo2b3o38bobobobo
43bobobo2bo42bobob2o5bobo48bo49bo9bobo37bo49bo49bo49bo10bo98bo59bo59bo
59bo16b2o41bo16b2o41bo68b2o4b3o47bo3bo5b3o51bo475b2o$14b3o11bo38bobob
2o38bo82b2obo10b3o43b2obo68b2obo86b2obo106b2obo34b2o40b2obo58bobo15b2o
bo46b2obo56b2obo23bo42b2obo23bo52b2obo66b2obo46b2obo56b2obo56b2obo66b
2obo19b2o65b2obo45b2o2bo75b2o2bo16b2o57b2o2bo45b2o2bo45b2o2bo45b2o2bo
45b2o2bo45b2o2bo53bo4bo44bo4bo44bo4bo44bo4bo44bo4bo44bo4bo54bo49bo6b2o
2b3o36bo3bo3bo41bo3bobob3o39bo3b2o44bo9b2o111bo494bobo57bobo108bobo4bo
59bo44b2o6b2o464b3o3b3o4bo$16bo11b2o38bo41bo82bobobobo8bo44bobobobo65b
obobobo83bobobobo103bobobobo32bobo38bobobobo73bobobobo43bobobobo53bobo
bob2obo19bo40bobobob2obo19bo50bobobob2obo60bobobob2obo40bobobob2obo50b
obobob2obo50bobobob2obo60bobobob2obo16bo59bo3bobobob2obo39bo2bobob2obo
70bobobob2obo12bo59bobob2o44bobob2o44bobob2o44bobob2o44bobob2o44bobob
2o51b2o2bo45b2o2bo45b2o2bo45b2o2bo45b2o2bo45b2o2bo111bobo49bo45bo2bo
48b2o108bobo548bo59bo118bo51b2o6bo42bobo6bobo463bo5bo$15bo11bobo2bobo
158b2o3b2o9bo43b2o3b2o65b2o3b2o83b2o3b2o103b2o3b2o73b2o3b2o73b2o3b2o
43b2o3b2o53b2o3b2ob2o60b2o3b2ob2o70b2o3b2ob2o60b2o3b2ob2o40b2o3b2ob2o
50b2o3b2ob2o50b2o3b2ob2o60b2o3b2ob2o74bobo3b2o3b2ob2o39bo2bobobob2o71b
2obobob2o72bobob2o44bobob2o44bobob2o44bobob2o44bobob2o44bobob2o53bobob
2o44bobob2o44bobob2o44bobob2o44bobob2o44bobob2o158bo51bo47bobo47b3o57b
2o779bobo51bo473bo5bo$32b2o1306b2o53b2o3bo79bo77bo49bo49bo49bo49bo49bo
57bobob2o44bobob2o44bobob2o44bobob2o44bobob2o44bobob2o158b2o98bo49bo
60bo723b3o55bo55b3o319b2o55b2o$33bo1833bo49bo49bo49bo49bo49bo161bobo
149bo785bo113bo319bobo53bobo$1391b2o1097b3o723bo113bo320bo57bo$1277bo
67b2o43bobo1097bo1226b3o$1276b2o62b2o3bobo44bo1098bo1225bo$659b2o615bo
bo60bobo3bo2372bo$660b2o604b2o73bo152b2o$659bo607b2o224b2o$1266bo228bo
1012b3o$1480bo6bo709b2o309bo$1462b2o16b2o4b2o709bobo309bo1118b2o$1463b
2o14bobo4bobo708bo1431b2o$1462bo2165bo$742bobo$737b2o3b2o$738b2o3bo
736b2o$737bo742bobo$1480bo5$1300b2o$3o725bo571bobo$2bo725b2o17b2o551bo
$bo725bobo16b2o$748bo4$1512b3o$1512bo$1513bo!

I counted the number of gliders in this synthesis and got 206.

[Chris857]

Almost 2 years ago, I attempted to synthesize Merzenich's p11, but there was no progress. Now I made a full synthesis of this oscillator:

Code: Select all

x = 3812, y = 83, rule = B3/S23
403bo$384bo19bo$385b2o15b3o826bo$290bo93b2o846bo$289bo940b3o2351bo$
289b3o3290b2o$3583b2o2$445bo160bo$398bo44b2o162b2o16bobo$399b2o43b2o
160b2o17b2o817bo$398b2o226bo815bobo2259bo$1443b2o2260bo$3703b3o71bobo$
457bo3103bo151bo64b2o$402bobo52bobo3099bobo151bobo62bo$403b2o52b2o
3101b2o151b2o$403bo422bo69bo367bo2518bo$452bo164bo207bo69bo126bo239bob
o2512bo6bo$451bo11bo147bo3b2o208b3o67b3o125b2o238b2o1578bo125bo805bobo
4b3o$451b3o9bobo145b2o3b2o404b2o4bo513bo1299bo125bo807b2o$463b2o145bob
o414bo512bobo307bo991b3o61bo61b3o$1027b3o53bo198bo258b2o308bo1054bobo
65bo589b2o220b3o$420bo661bo173bobo4bobo14b2o567b3o987bo59bo6b2o57bobo
6bobo235b2o58b2o58b2o44bo13b2o44bo13b2o58b2o51b2o5b2o68b2o68b2o78b2o$
418bobo391bobo67bobo141bo52bo2b3o172b2o4b2o16b2o1557bo4bobo52bo65b2o6b
2o237bo59bo59bo42bobo14bo42bobo14bo59bo40b2o8bo8bo69bo69bo63bo15bo$
419b2o392b2o68b2o139bobo51bobo176bo6bo1573b3o4b2o51b3o5bo3bo55bo246bob
o57bobo57bobo41b2o14bobo41b2o14bobo57bobo37bobo17bobo67bobo45bo21bobo
59bobo15bobo$430bo382bo69bo141b2o50bobo65bo103bo228bo1367bo58bobo2bobo
298b2obobo54b2obobo54b2obobo54b2obobo54b2obobo54b2obobo38bo15b2obobo
64b2obobo42bobo19b2obobo59b2o13b2obobo$258bo171bobo132bo511b2o65bo105b
2o224b2o390bo1035bo2bo2b2o58b2o238bobobobo53bobobobo53bobobobo36b2o15b
obobobo53bobobobo53bobobobo53bobobobo63bobobobo43b2o18bobobobo73bobobo
bo$258b2o170b2o131b2o579b3o102b2o226b2o390bo1035b2o64bo57b2o58b2o58b2o
60bo2bo2b2o52bo2bo2b2o52bo2bo2b2o33bobo16bo2bo2b2o52bo2bo2b2o52bo2bo2b
2o52bo2bo2b2o57b2o3bo2bo2b2o57b2o3bo2bo2b2o61bo5b2o3bo2bo2b2o$257bobo
2bobo11bo144bobo140b2o638bo261bobo398b3o1100bo59bo59bo59bo63bo4bo54bo
4bo54bo4bo34bo19bo4bo40bo13bo4bo54bo4bo54bo4bo56b2o6bo4bo56b2o6bo4bo9b
o50bo5b2o6bo4bo$262b2o11bo66bo73bo4b2o453b2o78b2o68b2o48b2o12bo48b2o
62bo263b2o189bobo147bo683bo49bo49bo49bo49bo49bo109bo59bo57bobo57bobo
57bobo57bobo10bo51b4o56b4o56b4o38b2o16b4o40bobo13b4o37bo18b4o56b4o66b
4o66b4o9bo51bo14b4o$263bo11b3o63bo72bobo5bo453bo79bo69bo49bo13bobo46b
2o62b3o261bo190b2o99bo49bo58bo312bo49bo49bo49bo49bo49bo56b2obobo44b2ob
obo44b2obobo44b2obobo44b2obobo44b2obobo104b2obobo54b2obobo54b2obobo54b
2obobo54b2obobo54b2obobo8bo56b3o57b3o57b3o36b2o19b3o32b3obo2bo17b3o35b
2o20b3o57b3o67b3o67b3o6b3o68b3o$341b3o66bo4b2o402bobo55b3o9bobo65b3o
67b3o47b3o10b2o567bo47bo49bobo47b3o58b2o307b2obobo44b2obobo44b2obobo
44b2obobo44b2obobo44b2obobo54bobobobo43bobobobo43bobobobo43bobobobo43b
obobobo43bobobobo103bobobobo53bobobobo53bobobobo53bobobobo53bobobobo
53bobobobo8b3o40bo5bo5b2o2bo43bo5bo5b2o2bo43bo5bo5b2o2bo35bo7bo5bo5b2o
2bo34bo2b2o4bo5bo5b2o2bo34b2o7bo5bo5b2o2bo43bo5bo5b2o2bo53bo5bo5b2o2bo
53bo5bo5b2o2bo63bo5bo5b2o2bo$411b2o406b2o58bo9b2o68bo69bo49bo527bobo
47bo50bo2bo46b2o107bobo306bobobobo43bobobobo43bobobobo43bobobobo43bobo
bobo43bobobobo55bo2bo2b2o42bo2bo2b2o42bo2bo2b2o42bo2bo2b2o42bo2bo2b2o
42bo2bo2b2o102bo2bo2b2o52bo2bo2b2o52bo2bo2b2o52bo2bo2b2o52bo2bo2b2o52b
o2bo2b2o48bobo3bobo3bobo45bobo3bobo3bobo45bobo3bobo3bobo45bobo3bobo3bo
bo36bo8bobo3bobo3bobo34b2o9bobo3bobo3bobo45bobo3bobo3bobo55bobo3bobo3b
obo55bobo3bobo3bobo65bobo3bobo3bobo$269b2o139b2o403b2o3bo64b2o3bo148bo
49bo44bo3b2o3b2o49bo3b2o64bo91bo49bo79bo79bo36b3o2b2o6bo41bo3bo3bo39b
3obobo3bo44b2o3bo38b2o9bo96bo263bo2bo2b2o42bo2bo2b2o42bo2bo2b2o42bo2bo
2b2o42bo2bo2b2o42bo2bo2b2o56bo4bo44bo4bo44bo4bo44bo4bo44bo4bo44bo4bo
104bo4bo54bo4bo54bo4bo54bo4bo54bo4bo3bo50bo4bo47b2o5bo5bo46b2o5bo5bo
46b2o5bo5bo46b2o5bo5bo46b2o5bo5bo34bobo9b2o5bo5bo43bo2b2o5bo5bo53bo2b
2o5bo5bo53bo2b2o5bo5bo63bo2b2o5bo5bo$194bo11bo62bobo66bo194b2o78b2o75b
2ob2o45b2ob2o55b2ob2o10bobo52b2ob2o10bobo62b2ob2o6b2o9bo47b2ob2o6b2o5b
obo29b2ob2o6b2o5bobo39b2obobobo2bo2b2o45b2obobobo2bo59b2obobob2o83b2ob
obo44b2obobo74b2obobo74b2obobo37bo2bo3b2obobo38b3o2bobobobo43bobobobo
42bo2bobobo36bobo5b2obobo57bo37bobo9bo49bo49bo49bo38bo10bo54bo4bo44bo
4bo44bo4bo44bo4bo44bo4bo44bo4bo56b4o46b4o46b4o46b4o46b4o46b4o106b4o56b
4o56b4o56b4o56b4o3bo52b4o2b2o278b3o53bo5bob2o57b3o67b3o58b3o6b3o77b3o$
195b2o9bobo60bo64b2obobo84b2ob2o104bobob2o74bobob2o39bobo29bob2obob2o
41bob2obob2o51bob2obob2o6bo54bob2obob2o6bo64bob2obob2o3bo9bobo45bob2ob
ob2o3bo4bobo30bob2obob2o3bo4bobo40bob2obobo2bo49bob2obobo2bo46bo12bob
2obobobo82b2obobo44b2obobo55bo18b2obobo74b2obobo36bo7b2obobo44b2obobo
44b2obobo42bo2bobobo38bo4bobobobo53b2obobo36b2o6b2obobo44b2obobo44b2ob
obo44b2obobo36bo7b2obobo54b4o46b4o46b4o46b4o46b4o46b4o664b3o54b2obo5bo
38b4o56b4o56b4o56b4o52bo3b4o52b2o2b4o56b4o66b4o56bo9b4o76b4o14bo$74bo
5bo36b2o75b2o10b2o127bob2o5b2o61b2o16bob2o106bob2o15bobo58bob2o40b2o
34bob2o46bob2o56bob2o66bob2o76bob2o3bobo7b2o51bob2o3bobo2b2o36bob2o3bo
bo2b2o46bo2b2o55bo2b2o47b2o16bo2b2o85bo2b2o45bo2b2o54b2o19bo2b2o75bo2b
2o38b2o5bo2b2o45bo2b2o45bo2b2o41b2o2bo2b2o41b2o2bo2b2o50bobobobo43bobo
bobo37bo5bobobobo36bo6bobobobo43bobobobo36b3o4bobobobo355bo5bo5b2o36bo
5bo5b2o36bo5bo5b2o36bo5bo5b2o36bo5bo5b2o36bo5bo5b2o96bo5bo5b2o46bo5bo
5b2o46bo5bo5b2o46bo5bo5b2o46bo5bo5b2o46bo5bo5b2o9bobo35bo4bo54bo4bo54b
o4bo54bo4bo50bo3bo4bo54bo4bo54bo4bo64bo4bo54bo9bo4bo6b2o66bo4bo6b2o5bo
$75bo3bo37bo217bo8bobo59bobo16bo109bo18b2o59bo43bo35bo49bo59bo69bo79bo
7b2o3b3o54bo7b2o40bo7b2o50bo59bo50bobo16bo89bo4bo44bo4bo52b2o20bo4bo
57bo3bo12bo4bo36bo2bo4bo4bo44bo4bo44bo4bo44bo4bo44bo4bo50bo2bo2b2o33bo
4bo3bo2bo2b2o33bobo6bo2bo2b2o32bobo7bo2bo2b2o32bo9bo2bo2b2o32bo9bo2bo
2b2o42bo5bo5b2o36bo5bo5b2o36bo5bo5b2o36bo5bo5b2o36bo5bo5b2o36bo5bo5b2o
46bobo3bobo4b2o35bobo3bobo4b2o35bobo3bobo4bobo34bobo3bobo4bobo34bobo3b
obo3bo2bo34bobo3bobo3bobo95bobo3bobo3bobo45bobo3bobo3bobo45bobo3bobo3b
obo45bobo3bobo3bobo45bobo3bobo3bobo8bo36bobo3bobo3bobo9b2o37b2o2bo2bo
52b2o2bo2bo52b2o2bo2bo52b2o2bo2bo52b2o2bo2bo52b2o2bo2bo52b2o2bo2bo62b
2o2bo2bo62b2o2bo2bo3b2o67b2o2bo2bo3b2o5bo$73b3o3b3o36b3o215b3o5bo63bo
17b3o107b3o16bo60b3o77b3o47b3o57b3o67b3o77b3o9bo57b3o47b3o57b4o56b4o
66b4o11bo74b4o46b4o76b4o56bobob2o14b4o38b2o6b4o46b4o46b4o46b4o46b4o54b
o4bo33b2obobo5bo4bo29b2o2b2o9bo4bo32b2o10bo4bo32bo11bo4bo29bobo12bo4bo
40bobo3bobo4b2o35bobo3bobo4b2o35bobo3bobo4b2o35bobo3bobo4b2o35bobo3bob
o4b2o35bobo3bobo4b2o46b2o5bo42b2o5bo42b2o5bo6bo35b2o5bo6bobo33b2o5bo4b
o2bo34b2o5bo4b2o96b2o5bo5bo46b2o5bo5bo46b2o5bo5bo46b2o5bo5bo7bo38b2o5b
o5bo4b2o2bo37b2o5bo5bo7b2o42bobobobo53bobobobo53bobobobo53bobobobo53bo
bobobo42b3o8bobobobo53bobobobo63bobobobo63bobobobo18b2o53bobobobo$121b
o217bo89bo109bo79bo51bo27bo35b2o12bo45b2o12bo55b2o12bo65b2o12bo9bo5bo
39b2o12bo35b2o12bo45b2o13bo44b2o13bo54b2o13bo8b2o4b3o57b2o48b2o78b2o
70b2o2b2o322b4o33b2o2bobo6b4o31b2o13b4o46b4o31b3o12b4o31b2o13b4o41b2o
5bo42b2o5bo42b2o5bo42b2o5bo42b2o5bo42b2o5bo114bo57bo45bo47b2o344b2o56b
o2bob3o55b2o43bobob2o54bobob2o54bobob2o54bobob2o54bobob2o45bo8bobob2o
54bobob2o64bobob2o15bo48bobob2o19bobo52bobob2o13b2o$118b2obo138bo71bo
5b2o82bo5b2o25b3o74bo5b2o72bo5b2o49b2o21bo5b2o35bo6bo5b2o45bo6bo5b2o
55bo6bo5b2o65bo6bo5b2o14b2o39bo6bo5b2o35bo6bo5b2o45bo6bo5b2o45bo6bo5b
2o55bo6bo5b2o10b2o3bo59bo6bo5b2o35bo6bo5b2o65bo6bo5b2o72bo5b2o42bo5b2o
42bo5b2o42bo5b2o42bo5b2o42bo5b2o97bo41bo53bo50b2o121b2o2b2o288b4o46b4o
6bobo2b2o33b4o13b2o31b4o46b4o12b3o31b4o13b2o91b4o56b4o56b4o56b4o16b2o
38b4o13bobo40b4o18bo43bo59bo59bobo57bobo57bobo46bo10bobo57bobo67bobo
17bobo47bobo21bo55bobo15bobo$22bo44b2o7b2o39bobobobo135bobo69bobo87bob
o31bo75bobo19b2o56bobo4bo51b2o19bobo4bo37bo4bobo4bo47bo4bobo4bo57bo4bo
bo4bo67bo4bobo4bo15bobo39bo4bobo4bo37bo4bobo4bo47bo4bobo4bo47bo4bobo4b
o57bo4bobo4bo17bo59bo4bobo4b2o36bo4bobo4b2o48bo17bo4bobo4b2o65b2o4bobo
4b2o35b2o4bobo4b2o35b2o4bobo4b2o35b2o4bobo4b2o35b2o4bobo4b2o35b2o4bobo
4b2o51bo5b2o42bo5b2o35bo6bo5b2o33bobo6bo5b2o34bo2bo4bo5b2o36b2o4bo5b2o
41b4o14b2obobo26b4o6b2o38b4o46b4o46b4o46b4o56bo4bo44bo4bo5bobob2o33bo
4bo9b2o2b2o29bo4bo10b2o32bo4bo11bo32bo4bo12bobo89bo4bo54bo4bo54bo4bo
54bo4bo19bo34bo4bo13bo40bo4bo183bo59bo59bo59bo59bo69bo8bo8b2o50bo79bo
15bo$20bobo44bo8bobo39bo3b2o69b2o58b2o5bo64b2o5bo66b2o14b2o5bo33bo68b
2o5bo21b2o49b2o5bo6bo65b2o5bo6bo35b2o5bo6bo45b2o5bo6bo55b2o5bo6bo65b2o
5bo6bo55b2o5bo6bo35b2o5bo6bo45b2o5bo6bo45b2o5bo6bo55b2o5bo6bo75b2o5bo
42b2o5bo56bo3b2o10b2o5bo72b2o5bo42b2o5bo42b2o5bo42b2o5bo42b2o5bo42b2o
5bo51b2o4bobo4b2o35b2o4bobo4b2o34bobo4bobo4b2o34bobo4bobo4b2o34bo2bo3b
obo4b2o35bobo3bobo4b2o40bo4bo12bo3bo27bo4bo4bo2bo36bo4bo44bo4bo44bo4bo
44bo4bo56b2o2bo2bo42b2o2bo2bo3bo4bo33b2o2bo2bo6bobo33b2o2bo2bo7bobo32b
2o2bo2bo9bo32b2o2bo2bo9bo92b2o2bo2bo52b2o2bo2bo52b2o2bo2bo52b2o2bo2bo
16bobo33b2o2bo2bo52b2o2bo2bo124b2o53bo60b2o58b2o58b2o58b2o68b2o5b2o61b
2o78b2o$21b2o45b3o5bo38bo77bo59bo71bo72bobo14bo109bo27bo51bo12b2o65bo
12b2o35bo12b2o45bo12b2o55bo12b2o65bo12b2o55bo12b2o35bo12b2o45bo12b2o
45bo12b2o55bo12b2o75bo48bo62b3o4b2o8bo389b2o5bo42b2o5bo42b2o5bo42b2o5b
o42b2o5bo42b2o5bo48b2o2bo45b2o2bo5b2o38b2o2bo45b2o2bo45b2o2bo2b2o41b2o
2bo2b2o54bobobobo43bobobobo43bobobobo5bo37bobobobo6bo36bobobobo43bobob
obo4b3o96bobobobo53bobobobo53bobobobo53bobobobo15b2o36bobobobo53bobobo
bo118b2o2bo2bo52b2o317b2o145b3o$71bo42b2o78b3o57b3o69b3o71bo15b3o107b
3o77b3o60bo16b3o47b3o57b3o67b3o77b3o67b3o47b3o57b3o57b3o67b3o87b3o46b
4o64bo11b4o76b4o46b4o46b4o46b4o46b4o46b4o363bobob2o44bobob2o7bo36bobob
2o44bobob2o44bobobo2bo42bobobobo4bo49bobob2o44bobob2o6b2o36bobob2o44bo
bob2o44bobob2o44bobob2o7bo96bobob2o54bobob2o54bobob2o54bobob2o54bobob
2o54bobob2o64bo53bobo2bobo535b2o$68b2obo37b3o2bobo80bo59bo71bo89bo109b
o35bo43bo59b2o18bo49bo59bo23b3o43bo23b3o53bo69bo49bo59bo59bo69bo20b2o
67bo49bo79bo16bobo55bo4bo44bo4bo44bo4bo44bo4bo44bo4bo44bo4bo54b4o46b4o
46b4o46b4o46b4o46b4o54bobob2o44bobob2o3bo2bo37bobobobo2b3o38bobobobo
43bobobo2bo42bobob2o5bobo48bo49bo9bobo37bo49bo49bo49bo10bo98bo59bo59bo
59bo16b2o41bo16b2o41bo68b2o4b3o47bo3bo5b3o51bo475b2o$14b3o11bo38bobob
2o38bo82b2obo10b3o43b2obo68b2obo86b2obo106b2obo34b2o40b2obo58bobo15b2o
bo46b2obo56b2obo23bo42b2obo23bo52b2obo66b2obo46b2obo56b2obo56b2obo66b
2obo19b2o65b2obo45b2o2bo75b2o2bo16b2o57b2o2bo45b2o2bo45b2o2bo45b2o2bo
45b2o2bo45b2o2bo53bo4bo44bo4bo44bo4bo44bo4bo44bo4bo44bo4bo54bo49bo6b2o
2b3o36bo3bo3bo41bo3bobob3o39bo3b2o44bo9b2o111bo494bobo57bobo108bobo4bo
59bo44b2o6b2o464b3o3b3o4bo$16bo11b2o38bo41bo82bobobobo8bo44bobobobo65b
obobobo83bobobobo103bobobobo32bobo38bobobobo73bobobobo43bobobobo53bobo
bob2obo19bo40bobobob2obo19bo50bobobob2obo60bobobob2obo40bobobob2obo50b
obobob2obo50bobobob2obo60bobobob2obo16bo59bo3bobobob2obo39bo2bobob2obo
70bobobob2obo12bo59bobob2o44bobob2o44bobob2o44bobob2o44bobob2o44bobob
2o51b2o2bo45b2o2bo45b2o2bo45b2o2bo45b2o2bo45b2o2bo111bobo49bo45bo2bo
48b2o108bobo548bo59bo118bo51b2o6bo42bobo6bobo463bo5bo$15bo11bobo2bobo
158b2o3b2o9bo43b2o3b2o65b2o3b2o83b2o3b2o103b2o3b2o73b2o3b2o73b2o3b2o
43b2o3b2o53b2o3b2ob2o60b2o3b2ob2o70b2o3b2ob2o60b2o3b2ob2o40b2o3b2ob2o
50b2o3b2ob2o50b2o3b2ob2o60b2o3b2ob2o74bobo3b2o3b2ob2o39bo2bobobob2o71b
2obobob2o72bobob2o44bobob2o44bobob2o44bobob2o44bobob2o44bobob2o53bobob
2o44bobob2o44bobob2o44bobob2o44bobob2o44bobob2o158bo51bo47bobo47b3o57b
2o779bobo51bo473bo5bo$32b2o1306b2o53b2o3bo79bo77bo49bo49bo49bo49bo49bo
57bobob2o44bobob2o44bobob2o44bobob2o44bobob2o44bobob2o158b2o98bo49bo
60bo723b3o55bo55b3o319b2o55b2o$33bo1833bo49bo49bo49bo49bo49bo161bobo
149bo785bo113bo319bobo53bobo$1391b2o1097b3o723bo113bo320bo57bo$1277bo
67b2o43bobo1097bo1226b3o$1276b2o62b2o3bobo44bo1098bo1225bo$659b2o615bo
bo60bobo3bo2372bo$660b2o604b2o73bo152b2o$659bo607b2o224b2o$1266bo228bo
1012b3o$1480bo6bo709b2o309bo$1462b2o16b2o4b2o709bobo309bo1118b2o$1463b
2o14bobo4bobo708bo1431b2o$1462bo2165bo$742bobo$737b2o3b2o$738b2o3bo
736b2o$737bo742bobo$1480bo5$1300b2o$3o725bo571bobo$2bo725b2o17b2o551bo
$bo725bobo16b2o$748bo4$1512b3o$1512bo$1513bo!

I counted the number of gliders in this synthesis and got 206.

Minus 2G, or 204G total.

Code: Select all

x = 113, y = 33, rule = B3/S23
23b2ob2o3b2o70b2ob2o3b2o$3bo19bob2obobobo70bob2obobobo$bobo24bob2o76b
ob2o$2b2o24bo79bo$29b3o77b3o$18b2o12bo65b2o12bo$18bo6bo5b2o65bo6bo5b2o
$19bo4bobo4bo67bo4bobo4bo$18b2o5bo6bo65b2o5bo6bo$18bo12b2o65bo12b2o$19b
3o77b3o$22bo60bo9b2o7bo$19b2obo61bo8bobo3b2obo$19b2obob2obo54b3o2bobo
5bo3b2obob2obo$23b2ob2o60b2o5b2o6b2ob2o$88bo8$18b2o$2o15b2o$b2o16bo$o
2$19b2o$19bobo87b3o$19bo67bo21bo$87b2o21bo$86bobo!

And minus another 3G to 201G total.

Code: Select all

x = 174, y = 68, rule = B3/S23
153bo$153bobo15bobo$153b2o16b2o$172bo5$86bobo$87b2o68bobo$87bo69b2o$158b
o2$74bo$75bo$73b3o$157bobo$157b2o$68bo11bo24bo52bo$69bo8bobo22bobo$67b
3o9b2o23b2o$156bo$155bo$155b3o9$17bo$16bo$16b3o$bo$2bo$3o6$118b2o$117b
o2bo$118b2o3$6b2ob2o105b2ob2o$6b2obo106b2obo$9bo109bo$6b3o107b3o$5bo109b
o$5b2o5bo102b2o5bo$11bobo107bobo$12bo5b2o102bo5b2o$19bo109bo$16b3o107b
3o$15bo109bo$15bob2o106bob2o$13bobobobo103bobobobo$13b2o3b2o103b2o3b2o
4$75b2o$74bobo$76bo!

Edit apparently something dropped the cost to 178G.

[Chris857]

Should reduce p67 B-heptomino hassler from 220G to 196G with a much more direct and edgy tub insertion. Previously it was a many step process to nudge the tubs in close enough.

Code: Select all

x = 94, y = 94, rule = B3/S23
34bo$35bo$33b3o6$45bobo$46b2o$46bo$74bo$73bo$73b3o$43bobo$44b2o$44bo$
20bo$13bo4bobo54bo$11bobo5b2o53bo$12b2o60b3o5$45b2o$44bobo$44bo4bo$42b
2ob5o$43bobo$43bobob3o$44b2obo2bo$49b2o$91bo$91bobo$91b2o$51b2o$51b2o
3$42b2o$36b2o3bo2bo7bo$36b2o4b2o7bobo11bo$31b2o18bobo9b3o13bo$27b2obo
bo19bo9bo3b2o9b2o$28bobo31b4o2bo9b2o5bo$8b2o18bob2o33bob2o14b2o$9b2o14b
2obo33b2obo18b2o$8bo5b2o9bo2b4o31bobo$15b2o9b2o3bo9bo19bobob2o$14bo13b
3o9bobo18b2o$28bo11bobo7b2o4b2o$41bo7bo2bo3b2o$50b2o3$41b2o$41b2o$b2o
$obo$2bo$43b2o$43bo2bob2o$44b3obobo$48bobo$44b5ob2o$44bo4bo$47bobo$47b
2o5$17b3o60b2o$19bo53b2o5bobo$18bo54bobo4bo$73bo$49bo$48b2o$48bobo$18b
3o$20bo$19bo$47bo$46b2o$46bobo6$58b3o$58bo$59bo!

This should reduce it another 12G to 184G. (using 3G loaf synths instead of 6G via crashing LWSSes)

Code: Select all

x = 54, y = 54, rule = B3/S23
51bo$2bo5bo41bo$obo3bobo41b3o$b2o4b2o2$25b2o$24bobo24bo$24bo4bo20bo$22b
2ob5o20b3o$23bobo$17bo5bobob3o$15bobo6b2obo2bo$16b2o11b2o3$42bo$41bo$
41b3o5$45bo$11b2o30b3o$7b2obobo29bo3b2o$8bobo31b4o2bo$8bob2o33bob2o$5b
2obo33b2obo$5bo2b4o31bobo$6b2o3bo29bobob2o$8b3o30b2o$8bo5$10b3o$12bo$
11bo3$23b2o11b2o$23bo2bob2o6bobo$24b3obobo5bo$28bobo$b3o20b5ob2o$3bo20b
o4bo$2bo24bobo$27b2o2$45b2o4b2o$b3o41bobo3bobo$3bo41bo5bo$2bo!

2023-08-27:
A p74 honey farm hassler in 148G.

Code: Select all

x = 2051, y = 132, rule = B3/S23
299bobo$299b2o$300bo$988bobo$987bo$987bo3bo495bo$987bo3bo494bo$987bo498b
3o$987bo2bo$987b3o$1429bo$1430b2o$1429b2o$1927bo$1462bo259bo203bo$1460b
2o261b2o201b3o$1424bo36b2o259b2o154bo$1425b2o344bo107bo$1424b2o343b2o
106b3o$1770b2o3$1179bo545bo$584bo594bobo205bo335bobo156bo$585b2o592b2o
204bobo336b2o157bo$584b2o434bo365b2o69bo423b3o$1020bobo433bo$1020b2o284b
o149b3o$1169bo135bo$1167b2o136b3o$570bo532bo64b2o95bo327bo6bo$571b2o464b
o66bo161bo169bo24bo131bobo4bobo125bobo$570b2o463b2o65b3o159b3o167bobo
22b2o132b2o5b2o127b2o$1036b2o397b2o23b2o267bo$225bo939bo73bo336bo$226b
o938bobo69bobo337b2o314bo$224b3o938b2o71b2o336b2o313bobo$1892b2o59bo$
1953bobo$1044bo850bo57b2o$1044bobo650bobo196b2o$1044b2o652b2o195b2o49b
o74b2o$1108bobo587bo96bobo110b2o36bobo72b2o5b2o$119bobo987b2o677bo6b2o
58bo53bo36b2o81bo$120b2o867bo119bo5bo377bobo100b2o153b2o3b2o29bo8bo56b
obo53bob2o3b2o111bob2o3b2o$120bo243b2o98b2o158b2o128b2o88b2o128b2o12b
o127bo17b2o128b2o168b2o57b2o79b2o15bo5bo136b2o16bo4bo29b3o64b2o38b2o14b
obo4bo96b2o14bobo4bo$363bo2bo96bo2bo156bo2bo126bo2bo86bo2bo126bo2bo11b
3o123b3o16bo2bo126bo2bo166bo2bo57bo78bo2bo13bobob3o136bo2bo15bob3o136b
o2bo15bob3o96bo2bo15bob3o$134bo228bob2o96bob2o156bob2o126bob2o86bob2o
126bob2o156bob2o126bob2o166bob2o136bob2o14b2obo138bob2o14b2obo138bob2o
14b2obo98bob2o14b2obo$132b2o228b2o98b2o158b2o128b2o88b2o128b2o158b2o128b
2o168b2o138b2o158b2o46bo111b2o118b2o$133b2o121bo104bo3b2o94bo3b2o154b
o3b2o124bo3b2o84bo3b2o124bo3b2o154bo3b2o124bo3b2o127bobo34bo3b2o62bob
o49bo19bo3b2o154bo3b2o41b2o111bo3b2o114bo3b2o$255bobo104b3o2bo94b3o2b
o154b3o2bo124b3o2bo84b3o2bo124b3o2bo154b3o2bo124b3o2bo127b2o14bobo18b
3o2bo61b2o51bo19b3o2bo154b3o2bo41b2o111b3o2bo114b3o2bo4b3o$42bo109bo101b
o2bo24bo82b2obo23bo72b2obo23bo132b2obo23bo102b2obo23bo62b2obo23bo102b
2obo23bo132b2obo23bo102b2obo7bo15bo102bo16b2o21b2obo7bo7b2o6bo37bo49b
3o22b2obo7bo7b2o6bo132b2obo7bo7b2o6bo132b2obo15b2o6bo12bo79b2obo2bo3b
o8b2o6bo$41bobo107bobo101b2o24bobo80bo2bo23bobo70bo2bo23bobo130bo2bo23b
obo100bo2bo23bobo60bo2bo23bobo100bo2bo23bobo130bo2bo23bobo100bo2bo7bo
bo13bobo118bo21bo2bo7bobo6b2o5bobo110bo2bo7bobo6b2o5bobo130bo2bo7bobo
6b2o5bobo130bo2bo16b2o5bobo10bo79bo2bo2bo5bo7b2o5bobo$41bob3o105bob3o
125bob3o78b2o25bob3o68b2o25bob3o128b2o25bob3o98b2o25bob3o58b2o25bob3o
98b2o25bob3o128b2o25bob3o98b2o8bobo14bob3o111bo26b2o8bobo14bob3o108b2o
8bobo14bob3o128b2o8bobo14bob3o128b2o25bob3o8b3o77b2o4bo5bo14bob3o$38b
2obo4bo101b2obo4bo121b2obo4bo101b2obo4bo91b2obo4bo151b2obo4bo121b2obo
4bo81b2obo4bo121b2obo4bo151b2obo4bo107b2o12b2obo4bo12bo95bobo36b2o12b
2obo4bo12bo84b2o18b2o12b2obo4bo117b2o18b2o12b2obo4bo117b2o32b2obo4bo77b
2o14bo5bo11b2obo4bo$38bobobobobo101bobobobobo121bobobobobo101bobobobo
bo91bobobobobo151bobobobobo121bobobobobo81bobobobobo121bobobobobo151b
obobobobo121bobobobobo12bobo94b2o50bobobobobo11bo85bobo31bobobobobo117b
obo31bobobobobo117bobo31bobobobobo3bobo71bobo14bo3bo12bobobobobo$40bo
bob2o104bobob2o102b3o19bobob2o104bobob2o94bobob2o154bobob2o124bobob2o
84bobob2o124bobob2o154bobob2o124bobob2o13b2o120b2o27bobob2o12b3o70bo14b
o4b2o27bobob2o9bobo108bo4b2o27bobob2o120bo4b2o27bobob2o4b2o74bo4b2o9b
3o15bobob2o$39bobo91b2o14bobo111b2o14bobo107bobo97bobo157bobo127bobo87b
obo127bobo157bobo127bobo139b2o26bobo90bo13b2o3b2o26bobo13b2o109b2o3b2o
26bobo124b2o3b2o26bobo9bo74b2o3b2o26bobo$40bo92b2o15bo112b2o15bo109bo
99bo159bo129bo89bo129bo159bo129bo169bo89b3o47bo15bo143bo159bo119bo$10b
o1555b2o156b4o156b4o116b4o$11bo1553bobo156bo2bo156bo2bo116bo2bo29b3o$
9b3o1554bo318bo119bo30bo3bo8b2o$993b2o887b3o117b3o30bo5bo7b2o$992b2o888b
o119bo32bo5bo$bo10b2o121b2o128b2o727bo267bo24b2o143bo24b2o113bo24b2o133b
o24b2o276bo5bo$b2o8bobo121b2o128b2o207b2o158b2o625bobo23bobo141bobo23b
obo111bobo23bobo131bobo23bobo252b3o21bo3bo$obo10bo460b2o158b2o626bobo
23bobo141bobo23bobo111bobo23bobo131bobo23bobo250bo3bo21b3o$459bo7b2o158b
2o229b2o128b2o273b2o24bo143b2o24bo113b2o24bo133b2o24bo250bo5bo$457bob
o7b2o158b2o26b2o201b2o128b2o939bo80bo5bo32bo$458b2o195bobo1269b3o71b2o
7bo5bo30b3o$655bo949bo320bo74b2o8bo3bo30bo$1604bobo157bo2bo156bo2bo84b
3o29bo2bo$625b3o10bo965b2o158b4o156b4o116b4o$638b2o111bo89bo15b2o112b
o15b2o142bo129bo169bo123bo15bo47b3o109bo159bo119bo$620b2o15bobo110bob
o87bobo14b2o111bobo14b2o3bo137bobo127bobo167bobo26b2o94b2o13bobo26b2o
3b2o13bo110bobo26b2o3b2o114bo9bobo26b2o3b2o84bobo26b2o3b2o$619bo2bo123b
2obobo84b2obobo124b2obobo20bo133b2obobo109b2o13b2obobo149b3o12b2obobo
27b2o93bobo9b2obobo27b2o4bo14bo105b2obobo27b2o4bo114b2o4b2obobo27b2o4b
o80b2obobo15b3o9b2o4bo$620bobo122bobobobobo81bobobobobo121bobobobobo18b
o132bobobobobo106bobo12bobobobobo149bo11bobobobobo50b2o79bobobobobo31b
obo117bobobobobo31bobo111bobo3bobobobobo31bobo77bobobobobo12bo3bo14bo
bo$621bo123bo4bob2o81bo4bob2o121bo4bob2o151bo4bob2o108bo12bo4bob2o12b
2o134bo12bo4bob2o12b2o36bobo78bo4bob2o12b2o18b2o117bo4bob2o12b2o18b2o
117bo4bob2o32b2o77bo4bob2o11bo5bo14b2o$269b2o103b3o369b3obo85b3obo125b
3obo155b3obo25b2o98b3obo14bobo8b2o138b3obo14bobo8b2o26bo81b3obo14bobo
8b2o128b3obo14bobo8b2o117b3o8b3obo25b2o88b3obo14bo5bo4b2o$269bobo102b
o373bobo87bobo127bobo24b2o131bobo23bo2bo100bobo13bobo7bo2bo140bobo5b2o
6bobo7bo2bo21bo88bobo5b2o6bobo7bo2bo130bobo5b2o6bobo7bo2bo119bo10bobo
5b2o16bo2bo90bobo5b2o7bo5bo2bo2bo$269bo100b2o3bo77b3o293bo89bo129bo24b
o2bo131bo23bob2o102bo15bo7bob2o104bo37bo6b2o7bo7bob2o21b2o16bo72bo6b2o
7bo7bob2o22b3o107bo6b2o7bo7bob2o119bo12bo6b2o15bob2o92bo6b2o8bo3bo2bo
b2o$369bobo83bo538bobo157bo2b3o124bo2b3o101b2o61bo2b3o18bobo14b2o97bo
2b3o19bo91b2o41bo2b3o154bo2b3o107b3o4bo2b3o$371bo82bo402b3o135bo159b2o
3bo124b2o3bo99bobo62b2o3bo34bobo97b2o3bo19bo91b2o41b2o3bo154b2o3bo114b
2o3bo$859bo298b2o128b2o168b2o138b2o111bo46b2o158b2o118b2o$858bo296b2o
bo126b2obo166b2obo118bob2o14b2obo138bob2o14b2obo138bob2o14b2obo98bob2o
14b2obo$240b3o912bo2bo16b3o107bo2bo108bo57bo2bo116b3obobo13bo2bo136b3o
bo15bo2bo136b3obo15bo2bo96b3obo15bo2bo$242bo627b2o284b2o17bo110b2o109b
2o57b2o116bo5bo15b2o104b3o29bo4bo16b2o136bo4bobo14b2o38b2o56bo4bobo14b
2o$241bo628bobo303bo5bo213bobo175b2o119bo8bo29b2o3b2o153b2o3b2obo53bo
bo55b2o3b2obo$870bo310b2o512b2o6bo160b2o36bo53bo65bo$375b2o369b3o432b
obo510bobo96bo69bobo36b2o118b2o5b2o$374b2o372bo1043b2o71bo49b2o112b2o
$376bo370bo1044bobo119b2o$791b2o1064b2o57bo$791bobo1062bobo$746b2o43b
o1066bo59b2o$747b2o376b2o185b2o280b2o322bobo$238bo62bo444bo377bobo185b
obo278b2o323bo$238b2o60b2o361b2o461bo185bo282bo$237bobo60bobo359b2o766b
2o23b2o305bo$664bo522b3o95b3o143b2o22bobo112b2o5b2o182b2o$674b3o510bo
97bo144bo24bo113bobo4bobo182bobo$674bo447b2o64bo97bo284bo6bo$675bo358b
o88b2o119b3o$1033b2o87bo123bo$1033bobo209bo187b3o$1435bo$1434bo69b2o422b
3o$1111b2o391bobo259b2o160bo$1110bobo391bo261bobo160bo$1112bo653bo3$1720b
2o$597b2o867b2o253b2o209b3o$598b2o865b2o253bo211bo$597bo71bo274bo484b
2o36bo300b2o163bo$668b2o274b2o484b2o335b2o114b3o$668bobo272bobo483bo339b
o115bo$1884bo$1461b2o$1460b2o$1462bo3$660b3o740b3o$660bo744bo$661bo742b
o3$951bo$951b2o$950bobo!

[b3s23love]

The new SKOP126 in 24G.

Code: Select all

x = 815, y = 40, rule = B3/S23
21bo$21bobo$2bo18b2o$obo$b2o9bo$10b2o582bo$11b2o582b2o$594b2o103bo99bo
$106b2o3bo94b2o3bo94b2o3bo94b2o3bo94b2o3bo94b2o3bo85b3o6b2o3bo85b3o6b
2o3bo$10bo95bobobobo93bobobobo93bobobobo93bobobobo93bobobobo93bobobobo
83bo9bobobobo83bo9bobobobo$9b2o97bob2o96bob2o96bob2o96bob2o96bob2o96bo
b2o84b2o10bob2o78bo5b2o10bob2o$9bobo95bo99bo99bo99bobo97bobo97bobo97bo
bo63b2o13bobo16bobo$107bob3o95bob3o95bob5o93bobob3o93bobob3o78b2o13bob
ob3o93bobob3o60bo14b2o16bobob3o$108bo2bo96b2o2bo95b2o4bo93b2obo2bo93b
2obo2bo76bobo14b2obo2bo93b2obo2bo59bobo31b2obo2bo$109b2o100b2o99bobo
98b2o98b2o78bo19b2o57bo40b2o60b2o36b2o$312b2o358b2o116b3o$5b2o664bobo
118bo$6b2o98bo4b2o196b2o367b3o110bo$5bo100b2o2b2o106b2o88bobo367bo$
105bobo4bo105bobo89bo368bo113bo$218bo574b2o$495bo296bobo$216bo276bobo$
216b2o276b2o109bo99bo99bo$215bobo388b2o98b2o98b2o$498b2o104b2o98b2o98b
2o$223b3o271bobo5b3o98bo99bo99bo$223bo275bo$224bo2$410b2o$410bobo$410b
o$404b3o$406bo$405bo103b3o$509bo$503b2o5bo$502bobo$504bo!

[May13]

As far as I know, only one unique (not counting stator variants and/or welds) period-17 oscillator (Honey thieves) has a known synthesis. I found a way to activate stator variants of 54P17.1 and 71P17.1 with 7 gliders:

Code: Select all

x = 101, y = 29, rule = B3/S23
27b2o68bo$27bobo57b2o7bobo$24b2obobo3b2o52bobo6bobo$21b2o2bobob2o3bo
49b2obobo5b2o2b2o$21bo3bobo6bob2o43b2o2bobob2o3bo2bobo$8bo13b3obob5obo
2bo43bo3bobo6bob2o2bo$9b2o13bobobo4bobo32bo13b3obob5obo3bobo$8b2o15bo
3b2obo2b2o32b2o13bobobo4bo2b2obo$30bobobo33b2o15bo3b2obo4bo$30bobobo
55bobobo2bo$28b2obobo56bobob3o$7b2o18bobobo56b2obo$6bobo18bo2b2o35b2o
18bobo2b3o$8bo17b2o38bobo18bo2b2o2bo$68bo17b2o5bo$94b3o$96bo$6b2o5b2o$
5bobo6b2o50b2o5b2o$7bo5bo51bobo6b2o$67bo5bo$28b2o$b2o24b2o59b2o$obo26b
o31b2o24b2o$2bo57bobo26bo$9b2o51bo$10b2o57b2o$9bo60b2o$69bo!

But these still lifes (xs63_wo8b9k688gzg88c0vgd55qa6z11d55qa4x113zx321 and xs85_8kkjap5q88gy0ggzx122q48abgei43z0caab8nk3116a9ozx3phe21) are big and asymmetric, so I think synthesis of these still lifes is a difficult task.

[carsoncheng]

xp25_32aczy0ooj64zy74cp33zyc6a8o (30P25) in 13G, down from 14G (the initial constellation of two eaters costs 5G):

Code: Select all

x = 38, y = 26, rule = B3/S23
32bo$31bo$16bo14b3o$9b2o3bobo$10bo4b2o$10bobo$obo8b2o14bo$b2o23bo$bo24b
3o9$9b3o24bo$11bo23b2o$10bo14b2o8bobo$25bobo$21b2o4bo$21bobo3b2o$4b3o
14bo$6bo$5bo!

xp86_y833y033z8oyoo8z0123y2757y2757y2321zzz0g8oy2sksy2sksy2o8gz23yo32zy8ooy0oo (76P86) in 20G, down from 22G:

Code: Select all

x = 179, y = 48, rule = B3/S23
156bo12bo$157b2o8b2o$156b2o10b2o4$158bo8bo$159bo6bo$150bobo4b3o6b3o4b
obo$151b2o20b2o$151bo22bo2$104b2o41b2o28b2o$32bo71bo43bo28bo$31b2o41b
o27bobo43bobo24bobo$31bobo40b2o26b2o45b2o24b2o$26b3o44bobo$28bo49b3o$
27bo50bo$79bo8$6bo$5bo94bo$5b3o93bo$obo96b3o$b2o101bobo$bo74b2o26b2o43b
2o24b2o$75bobo27bo42bobo24bobo$75bo72bo28bo$74b2o71b2o28b2o2$151bo22b
o$151b2o20b2o$150bobo4b3o6b3o4bobo$159bo6bo$158bo8bo4$156b2o10b2o$157b
2o8b2o$156bo12bo!

[Chris857]

Should reduce 52p126 by 2G to 22G.

Code: Select all

x = 38, y = 34, rule = B3/S23
21b2o3bo$21bobobobo$23bob2o$22bobo$22bobob3o$23b2obo2bo$28b2o19$2b2o$
3b2o$2bo27b2o$30bobo$30bo$35b2o$bo33bobo$b2o32bo$obo!

A p22 B heptomino hassler in 51G.

Code: Select all

x = 876, y = 80, rule = B3/S23
796bo$346bobo448b2o$21bo222bo102b2o447b2o$22b2o221b2o100bo$21b2o76bo144b
2o310bo317bo$98bo458bo235bo79bo$98b3o152bo301b3o236bo78b3o$251bobo468b
o69b3o$39b2o7bo100b2o7bo93b2o15b2o7bo90b2o7bo90b2o7bo90b2o7bo87bo12b2o
7bo31b2o97b2o7bo40bo$40bo8bo2bo97bo8bo2bo107bo8bo2bo87bo8bo2bo29bo57b
o8bo2bo87bo8bo2bo81bobo13bo8bo2bo28b2o77bobo17bo8bo2bo34b2o$40bobo4bo
4bo4b2o91bobo4bo4bo4b2o101bobo4bo4bo4b2o81bobo4bo4bo4b2o23bobo55bobo4b
o4bo4b2o81bobo4bo4bo4b2o76b2o13bobo4bo4bo4b2o102b2o17bobo4bo4bo4b2o29b
2o$41b2o13bo2bo91b2o13bo2bo101b2o13bo2bo81b2o13bo2bo22b2o57b2o13bo2bo
81b2o13bo2bo67bo23b2o13bo2bo101bo19b2o13bo2bo$46bo8b2ob2o96bo8b2ob2o106b
o8b2ob2o86bo8b2ob2o86bo8b2ob2o18bobo65bo8b2ob2o65bobo28bo8b2ob2o126bo
8b2ob2o$45b2ob2o8bo96b2ob2o8bo106b2ob2o8bo86b2ob2o8bo86b2ob2o8bo19b2o
65b2ob2o8bo67b2o27b2ob2o8bo126b2ob2o8bo$45bo2bo13b2o91bo2bo13b2o101bo
2bo13b2o81bo2bo13b2o12bo68bo2bo13b2o15bo65bo2bo13b2o91bo2bo13b2o121bo
2bo13b2o$46b2o4bo4bo4bobo91b2o4bo4bo4bobo101b2o4bo4bo4bobo65bobo13b2o
4bo4bo4bobo9b2o70b2o4bo4bo4bobo81b2o4bo4bo4bobo91b2o4bo4bo4bobo121b2o
4bo4bo4bobo$52bo2bo8bo97bo2bo8bo107bo2bo8bo57bo8b2o19bo2bo8bo10b2o75b
o2bo8bo87bo2bo8bo97bo2bo8bo127bo2bo8bo$56bo7b2o100bo7b2o110bo7b2o57b2o
6bo24bo7b2o90bo7b2o90bo7b2o100bo7b2o130bo7b2o$352b2o2$141bo$142bo$140b
3o$688b2o138b2o$472b2o104b3o106bobo137bobo7b2o$473bo213b2o138b2o7bo2b
o$473bobo11b2o348b2o$474b2o11bobo334b2o$489bo204b2o127bo2bo7b2o$489b2o
91b3o108bobo128b2o7bobo$693b2o138b2o5$409b2o$147b2o118b2o98b2o7bo24bo
6b2o57b2o7bo90b2o7bo100b2o7bo130b2o7bo$148bo119bo87b2o10bo8bo2bo19b2o
8bo57bo8bo2bo87bo8bo2bo97bo8bo2bo127bo8bo2bo$148bobo117bobo3b2o81b2o9b
obo4bo4bo4b2o13bobo65bobo4bo4bo4b2o81bobo4bo4bo4b2o91bobo4bo4bo4b2o121b
obo4bo4bo4b2o$149b2o118b2o3b2o80bo12b2o13bo2bo65bo15b2o13bo2bo81b2o13b
o2bo91b2o13bo2bo121b2o13bo2bo$374bo8b2ob2o65b2o19bo8b2ob2o86bo8b2ob2o
96bo8b2ob2o27b2o97bo8b2ob2o$373b2ob2o8bo65bobo18b2ob2o8bo86b2ob2o8bo96b
2ob2o8bo28bobo95b2ob2o8bo$170b2o113b2o3b2o57b2o22bo2bo13b2o81bo2bo13b
2o81bo2bo13b2o91bo2bo13b2o23bo97bo2bo13b2o19bo$170bobo112b2o3bobo55bo
bo23b2o4bo4bo4bobo81b2o4bo4bo4bobo81b2o4bo4bo4bobo91b2o4bo4bo4bobo13b
2o75b2o29b2o4bo4bo4bobo17b2o$172bo119bo57bo29bo2bo8bo87bo2bo8bo87bo2b
o8bo67b2o28bo2bo8bo13bobo75b2o34bo2bo8bo17bobo$172b2o118b2o90bo7b2o90b
o7b2o90bo7b2o67b2o31bo7b2o12bo76bo40bo7b2o$660bo207b3o$605b3o179b3o78b
o$605bo183bo79bo$606bo181bo$415bo$414b2o449b2o$414bobo447b2o$866bo12$
178b3o$178bo$179bo4$129b2o$130b2o$129bo177b2o$307bobo$3o304bo$2bo$bo76b
2o235b2o$77b2o235b2o$79bo236bo!

[carsoncheng]

xp84_gfnz01252333zy5eig5lgzy7aa047zydccc4ak8gzyief (trans-52P84) in 18G, down from 22G:

Code: Select all

x = 115, y = 43, rule = B3/S23
3bo$4b2o$3b2o3$10bobo$10b2o$11bo72b2o23bobo$5bo76bo2bo23b2o$6b2o102bo
$5b2o5bo64bo23bo$bo8b2o66bo3b2obo13b2o$2bo8b2o63b3o5bobo2b2o9b2o$3o82b
o4bo$86bo$81bo4bo2bo$82bo$80b3o8$108b3o$108bo$101bo2bo4bo$104bo$36b3o
61bo4bo$26b2o8bo52b2o9b2o2bobo5b3o$27b2o8bo52b2o13bob2o3bo$26bo5b2o55b
o23bo$31b2o47bo$33bo46b2o23bo2bo$27bo51bobo23b2o$27b2o$26bobo3$34b2o$
33b2o$35bo!

[KtT]

I synthesized the variants of the 51P384:

Code: Select all

x = 202, y = 514, rule = B3/S23
51bo$49bobo$50b2o3$52bo$53bo$51b3o2$84bo$82b2o$83b2o9$173bo$66bo10bo96b
o$67bo9b2o53b2o38b3o14b2o$65b3o8bobo3bo49b2o8b2o33bo11b2o8b2o$81b2o59b
o34bobo19bo$81bobo59bo33b2o21bo$142b2o47bo7b2o$11bo121b3o5bo49bo6bo$9b
2o130b3o40bo6bo6b3o$10b2o132bo38b3o15bo$4bo73b2o63b2o37b2o2bo13b2o$4b
obo70bobo47bobo51bo3b2o$4b2o45b2o26bo35b2o11b2o3b2o37b2o6b2o$51bo20b2o
41bo12bo3b2o38bo6b3o$52b3o18b2o41b3o15bo38b3o4b2o$54bo17bo45bo56bo5bo
3b2o$52b2o62b2o55b2o7b2o2bo$obo49bo63bo56bo8bo2bo9b2o$b2o50bo63bo56bo
7bo11bobo$bo3bobo8b3o33b2o62b2o55b2o7bo2bo10bo$5b2o9bo108b2o56b2o14b3o
$6bo10bo106bobo72bo$126bo73bo$129b3o$129bo$130bo111$51bo$49bobo$50b2o
3$52bo$53bo$51b3o2$84bo$82b2o87bo$83b2o84bobo$170b2o3$175bobo$171bo3b
2o$172b2o2bo$171b2o$176bo$175bo$66bo10bo97b3o$67bo9b2o53b2o55b2o$65b3o
8bobo3bo49b2o8b2o45b2o8b2o$81b2o59bo56bo$81bobo59bo56bo$142b2o47bo7b2o
$11bo121b3o5bo49bo6bo$9b2o130b3o40bo6bo6b3o$10b2o132bo38b3o15bo$4bo73b
2o63b2o37b2o2bo13b2o$4bobo70bobo47bobo51bo3b2o$4b2o45b2o26bo35b2o11b2o
3b2o37b2o6b2o$51bo20b2o41bo12bo3b2o38bo6b3o$52b3o18b2o41b3o15bo38b3o4b
2o$54bo17bo45bo56bo5bo3b2o$52b2o62b2o55b2o7b2o2bo$obo49bo63bo56bo8bo2b
o9b2o$b2o50bo63bo56bo7bo11bobo$bo3bobo8b3o33b2o62b2o55b2o7bo2bo10bo$5b
2o9bo108b2o56b2o14b3o$6bo10bo106bobo72bo$126bo73bo$129b3o$129bo$130bo
111$51bo$49bobo$50b2o3$52bo$53bo$51b3o2$84bo$82b2o$83b2o6$167bo$168bo
$166b3o$171bo$66bo10bo93bobo$67bo9b2o53b2o37b2o16b2o$65b3o8bobo3bo49b
2o8b2o45b2o8b2o$81b2o59bo56bo$81bobo59bo56bo$142b2o47bo7b2o$11bo121b3o
5bo49bo6bo$9b2o130b3o40bo6bo6b3o$10b2o132bo38b3o15bo$4bo73b2o63b2o37b
2o2bo13b2o$4bobo70bobo47bobo51bo3b2o$4b2o45b2o26bo35b2o11b2o3b2o37b2o
6b2o$51bo20b2o41bo12bo3b2o38bo6b3o$52b3o18b2o41b3o15bo38b3o4b2o$54bo17b
o45bo56bo5bo3b2o$52b2o62b2o55b2o7b2o2bo$obo49bo63bo56bo8bo2bo9b2o$b2o
50bo63bo56bo7bo11bobo$bo3bobo8b3o33b2o62b2o55b2o7bo2bo10bo$5b2o9bo108b
2o56b2o14b3o$6bo10bo106bobo72bo$126bo73bo$129b3o$129bo$130bo111$51bo$
49bobo$50b2o3$52bo$53bo$51b3o2$84bo$82b2o$83b2o$173bo$174bo$172b3o$177b
o$177bobo$177b2o4$66bo10bo$67bo9b2o53b2o55b2o$65b3o8bobo3bo49b2o8b2o45b
2o8b2o$81b2o59bo56bo$81bobo59bo56bo$142b2o47bo7b2o$11bo121b3o5bo49bo6b
o$9b2o130b3o40bo6bo6b3o$10b2o132bo38b3o15bo$4bo73b2o63b2o37b2o2bo13b2o
$4bobo70bobo47bobo51bo3b2o$4b2o45b2o26bo35b2o11b2o3b2o37b2o6b2o$51bo20b
2o41bo12bo3b2o38bo6b3o$52b3o18b2o41b3o15bo38b3o4b2o$54bo17bo45bo56bo5b
o3b2o$52b2o62b2o55b2o7b2o2bo$obo49bo63bo56bo8bo2bo9b2o$b2o50bo63bo56b
o7bo11bobo$bo3bobo8b3o33b2o62b2o55b2o7bo2bo10bo$5b2o9bo108b2o56b2o14b
3o$6bo10bo106bobo72bo$126bo73bo$129b3o$129bo$130bo!

[Chris857]

p140 two-glider octomino hassler in 24G.

Code: Select all

x = 238, y = 108, rule = B3/S23
79bo$79bobo$79b2o6$22bobo$23b2o$23bo7$203bo$202bo$202b3o$57bo104bo$57b
obo86bobo14bo$57b2o88b2o5bo6b3o$147bo4bobo$153b2o4$obo$b2o170bo$bo169b
obo$172b2o2$167bo$168bo$166b3o2$190bo$190b3o$193bo$192b2o3$227bo3bo$225b
2o3bo$226b2o2b3o2$212b2o$212bo$213b3o$215bo7$168bo$168b3o$171bo$170b2o
2$151b3o2b2o$153bo3b2o$152bo3bo3$190b2o$190bo$191b3o$193bo2$215b3o$215b
o$216bo2$210b2o$82bo127bobo$81b2o127bo$81bobo4$229b2o$229bobo4bo$25b2o
193b3o6bo5b2o$24bobo193bo14bobo$26bo194bo$179b3o$181bo$180bo7$60bo$59b
2o$59bobo6$3b2o$2bobo$4bo!

Should be minus 2G (to 108G) on this p67 herschel track oscillator.

Code: Select all

x = 347, y = 205, rule = B3/S23
164bo$165bo$163b3o3$287bo$285b2o$164bobo119b2o$165b2o$165bo$286bo$286b
obo$286b2o5$180bo$181bo$179b3o8$172bo$173b2o$172b2o5$196bo$197b2o$196b
2o15$214bo$212bobo$213b2o9$11bobo$12b2o318bo$12bo318bo10bo$331b3o7bo$
341b3o$17bo22bo$11bobo3bobo8bo11b3o186bobo6bo20bo$12b2o3b2o7b3o14bo23b
2o161b2o5bobo7bo11b3o$12bo12bo16b2o23bo162bo7bo6b3o14bo23b2o$25b2o38b
obo176bo16b2o23bo$61b2o2b2o177b2o38bobo$61b2o168b2o47b2o2b2o$232b2o46b
2o43bo$231bo93bobo$325b2o$32b2o$32b2o199b2o16b2o$234b2o15b2o74bo$233b
o93bobo$327b2o2$20b2o$20bobo6b2o36b2o170b2o$22bo6bo19b2o16bobo169bobo
6b2o36b2o$22b2o6bo17bobo18bo171bo6bo19b2o16bobo$29b2o17bo20b2o170b2o6b
o17bobo18bo$47b2o4b2o193b2o17bo20b2o$52bobo211b2o4b2o$52bo161b3o54bob
o$51b2o7b2o154bo54bo36bobo$18b2o40b2o153bo54b2o7b2o27b2o$18bobo216b2o
40b2o28bo$20bo216bobo$20b2o194b3o20bo$218bo20b2o69bobo$217bo92b2o$311b
o$70b2o$2b2o66bo218b2o$bobo64bobo150b2o66bo$bo66b2o150bobo64bobo$2o218b
o66b2o$219b2o2$198bo$50b2o146b2o92bo$51bo145bobo69b2o20bo$51bobo216bo
20b3o$10b2o40b2o216bobo$10b2o7b2o179bo28b2o40b2o$19bo180b2o27b2o7b2o54b
o$17bobo179bobo36bo54bo$17b2o4b2o211bobo54b3o$b2o20bo17b2o193b2o4b2o$
2bo18bobo17bo6b2o170b2o20bo17b2o$2bobo16b2o19bo6bo171bo18bobo17bo6b2o
$3b2o36b2o6bobo169bobo16b2o19bo6bo$50b2o170b2o36b2o6bobo$269b2o3$181b
2o$38b2o140bobo93bo$38b2o142bo74b2o15b2o$257b2o16b2o2$183b2o$9b2o171b
obo93bo$5b2o2b2o173bo43b2o46b2o$4bobo38b2o177b2o2b2o47b2o$4bo23b2o16b
o12bo163bobo38b2o$3b2o23bo14b3o7b2o3b2o163bo23b2o16bo$29b3o11bo8bobo3b
obo161b2o23bo14b3o6bo7bo$31bo22bo193b3o11bo7bobo5b2o$250bo20bo6bobo2$
59bo106b3o$58b2o108bo7b3o$58bobo106bo10bo$177bo10$295b2o$295bobo$295b
o15$312b2o$311b2o$313bo5$336b2o$335b2o$337bo8$328b3o$328bo$329bo5$222b
2o$221bobo$223bo$344bo$343b2o$222b2o119bobo$223b2o$222bo3$344b3o$344b
o$345bo!

p127 R-pentomino hassler (tubs version) in 109G, and p127 R-pentomino hassler (eaters version) in 111G.

Code: Select all

x = 1925, y = 299, rule = B3/S23
451bo$450bo$450b3o2$456bo$456bobo$456b2o7$418bo$418bobo$418b2o3$416bo
27bo$415bo28bobo$415b3o26b2o5$446bobo$446b2o$447bo9$433bo$374bobo54b2o
$374b2o56b2o$375bo3$878bo$877bo$877b3o13$766bo$767b2o$766b2o$861bo$861b
obo$780bobo78b2o$781b2o$781bo5$858bo$81bo774b2o938bo$79b2o776b2o937bo
bo$80b2o1714b2o3$848bo917bo$846b2o916bobo25bobo$847b2o916b2o25b2o$1793b
o$1759bobo$1760b2o$1760bo$1473bo$616bobo850bo2bo$616b2o743bo105b2o3b3o
$573bo43bo743bobo104b2o$574bo720bobo63b2o$572b3o721b2o$610bobo683bo$610b
2o1172bo$611bo1171bo$1170bobo610b3o$32b2o258b2o278b2o98b2o118b2o158b2o
98b2o117b2o29b2o128b2o108b2o178b2o138b2o118b2o$27b2o2bobo253b2o2bobo273b
2o2bobo93b2o2bobo113b2o2bobo153b2o2bobo93b2o2bobo117bo25b2o2bobo123b2o
2bobo103b2o2bobo173b2o2bobo133b2o2bobo113b2o2bobo$27bo3bo255bo3bo275b
o3bo95bo3bo115bo3bo155bo3bo95bo3bo145bo3bo125bo3bo105bo3bo175bo3bo135b
o3bo115bo3bo$28b3ob4o252b3ob4o68bo203b3ob4o92b3ob4o112b3ob4o152b3ob4o
92b3ob4o142b3ob4o122b3ob4o102b3ob4o172b3ob4o132b3ob4o112b3ob4o$30bobo
2bo254bobo2bo67bo206bobo2bo94bobo2bo114bobo2bo154bobo2bo94bobo2bo144b
obo2bo124bobo2bo104bobo2bo174bobo2bo56bo77bobo2bo114bobo2bo$26b3obobo
253b3obobo70b3o200b3obobo93b3obobo36bo76b3obobo153b3obobo93b3obobo143b
3obobo123b3obobo103b3obobo173b3obobo59bobo71b3obobo113b3obobo19bo$25b
o2bob2o253bo2bob2o273bo2bob2o93bo2bob2o36bo76bo2bob2o153bo2bob2o93bo2b
ob2o143bo2bob2o123bo2bob2o103bo2bob2o173bo2bob2o60b2o71bo2bob2o113bo2b
ob2o18b3o$25b2o258b2o278b2o98b2o41b3o74b2o158b2o98b2o148b2o128b2o108b
2o178b2o138b2o118b2o22bo$978b2o98b2o148b2o128b2o108b2o124bo53b2o138b2o
109b2o7b2o$978bobob2o94bobob2o76bo67bobob2o124bobob2o104bobob2o121bo52b
obob2o26bobo105bobob2o114bobob2o$980bobo97bobo78bo68bobo127bobo107bob
o120b3o54bobo27b2o108bobo117bobo$979b2obo96b2obo76b3o67b2obo126b2obo106b
2obo159bo16b2obo28bo90bo16b2obo116b2obo$982bob2o96bob2o146bob2o126bob
2o106bob2o155bobo18bob2o115bobo18bob2o116bob2o$979b4o2bo93b4o2bo143b4o
2bo123b4o2bo103b4o2bo155bobo15b4o2bo115bobo15b4o2bo113b4o2bo$979bo3b2o
94bo3b2o144bo3b2o124bo3b2o104bo3b2o157bo16bo3b2o117bo16bo3b2o114bo3b2o
$980b3o97b3o147b3o127b3o107b3o177b3o137b3o99bo17b3o$982bo99bo149bo129b
o109bo179bo139bo97b2ob2o17bo$300b2o729bobo438bobo177bobo137bobo96bo2b
o17bobo$57bo241bobo730b2o439b2o178b2o138b2o97b2o19b2o$58b2o241bo390b2o
118b2o4bo213bo448bo$57b2o632bo2bo116bo2bo2bobo221bo438bo270bo119bo$318b
o373bobo117bobo3bobo218bobo438b3o267bobo117bobo$317b2o374bo19b2o98bo5b
2o219b2o19bo142b2o5bo539bo51bo67bo51bo$317bobo393bobo344bobo141bobo3b
obo219b3o367bobo117bobo$713bo346bo2bo141bobo2bo2bo220bo368bo119bo$722b
o338b2o143bo4b2o220bo$721b2o717b2o178b2o138b2o118b2o19b2o$721bobo716b
obo177bobo137bobo117bobo17bo2bo$1332bo109bo179bo139bo119bo17b2ob2o$78b
o1253b3o107b3o177b3o137b3o117b3o17bo$76b2o1252b2o3bo104b2o3bo174b2o3b
o16bo117b2o3bo16bo97b2o3bo$77b2o1250bo2b4o103bo2b4o173bo2b4o15bobo115b
o2b4o15bobo95bo2b4o$1329b2obo106b2obo176b2obo18bobo115b2obo18bobo95b2o
bo$863b3o466bob2o106bob2o147bo28bob2o16bo119bob2o16bo99bob2o$863bo468b
obo107bobo148b2o27bobo54b3o80bobo117bobo$864bo466b2obobo104b2obobo145b
obo26b2obobo52bo81b2obobo114b2obobo$1335b2o108b2o178b2o53bo84b2o118b2o
7b2o$608b2o98b2o118b2o158b2o54b3o41b2o148b2o128b2o108b2o178b2o138b2o95b
o22b2o$323b2ob2o275b2obo2bo93b2obo2bo113b2obo2bo153b2obo2bo56bo36b2ob
o2bo143b2obo2bo123b2obo2bo103b2obo2bo111b2o60b2obo2bo133b2obo2bo92b3o
18b2obo2bo$322bobobobo273bobob3o93bobob3o113bobob3o153bobob3o56bo36bo
bob3o143bobob3o123bobob3o103bobob3o111bobo59bobob3o133bobob3o93bo19bo
bob3o$319bo2bobo3bo270bo2bobo94bo2bobo114bo2bobo154bo2bobo94bo2bobo144b
o2bobo124bo2bobo104bo2bobo117bo56bo2bobo134bo2bobo114bo2bobo$319b4ob4o
271b4ob3o92b4ob3o112b4ob3o152b4ob3o92b4ob3o142b4ob3o122b4ob3o102b4ob3o
172b4ob3o132b4ob3o112b4ob3o$323bo279bo3bo95bo3bo115bo3bo155bo3bo95bo3b
o145bo3bo125bo3bo105bo3bo175bo3bo135bo3bo115bo3bo$321bobo2b2o273bobo2b
2o93bobo2b2o113bobo2b2o25bo127bobo2b2o93bobo2b2o143bobo2b2o123bobo2b2o
103bobo2b2o173bobo2b2o133bobo2b2o113bobo2b2o$321b2o3b2o273b2o98b2o118b
2o29b2o127b2o98b2o148b2o128b2o108b2o178b2o138b2o118b2o$852bobo914b3o$
943bo827bo$6b2o935b2o825bo$7b2o933bobo453bo$bo4bo973b3o414b2o$b2o81b2o
894bo351b2o63bobo$obo81bobo850bo43bo349bobo111b2o$84bo852b2o394bo106b
3o3b2o$936bobo503bo2bo$47b2o29b2o1361bo$48b2o27b2o1715bo$47bo31bo1713b
2o$1793bobo$1761bo$1176b2o583b2o25b2o$21b2o1154b2o581bobo25bobo$20bob
o1153bo611bo$22bo2$99bo1657b2o$98b2o1066b2o588bobo$98bobo1066b2o589bo
$1166bo4$363b3o$363bo879bo$364bo877b2o$1162b2o78bobo$1161bobo$1163bo$
1257b2o$1256b2o$1258bo3$378b3o$378bo$379bo$125b2o$125bobo$125bo4$122b
3o$122bo1022b3o$123bo1023bo$1146bo$629bo$119b2o507bo$119bobo506b3o$119b
o$11b2o$10bobo$12bo603bobo$616b2o$573bo43bo$574bo$572b3o$610bobo$610b
2o299bobo$611bo300b2o$912bo$572b2o347bo30b2o$567b2o2bobo345bobo25b2o2b
obo$567bo3bo348b2o25bo3bo$568b3ob4o372b3ob4o$570bobo2bo374bobo2bo$566b
3obobo373b3obobo$565bo2bob2o373bo2bob2o$565b2o378b2o$978b2o816bo$978b
obob2o812bobo$980bobo813b2o$979b2obo$982bob2o$979b4o2bo780bo$979bo3b2o
779bobo25bobo$222b3o755b3o782b2o25b2o$224bo757bo810bo$223bo1535bobo$423b
o1336b2o$422b2o1336bo$422bobo7$1784bo$1783bo$1783b3o$1622b2o138b2o118b
2o$1617b2o2bobo133b2o2bobo113b2o2bobo$1617bo3bo135bo3bo115bo3bo$1618b
3ob4o132b3ob4o112b3ob4o$1620bobo2bo134bobo2bo114bobo2bo$1616b3obobo133b
3obobo113b3obobo19bo$1615bo2bob2o133bo2bob2o113bo2bob2o18b3o$608b2o378b
2o625b2o138b2o118b2o22bo$603b2obo2bo373b2obo2bo658b2o29bobo106b2o109b
2o7b2o$602bobob3o373bobob3o659bobob2o19bo5b2o107bobob2o114bobob2o$432b
3o164bo2bobo374bo2bobo665bobo20bobo4bo109bobo117bobo$432bo166b4ob3o372b
4ob3o645bo16b2obo20b2o97bo16b2obo116b2obo$433bo169bo3bo25b2o348bo3bo643b
obo18bob2o115bobo18bob2o116bob2o$601bobo2b2o25bobo345bobo2b2o611bo3bo
27bobo15b4o2bo115bobo15b4o2bo113b4o2bo$601b2o30bo347b2o617bo3b2o26bo16b
o3b2o117bo16bo3b2o114bo3b2o$642bo955b3o2b2o45b3o137b3o99bo17b3o$641b2o
300bo708bo139bo97b2ob2o17bo$641bobo299b2o707bobo137bobo96bo2bo17bobo$
942bobo708b2o138b2o8bo88b2o19b2o8bo$213b2o765b3o818b3o117b3o$214b2o764b
o819bo119bo$213bo723bo43bo818b2o118b2o$937b2o$936bobo814b2o118b2o$1754b
o119bo$1751b3o117b3o$1620b2o129bo8b2o109bo8b2o19b2o$924b3o693bobo137b
obo117bobo17bo2bo$926bo695bo139bo119bo17b2ob2o$925bo696b3o45b2o2b3o85b
3o117b3o17bo$1620b2o3bo16bo26b2o3bo85b2o3bo16bo97b2o3bo$1619bo2b4o15b
obo27bo3bo83bo2b4o15bobo95bo2b4o$1619b2obo18bobo115b2obo18bobo95b2obo
$1600b2o20bob2o16bo119bob2o16bo99bob2o$1594bo4bobo20bobo137bobo117bob
o$1594b2o5bo19b2obobo134b2obobo114b2obobo$1593bobo29b2o138b2o118b2o7b
2o$1658b2o138b2o95bo22b2o$1653b2obo2bo133b2obo2bo92b3o18b2obo2bo$1652b
obob3o133bobob3o93bo19bobob3o$1649bo2bobo134bo2bobo114bo2bobo$1649b4o
b3o132b4ob3o112b4ob3o$1653bo3bo135bo3bo115bo3bo$1651bobo2b2o133bobo2b
2o113bobo2b2o$1651b2o138b2o118b2o$1769b3o$1771bo$1770bo8$1794bo$1793b
2o$1793bobo$1761bo$1761b2o25b2o$1760bobo25bobo$1788bo3$1757b2o$1756bo
bo$1758bo!

Minus 1G to xs26_0caar4kozc97074 (now 12G) through cheaper cleanup. Found while trying to get better clearance (which I did with this) for a hassler synth.

Code: Select all

x = 168, y = 81, rule = B3/S23
11bobo$12b2o$12bo8$bo$2bo$3o11$45b2o5bo$45bobo3bobo$46bobo2bo2bo$47bo
4b2o3$163bo$163b3o$161b2o3bo$160bo2b4o$160b2obo$163bob2o$163bobo$162b
2obobo$166b2o3$160b2o$160b2o3$164b3o$164bo$165bo14$17b2o$18b2o$17bo4$
7b2o$8b2o$7bo5$84bo$83b2o$3b2o78bobo$2bobo$4bo$98b2o$97b2o$99bo!

With this cheaper still life, the following oscillators should now be:

• p69, 163G
• p61 pi hassler, 67G
• p111 R hassler, 376G
• p183 LOM hassler, 87G
• p23 R hassler, 90G
• p67 B hassler, 181G

Code: Select all

x = 763, y = 506, rule = B3/S23
404bo$405bo$403b3o$286bobo$286b2o$287bo10$516bo$514b2o$283bo231b2o$281b
2o138bo$282b2o135bobo$420b2o78bobo$500b2o$501bo$211bo$212bo$210b3o2$424b
o$97bobo325b2o$97b2o325b2o$61b2o35bo$57b2obobo$58bobo$58bob2o139b2o231b
o$55b2obo142bobo2b2o227b2o$55bo2b4o136bo4bo3bo226b2o$56b2o3bo136b5ob3o
$58b3o141bobo$58bo50bo88b3obobo$108bo88bo2bob2o$108b3o86b2o11$58bo5b2o
$57bobo3bobo$56bo2bo2bobo$57b2o4bo9$216b2o24b2o$217b2o23bobo$216bo25b
o4$464bo4b2o$463bobo2bo2bo$462bobo3bobo$256bo205b2o5bo$255b2o$255bobo
9$269bo147b3o$268b2o149bo$268bobo147bo3$92b2o$91b2o115b2o$93bo115b2o$
208bo2$275bo153bo$102b2o170b2o153b2o$101b2o171bobo151bobo$103bo2$283b
3o$283bo$219b2o63bo167b2o$26bo191bobo230bobo$26b2o192bo221bo8bo$25bob
o78b2o333bobo5b3o$106bobo332b3o4bo3b2o$106bo335b2o4b4o2bo$11b2o428b2o
8bob2o$12b2o427bo6b2obo$11bo429bo7bobo$441b2o4bobob2o$442b2o3b2o$441b
3o$441bobo$442bo$301b3o$301bo$302bo5$122b3o$122bo$123bo48$300bo$299bo
$299b3o12$218bo$bo214bobo$2bo214b2o63bo$3o278bo$281b3o3$272bobo$272b2o
$273bo2$206bo$207b2o$206b2o3$113bo$111b2o153bobo$112b2o152b2o$18bo248b
o$16bobo$17b2o78bobo$97b2o$98bo5$21bo$22b2o660bo$21b2o660bo$683b3o3$31b
o$32b2o$31b2o2$461bobo$461b2o$358b2o68b2o32bo55b2o98b2o$357bobo67bobo
87bobo97bobo$357bo4bo64bo4bo84bo4bo94bo4bo36bobo$355b2ob5o62b2ob5o32b
o49b2ob5o92b2ob5o36b2o$356bobo67bobo34b2o51bobo97bobo41bo$229b2o125bo
bob3o63bobob3o31b2o50bobob3o93bobob3o$229bobo125b2obo2bo63b2obo2bo83b
2obo2bo93b2obo2bo$230bobo129b2o68b2o88b2o37bo60b2o$231bo329bobo$561b2o
$554bo$230b2o320b2o$229bo2bo320b2o116bo$230bobo437bo$231bo438b3o$530b
o99bo5b2o$529bobo97bobo3bobo$368bo159bo2bo96bo2bo2bobo$366b2o161b2o98b
2o4bo10bobo$220b2o118b2o25b2o41b2o88b2o98b2o44b2o$216b2obobo114b2obob
o64b2obobo84b2obobo94b2obobo45bo$217bobo117bobo67bobo87bobo97bobo$217b
ob2o116bob2o66bob2o86bob2o96bob2o$214b2obo116b2obo66b2obo86b2obo96b2o
bo$214bo2b4o113bo2b4o63bo2b4o83bo2b4o93bo2b4o$215b2o3bo114b2o3bo64b2o
3bo84b2o3bo94b2o3bo$217b3o117b3o67b3o87b3o97b3o$217bo119bo69bo89bo99b
o3$61bo4b2o$60bobo2bo2bo$59bobo3bobo360bo89bo30bo68b2o$59b2o5bo361b2o
29b3o56b2o28b2o67bo$428b2o29bo58b2o28bobo69bo$429bo30bo58bo98b2o6$73b
2o158b2o118b2o68b2o88b2o98b2o$73bo2bob2o153bo2bob2o113bo2bob2o7b3o53b
o2bob2o83bo2bob2o93bo2bob2o34b2o$74b3obobo153b3obobo39b2o72b3obobo6bo
56b3obobo83b3obobo93b3obobo32b2o$14b3o61bobo157bobo38b2o77bobo7bo59bo
bo87bobo97bobo34bo$16bo57b5ob2o152b5ob2o39bo72b5ob2o62b5ob2o82b5ob2o92b
5ob2o$15bo58bo4bo154bo4bo114bo4bo64bo4bo84bo4bo94bo4bo$77bobo157bobo117b
obo67bobo87bobo97bobo$77b2o158b2o118b2o68b2o88b2o98b2o45b2o$378b3o282b
2o$378bo286bo$379bo3$26bo615b2o$26b2o614bobo$25bobo614bo$285bo382b2o$
284b2o382bobo$284bobo381bo$648bo$647b2o$647bobo66$204bo$205b2o$204b2o
9$84bo$85bo$83b3o2$286bo320bo$284b2o320bo$285b2o319b3o11$28bobo$29b2o
494bo$29bo21b2o78b2o118b2o270bobo$51bobo2b2o73bobo2b2o113bobo2b2o266b
2o63bo$48bo4bo3bo70bo4bo3bo110bo4bo3bo330bo$48b5ob3o71b5ob3o111b5ob3o
331b3o$52bobo77bobo117bobo$39bobo6b3obobo73b3obobo113b3obobo$40b2o5bo
2bob2o73bo2bob2o113bo2bob2o325bobo$40bo6b2o78b2o118b2o330b2o$580bo2$513b
o$514b2o$513b2o$129b2o118b2o$128bo119bo$131bo119bo$129b2o105bo12b2o322b
obo$235bobo335b2o$234bo2bo336bo$235b2o3$236bo$235bobo$234bobo$234b2o2$
735bobo$735b2o$40b3o693bo$42bo$41bo6$747bo$746bo$685b2o59b3o$684bobo$
89b2o44b2o547bo4bo$90b2o43bobo544b2ob5o$89bo45bo547bobo$536b2o145bobo
b3o$536bobo145b2obo2bo$537bobo149b2o$538bo3$149bo387b2o157bo5b2o$148b
2o122bo263bo2bo155bobo3bobo$148bobo120b2o264bobo154bo2bo2bobo$271bobo
264bo156b2o4bo4$211b2o318b2o138b2o$212b2o313b2obobo134b2obobo$211bo316b
obo137bobo$528bob2o136bob2o$278bo246b2obo136b2obo$277b2o246bo2b4o133b
o2b4o$277bobo246b2o3bo134b2o3bo$528b3o137b3o$528bo139bo$286b3o$286bo$
222b2o63bo$221bobo$223bo12$304b3o280b2o$304bo281b2o$305bo282bo3$730b2o
$729b2o$731bo4$740b2o$739b2o$741bo$592bo$591b2o$591bobo2$664bo$664b2o
$663bobo78b2o$744bobo$744bo$649b2o$650b2o$649bo13$760b2o$760bobo$760b
o!

[AlbertArmStain]

Final step for the new p9 sparker found by Carson Cheng via barrister output:

Code: Select all

x = 13, y = 18, rule = B3/S23
6bo$5bobo2b2o$5bobo3bo$3b2obob3o$2bobo3bo$bo4bo$2b6o$8bob2o$2b2ob2obo
b2o$o2bobobo$2obo$3bo$3b2o4b2o$9bobo$9bo$5b2o$4bobo$6bo!

[iNoMed]

Improved final step for said p9 sparker: (Loop replaced by a hat, Edgeshot block removal, 1 more glider):

Code: Select all

x = 25, y = 24, rule = B3/S23
23bo$6bo15bo$5bobo2b2o10b3o$5bobo3bo$3b2obob3o$2bobo3bo$bo4bo$2b6o$8bo
$2b2ob3o$o2bobo$2obo$3bo$3b2o4$4b2o$3bobo$5bo2$16b2o$16bobo$16bo!

Edit: Small blueprints for building this:

Code: Select all

x = 148, y = 23, rule = B3/S23
100bo35bo$101bo35bo$99b3o3bo20bo8b3o$95bo7b2o22bo12bo$96b2o6b2o19b3o
11bo$59bo35b2o35bobo4b3o$57bobo68b3o2b2o$58b2o70bo2bo$129bo12bo$56b2o
79b2o3bobo$3bo44bo3bo3bobo32bo12bo26bo5b2o3b2o$2b4o4bo36bobobobo2bo33b
obobo2bo5bo26bobobo$2o7bo36bo2bob2o36bo2bob4o5b3o23bo2bob5o$9b3o34b2ob
o39b2obo36b2obo5bo$3bob2o37b2o3bob2o34b2o3bob2o31b2o3bob2o$3b2obo36bo
2bob2obo34bo2bob2obo11bobo17bo2bob2obo5b3o$b2o3bob2o34b2o3bobo35b2o3bo
bo11b2o19b2o3bobo7bo$o2bob2obo37b2o2bo38b2o2bo13bo21b2o2bo7bo$b2o3bobo
37bo42bo39bo15b3o$3b2o2bo36bobo40bobo37bobo15bo$3bo40b2o41b2o15b3o20b
2o17bo$bobo100bo$b2o102bo!

[AlbertArmStain]

Edit: Small blueprints for building this:

Code: Select all

x = 148, y = 23, rule = B3/S23
100bo35bo$101bo35bo$99b3o3bo20bo8b3o$95bo7b2o22bo12bo$96b2o6b2o19b3o
11bo$59bo35b2o35bobo4b3o$57bobo68b3o2b2o$58b2o70bo2bo$129bo12bo$56b2o
79b2o3bobo$3bo44bo3bo3bobo32bo12bo26bo5b2o3b2o$2b4o4bo36bobobobo2bo33b
obobo2bo5bo26bobobo$2o7bo36bo2bob2o36bo2bob4o5b3o23bo2bob5o$9b3o34b2ob
o39b2obo36b2obo5bo$3bob2o37b2o3bob2o34b2o3bob2o31b2o3bob2o$3b2obo36bo
2bob2obo34bo2bob2obo11bobo17bo2bob2obo5b3o$b2o3bob2o34b2o3bobo35b2o3bo
bo11b2o19b2o3bobo7bo$o2bob2obo37b2o2bo38b2o2bo13bo21b2o2bo7bo$b2o3bobo
37bo42bo39bo15b3o$3b2o2bo36bobo40bobo37bobo15bo$3bo40b2o41b2o15b3o20b
2o17bo$bobo100bo$b2o102bo!

I see a motif which made me think that xs24_8o696o8z34abq1, xs22_8kkb2arz0c871, or xs25_03lkmz47o5o74zx1 would be an excellent starting point.
xs23_8o696o8z1qq321 sets a great example of what I'm looking for
Here's another step:

Code: Select all

x = 249, y = 95, rule = B3/S23
22$149bo35bo$150bo35bo$148b3o3bo20bo8b3o$144bo7b2o22bo12bo$145b2o6b2o
19b3o11bo$108bo35b2o35bobo4b3o$106bobo68b3o2b2o$107b2o70bo2bo$52bo125b
o12bo$51b4o4bo45b2o79b2o3bobo$49b2o7bo38bo3bo3bobo32bo12bo26bo5b2o3b2o
$58b3o35bobobobo2bo33bobobo2bo5bo26bobobo$11bob2o37bob2o39bo2bob2o36b
o2bob4o5b3o23bo2bob5o$11b2obo37b2obo39b2obo39b2obo36b2obo5bo$9b2o3bob
2o32b2o3bob2o34b2o3bob2o34b2o3bob2o31b2o3bob2o$8bo2bob2obo32bo2bob2ob
o34bo2bob2obo34bo2bob2obo11bobo17bo2bob2obo5b3o$9b2o3bobobo31b2o3bobo
35b2o3bobo35b2o3bobo11b2o19b2o3bobo7bo$11b2o4b2o33b2o2bo38b2o2bo38b2o
2bo13bo21b2o2bo7bo$11bo40bo42bo42bo39bo15b3o$9bobo38bobo40bobo40bobo37b
obo15bo$9b2o39b2o41b2o41b2o15b3o20b2o17bo$153bo$13b2o139bo$14b2o$13bo
$21b3o$21bo$22bo!

EDIT:
Here's an almost complete synthesis with only three steps missing:

Code: Select all

x = 1563, y = 53, rule = B3/S23
717bo$717bobo$691bo25b2o$692bo$95bobo592b3o867bo$96b2o1462bobo$96bo1463b
2o2$264bobo136bobo$264b2o138b2o346bo$265bo138bo348b2o504bo280bo$414bo
bo335b2o506bo280bo$211bo3bo40bo43bo113b2o842b3o278b3o$209b2o3bo42bo43b
o113bo546bo305bo$210b2o2b3o38b3o41b3o2bobo96bo556bobo131bo4bo166b2o$119b
o99b2o30b2o51b2o98b2o154bo400b2o3bobo126bo4b2o165b2o144bo$117bobo98b2o
32b2o51bo97b2o153b2o41bo211bo152b2o125b3o3b2o46bo266bo$118b2o100bo30b
o214bo92b2o38bobo209b2o86bo67bo45b2o33b2o63b2o33bo12b2o54b2o52b2o48b2o
49b2o38b3o15b2o42bo17b2o65b2o$464b2o88bo45b2o148bo55bobo3b2o86bo111bo
bo32bobo62bobo31b3o11bobo53bobo51bobo47bobo48bobo55bobo43bo15bobo64bo
bo$264bo38bobo45bo2bo57bo2bo39bo9b2o42bo45b2o6bo50bo39bo57bo38b2o18bo
35b2o12bo42bo33b3o7bo52bo50bo34bo52b2o10bo47bo55bo53bo49bo50bo57bo43b
3o15bo66bo$164bo44bo53bobo37b2obo44b4o57b4o37b3o51b3o44b2o5b3o48b3o37b
3o55b3o37b2o17b3o35bo11b3o40b3o41b3o50b3o48b3o15bo17b2o53b2o8b2o46b2o
40bo7b2o4b2o46b2o4b2o45bo2b2o46bo2b2o39bo13bo2b2o49bo7bo2b2o62bo2b2o$
161bo2b3o4bo34bo2b3o50bo2b3o38b3o46b2o59b2o34bo3b2o48bo3b2o48bo3b2o31b
3o8b2obo3b2o31b2obo3b2o49b2obo3b2o53bo3b2o44bo3b2o37bo3b2o38bo3b2o47b
o3b2o45bo3b2o14bo14bo3b2o50bo8bo3b2o39b2obo3b2o39bo5bo2bobo3b2o44bobo
bo3b2o42bobo3b2o43bobo3b2o37b2o11bobo3b2o46bo7bobo3b2o59bobo3b2o$161b
3o3bo2bobo33b3o3bo49b3o3bo34b3o3bo41b2obo2bo54b2obo2bo33b2obo2bo47b2o
bo2bo47b2obo2bo32bo9bob2obo2bo31bob2obo2bo49bob2obo2bo52b2obo2bo39b2o
2b2obo2bo32b2o2b2obo2bo33b2o2b2obo2bo46b2obo2bo44b2obo2bo14bo13b2obo2b
o58b2obo2bo29bo4bo3b2ob2obo2bo36b3o6bobob2obo2bo45bob2obo2bo41bob2obo
2bo42bob2obo2bo35bobo11bob2obo2bo45b3o5bob2obo2bo58bob2obo2bo$165b2o3b
obo37b2o54b2o35bo3b2o42bo3b2o3bo51bo3b2o32bobo3b2o8b3o35bobo3b2o46bob
o3b2o32bo9bo2bo3b2o32bobo3b2o50bobo3b2o37b2o11b2obo3b2o40bobobo3b2o32b
o2bobo3b2o34bobobo3b2o44b2obo3b2o42b2obo3b2o10b7o9b2obo3b2o56b2obo3b2o
28bobo3b2o6bo3b2o34bo12bo2bo3b2o45b2obo3b2o41b2obo3b2o42b2obo3b2o49b2o
bo3b2o53b2obo3b2o49b3o6b2obo3b2o$o7bo49bo4b2o63b3o32b2o6bo36b2o54b2o39b
2o46b2o5bobo51b2o34b2o2b2o10bo32bo4b2o2b2o48b2o2b2o45b2o2b2o35bo2b2o53b
o2b2o38bobo11bobo2b2o45bo2b2o34b2o2bo2b2o37b2obob2o46b2obob2o44b2obob
2o17bo10b2obob2o58b2obob2o31b2o3bobo5bob2o37bo14bob2o50bob2o46bob2o47b
ob2o54bob2o52bo5bob2o53bo3bo5bob2o$b2o3b2o37b2o11b2o2b2o52b2o46bo44bo
55bo40bo47bo5b2o53bo39bo11bo32b2o7bo53bo50bo39bo54b2obo40bo14b2obo34b
o11b2obo39b2obo41bobo50bobo48bobo16bo15bobo62bobo45bobo35b3o15bobo50b
2obo46b2obo44b2obo2bo41b3o5b4obo2bo52b5obo2bo52bo4b5obo2bo$2o5b2o35bo
2bo9bobo4bo50bo2bo44bo9b3o32bo55bo40bo47bo60bo39bo44b2o7bo42bo9bo50bo
39bo154bo4b2o214bo70b3o90b2o118b3o46bo2bobobobo44bo5bo2bobobo57bobobo
62bobobo$39b2o4b2o63b2o4b2o45b2o8bo34b2o43bo10b2o39b2o46b2o60b3o37b3o
6b2o42b2o41b2o8b2o49b2o38b2o151b3o3b2o43b2o243bo89bobo120bo7b2o35bobo
3bo3bo44bo12bo49b2o3b2o5bo61bo4bo$39b2o69b2o62bo78b2o107b3o52bo39bo5b
2o85bobo3b2o255bo41bobo242bo92bo119bo4b4o38b2o114bobo3b2o67b2o$5b2o245b
obo107bo102bo89b2o91b2o207bo462bo157bo12bo$5bobo116b3o236bo42bo150bo39b
2o50b2o2b2o549bo153b2o127bo2bo$5bo118bo281b2o3bo186b2o48bo5b2o203b2o343b
2o152bobo125b2o2b3o$125bo217b2o60bobo2b2o185bo55bo205bobo341bobo152bo
63b2o55b3o4bobo$342bobo5b3o57bobo95bo9b2o339bo339bo213b2o6b2o58bo11b3o
$121b3o220bo5bo98b2o12bo37bo6b2o3bo3b2o234b2o444b2o213b2o7bo56bo12bo$
123bo227bo7bo90b2o10b2o37b2o4bobo3b2o4bo187bobo42bobo443bobo212bo3b3o
63b3o8bo$122bo235b2o44b3o42bo12bobo35bobo9bobo192b2o45bo662bo65bo$358b
obo4b2o39bo295bobo3bo709bo65bo$341b2o3b2o17bobo30b2o5bo282b3o12b2o$340b
obo2bobo17bo33b2o50b3o236bo12bo$120b2o220bo4bo50bo54bo235bo$119b2o331b
o$115bo5bo$115b2o$114bobo6$98bo$98b2o$97bobo!

[carsoncheng]

Here's an almost complete synthesis with only two steps missing:

Code: Select all

x = 1563, y = 53, rule = B3/S23
717bo$717bobo$691bo25b2o$692bo$95bobo592b3o867bo$96b2o1462bobo$96bo1463b
2o2$264bobo136bobo$264b2o138b2o346bo$265bo138bo348b2o504bo280bo$414bo
bo335b2o506bo280bo$211bo3bo40bo43bo113b2o842b3o278b3o$209b2o3bo42bo43b
o113bo546bo305bo$210b2o2b3o38b3o41b3o2bobo96bo556bobo131bo4bo166b2o$119b
o99b2o30b2o51b2o98b2o154bo400b2o3bobo126bo4b2o165b2o144bo$117bobo98b2o
32b2o51bo97b2o153b2o41bo211bo152b2o125b3o3b2o46bo266bo$118b2o100bo30b
o214bo92b2o38bobo209b2o86bo67bo45b2o33b2o63b2o33bo12b2o54b2o52b2o48b2o
49b2o38b3o15b2o42bo17b2o65b2o$464b2o88bo45b2o148bo55bobo3b2o86bo111bo
bo32bobo62bobo31b3o11bobo53bobo51bobo47bobo48bobo55bobo43bo15bobo64bo
bo$264bo38bobo45bo2bo57bo2bo39bo9b2o42bo45b2o6bo50bo39bo57bo38b2o18bo
35b2o12bo42bo33b3o7bo52bo50bo34bo52b2o10bo47bo55bo53bo49bo50bo57bo43b
3o15bo66bo$164bo44bo53bobo37b2obo44b4o57b4o37b3o51b3o44b2o5b3o48b3o37b
3o55b3o37b2o17b3o35bo11b3o40b3o41b3o50b3o48b3o15bo17b2o53b2o8b2o46b2o
40bo7b2o4b2o46b2o4b2o45bo2b2o46bo2b2o39bo13bo2b2o49bo7bo2b2o62bo2b2o$
161bo2b3o4bo34bo2b3o50bo2b3o38b3o46b2o59b2o34bo3b2o48bo3b2o48bo3b2o31b
3o8b2obo3b2o31b2obo3b2o49b2obo3b2o53bo3b2o44bo3b2o37bo3b2o38bo3b2o47b
o3b2o45bo3b2o14bo14bo3b2o50bo8bo3b2o39b2obo3b2o39bo5bo2bobo3b2o44bobo
bo3b2o42bobo3b2o43bobo3b2o37b2o11bobo3b2o46bo7bobo3b2o59bobo3b2o$161b
3o3bo2bobo33b3o3bo49b3o3bo34b3o3bo41b2obo2bo54b2obo2bo33b2obo2bo47b2o
bo2bo47b2obo2bo32bo9bob2obo2bo31bob2obo2bo49bob2obo2bo52b2obo2bo39b2o
2b2obo2bo32b2o2b2obo2bo33b2o2b2obo2bo46b2obo2bo44b2obo2bo14bo13b2obo2b
o58b2obo2bo29bo4bo3b2ob2obo2bo36b3o6bobob2obo2bo45bob2obo2bo41bob2obo
2bo42bob2obo2bo35bobo11bob2obo2bo45b3o5bob2obo2bo58bob2obo2bo$165b2o3b
obo37b2o54b2o35bo3b2o42bo3b2o3bo51bo3b2o32bobo3b2o8b3o35bobo3b2o46bob
o3b2o32bo9bo2bo3b2o32bobo3b2o50bobo3b2o37b2o11b2obo3b2o40bobobo3b2o32b
o2bobo3b2o34bobobo3b2o44b2obo3b2o42b2obo3b2o10b7o9b2obo3b2o56b2obo3b2o
28bobo3b2o6bo3b2o34bo12bo2bo3b2o45b2obo3b2o41b2obo3b2o42b2obo3b2o49b2o
bo3b2o53b2obo3b2o49b3o6b2obo3b2o$o7bo49bo4b2o63b3o32b2o6bo36b2o54b2o39b
2o46b2o5bobo51b2o34b2o2b2o10bo32bo4b2o2b2o48b2o2b2o45b2o2b2o35bo2b2o53b
o2b2o38bobo11bobo2b2o45bo2b2o34b2o2bo2b2o37b2obob2o46b2obob2o44b2obob
2o17bo10b2obob2o58b2obob2o31b2o3bobo5bob2o37bo14bob2o50bob2o46bob2o47b
ob2o54bob2o52bo5bob2o53bo3bo5bob2o$b2o3b2o37b2o11b2o2b2o52b2o46bo44bo
55bo40bo47bo5b2o53bo39bo11bo32b2o7bo53bo50bo39bo54b2obo40bo14b2obo34b
o11b2obo39b2obo41bobo50bobo48bobo16bo15bobo62bobo45bobo35b3o15bobo50b
2obo46b2obo44b2obo2bo41b3o5b4obo2bo52b5obo2bo52bo4b5obo2bo$2o5b2o35bo
2bo9bobo4bo50bo2bo44bo9b3o32bo55bo40bo47bo60bo39bo44b2o7bo42bo9bo50bo
39bo154bo4b2o214bo70b3o90b2o118b3o46bo2bobobobo44bo5bo2bobobo57bobobo
62bobobo$39b2o4b2o63b2o4b2o45b2o8bo34b2o43bo10b2o39b2o46b2o60b3o37b3o
6b2o42b2o41b2o8b2o49b2o38b2o151b3o3b2o43b2o243bo89bobo120bo7b2o35bobo
3bo3bo44bo12bo49b2o3b2o5bo61bo4bo$39b2o69b2o62bo78b2o107b3o52bo39bo5b
2o85bobo3b2o255bo41bobo242bo92bo119bo4b4o38b2o114bobo3b2o67b2o$5b2o245b
obo107bo102bo89b2o91b2o207bo462bo157bo12bo$5bobo116b3o236bo42bo150bo39b
2o50b2o2b2o549bo153b2o127bo2bo$5bo118bo281b2o3bo186b2o48bo5b2o203b2o343b
2o152bobo125b2o2b3o$125bo217b2o60bobo2b2o185bo55bo205bobo341bobo152bo
63b2o55b3o4bobo$342bobo5b3o57bobo95bo9b2o339bo339bo213b2o6b2o58bo11b3o
$121b3o220bo5bo98b2o12bo37bo6b2o3bo3b2o234b2o444b2o213b2o7bo56bo12bo$
123bo227bo7bo90b2o10b2o37b2o4bobo3b2o4bo187bobo42bobo443bobo212bo3b3o
63b3o8bo$122bo235b2o44b3o42bo12bobo35bobo9bobo192b2o45bo662bo65bo$358b
obo4b2o39bo295bobo3bo709bo65bo$341b2o3b2o17bobo30b2o5bo282b3o12b2o$340b
obo2bobo17bo33b2o50b3o236bo12bo$120b2o220bo4bo50bo54bo235bo$119b2o331b
o$115bo5bo$115b2o$114bobo6$98bo$98b2o$97bobo!

Solved one of the missing steps:

Code: Select all

x = 78, y = 26, rule = B3/S23
9bo$7bobo$8b2o2$4bo$5b2o$4b2o55bo$59bobo$60b2o$24b2o49b2o$23bobo48bob
o$23bo41bo8bo$21b3o40bobo6b2o$20bo3b2o38bobo4bo3b2o$20b2obo2bo38bo5b2o
bo2bo$17b2obo3b2o42b2obo3b2o$17b2obob2o44b2obob2o$21bobo48bobo2$b2o$o
bo$2bo2$4b3o$6bo$5bo!

[AlbertArmStain]

Solved one of the missing steps:

Code: Select all

x = 78, y = 26, rule = B3/S23
9bo$7bobo$8b2o2$4bo$5b2o$4b2o55bo$59bobo$60b2o$24b2o49b2o$23bobo48bob
o$23bo41bo8bo$21b3o40bobo6b2o$20bo3b2o38bobo4bo3b2o$20b2obo2bo38bo5b2o
bo2bo$17b2obo3b2o42b2obo3b2o$17b2obob2o44b2obob2o$21bobo48bobo2$b2o$o
bo$2bo2$4b3o$6bo$5bo!

Now we just need to find the spark using a spark search

Code: Select all

 x = 16, y = 17, rule = B3/S23
$9b2o$8bobo$8bo$4bo2b2o$3bobo3b2o$3bob2obo2bo$2b2obo3b2o$5bob2o$5b2ob
o$3o$2bo7b2o$bo4b4o$8bo!

[carsoncheng]

Now we just need to find the spark using a spark search

Code: Select all

 x = 16, y = 17, rule = B3/S23
$9b2o$8bobo$8bo$4bo2b2o$3bobo3b2o$3bob2obo2bo$2b2obo3b2o$5bob2o$5b2ob
o$3o$2bo7b2o$bo4b4o$8bo!

Done (in 9G):

Code: Select all

x = 132, y = 26, rule = B3/S23
6bobo$7b2o$7bo$106bo6bo$2bo101bobo7bo$obo102b2o5b3o$b2o55bo$56bobo$57b
2o2$19bo41bo7b2obo49b2obo$19b3o38bobo6b2ob3o35bo11b2ob3o$22bo37bobo12b
o34b2o16bo$17b5o39bo7b6o34bobo10b6o$17bo2bo48bo3bo48bo3bo$18bo3bo48bo
3bo48bo3bo$17b2obob3o45b2obob3o45b2obob3o$19bobo3bo46bobo3bo46bobo3bo
$19bobo2b2o46bobo2b2o46bobo2b2o$4b3o13bo52bo52bo$6bo$5bo102b2o$109b2o
$2b2o104bo$bobo$3bo!

We still need this component though:

Code: Select all

x = 35, y = 12, rule = B3/S23
$9b2o21b2o$8bobo20bobo$8bo22bo$4bo2b2o10bo7bo2b2o$3bobo3b2o9bo5bobo3b
2o$3bob2obo2bo2bobobo2bo4bob2obo2bo$2b2obo3b2o9bo4b2obo3b2o$5bob2o10b
o8bob2o$2b2obo2bo16b2obo2bo$bobob2o17bobobobo$2bo22bo3bo!

[Chris857]

xp14_0g8o0356xcc27y0ggy3oge2z23yb7211x356 (which I found in guntrue_140), in 32G.

Code: Select all

x = 513, y = 72, rule = B3/S23
479bo$479bobo$479b2o$231bo$232b2o179bo$231b2o181b2o$413b2o$438bobo$439b
2o$439bo57bo$147bo347b2o$148b2o346b2o$147b2o362bo$510bo$510b3o$168bo$
149bo18bobo$150bo17b2o166bo$39bo108b3o90bobo92bobo$38bo203b2o82bobo7b
2o$38b3o127bobo71bo83b2o13bobo$168b2o157bo13b2o$169bo172bo6$277b2o168b
2o$278bo169bo$278bobo141b3o23bobo$279b2o151bo16b2o$13b2o68b2o78b2o118b
2o147bo20b2o26bo$12bo2bo66bo2bo76bo2bo116bo2bo146bo19bo2bo25bo$12bobo
67bobo77bobo117bobo142b2o23bobo26bo$13bo69bo79bo119bo143bobo4b3o16bo30b
2o$90bo79bo119bo137b2o30bo16b3o4bobo$89bobo77bobo117bobo140bo26bobo23b
2o$88bo2bo76bo2bo116bo2bo140bo25bo2bo19bo$89b2o78b2o118b2o141bo26b2o20b
o$173b2o118b2o168b2o16bo$173bobo117bobo167bobo23b3o$175bo119bo169bo$175b
2o118b2o168b2o6$84bo146bo$84b2o145b2o13bo$83bobo144bobo13b2o83bo$236b
2o7bobo82b2o$103b3o129bobo92bobo$84b2o17bo133bo$83bobo18bo$85bo$401b3o
$b2o400bo$obo102b2o295bo$2bo101b2o310b2o$106bo310b2o$416bo57bo$473b2o
$473bobo$499b2o$341b2o155b2o$340b2o158bo$342bo$433b2o$432bobo$434bo!

Capped p140 R hassler glider gun in 126G (assuming a 74G 62P7 to start).

Code: Select all

x = 1130, y = 150, rule = B3/S23
697bo$696bo$619bo76b3o$620b2o$619b2o2$473bo$473bobo$473b2o$517bobo$517b
2o$504bobo11bo$504b2o$480bo24bo$471bo6b2o$470bo8b2o$470b3o3$337bo$335b
obo130bo$336b2o130bobo$340bo127b2o$341bo166bo$339b3o7bo156b2o$334bo15b
2o155b2o$335b2o12b2o$334b2o2$774bo$772bobo126bo$484bo288b2o124b2o$482b
2o416b2o$483b2o374bo$860b2o264bobo$859b2o265b2o$1127bo$253bobo513b2o98b
2o108b2o118b2o$253b2o515bo99bo109bo119bo$254bo515bobo97bobo10b2o95bob
o10b2o105bobo10b2o$771b2o98b2o10b2o96b2o10b2o106b2o10b2o4$248bo$248bo
bo$248b2o2$793b2o$793bobo$214bo578bo$215b2o$7b2o88b2o41bobo54b2o15b2o
191b2o238b2o108b2o98b2o108b2o118b2o$2o6b3o79b2o6b3o39b2o48b2o6b3o36bo
162b2o6b3o229b2o6b3o99b2o6b3o89b2o6b3o99b2o6b3o18b2o89b2o6b3o18b2o$o5b
o4bo78bo5bo4bo39bo48bo5bo4bo34bo163bo5bo4bo228bo5bo4bo98bo5bo4bo88bo5b
o4bo98bo5bo4bo16bo2bo88bo5bo4bo16bo2bo$b3obob4o10bo69b3obob4o90b3obob
4o35b3o162b3obob4o230b3obob4o100b3obob4o90b3obob4o100b3obob4o18b2o90b
3obob4o18b2o$3bobo14bo72bobo97bobo207bobo237bobo107bobo97bobo107bobo117b
obo$4b2o2b3o9b3o71b2o2b3o93b2o2b3o203b2o2b3o233b2o2b3o103b2o2b3o93b2o
2b3o103b2o2b3o56bo56b2o2b3o$4b2o2b3o14bo68b2o2b3o93b2o2b3o203b2o2b3o233b
2o2b3o103b2o2b3o93b2o2b3o103b2o2b3o54b2o57b2o2b3o$2bobo3b3o13b2o66bob
o3b3o8bo82bobo3b3o8bo192bobo3b3o8bo222bobo3b3o101bobo3b3o91bobo3b3o101b
obo3b3o55b2o54bobo3b3o$bobob2ob3o13bobo64bobob2ob3o7b2o34bo46bobob2ob
3o7b2o191bobob2ob3o7b2o221bobob2ob3o100bobob2ob3o90bobob2ob3o100bobob
2ob3o110bobob2ob3o$bobob2ob3o80bobob2ob3o7b2o34bobo44bobob2ob3o7b2o191b
obob2ob3o7b2o221bobob2ob3o100bobob2ob3o90bobob2ob3o100bobob2ob3o110bo
bob2ob3o$2bobo3b3o8b3o70bobo3b3o7bo35b2o46bobo3b3o7bo193bobo3b3o7bo223b
obo3b3o101bobo3b3o91bobo3b3o101bobo3b3o59bo51bobo3b3o$4b2o2b3o8bo74b2o
2b3o93b2o2b3o203b2o2b3o233b2o2b3o103b2o2b3o93b2o2b3o103b2o2b3o58bo54b
2o2b3o$4b2o2b3o9bo73b2o2b3o93b2o2b3o203b2o2b3o233b2o2b3o103b2o2b3o93b
2o2b3o103b2o2b3o58b3o52b2o2b3o$3bobo87bobo97bobo207bobo237bobo107bobo
97bobo107bobo117bobo$b3obob4o80b3obob4o90b3obob4o200b3obob4o230b3obob
4o100b3obob4o90b3obob4o100b3obob4o110b3obob4o$o5bo4bo78bo5bo4bo88bo5b
o4bo198bo5bo4bo228bo5bo4bo98bo5bo4bo88bo5bo4bo98bo5bo4bo108bo5bo4bo$2o
6b3o79b2o6b3o89b2o6b3o199b2o6b3o229b2o6b3o99b2o6b3o89b2o6b3o99b2o6b3o
109b2o6b3o$7b2o88b2o98b2o208b2o238b2o108b2o98b2o108b2o118b2o$435b2o$435b
o231b3o107b3o97b3o107b3o117b3o$433bobo230bo109bo99bo109bo119bo$433b2o
230b2o3bo104b2o3bo94b2o3bo104b2o3bo114b2o3bo$219b2o208b2o232b3obo8b2o
95b3obo8b2o85b3obo8b2o95b3obo8b2o105b3obo8b2o$218bo2bo206bo2bo219b2o9b
2obobobo4bo2bo83b2o9b2obobobo4bo2bo73b2o9b2obobobo4bo2bo83b2o9b2obobo
bo4bo2bo93b2o9b2obobobo4bo2bo$219bobo207bobo220bo8bobo2bo9bo85bo8bobo
2bo9bo75bo8bobo2bo9bo85bo8bobo2bo9bo95bo8bobo2bo9bo$220bo209bo221bobo
8b2o5bo5bo2b2o81bobo8b2o5bo5bo2b2o71bobo8b2o5bo5bo2b2o81bobo8b2o5bo5b
o2b2o91bobo8b2o5bo5bo2b2o5b2o$213bo209bo229b2o2bo5bo5b2o8bobo81b2o2bo
5bo5b2o8bobo71b2o2bo5bo5b2o8bobo81b2o2bo5bo5b2o8bobo91b2o2bo5bo5b2o8b
obo4bobo$212bobo207bobo232bo9bo2bobo8bo17b3o65bo9bo2bobo8bo75bo9bo2bo
bo8bo85bo9bo2bobo8bo95bo9bo2bobo8bo6bo$212bo2bo206bo2bo230bo2bo4bobob
ob2o9b2o16bo66bo2bo4bobobob2o9b2o73bo2bo4bobobob2o9b2o83bo2bo4bobobob
2o9b2o93bo2bo4bobobob2o9b2o5b2o$213b2o208b2o231b2o8bob3o29bo65b2o8bob
3o85b2o8bob3o95b2o8bob3o105b2o8bob3o$419b2o242bo3b2o104bo3b2o94bo3b2o
104bo3b2o114bo3b2o$418bobo246bo109bo99bo109bo119bo$418bo245b3o107b3o97b
3o107b3o117b3o$417b2o5$1029b2o$140b2o886b2o$139b2o889bo$141bo$1034b3o
$1034bo$1035bo3$130bo$90b2o37b2o$91b2o36bobo97bo$90bo137b2o$228bobo$98b
3o$100bo87b3o$99bo90bo37b2o$189bo38bobo$228bo3$187b2o$188b2o$187bo15$
518b2o$503b2o12b2o$345b2o155b2o15bo$346b2o156bo7b3o$345bo166bo$513bo$
516b2o$516bobo$516bo$502bo$501b2o$354b2o122b3o20bobo$353bobo122bo$355b
o123bo$348bo$348b2o$335bo11bobo$335b2o$334bobo$484b3o$484bo$485bo!

[carsoncheng]

xp14_0g8o0356xcc27y0ggy3oge2z23yb7211x356 (which I found in guntrue_140), in 32G.

Code: Select all

x = 513, y = 72, rule = B3/S23
479bo$479bobo$479b2o$231bo$232b2o179bo$231b2o181b2o$413b2o$438bobo$439b
2o$439bo57bo$147bo347b2o$148b2o346b2o$147b2o362bo$510bo$510b3o$168bo$
149bo18bobo$150bo17b2o166bo$39bo108b3o90bobo92bobo$38bo203b2o82bobo7b
2o$38b3o127bobo71bo83b2o13bobo$168b2o157bo13b2o$169bo172bo6$277b2o168b
2o$278bo169bo$278bobo141b3o23bobo$279b2o151bo16b2o$13b2o68b2o78b2o118b
2o147bo20b2o26bo$12bo2bo66bo2bo76bo2bo116bo2bo146bo19bo2bo25bo$12bobo
67bobo77bobo117bobo142b2o23bobo26bo$13bo69bo79bo119bo143bobo4b3o16bo30b
2o$90bo79bo119bo137b2o30bo16b3o4bobo$89bobo77bobo117bobo140bo26bobo23b
2o$88bo2bo76bo2bo116bo2bo140bo25bo2bo19bo$89b2o78b2o118b2o141bo26b2o20b
o$173b2o118b2o168b2o16bo$173bobo117bobo167bobo23b3o$175bo119bo169bo$175b
2o118b2o168b2o6$84bo146bo$84b2o145b2o13bo$83bobo144bobo13b2o83bo$236b
2o7bobo82b2o$103b3o129bobo92bobo$84b2o17bo133bo$83bobo18bo$85bo$401b3o
$b2o400bo$obo102b2o295bo$2bo101b2o310b2o$106bo310b2o$416bo57bo$473b2o
$473bobo$499b2o$341b2o155b2o$340b2o158bo$342bo$433b2o$432bobo$434bo!

16G (assuming ship+eater constellation costs 4G):

Code: Select all

x = 82, y = 32, rule = B3/S23
5bo57bo$5b3o55b3o$8bo57bo$7b2o56b2o13bo$79bo$10b2o56b2o9b3o$9bobo55bob
o4bobo$9b2o56b2o5b2o$75bo2$55bo$53bobo$54b2o$60bo$58bobo$59b2o$71b2o$
71bobo$71bo$76b2o$76bobo$76bo$7bobo$o6b2o47bo$b2o5bo47b2o5b2o$2o53bobo
4bobo$50b3o9b2o$52bo$7b2o42bo13b2o$7bo57bo$8b3o55b3o$10bo57bo!

EDIT: Now down to 14G:

Code: Select all

x = 20, y = 32, rule = B3/S23
7bo$7b3o$10bo$9b2o2$12b2o$11bobo$11b2o$5bo$3bobo13bo$4b2o2bobo6b2o$9b
2o7b2o$9bo7$10bo$2o7b2o$b2o6bobo2b2o$o13bobo$14bo$7b2o$6bobo$6b2o2$9b
2o$9bo$10b3o$12bo!

EDIT: They didn't appear to be correctly processed, because the step that adds the second eater from the ship+eater constellation was not submitted; I have submitted them now, hopefully the 14G will appear in Catagolue by the next update process.
EDIT 2: The 14G synthesis is on Catagolue now.