Synthesising Oscillators

KtT · Post by **KtT** » November 9th, 2025, 9:54 am

A p16 R-pentomino hassler in 21G, down from 23G:

x = 47, y = 57, rule = B3/S23
o$b2o39bo$2o39bo$41b3o17$32b2o$11bo20bo$10bobo17bobo$9bo3bo16b2o$10bo
3bo$11bo3bo9b2o$12bo3bo7bo2bo$13bobo9b2o$14bo17bo$20b2o9bobo$19bo2bo7b
o3bo$20b2o9bo3bo$32bo3bo$15b2o16bo3bo$14bobo17bobo$14bo20bo$13b2o17$3b
3o$5bo39b2o$4bo39b2o$46bo!

Chris857 · Post by **Chris857** » November 10th, 2025, 12:35 am

vilc wrote: November 9th, 2025, 4:47 am
Chris857 wrote: November 8th, 2025, 9:04 pm
Chris857 wrote: November 8th, 2025, 9:03 pm https://catagolue.hatsya.com/object/xp6 ... y133/b3s23
p66 oscillator found by C.R. Hilton on 2025-11-05 in D8_1 (crosspost from Discord)
80G
Reduced to 75G using automated optimisation of the constellation synthesis.

74G

Code: Select all

x = 49, y = 49, rule = B3/S23
46bobo$46b2o$32bo14bo$26bo4bobo$25bobo3b2o$25bobo17bo$26bo17bo$29bo14b
3o$29bo$29bo37$3o$2bo$bo!

Edit: 72G

Code: Select all

x = 1390, y = 131, rule = B3/S23
812bo$102bo707bobo157bo$102bobo706b2o158bo$102b2o865b3o3$1050bobo$1050b
2o$1051bo2$906bo$356bo549bobo$357bo548b2o$355b3o$40bo$41b2o$40b2o5$93b
o331bo$92bo330b2o$92b3o329b2o$419bo90bobo$bo367bo47b2o92b2o$2bo364bob
o48b2o91bo$3o365b2o$88bobo$88b2o$89bo423bobo$514b2o872bo$514bo872bo$1387b
3o2$22bo$20bobo273bo$21b2o273bobo826bo$296b2o828b2o$27bo1097b2o$28b2o
$27b2o84bobo$113b2o$114bo$241bo139bo169bo149bo139bo179bo159bo139bo$240b
obo137bobo167bobo147bobo137bobo177bobo157bobo137bobo$240b2o138b2o168b
2o148b2o138b2o178b2o14b2o133b2o7b2o14b2o113b2o7b2o14b2o$1036b2o133b2o
23b2o113b2o23b2o$235b3o45bo91b3o167b3o13b3o131b3o13b3o121b3o13b3o161b
3o13b3o141b3o13b3o121b3o13b3o$282bo$239b2o41b3o94b2o168b2o7b2o139b2o7b
2o129b2o7b2o169b2o7b2o149b2o7b2o129b2o7b2o$238bo2bo136bo2bo166bo2bo5b
o2bo137bo2bo5bo2bo127bo2bo5bo2bo167bo2bo5bo2bo147bo2bo5bo2bo127bo2bo5b
o2bo$239b2o138b2o168b2o7b2o139b2o7b2o129b2o7b2o169b2o7b2o12b2o121b2o12b
2o7b2o12b2o101b2o12b2o7b2o12b2o$1042b2o121b2o35b2o101b2o35b2o3$261bo139b
o169bo115bo33bo105bo33bo145bo33bo125bo33bo105bo33bo$261bo139bo169bo115b
o33bo105bo33bo145bo33bo125bo33bo105bo33bo$261bo139bo169bo115bo33bo105b
o33bo145bo33bo125bo33bo105bo33bo$258bo139bo169bo121bo27bo111bo27bo151b
o27bo131bo27bo111bo27bo$257bobo137bobo167bobo119bobo25bobo109bobo25bo
bo149bobo25bobo129bobo25bobo109bobo25bobo$257bobo3b2o132bobo3b2o162bo
bo3b2o114bobo25bobo3b2o104bobo25bobo3b2o144bobo25bobo3b2o124bobo25bob
o3b2o104bobo25bobo3b2o$258bo4bobo132bo4bobo162bo4bobo114bo27bo4bobo104b
o27bo4bobo144bo27bo4bobo124bo27bo4bobo104bo27bo4bobo$264bo139bo169bo149b
o139bo179bo159bo139bo4$224bo139bo169bo149bo139bo179bo159bo139bo$223bo
bo4bo132bobo4bo27bo134bobo4bo27bo114bobo4bo27bo104bobo4bo27bo144bobo4b
o27bo124bobo4bo27bo104bobo4bo27bo$224b2o3bobo132b2o3bobo25bobo134b2o3b
obo25bobo114b2o3bobo25bobo104b2o3bobo25bobo144b2o3bobo25bobo124b2o3bo
bo25bobo104b2o3bobo25bobo$229bobo137bobo25bobo139bobo25bobo119bobo25b
obo109bobo25bobo149bobo25bobo129bobo25bobo109bobo25bobo$230bo139bo27b
o141bo27bo121bo27bo111bo27bo151bo27bo131bo27bo111bo27bo$227bo139bo33b
o135bo33bo115bo33bo105bo33bo145bo33bo125bo33bo105bo33bo$227bo139bo33b
o135bo33bo115bo33bo105bo33bo145bo33bo125bo33bo105bo33bo$227bo139bo33b
o135bo33bo115bo33bo105bo33bo145bo33bo125bo33bo105bo33bo3$1305b2o$248b
2o138b2o168b2o148b2o129b2o7b2o169b2o7b2o149b2o7b2o115b2o12b2o7b2o$247b
o2bo136bo2bo166bo2bo146bo2bo127bo2bo5bo2bo167bo2bo5bo2bo147bo2bo5bo2b
o127bo2bo5bo2bo$248b2o138b2o124b3o41b2o148b2o129b2o7b2o169b2o7b2o149b
2o7b2o129b2o7b2o$516bo$251b3o137b3o121bo45b3o147b3o121b3o13b3o161b3o13b
3o141b3o13b3o121b3o13b3o$1311b2o$247b2o138b2o168b2o148b2o138b2o178b2o
158b2o122b2o14b2o$246bobo137bobo167bobo147bobo137bobo177bobo157bobo137b
obo$247bo139bo169bo149bo139bo179bo159bo139bo$14bo$14b2o$13bobo84b2o$99b
2o$101bo800b2o$501b2o398b2o$106b2o392bobo400bo$106bobo393bo$106bo2$959b
3o$284bo676bo$283b2o675bo$39bo243bobo$39b2o$38bobo$126b3o590b2o$126bo
160bo381b2o48bobo$127bo158b2o382b2o47bo$286bobo380bo$34b3o626b2o$36bo
627b2o$35bo627bo5$87b2o$86b2o$88bo$731b3o$731bo389b2o$732bo387bobo$1122b
o2$1297bo$1297b2o$1296bobo3$25b2o1350b3o$24bobo1189b2o159bo$26bo1189b
obo159bo$1216bo!

2025-11-10:
A p66 R-pentomino hassler in 24G, down from 25G.

Code: Select all

x = 446, y = 72, rule = B3/S23
168bo$167bo$167b3o233bo$404bo$402b3o$444bo$443bo$443b3o2$42bo$41bo80b
o$41b3o79b2o283bo$122b2o285b2o$408b2o32bo$118bo165bo157bobo$119bo164b
obo155b2o$117b3o164b2o123bo$407bobo$408b2o8$239bo$237bobo$121b2o115b2o
41b2o128b2o$120bobo157bobo127bobo$121bo159bo129bo$301b2o128b2o$302bo129b
o$302bob2o126bob2o$301b2ob2o94b2o29b2ob2o$302bo96bobo30bo$300bobo96bo
30bobo$300b2o94b2ob2o29b2o$396b2obo$399bo$399b2o$30bo99bo159bo129bo$29b
obo97bobo157bobo127bobo$29b2o98b2o41b2o115b2o128b2o$172bobo$172bo2$bo
$b2o$obo4$422b2o$422bobo$126b2o164b3o127bo$125bobo164bo95b2o$127bo165b
o93bobo$389bo32b2o$288b2o131b2o$287b2o134bo$289bo3$386b3o$388bo$387bo
$427b3o$427bo$242b3o183bo$244bo$243bo!

KtT · Post by **KtT** » November 12th, 2025, 11:41 am

A p54 pi-heptomino hassler in 34G:

Code: Select all

x = 581, y = 114, rule = B3/S23
577bo$575b2o$449bo126b2o$448bo$448b3o$502bobo$503b2o$503bo$575bo$573b
2o$369bo132bo71b2o$370b2o131b2o74bo$369b2o131b2o74bo$578b3o$450bo$255b
o193bo122bo$86bo67bo101b2o191b3o120bobo$87b2o65bobo98b2o315b2o$86b2o66b
2o$562bo$561bo$561b3o2$obo$b2o$bo8$336bobo$267bobo66b2o$268b2o67bo$268b
o10$523bo$523b3o$526bo$188b2o115b2o93b2o118b2o3b2o$189bo116bo94bo119b
o$187bo116bo94bo119bo$187b2o115b2o93b2o118b2o2$304b2o93b2o118b2o$51bo
96bo64bo90bobo23bo68bobo23bo93bobo23bo$49b3o94b3o62b3o91bo22b3o69bo22b
3o94bo22b3o$48bo96bo64bo116bo69b3o22bo94b3o22bo$47bobo94bobo62bobo114b
obo68bo23bobo93bo23bobo$48b2o95b2o63b2o115b2o93b2o118b2o2$48b2o95b2o63b
2o115b2o93b2o118b2o$49bo96bo64bo116bo94bo119bo$47bo96bo64bo116bo94bo119b
o$47b2o90b2o3b2o58b2o3b2o110b2o3b2o88b2o3b2o113b2o3b2o$139bo64bo116bo
94bo119bo$140b3o62b3o114b3o92b3o117b3o$142bo64bo116bo94bo119bo16$83bo
$83b2o$82bobo2$89b2o$90b2o131bo$89bo132b2o$222bobo2$499b3o$501bo$500b
o2$489b2o$488bobo$490bo2$482b3o$484bo74b2o$483bo74b2o$487b2o71bo$3b2o
483b2o$2bobo482bo$4bo554bo$558b2o$558bobo3$485b2o$486b2o$485bo!

Its variant in 31G, down from 32G:

Code: Select all

x = 386, y = 105, rule = B3/S23
4bo$2bobo$3b2o11$157bo$156bo$156b3o24$139bo118bo94bo$137b3o116b3o92b3o
$136bo118bo94bo$50b2o84b2o6b2o109b2o6b2o85b2o6b2o$49bobo91bobo116bobo
92bobo$49bo93bo118bo94bo$48b2o92b2o117b2o93b2o2$48b2o92b2o117b2o93b2o
$47bobo91bobo116bobo68bo23bobo$48bo93bo118bo69b3o22bo$49b3o91b3o93bo22b
3o69bo22b3o$51bo93bo92bobo23bo68bobo23bo$238b2o93b2o2$238b2o93b2o$238b
o94bo$236bobo92bobo$236b2o93b2o13$202bo$202b2o67bo$201bobo66b2o$270bo
bo8$bo$b2o$obo5$152bo$151b2o36b2o$151bobo36b2o191b3o$82b3o104bo193bo$
84bo299bo$83bo$303b2o$304b2o$303bo6$382b3o$382bo$383bo!

2025-11-15:
A p48 pulsar hassler in 37G:

Code: Select all

x = 431, y = 85, rule = B3/S23
216bo51bo$9bobo205bo50bobo$10b2o43bo154bo4b3o50b2o$10bo43bo156b2o$54b
3o153b2o3$216bo$217b2o$104bo111b2o$105bo312bo6bo$103b3o310b2o5b2o$417b
2o5b2o5$319bo$317b2o37bo56bo$318b2o34bobo55bo$355b2o55b3o$129b2o123b2o
125b2o$351bo$127bo3bo120bo3bo95bo26bo3bo$127bo4bo119bo4bo92b3o26bo4bo
$129bobobo120bobobo122bobobo$130bobobo120bobobo122bobobo$131bo4bo37bo
81bo4bo121bo4bo$132bo3bo37bobo80bo3bo122bo3bo$174b2o125bo73b2o$22bobo
108b2o123b2o40bo74b2obo6b2o$23b2o43bo231b3o76bo$23bo43bo292bo15bo$67b
3o181b3o104bobo16bob2o$359b2o18b2o12$400b2o18b2o$273b3o124b2obo16bobo
$404bo15bo$3o221b3o174bo$2bo139b2o82bo40b2o125b2o6bob2o$bo99b2o122bo178b
2o$100bobo37bo3bo120bo3bo122bo3bo$5b2o95bo37bo4bo119bo4bo121bo4bo$4bo
bo135bobobo120bobobo122bobobo$6bo136bobobo120bobobo95bo26bobobo$144bo
4bo119bo4bo93b2o26bo4bo26b3o$145bo3bo120bo3bo92bobo27bo3bo26bo$429bo$
146b2o123b2o125b2o$370b3o51b2o$207b2o163bo51bobo$208b2o161bo52bo$207b
o5$355b2o5b2o$171b3o182b2o5b2o$171bo183bo6bo$172bo136b2o$308b2o$310bo
3$315b2o$314b2o$13b3o241b2o50b3o4bo$15bo240bobo50bo$14bo243bo51bo2$18b
2o$17bobo$19bo!

2025-11-16:
P148 long bun hassler in 36G, down from 46G:

Code: Select all

x = 93, y = 114, rule = B3/S23
66bo$65bo$65b3o2$59bo$59bobo$obo56b2o$b2o$bo6$18bo$16bobo$17b2o9$63bo
bo$20bobo40b2o$21b2o41bo$21bo13$59bo$58bobo$58bobo$57b2ob3o$63bo$57b2o
b3o$57b2obo3$28b2o$27bobo27b2o$27bo29bobo$26b2o31bo$59b2o5$32b2o$33bo
31b2o$33bobo29bo$34b2o27bobo$63b2o3$32bob2o$30b3ob2o$29bo$30b3ob2o$32b
obo$32bobo$33bo13$71bo$28bo41b2o$28b2o40bobo$27bobo9$74b2o$74bobo$74b
o6$91bo$90b2o$32b2o56bobo$31bobo$33bo2$25b3o$27bo$26bo!

Chris857 · Post by **Chris857** » November 17th, 2025, 12:08 am

62P7 in 68G, down from 74G.

Code: Select all

x = 166, y = 43, rule = B3/S23
11bob2o6b2obo116bob2o6b2obo$10bob2obob2obob2obo114bob2obob2obob2obo$10b
o4bob2obo4bo114bo4bob2obo4bo$9b2ob3o6b3ob2o112b2ob3o6b3ob2o$9bo2bo10b
o2bo112bo2bo10bo2bo$11bo12bo116bo12bo$12b3o6b3o118b3o6b3o$14bo6bo122b
o6bo$22b2o118b2o8b2o$23bo118bo10bo$22bo120bo9bobo$22b2o118b2o10b2o18$
38b2o86b2o$37b2o88b2o$15b2o22bo15b2o52b2o15bo22b2o$14bobo38bobo50bobo
38bobo$16bo38bo54bo38bo$11bo142bo$11b2o140b2o$10bobo140bobo4$b2o160b2o
$obo160bobo$2bo160bo!

KtT wrote: November 12th, 2025, 11:41 am 2025-11-15:
A p48 pulsar hassler in 37G:

Should be reduced to 33G

Code: Select all

x = 270, y = 231, rule = B3/S23
264bo$263bo$263b3o2$260bo$260bobo$260b2o4$82bo$82bobo$82b2o3$183bo$181b
obo$182b2o2$178bo$179bo$177b3o$60b3o167b3o$63bo169bo$59bo3bo165bo3bo$
58bobo2bo164bobo2bo$56bo2bobo164bo2bobo$21bo34bo3bo165bo3bo$19bobo34b
o169bo$20b2o35b3o167b3o$232b2o$232b2o18$213b2o$213b2o$47b3o35b2o130b3o
$50bo34bobo132bo$46bo3bo34bo130bo3bo$45bobo2bo164bobo2bo$43bo2bobo164b
o2bobo$43bo3bo165bo3bo$43bo169bo$44b3o167b3o$267b3o$267bo$268bo2$263b
2o$263bobo$263bo3$23b2o$22bobo$24bo4$185b2o$184bobo$186bo2$181b3o$183b
o$182bo50$102bo$101bo$32bo68b3o$30bobo$31b2o2$27bo$28bo$26b3o9$bo$2bo
$3o41$48b2o$88b3o$36bo10bo3bo36bo$36b2o8bo4bo37bo$35bobo7bobobo$44bob
obo$42bo4bo$42bo3bo2$44b2o12$104b3o$104bo$105bo15$3b3o$5bo$4bo!

KtT · Post by **KtT** » November 17th, 2025, 11:23 am

A p63 traffic light hassler in 366G, down from 373G:

Code: Select all

x = 727, y = 576, rule = B3/S23
79bo$39bo37bobo61bo$39bobo36b2o60bo$39b2o99b3o4$obo9bob2o4b2obo48bobo
23bob2o4b2obo16bobo$b2o9b2o2bo2bo2b2o49b2o23b2o2bo2bo2b2o16b2o$bo8b2o
3bo4bo3b2o47bo22b2o3bo4bo3b2o15bo$9bo3b2ob4ob2o3bo68bo3b2ob4ob2o3bo$10b
3obobo2bobob3o70b3obobo2bobob3o$12bobobo2bobobo74bobobo2bobobo$15bo4b
o80bo4bo$16b4o82b4o$17b2o84b2o7$102bo$102b3o$105bo$104b2o10$23b2o84b2o
$23bo5bo79bo5bo$20b2obobo2bobo75b2obobo2bobo$19bo2b2ob4obo74bo2b2ob4o
bo$19b2o3bo4bo75b2o3bo4bo$21b2o2bo2bo78b2o2bo2bo$21bob2o4b3o75bob2o4b
3o$31bo85bo3$5b2o$4bobo$6bo21$72b3o$74bo$73bo$131bo$130b2o$130bobo100$
obo$b2o$bo$103bo$103bobo$103b2o$4bo585bo$5bo577bobo4bobo55bo$3b3o435b
obo139b2o5b2o54bobo$442b2o140bo62b2o$442bo$447bo96bo$448bo96b2o$446b3o
95b2o$390bo$388b2o$389b2o5$205bo$68b2o101b2o31bo63b2o96b2o133b2o101b2o
109b2o$68bobo100bobo30b3o61bobo95bobo132bobo100bobo108bobo$45bob2o4b2o
bo13bo77bob2o4b2obo13bo71bob2o4b2obo13bo72bob2o4b2obo13bo109bob2o4b2o
bo13bo77bob2o4b2obo13bo85bob2o4b2obo13bo$45b2o2bo2bo2b2o13b2o76b2o2bo
2bo2b2o13b2o70b2o2bo2bo2b2o13b2o71b2o2bo2bo2b2o13b2o108b2o2bo2bo2b2o13b
2o76b2o2bo2bo2b2o13b2o84b2o2bo2bo2b2o13b2o$43b2o3bo4bo3b2o87b2o3bo4bo
3b2o81b2o3bo4bo3b2o82b2o3bo4bo3b2o119b2o3bo4bo3b2o87b2o3bo4bo3b2o95b2o
3bo4bo3b2o$42bo3b2ob4ob2o3bo8b4o73bo3b2ob4ob2o3bo8b4o67bo3b2ob4ob2o3b
o8b4o32bo35bo3b2ob4ob2o3bo8b4o105bo3b2ob4ob2o3bo8b4o73bo3b2ob4ob2o3bo
8b4o81bo3b2ob4ob2o3bo8b4o$43b3obobo2bobob3o9bo2bo74b3obobo2bobob3o9bo
2bo68b3obobo2bobob3o9bo2bo30b2o37b3obobo2bobob3o9bo2bo106b3obobo2bobo
b3o9bo2bo74b3obobo2bobob3o9bo2bo54bo27b3obobo2bobob3o9bo2bo$45bobobo2b
obobo12bo78bobobo2bobobo12bo22bo49bobobo2bobobo12bo33b2o38bobobo2bobo
bo12bo110bobobo2bobobo12bo78bobobo2bobobo12bo54bobo15b2o12bobobo2bobo
bo12bo$48bo4bo12b3o82bo4bo12b3o23bobo50bo4bo12b3o77bo4bo12b3o114bo4bo
12b3o68bo13bo4bo12b3o56b2o15bobo14bo4bo12b3o$49b4o13bo85b4o13bo25b2o52b
4o13bo80b4o13bo117b4o13bo69bobo13b4o13bo77bo15b4o13bo$50b2o101b2o95b2o
96b2o133b2o84b2o15b2o92b2o15b2o2$569b2o109b2o$568bobo108bobo$569bo110b
o$46b2o101b2o95b2o96b2o133b2o101b2o109b2o$46bo2bo99bo2bo93bo2bo94bo2b
o131bo2bo99bo2bo107bo2bo$48b2o101b2o20b2o73b2o20b2o74b2o20b2o111b2o20b
2o79b2o20b2o87b2o20b2o$141bo31bobo62bo31bobo63bo31bobo100bo31bobo68bo
31bobo76bo31bobo$140bobo31bobo60bobo31bobo61bobo31bobo98bobo31bobo66b
obo31bobo74bobo31bobo$141bobo31bo62bobo31bo63bobo31bo100bobo31bo68bob
o31bo76bobo31bo$61b2o79b2o20b2o73b2o20b2o74b2o20b2o111b2o20b2o79b2o20b
2o87b2o20b2o$61bo2bo99bo2bo93bo2bo94bo2bo131bo2bo99bo2bo107bo2bo$63b2o
101b2o95b2o96b2o133b2o101b2o109b2o$277bo97bo$276bobo95bobo132bo2bo99b
o2bo107bo2bo$276b2o96b2o133b4o99b4o107b4o2$59b2o101b2o95b2o15b2o79b2o
15b2o116b2o15b2o84b2o15b2o92b2o15b2o$44bo13b4o85bo13b4o79bo13b4o13bob
o64bo13b4o15bo74b2o25bo13b4o15bo69bo13b4o15bo77bo13b4o15bo$42b3o12bo4b
o82b3o12bo4bo76b3o12bo4bo13bo63b3o12bo4bo14bobo15b2o54bobo23b3o12bo4b
o14bobo30b2o33b3o12bo4bo14bobo73b3o12bo4bo14bobo$41bo12bobobo2bobobo78b
o12bobobo2bobobo72bo12bobobo2bobobo73bo12bobobo2bobobo12b2o15bobo55bo
22bo12bobobo2bobobo12b2o31b2o31bo12bobobo2bobobo12b2o72bo12bobobo2bob
obo12b2o$39bo2bo9b3obobo2bobob3o74bo2bo9b3obobo2bobob3o68bo2bo9b3obob
o2bobob3o69bo2bo9b3obobo2bobob3o27bo78bo2bo9b3obobo2bobob3o42bo31bo2b
o9b3obobo2bobob3o82bo2bo9b3obobo2bobob3o$39b4o8bo3b2ob4ob2o3bo73b4o8b
o3b2ob4ob2o3bo67b4o8bo3b2ob4ob2o3bo68b4o8bo3b2ob4ob2o3bo105b4o8bo3b2o
b4ob2o3bo73b4o8bo3b2ob4ob2o3bo81b4o8bo3b2ob4ob2o3bo$52b2o3bo4bo3b2o87b
2o3bo4bo3b2o81b2o3bo4bo3b2o82b2o3bo4bo3b2o119b2o3bo4bo3b2o87b2o3bo4bo
3b2o95b2o3bo4bo3b2o$39b2o13b2o2bo2bo2b2o76b2o13b2o2bo2bo2b2o70b2o13b2o
2bo2bo2b2o71b2o13b2o2bo2bo2b2o108b2o13b2o2bo2bo2b2o76b2o13b2o2bo2bo2b
2o84b2o13b2o2bo2bo2b2o$40bo13bob2o4b2obo77bo13bob2o4b2obo71bo13bob2o4b
2obo72bo13bob2o4b2obo109bo13bob2o4b2obo77bo13bob2o4b2obo85bo13bob2o4b
2obo$40bobo100bobo94bobo95bobo99b3o30bobo100bobo108bobo$41b2o101b2o95b
2o96b2o101bo31b2o101b2o109b2o$441bo5$665b2o$666b2o$665bo$198b3o$198bo
103b2o$199bo101b2o$204bo98bo$203b2o202b2o$105b3o95bobo55bo145bobo$105b
o148b2o5b2o144bo$106bo146bobo4bobo$6b2o247bo$5bobo$7bo$109bo$108b2o$108b
obo100$114bobo$114b2o$115bo9$6bobo$7b2o$7bo3$333bobo$333b2o$200bo133b
o$201bo$199b3o$327bobo$327b2o$328bo$336bobo$336b2o$337bo$333bo$332bo$
332b3o$202bo$203bo$201b3o12$18bo$16bobo4bo$17b2o5bo$22b3o3$36bo$23bo10b
obo$21bobo11b2o$22b2o4bo$26bobo28b3o$27b2o30bo$58bo2$292bo72bobo$59b3o
228bobo72b2o$61bo229b2o73bo$60bo24$73bobo$73b2o$74bo4$275b2o$275b2o$108b
ob2o4b2obo119bob2o4b2obo$108b2o2bo2bo2b2o119b2o2bo2bo2b2o$106b2o3bo4b
o3b2o115b2o3bo4bo3b2o12bo$105bo3b2ob4ob2o3bo113bo3b2ob4ob2o3bo2bo6b3o
$106b3obobo2bobob3o115b3obobo2bobob3o3b3o3bo$108bobobo2bobobo119bobob
o2bobobo8bo2b2o$111bo4bo125bo4bo10b2o$112b4o127b4o$113b2o129b2o4$263b
2o$263b2o8$103b2o$103b2o4$122b2o129b2o$121b4o113bo13b4o$108b2o10bo4bo
110b3o12bo4bo$104b2o2bo8bobobo2bobobo106bo12bobobo2bobobo$105bo3b3o3b
3obobo2bobob3o102bo2bo9b3obobo2bobob3o$102b3o6bo2bo3b2ob4ob2o3bo101b4o
8bo3b2ob4ob2o3bo$102bo12b2o3bo4bo3b2o115b2o3bo4bo3b2o$117b2o2bo2bo2b2o
104b2o13b2o2bo2bo2b2o$117bob2o4b2obo105bo13bob2o4b2obo$91b2o141bobo$91b
2o142b2o4$293bo$293b2o$292bobo24$307bo$bo73b2o229bo$b2o72bobo228b3o$o
bo72bo2$309bo$308bo30b2o$308b3o28bobo$339bo4b2o$331b2o11bobo$331bobo10b
o$331bo3$343b3o$343bo5b2o$344bo4bobo$349bo12$164b3o$164bo$165bo$33b3o
$35bo$34bo$30bo$30b2o$29bobo$39bo$39b2o$38bobo$166b3o$166bo$33bo133bo
$33b2o$32bobo3$360bo$359b2o$359bobo9$252bo$252b2o$251bobo!

Chris857 · Post by **Chris857** » November 20th, 2025, 2:56 am

honey ring stator variant in 297G, down from 301G. I moved the outer OTTs a full diagonal further out, which let me save 4G on the initial constellation at the cost of having to synthesize a 4xblock and 4xeater in the final step for clearance.

Code: Select all

x = 4522, y = 476, rule = B3/S23
4280bo$4279bo$4279b3o2$4283b3o$4276bobo4bo$4277b2o5bo$4277bo28$4317bo
$4317bobo$4317b2o2$4253bo$4254b2o$4253b2o26$4329bobo$4329b2o$4148bo181b
o88bo$4149b2o266b2o$4148b2o76bo191b2o$4224bobo$4225b2o3$4154bo258bo$4155b
o256bo$4153b3o256b3o5$4376bobo$4376b2o6bo$4377bo6bobo$4166bo217b2o15b
o$4164bobo234bobo$4165b2o234b2o5$4172bo222bo$4170bobo222bobo$4171b2o222b
2o2$4175bo$4173bobo$4174b2o145b2o$4321bobo$4321bo$4115bobo332bobo$4116b
2o332b2o$4116bo334bo$4379bo$4377b2o$4124bo253b2o63bo$4122bobo318bobo$
4123b2o58bo259b2o$4184b2o$4183b2o$4378bobo$4378b2o$4356bo22bo$4185bo170b
obo$4186bo169b2o$4184b3o$4133bo300bo$4134bo221bobo13bo60bo$4132b3o221b
2o14bobo58b3o$4357bo14b2o2$4354bo$4140bo211b2o73bo$4141bo211b2o71bo$4139b
3o54bo168bo60b3o$4197bo166bo58bo$4195b3o166b3o55bo$4422b3o2$4328bo25b
o$4326b2o26bobo$4327b2o25b2o2$4131bo$4132bo$4130b3o277bobo$4404bo5b2o
$4404bobo4bo$4348bo55b2o$4158bo189bobo$4151bobo5b2o187b2o$4129bo22b2o
4b2o$4130b2o20bo$4129b2o2$4166bo$4167bo$4165b3o225bo$4393bobo$4393b2o
4$4174bo$4172bobo$4173b2o6$4161bo3bo$4162bo3b2o$4160b3o2b2o11bo$4179b
o$4169bobo5b3o$4170b2o$1280bo586bo2302bo$1279bo588bo$1279b3o584b3o2318b
o146bo$3509bo678bo144b2o$3510b2o674b3o144bobo$3509b2o$3908bo$1225bobo
692bobo1983b2o$1226b2o692b2o1985b2o$1226bo694bo2527bo$1067bo712bo2667b
o$1065bobo222bo489bobo74bo2009bo580b3o$1066b2o222bobo487b2o73bobo2007b
obo38bo$1228bo61b2o564b2o61bo1946b2o37bo$1119bo109b2o497bo188b2o1758b
o227b3o$1117b2o109b2o499b2o187b2o1755bobo$1118b2o608b2o1946b2o187bobo
$1071bo40bo150bo471bo40bo107bo1981b2o351bo$1072b2o38bobo146b2o470bobo
38b2o109b2o1662bo316bo350b2o$1071b2o39b2o148b2o470b2o39b2o107b2o1663b
obo666b2o$3549b2o173bo$3545bo140bo37bobo386bo$3544bo142bo36b2o388b2o$
3544b3o138b3o425b2o$2bo1579bo2594bobo$obo59bo1341bo175b2o471bo2124b2o
$b2o57b2o1340b2o177b2o471b2o2122bo$61b2o1340b2o648b2o$982bo593bo$980b
2o291bobo300bobo293bobo2271bo$450bobo528b2o254b2o34b2o268bobo30b2o295b
2o34b2o2234bo$451b2o784b2o35bo269b2o327bo35b2o2234b3o$451bo57bo148bo90b
o794bo$507b2o147b2o92b2o384bobo570bobo2370bo$508b2o110bo36b2o90b2o36b
o348b2o572b2o2099bobo269bo213b2o$621bo164bo350bo572bo2101b2o5bo261b3o
213bo$619b3o164b3o603bo672bo1746bo4bobo475bobo$1392bo672bo1752b2o475b
2o$1134bo257bo320bo351bo2414bobo$1133bo96b2o157bo324bo201b2o150bo1811b
2o408b2o188b2o$1133b3o93bo2bo155bobo10b2o198b2o109b3o66b2o132bo2bo22b
2o112b2o10bobo21b2o122b2o34b2o142b2o34b2o172b2o34b2o112b2o34b2o102b2o
34b2o122b2o34b2o102b2o34b2o112b2o34b2o132b2o34b2o132b2o34b2o34bo97b2o
22bo2bo8b2o372b2o22bo2bo8b2o178bo$1229bobo156bobo11bo199bo179bo133bob
o23bo112bo11bobo22bo122bo36bo142bo36bo172bo36bo112bo36bo102bo36bo122b
o36bo102bo36bo112bo36bo132bo36bo132bo36bo33bo98bo24b2o10bo372bo24b2o10b
o$1230bo158bo3b2o7bob2o196bob2o176bob2o131bo24bob2o106b2obo7b2o3bo23b
ob2o116b2obo36bob2o136b2obo36bob2o166b2obo36bob2o106b2obo36bob2o96b2o
bo36bob2o116b2obo36bob2o96b2obo36bob2o106b2obo36bob2o126b2obo36bob2o126b
2obo36bob2o30b3o93b2obo36bob2o366b2obo36bob2o$1393b2o6b2obobo194b2obo
bo174b2obobo154b2obobo104bobob2o6b2o26b2obobo114bobob2o34b2obobo134bo
bob2o34b2obobo164bobob2o34b2obobo104bobob2o34b2obobo94bobob2o34b2obob
o114bobob2o34b2obobo94bobob2o34b2obobo104bobob2o34b2obobo124bobob2o34b
2obobo124bobob2o27b2o5b2obobo124bobob2o27b2o5b2obobo364bobob2o27b2o5b
2obobo$597bobo208bobo596bo199bo179bo159bo102bo46bo112bo46bo132bo46bo162b
o46bo102bo46bo92bo46bo112bo46bo92bo46bo102bo46bo122bo46bo39bobo80bo33b
2o11bo122bo33b2o11bo362bo33b2o11bo$207bo390b2o208b2o591b3o4bo192b3o4b
o172b3o4bo152b3o4bo100bo4b3o34b3o4bo110bo4b3o34b3o4bo130bo4b3o34b3o4b
o160bo4b3o34b3o4bo100bo4b3o34b3o4bo90bo4b3o34b3o4bo110bo4b3o34b3o4bo90b
o4b3o34b3o4bo100bo4b3o34b3o4bo120bo4b3o34b3o4bo38b2o80bo4b3o34b3o4bo120b
o4b3o22b2o10b3o4bo360bo4b3o22b2o10b3o4bo$206bo391bo210bo591bo2bo4bo191b
o2bo4bo171bo2bo4bo151bo2bo4bo98bo4bo2bo34bo2bo4bo108bo4bo2bo34bo2bo4b
o128bo4bo2bo34bo2bo4bo158bo4bo2bo34bo2bo4bo98bo4bo2bo34bo2bo4bo88bo4b
o2bo34bo2bo4bo108bo4bo2bo34bo2bo4bo88bo4bo2bo34bo2bo4bo98bo4bo2bo34bo
2bo4bo118bo4bo2bo34bo2bo4bo38bo57bo21bo4bo2bo27b2o5bo2bo4bo118bo4bo2b
o22b2o3b2o5bo2bo4bo358bo4bo2bo22b2o3b2o5bo2bo4bo$206b3o893b2o138b2o159b
2o5bo192b2o5bo133b2o37b2o5bo113b2o37b2o5bo96bo5b2o38b2o5bo106bo5b2o38b
2o5bo126bo5b2o38b2o5bo156bo5b2o38b2o5bo96bo5b2o38b2o5bo86bo5b2o38b2o5b
o106bo5b2o38b2o5bo86bo5b2o38b2o5bo96bo5b2o38b2o5bo116bo5b2o38b2o5bo96b
o19bo5b2o29b2o7b2o5bo116bo5b2o29b2o7b2o5bo356bo5b2o29b2o7b2o5bo$1102b
o139bo162b2o2b2o14bobo177b2o2b2o134bo39b2o2b2o114bo39b2o2b2o79bobo14b
2o2b2o42b2o2b2o106b2o2b2o42b2o2b2o126b2o2b2o42b2o2b2o156b2o2b2o42b2o2b
2o96b2o2b2o42b2o2b2o86b2o2b2o42b2o2b2o106b2o2b2o42b2o2b2o86b2o2b2o42b
2o2b2o96b2o2b2o42b2o2b2o116b2o2b2o42b2o2b2o94b3o19b2o2b2o42b2o2b2o116b
2o2b2o42b2o2b2o356b2o2b2o42b2o2b2o$1105bo139bo159bobo17b2o178bobo134b
o42bobo114bo42bobo83b2o17bobo42bobo112bobo42bobo132bobo42bobo162bobo42b
obo102bobo42bobo92bobo42bobo112bobo42bobo92bobo42bobo102bobo42bobo122b
obo42bobo122bobo42bobo122bobo42bobo362bobo42bobo$1104b2o138b2o161bob4o
13bo180bob4o129b2o43bob4o109b2o43bob4o78bo13b4obo46bob4o102b4obo46bob
4o93bo28b4obo46bob4o152b4obo46bob4o92b4obo46bob4o82b4obo46bob4o102b4o
bo46bob4o28bo53b4obo46bob4o92b4obo46bob4o112b4obo46bob4o112b4obo46bob
4o16bo95b4obo46bob4o352b4obo46bob4o$1406b2obo2bo193b2obo2bo173b2obo2b
o153b2obo2bo92bo2bob2o44b2obo2bo102bo2bob2o44b2obo2bo94bo27bo2bob2o44b
2obo2bo152bo2bob2o44b2obo2bo92bo2bob2o44b2obo2bo82bo2bob2o44b2obo2bo102b
o2bob2o44b2obo2bo27bo54bo2bob2o44b2obo2bo92bo2bob2o44b2obo2bo91bo20bo
2bob2o44b2obo2bo112bo2bob2o44b2obo2bo16bobo93bo2bob2o44b2obo2bo352bo2b
ob2o44b2obo2bo$175bo179bo149bo139bo132b2o5bo152b2o8b2o5bo122b2o8b2o5b
o122b2o8b2o5bo142b2o8b2o5bo182b2o8b2o5bo162b2o8b2o5bo142b2o8b2o5bo132b
2o8b2o5bo142b2o8b2o5bo109b3o50b2o8b2o5bo192b2o8b2o5bo132b2o8b2o5bo122b
2o8b2o5bo142b2o8b2o5bo44b3o75b2o8b2o5bo132b2o8b2o5bo109bo42b2o8b2o5bo
152b2o8b2o5bo33b2o117b2o8b2o5bo392b2o8b2o5bo$174bobo130bobo44bobo147b
obo137bobo130bobo4bobo151bobo6bobo4bobo121bobo6bobo4bobo121bobo6bobo4b
obo141bobo6bobo4bobo181bobo6bobo4bobo161bobo6bobo4bobo141bobo6bobo4bo
bo131bobo6bobo4bobo141bobo6bobo4bobo161bobo6bobo4bobo191bobo6bobo4bob
o131bobo6bobo4bobo121bobo6bobo4bobo141bobo6bobo4bobo121bobo6bobo4bobo
131bobo6bobo4bobo106b3o42bobo6bobo4bobo151bobo6bobo4bobo151bobo6bobo4b
obo391bobo6bobo4bobo$174b2o132b2o44b2o148b2o138b2o20bo74bo35bo6b2o154b
o6bo6b2o124bo6bo6b2o124bo6bo6b2o25b2o117bo6bo6b2o184bo6bo6b2o164bo6bo
6b2o109b2o33bo6bo6b2o134bo6bo6b2o144bo6bo6b2o164bo6bo6b2o194bo6bo6b2o
134bo6bo6b2o124bo6bo6b2o144bo6bo6b2o124bo6bo6b2o134bo6bo6b2o154bo6bo6b
2o154bo6bo6b2o154bo6bo6b2o363bo30bo6bo6b2o$308bo357bobo70bobo34b2o162b
2o4b2o132b2o4b2o132b2o4b2o33b2o117b2o4b2o192b2o4b2o172b2o4b2o117b2o33b
2o4b2o142b2o4b2o152b2o4b2o172b2o4b2o202b2o4b2o142b2o4b2o132b2o4b2o152b
2o4b2o132b2o4b2o142b2o4b2o162b2o4b2o162b2o4b2o162b2o4b2o371b3o28b2o4b
2o$618bo47b2o72b2o16bo169bo139bo139bo159bo199bo179bo159bo149bo159bo143b
obo33bo209bo149bo139bo159bo64bobo72bo149bo139bo29bo169bo169bo393bo15b
o$173b2o178b2o148b2o112bobo23b2o112bobo23b2o142bobo23b2o112bobo23b2o112b
obo23b2o132bobo23b2o172bobo23b2o152bobo23b2o132bobo23b2o122bobo23b2o132b
obo23b2o118b2o32bobo23b2o182bobo23b2o122bobo23b2o112bobo23b2o132bobo23b
2o38b2o72bobo23b2o122bobo23b2o111bobo28bobo23b2o133b2ob2o4bobo23b2o133b
2ob2o4bobo23b2o366b2o5b2ob2o4bobo23b2o$19b2o138b2o12b2o164b2o12b2o134b
2o12b2o113b2o2b2o5b2o12b2o113b2o2b2o5b2o12b2o143b2o2b2o5b2o12b2o113b2o
2b2o5b2o12b2o113b2o2b2o5b2o12b2o133b2o2b2o5b2o12b2o14b2o157b2o2b2o5b2o
12b2o153b2o2b2o5b2o12b2o133b2o2b2o5b2o12b2o112b2o9b2o2b2o5b2o12b2o133b
2o2b2o5b2o12b2o118bo34b2o2b2o5b2o12b2o183b2o2b2o5b2o12b2o123b2o2b2o5b
2o12b2o113b2o2b2o5b2o12b2o133b2o2b2o5b2o12b2o39bo73b2o2b2o5b2o12b2o123b
2o2b2o5b2o12b2o112b2o29b2o2b2o5b2o12b2o133b2ob2o5b2o2b2o5b2o12b2o133b
2ob2o5b2o2b2o5b2o12b2o373b2ob2o5b2o2b2o5b2o12b2o$19b2o138b2o178b2o148b
2o131b2o5b2o131b2o5b2o161b2o5b2o131b2o5b2o131b2o5b2o151b2o5b2o28b2o161b
2o5b2o171b2o5b2o151b2o5b2o126b2o13b2o5b2o151b2o5b2o171b2o5b2o201b2o5b
2o141b2o5b2o131b2o5b2o151b2o5b2o131b2o5b2o141b2o5b2o161b2o5b2o161b2o5b
2o161b2o5b2o401b2o5b2o$1252bo161b3o478bo145b3o1801bo80bo3bo324bo$982b
3o266bobo640bobo1947bobo77b2o3bo324bobo259bo$20b2o138b2o178b2o148b2o138b
2o138b2o168b2o40bo97b2o138b2o28bo2bo24bo101b2o29b2o167b2o178b2o107bo24b
o2bo22b2o123b2o23b2o158b2o178b2o208b2o148b2o138b2o158b2o138b2o148b2o168b
2o168b2o142bobo3b2o18b2o53b2o2b3o322bobo3b2o18b2o232b2o$20bobo137bobo
177bobo147bobo137bobo124b2o11bobo154b2o11bobo16b2o22bo83b2o11bobo16b2o
106b2o11bobo16b2o10b2o24b2o88b2o11bobo16b2o9bo2bo153b2o11bobo16b2o146b
2o11bobo16b2o88b2o24b2o10b2o11bobo16b2o103bo2bo9b2o11bobo16b2o126b2o11b
obo16b2o146b2o11bobo16b2o176b2o11bobo16b2o116b2o11bobo16b2o106b2o11bo
bo16b2o126b2o11bobo16b2o106b2o11bobo16b2o116b2o11bobo16b2o136b2o11bob
o16b2o136b2o11bobo16b2o124bo4b2o5b2o11bobo16b2o364bo4b2o5b2o11bobo16b
2o214b2o$21bo11b2o126bo11b2o166bo11b2o136bo11b2o126bo11b2o112bo13bo11b
2o142bo13bo11b2o5bo106bo13bo11b2o5bo106bo13bo11b2o5bo36bobo87bo13bo11b
2o5bo10b2o154bo13bo11b2o5bo146bo13bo11b2o5bo87bobo36bo13bo11b2o5bo104b
2o10bo13bo11b2o5bo126bo13bo11b2o5bo146bo13bo11b2o5bo176bo13bo11b2o5bo
116bo13bo11b2o5bo106bo13bo11b2o5bo126bo13bo11b2o5bo106bo13bo11b2o5bo116b
o13bo11b2o5bo136bo13bo11b2o5bo136bo13bo11b2o5bo136bo13bo11b2o5bo376bo
13bo11b2o5bo218b2o$29b2o2b2o134b2o2b2o174b2o2b2o144b2o2b2o134b2o2b2o113b
3o18b2o2b2o143b3o18b2o2b2o2b3o27bo80b3o18b2o2b2o2b3o108b3o18b2o2b2o2b
3o44b2o82b3o18b2o2b2o2b3o168b3o18b2o2b2o2b3o148b3o18b2o2b2o2b3o82b2o44b
3o18b2o2b2o2b3o118b3o18b2o2b2o2b3o128b3o18b2o2b2o2b3o148b3o18b2o2b2o2b
3o178b3o18b2o2b2o2b3o118b3o18b2o2b2o2b3o108b3o18b2o2b2o2b3o128b3o18b2o
2b2o2b3o108b3o18b2o2b2o2b3o118b3o18b2o2b2o2b3o138b3o18b2o2b2o2b3o138b
3o18b2o2b2o2b3o138b3o18b2o2b2o2b3o378b3o18b2o2b2o2b3o219bobo$28bobo137b
obo177bobo147bobo137bobo119bo17bobo149bo17bobo6bo28b2o82bo17bobo6bo112b
o17bobo6bo45b2o85bo17bobo6bo172bo17bobo6bo152bo17bobo6bo85b2o45bo17bo
bo6bo122bo17bobo6bo132bo17bobo6bo152bo17bobo6bo182bo17bobo6bo122bo17b
obo6bo112bo17bobo6bo132bo17bobo6bo112bo17bobo6bo122bo17bobo6bo142bo17b
obo6bo142bo17bobo6bo142bo17bobo6bo382bo17bobo6bo221bo$29bo139bo179bo149b
o139bo139bo169bo36bobo100bo139bo55bo103bo199bo179bo92bo66bo149bo159bo
179bo209bo149bo139bo159bo139bo149bo169bo169bo169bo170bo238bo$4050bobo
463b2o$4050b2o463bobo$18bo139bo179bo149bo139bo139bo169bo139bo139bo159b
o199bo179bo159bo149bo120bobo36bo179bo153bo55bo149bo139bo159bo139bo66b
o82bo169bo169bo169bo409bo238bo$17bobo137bobo177bobo147bobo137bobo137b
obo17bo142bo6bobo17bo112bo6bobo17bo112bo6bobo17bo132bo6bobo17bo172bo6b
obo17bo152bo6bobo17bo132bo6bobo17bo122bo6bobo17bo102b2o28bo6bobo17bo152b
o6bobo17bo135b2o45bo6bobo17bo122bo6bobo17bo112bo6bobo17bo132bo6bobo17b
o112bo6bobo17bo45b2o75bo6bobo17bo142bo6bobo17bo142bo6bobo17bo142bo6bo
bo17bo160bo221bo6bobo17bo$13b2o2b2o134b2o2b2o174b2o2b2o144b2o2b2o134b
2o2b2o134b2o2b2o18b3o138b3o2b2o2b2o18b3o108b3o2b2o2b2o18b3o108b3o2b2o
2b2o18b3o128b3o2b2o2b2o18b3o168b3o2b2o2b2o18b3o148b3o2b2o2b2o18b3o128b
3o2b2o2b2o18b3o118b3o2b2o2b2o18b3o100bo27b3o2b2o2b2o18b3o148b3o2b2o2b
2o18b3o132b2o44b3o2b2o2b2o18b3o118b3o2b2o2b2o18b3o108b3o2b2o2b2o18b3o
128b3o2b2o2b2o18b3o108b3o2b2o2b2o18b3o44b2o72b3o2b2o2b2o18b3o138b3o2b
2o2b2o18b3o138b3o2b2o2b2o18b3o138b3o2b2o2b2o18b3o156bobo219b3o2b2o2b2o
18b3o$13b2o11bo126b2o11bo166b2o11bo136b2o11bo126b2o11bo126b2o11bo13bo
136bo5b2o11bo13bo106bo5b2o11bo13bo106bo5b2o11bo13bo126bo5b2o11bo13bo166b
o5b2o11bo13bo146bo5b2o11bo13bo126bo5b2o11bo13bo116bo5b2o11bo13bo126bo
5b2o11bo13bo146bo5b2o11bo13bo137bobo36bo5b2o11bo13bo104b2o10bo5b2o11b
o13bo106bo5b2o11bo13bo126bo5b2o11bo13bo106bo5b2o11bo13bo36bobo77bo5b2o
11bo13bo10b2o124bo5b2o11bo13bo136bo5b2o11bo13bo136bo5b2o11bo13bo156b2o
218bo5b2o11bo13bo$25bobo137bobo177bobo147bobo137bobo137bobo11b2o136b2o
16bobo11b2o106b2o16bobo11b2o106b2o16bobo11b2o126b2o16bobo11b2o166b2o16b
obo11b2o146b2o16bobo11b2o126b2o16bobo11b2o116b2o16bobo11b2o103bo22b2o
16bobo11b2o146b2o16bobo11b2o138b2o24b2o10b2o16bobo11b2o103bo2bo9b2o16b
obo11b2o106b2o16bobo11b2o126b2o16bobo11b2o106b2o16bobo11b2o10b2o24b2o
78b2o16bobo11b2o9bo2bo123b2o16bobo11b2o136b2o16bobo11b2o136b2o16bobo11b
2o5b2o4bo148b2o214b2o16bobo11b2o5b2o4bo$26b2o138b2o178b2o148b2o138b2o
138b2o168b2o138b2o138b2o158b2o198b2o178b2o158b2o148b2o117bo40b2o178b2o
151bo24bo2bo28b2o117b2o29b2o138b2o158b2o138b2o22bo2bo24bo97b2o23b2o143b
2o168b2o108b3o2b2o53b2o18b2o3bobo148b2o232b2o18b2o3bobo$2193b3o398bob
o644bobo574bo3b2o77bobo147bo259bobo$2595bo145b3o498bo151b3o420bo3bo80b
o409bo$27b2o138b2o178b2o5b2o141b2o5b2o131b2o5b2o131b2o5b2o161b2o5b2o131b
2o5b2o131b2o5b2o151b2o5b2o191b2o5b2o171b2o5b2o151b2o5b2o141b2o5b2o151b
2o5b2o171b2o5b2o201b2o5b2o111b2o28b2o5b2o131b2o5b2o151b2o5b2o131b2o5b
2o141b2o5b2o13b2o146b2o5b2o161b2o5b2o161b2o5b2o401b2o5b2o$27b2o138b2o
178b2o5b2o2b2o123b2o12b2o5b2o2b2o113b2o12b2o5b2o2b2o113b2o12b2o5b2o2b
2o143b2o12b2o5b2o2b2o113b2o12b2o5b2o2b2o34bo78b2o12b2o5b2o2b2o133b2o12b
2o5b2o2b2o173b2o12b2o5b2o2b2o113bo39b2o12b2o5b2o2b2o133b2o12b2o5b2o2b
2o123b2o12b2o5b2o2b2o133b2o12b2o5b2o2b2o153b2o12b2o5b2o2b2o183b2o12b2o
5b2o2b2o107b2o14b2o12b2o5b2o2b2o113b2o12b2o5b2o2b2o133b2o12b2o5b2o2b2o
113b2o12b2o5b2o2b2o123b2o12b2o5b2o2b2o9b2o132b2o12b2o5b2o2b2o29b2o112b
2o12b2o5b2o2b2o5b2ob2o133b2o12b2o5b2o2b2o5b2ob2o373b2o12b2o5b2o2b2o5b
2ob2o$358bobo122b2o23bobo112b2o23bobo112b2o23bobo142b2o23bobo112b2o23b
obo32b2o78b2o23bobo132b2o23bobo172b2o23bobo112b2o38b2o23bobo132b2o23b
obo122b2o23bobo132b2o23bobo152b2o23bobo182b2o23bobo122b2o23bobo112b2o
23bobo132b2o23bobo112b2o23bobo122b2o23bobo142b2o23bobo28bobo111b2o23b
obo4b2ob2o133b2o23bobo4b2ob2o373b2o23bobo4b2ob2o5b2o$359bo149bo90b2o47b
o139bo16b2o151bo139bo33bobo103bo159bo199bo112bobo64bo159bo149bo159bo179b
o209bo149bo139bo159bo139bo149bo169bo29bo139bo169bo409bo15bo$59bo539bo
bo168b2o34bobo131b2o4b2o132b2o4b2o132b2o4b2o152b2o4b2o192b2o4b2o172b2o
4b2o152b2o4b2o142b2o4b2o152b2o4b2o172b2o4b2o167b2o33b2o4b2o142b2o4b2o
132b2o4b2o152b2o4b2o132b2o4b2o33b2o107b2o4b2o162b2o4b2o162b2o4b2o162b
2o4b2o402b2o4b2o28b3o$58b2o422b2o117bo20b2o138b2o6bo35bo125b2o6bo6bo124b
2o6bo6bo124b2o6bo6bo144b2o6bo6bo184b2o6bo6bo164b2o6bo6bo144b2o6bo6bo134b
2o6bo6bo144b2o6bo6bo164b2o6bo6bo167b2o25b2o6bo6bo134b2o6bo6bo124b2o6b
o6bo144b2o6bo6bo124b2o6bo6bo33b2o99b2o6bo6bo154b2o6bo6bo154b2o6bo6bo154b
2o6bo6bo394b2o6bo6bo30bo$58bobo420bobo137bobo137bobo4bobo160bobo4bobo
6bobo121bobo4bobo6bobo121bobo4bobo6bobo141bobo4bobo6bobo181bobo4bobo6b
obo161bobo4bobo6bobo141bobo4bobo6bobo131bobo4bobo6bobo141bobo4bobo6bo
bo161bobo4bobo6bobo191bobo4bobo6bobo131bobo4bobo6bobo121bobo4bobo6bob
o141bobo4bobo6bobo121bobo4bobo6bobo131bobo4bobo6bobo151bobo4bobo6bobo
42b3o106bobo4bobo6bobo151bobo4bobo6bobo391bobo4bobo6bobo$482bo139bo139b
o5b2o162bo5b2o8b2o122bo5b2o8b2o50b3o69bo5b2o8b2o142bo5b2o8b2o182bo5b2o
8b2o115b3o44bo5b2o8b2o142bo5b2o8b2o132bo5b2o8b2o142bo5b2o8b2o162bo5b2o
8b2o192bo5b2o8b2o132bo5b2o8b2o122bo5b2o8b2o142bo5b2o8b2o122bo5b2o8b2o
132bo5b2o8b2o152bo5b2o8b2o42bo74b2o33bo5b2o8b2o152bo5b2o8b2o392bo5b2o
8b2o$1140bo566bo1037bo2bob2o133bo2bob2o153bo2bob2o133bo2bob2o143bo2bo
b2o44b2obo2bo112bo2bob2o44b2obo2bo20bo72bobo16bo2bob2o44b2obo2bo112bo
2bob2o44b2obo2bo352bo2bob2o44b2obo2bo$1141bo564bo685b2o208b2o127bo13b
4obo134b4obo154b4obo43b2o89b4obo43b2o99b4obo46bob4o13bo98b4obo46bob4o
95bo16b4obo46bob4o112b4obo46bob4o352b4obo46bob4o$2392bo209bo128b2o17b
obo137bobo157bobo42bo94bobo42bo104bobo42bobo17b2o103bobo42bobo122bobo
42bobo122bobo42bobo362bobo42bobo$2395bo209bo124bobo14b2o2b2o134b2o2b2o
154b2o2b2o39bo94b2o2b2o39bo104b2o2b2o42b2o2b2o14bobo99b2o2b2o42b2o2b2o
116b2o2b2o42b2o2b2o19b3o94b2o2b2o42b2o2b2o356b2o2b2o42b2o2b2o$449b3o1942b
2o208b2o141bo5b2o132bo5b2o152bo5b2o37b2o93bo5b2o37b2o103bo5b2o38b2o5b
o116bo5b2o38b2o5bo116bo5b2o7b2o29b2o5bo19bo96bo5b2o7b2o29b2o5bo356bo5b
2o7b2o29b2o5bo$451bo217bo68bo2009bo4bo2bo131bo4bo2bo151bo4bo2bo131bo4b
o2bo141bo4bo2bo34bo2bo4bo79bo38bo4bo2bo34bo2bo4bo118bo4bo2bo5b2o27bo2b
o4bo21bo96bo4bo2bo5b2o3b2o22bo2bo4bo358bo4bo2bo5b2o3b2o22bo2bo4bo$450b
o217b2o68b2o2009bo4b3o132bo4b3o152bo4b3o132bo4b3o142bo4b3o34b3o4bo80b
2o38bo4b3o34b3o4bo120bo4b3o34b3o4bo120bo4b3o10b2o22b3o4bo360bo4b3o10b
2o22b3o4bo$668bobo66bobo2010bo139bo159bo139bo149bo46bo80bobo39bo46bo122b
o11b2o33bo122bo11b2o33bo362bo11b2o33bo$2751bobob2o6b2o126bobob2o154bo
bob2o134bobob2o144bobob2o26b2o6b2obobo124bobob2o34b2obobo124bobob2o5b
2o27b2obobo124bobob2o5b2o27b2obobo364bobob2o5b2o27b2obobo$2617bo134b2o
bo7b2o3bo123b2obo156b2obo136b2obo24bo121b2obo23bo3b2o7bob2o126b2obo36b
ob2o93b3o30b2obo36bob2o126b2obo36bob2o366b2obo36bob2o$2616bobo136bo11b
obo125bo159bo139bo23bobo123bo22bobo11bo132bo36bo98bo33bo36bo132bo10b2o
24bo372bo10b2o24bo$2362b3o250bo2bo136b2o10bobo125b2o158b2o66b3o69b2o22b
o2bo122b2o21bobo10b2o132b2o34b2o97bo34b2o34b2o132b2o8bo2bo22b2o193bo178b
2o8bo2bo22b2o$2364bo251b2o150bo354bo96b2o147bo496b2o218b2o188b2o$2363b
o401bo358bo247bo712bobo$2765bo606bo555b2o341b2o$646b3o110b3o2003bo606b
o555bobo4bo334bobo$646bo114bo1598bo766bo800bo5b2o334bo213b3o$148b2o459b
2o36bo112bo36b2o1561b2o764b2o806bobo332b2o213bo$149b2o459b2o184b2o1561b
obo764bobo1356bo$148bo57bo402bo188bo2154bo$205b2o2366bo35b2o341b2o273b
2o35bo1155b3o$205bobo1987b2o376b2o34b2o309b2o30bobo272b2o34b2o1157bo$
2196b2o374bobo344bobo341bobo1155bo$2195bo725bo$305b2o2446b2o628b2o$306b
2o57b2o2387b2o159b2o465b2o1005bo$305bo59bobo2385bo162b2o466bo1003b2o$
365bo2549bo1472bobo$3521b3o196b3o730b2o$3523bo158b2o36bo731b2o$3522bo
158bobo37bo732bo$3517b2o164bo$2384b2o39b2o157b2o475b2o39b2o148b2o262b
obo829b2o$2383bobo38b2o159b2o475b2o38bobo146b2o265bo362bo467b2o$2385b
o40bo157bo476bo40bo150bo626b2o466bo$2378b2o728b2o620b2o148bobo$2379b2o
237b2o487b2o109b2o510bobo$2378bo238b2o490bo109b2o509bo109b3o$2556b2o61b
o598bo61b2o560bo37b2o$2430b2o123bobo498b2o222bobo558bo38bobo$2430bobo
124bo497bobo222bo599bo236b3o$2430bo626bo1061bo$2621bo594bo901bo$2620b
2o594b2o621b2o$2620bobo592bobo622b2o$3839bo$3557b2o$3556b2o674bobo144b
3o$3558bo674b2o144bo$2566b3o700b3o961bo146bo$2568bo700bo$2567bo702bo1126b
o$4396b2o$4388b3o5bobo$4388bo$4389bo11b2o2b3o$4400b2o3bo$4402bo3bo6$4393b
2o$4393bobo$4393bo4$4173b2o$4172bobo$4174bo225b3o$4400bo$4401bo2$4437b
2o$4415bo20b2o$4408b2o4b2o22bo$4218b2o187b2o5bobo$4217bobo189bo$4162b
2o55bo$4156bo4bobo$4156b2o5bo$4155bobo277b3o$4435bo$4436bo2$4212b2o25b
2o$4211bobo26b2o$4213bo25bo2$4143b3o$4145bo55b3o166b3o$4144bo58bo166b
o$4139b3o60bo168bo54b3o$4141bo71b2o211bo$4140bo73b2o211bo$4213bo2$4194b
2o14bo$4132b3o58bobo14b2o221b3o$4134bo60bo13bobo221bo$4133bo300bo$4381b
3o$4210b2o169bo$4209bobo170bo$4188bo22bo$4188b2o$4187bobo$4383b2o$4382b
2o$4123b2o259bo58b2o$4122bobo318bobo$4124bo63b2o253bo$4189b2o$4188bo$
4116bo334bo$4116b2o332b2o$4115bobo332bobo$4246bo$4244bobo$4245b2o145b
2o$4392bobo$4392bo2$4171b2o222b2o$4170bobo222bobo$4172bo222bo5$4165b2o
234b2o$4164bobo234bobo$4166bo15b2o217bo$4181bobo6bo$4183bo6b2o$4189bo
bo5$4153b3o256b3o$4155bo256bo$4154bo258bo3$4341b2o$4341bobo$4148b2o191b
o76b2o$4149b2o266b2o$4148bo88bo181bo$4237b2o$4236bobo26$4313b2o$4312b
2o$4314bo2$4249b2o$4248bobo$4250bo28$4290bo$4283bo5b2o$4284bo4bobo$4282b
3o2$4286b3o$4288bo$4287bo!

KtT · Post by **KtT** » November 22nd, 2025, 10:11 am

Pi orbital in 232G, down from 235G:

Code: Select all

x = 553, y = 294, rule = B3/S23
256bo$255bo291bo$255b3o287b2o$546b2o$259bo$259bobo$259b2o3$544bobo$377b
obo164b2o5bo$378b2o165bo4bo$378bo171b3o2$386bo$387b2o$386b2o3$388bobo
$389b2o$389bo135bo$523b2o$524b2o27$2bo121bo$obo119b2o$b2o120b2o37$292b
o$293b2o$292b2o2$131b2o10b2o287b2o10b2o$130bo2bo8bo2bo285bo2bo8bo2bo$
130b3o10b3o285b3o2b6o2b3o$133b10o291b2o6b2o$132bo2b6o2bo289bo10bo$132b
2o2b4o2b2o289b2obo4bob2o$438b2o$125bo304bo37bo$124bo3b3o4bobo9bo277b4o
3bo4bo6bo23bo$125bob5o3bo2bo3b3o3bo279bo3bo2b5o2bo3b4o18bo$129bo4bo3b
o2b5obo284bo2b5o2bo3bo20b2o$129b2o4bobo5bo285bo6b3o3bo22bo$129b2o5bo5b
2o286b2o5bo7bo18bo4bo$142b2o29b2o268b2o19bo9b2o$173bobo290b3o5bobo$170b
2obobo295b2obobo$170bobobo296bobobo$172bo300bo$172b2o298bo2bo$148bo23b
3o297bo$148bo23b3o297bo3bo$148bo23b3o297bo3bo$165bo6b3o297bo$164bobo5b
2o298bo2bo$165b2o5bo292b3o5bo$170bobobo288bo7bobobo$170b2obobo287bo4b
o2b2obobo$126bo46bobo251bo36bo9bobo$125bobo37bo7b2o252bo38b2o6b2o$164b
obo260bo39bo$118b2o7bo36bobo252b2o6b2o38bo$117bobo6b2o37bo252bobo9bo36b
o$117bobob2o3b5o287bobob2o2bo4bo$118bobobo3b2ob2o288bobobo7bo$120bo6b
o293bo5b3o$119b2o298bo2bo$118b3o301bo$118b3o7bo289bo3bo$118b3o6bo2bo9b
o277bo3bo5bo$118b3o5bo13bo281bo4b2o$119b2o6bo2bo9bo278bo2bo5bo$120bo7b
o212b2o78bo$118bobobo218bobo75bobobo$117bobob2o213b2o3bo76bobob2o$117b
obo6bo209bobo79bobo5b3o$118b2o5b2ob2o19b2o185bo82b2o9bo19b2o$125b5o19b
2o5bo5b2o261bo4bo18bo7bo5b2o$125b2o22bo5bobo4b2o265bo22bo3b3o6bo$126b
o18bob5o2bo3bo4bo262b2o20bo3bo2b5o2bo$144bo3b3o3bo2bo3b5obo258bo18b4o
3bo2b5o2bo3bo$124bobo18bo9bobo4b3o3bo257bo23bo6bo4bo3b4o$125bo41bo258b
o37bo$455b2o$149b2o2b4o2b2o289b2obo4bob2o$149bo2b6o2bo289bo10bo$150b10o
291b2o6b2o$147b3o10b3o285b3o2b6o2b3o$147bo2bo8bo2bo285bo2bo8bo2bo$148b
2o10b2o287b2o10b2o22$121b2o$121bobo$121bo56$43b3o$45bo$44bo13$166bo$166b
obo$166b2o38$115bo$115b2o$114bobo3$161b3o$161bo$162bo!

A p33 honey farm hassler in 140G:

Code: Select all

x = 1804, y = 174, rule = B3/S23
1492bo$1491bo$1404bobo84b3o$1405b2o$1405bo5$1161bo$1159bobo$1160b2o109b
o138bobo$1271bobo137b2o$1271b2o138bo79bobo$1154bobo6bo327b2o$1155b2o7b
2o326bo$1155bo7b2o$1510bo$1510bobo$1510b2o$1414bobo$1415b2o$758bobo131b
obo520bo$758b2o132b2o$759bo133bo$684bobo118bobo496bo5bo$685b2o119b2o497b
2o4b2o$685bo120bo68bo428b2o4b2o203bo$756bo116b2o566bobo71bobo$755bo49b
o68b2o566b2o71b2o$755b3o48bo76bobo556bo$804b3o76b2o$474bo409bo$472bob
o1027bo$473b2o1027bobo$1121bobo378b2o$526bo594b2o$524b2o174bo175bobo130b
o57bo54bo306bo$27bo497b2o174b2o173b2o129b2o59b2o360b2o$28bo504bobo164b
2o175bo130b2o57b2o360b2o$26b3o167bo336b2o$196bobo105bo165bo63bo626bo339b
o221bo$143bo52b2o105bo164bobo691bo336b2o223bo$141bobo159b3o111bo51b2o
539bobo147b3o337b2o220b3o$142b2o56bo214b2o593b2o155bo401bobo105bo$198b
2o51bo164b2o593bo153bobo268bo133b2o105bobo$199b2o51b2o912b2o269bo132b
o106b2o32bo$251b2o1182b3o236bo37bo$1673bo36b3o$76bo1596b3o$75bo$75b3o
$1157bobo$1158b2o399bo47bo4b2o134bo4b2o$1158bo4bo393bobo46bobo2bobo133b
obo2bobo$1164b2o142bobo247b2o47bo4bo135bo4bo$1163b2o144b2o$1309bo4bo408b
o$1315b2o407b2o$1314b2o296bobo7bo100b2o28bobo7bo$1611bo2bo6b3o128bo2b
o6b3o$1609bo3b2o3bo2bo2bo125bo3b2o3bo2bo2bo$1608bo2bo4bo2bo3b3o123bo2b
o4bo2bo3b3o$1608bo6b2o9b2o121bo6b2o9b2o$1218b2o286bo107b2o3bo3bo131b2o
3bo3bo$1218b2o286bobo109bo3bo3b2o131bo3bo3b2o$839b2o519b2o122b2o20b2o
106b2o9b2o6bo3b2o116b2o9b2o6bo3b2o$839bo138b2o380bo123bo131b3o3bo2bo4b
o2bo3bo119b3o3bo2bo4bo2bo3bo$840bo134bobobo113bob2o121bob2o140bob2o120b
ob2o127bo2bo2bo3b2o3bo6bob2o115bo2bo2bo3b2o3bo6bob2o$505bo333b2o132b4o
114b4obo119b4obo139b3obo119b3obo128b3o6bo2bo7b3obo116b3o6bo2bo7b3obo$
504bobo106bo113bo110bo133bo117bo124bo143bo123bo135bo7bobo6bo123bo7bob
o6bo$504bobo106b3o111b3o108b3o131b3o115b3o122b3o141b3o121b3o150b3o138b
3o$505bo110bo113bo110bo133bo117bo124bo143bo119bo3bo148bo3bo136bo3bo$281b
2o100b2ob2o110b2ob2o110b2obo110b2obo107b2obo130b2obo114b2obo121b2obo140b
2obo119b3obo148b3obo136b3obo$164b2o115bo102bobo112bobo112bobob2o108bo
bob2o105bobob2o128bobob2o112bobob2o119bobob2o138bobob2o115bo2bobob2o144b
o2bobob2o105b2o25bo2bobob2o$158bo2bobobo108bo2bobobo97bo2bobobo107bo2b
obobo107bo2bobobobobo102bo2bobobob2o100bo2bobobob2o123bo2bobobob2o107b
o2bobobob2o114bo2bobobob2o133bo2bobobob2o112bo3bobobob2o141bo3bobobob
2o106bo22bo3bobobob2o$158b4ob2o109b4ob2o98b4ob2o108b4ob2o108b4ob2o3bo
103b4ob2o104b4ob2o127b4ob2o111b4ob2o118b4ob2o137b4ob2o117b4ob2o146b4o
b2o110bobo21b4ob2o$162bo115bo104bo114bo114bo113bo110bo133bo117bo124bo
143bo123bo152bo113b2o25bo$160bobo113bobo102bobo112bobo112bobo111bobo108b
obo131bobo115bobo122bobo141bobo121bobo150bobo138bobo$160b2o114b2o103b
2o113b2o113b2o112b2o109b2o132b2o116b2o123b2o142b2o122b2o151b2o139b2o10$
755bo124b3o$754b2o124bo$754bobo124bo3$7b2o113b2o114b2o103b2o113b2o113b
2o112b2o109b2o132b2o116b2o123b2o142b2o122b2o151b2o139b2o$6bobo112bobo
113bobo102bobo112bobo112bobo111bobo108bobo131bobo115bobo122bobo141bob
o121bobo150bobo138bobo$6bo114bo115bo104bo114bo114bo113bo110bo79b2o52b
o75b2o40bo124bo143bo123bo152bo140bo25b2o$4b2ob4o108b2ob4o109b2ob4o98b
2ob4o72b2o34b2ob4o108b2ob4o107b2ob4o104b2ob4o74b2o51b2ob4o71bobo37b2o
b4o118b2ob4o137b2ob4o117b2ob4o146b2ob4o134b2ob4o21bobo$2obobobo3bo103b
2obobobo3bo104b2obobobo3bo93b2obobobo3bo70b2o31b2obobobo3bo103b2obobo
bo3bo70b2o30b2obobobo3bo99b2obobobo3bo75bo46b2obobobo3bo70bo35b2obobo
bo3bo113b2obobobo3bo132b2obobobo3bo112b2obobobo3bo141b2obobobo3bo129b
2obobobo3bo22bo$2obobo2bo106b2obobo2bo107b2obobo2bo96b2obobo2bo75bo30b
2obobo2bo106b2obobo2bo72b2o31b2obobo2bo102b2obobo2bo125b2obobo2bo109b
2obobo2bo116b2obobo2bo135b2obobo2bo115b2obobo2bo144b2obobo2bo132b2obo
bo2bo25b2o$3bob3o75b2o33bob3o111bob3o100bob3o110bob3o110bob3o75bo33bo
b3o106bob3o129bob3o113bob3o120bob3o139bob3o119bob3o148bob3o136bob3o$3b
o3bo74b2o34bo3bo111bo3bo100bo3bo110bo3bo110bo3bo109bo3bo106bo3bo129bo
3bo113bo3bo120bo3bo139bo3bo119bo3bo148bo3bo136bo3bo$4b3o77bo34b3o113b
3o102b3o112b3o75bo36b3o111b3o108b3o131b3o115b3o122b3o141b3o121b3o150b
3o138b3o$6bo114bo115bo104bo114bo74b2o38bo113bo110bo133bo117bo124bo143b
o123bo152bo6bobo7bo123bo6bobo7bo$ob3o11b3o57b3o36bob3o111bob3o100bob3o
110bob3o76bobo31bob3o109bob3o106bob3o129bob3o113bob3o120bob3o139bob3o
119bob3o148bob3o7bo2bo6b3o116bob3o7bo2bo6b3o$2obo14bo57bo38b2obo112b2o
bo101b2obo111b2obo111b2obo110b2obo107b2obo90b2o38b2obo114b2obo121b2ob
o140b2obo120b2obo149b2obo6bo3b2o3bo2bo2bo115b2obo6bo3b2o3bo2bo2bo$5bo
11bo59bo42bo115bo104bo114bo114bo113bo110bo87b2o44bo117bo124bo143bo123b
o152bo3bo2bo4bo2bo3b3o119bo3bo2bo4bo2bo3b3o$4b2o113b2o114b2o103b2o113b
2o113b2o112b2o109b2o89bo42b2o116b2o123b2o142b2o100b2o20b2o151b2o3bo6b
2o9b2o116b2o3bo6b2o9b2o$1417bobo184b2o3bo3bo131b2o3bo3bo$1236b2o181bo
188bo3bo3b2o131bo3bo3b2o$1236bobo133b2o230b2o9b2o6bo121b2o9b2o6bo$1236b
o134b2o233b3o3bo2bo4bo2bo123b3o3bo2bo4bo2bo$1373bo233bo2bo2bo3b2o3bo125b
o2bo2bo3b2o3bo$1608b3o6bo2bo128b3o6bo2bo$1609bo7bobo130bo7bobo28b2o$1229b
2o557b2o$1228b2o560bo$1230bo$1619bo4bo47b2o86bo4bo$1618bobo2bobo46bob
o84bobo2bobo$1618b2o4bo47bo86b2o4bo3$1311bo$1311b2o243b3o$1310bobo245b
o242b3o$1488b3o66bo243bo$1488bo64b2o106bo140bo$1489bo62bobo105b2o$1554b
o105bobo$1424b2o363b3o$1425b2o362bo$1424bo365bo2$1495b2o$1494b2o$1496b
o2$1422b2o$1421bobo$1423bo3$1483bo$1409b2o71b2o$1408bobo71bobo$1410bo
5$1510bo$1509b2o$1509bobo$1414b2o$1413bobo$1415bo2$1433bo$1433b2o$1432b
obo79bo$1513b2o$1513bobo7$1520bo$1519b2o$1432b3o84bobo$1434bo$1433bo!

MathAndCode · Post by **MathAndCode** » November 23rd, 2025, 11:51 pm

I reduced the cost of the cheapest cauldron variant by one glider.

Code: Select all

x = 547, y = 63, rule = B3/S23
537bo$537bobo$537b2o10$416bobo$416b2o$192bo224bo$193bo$102bo88b3o$103b
o6bobo$101b3o6b2o93bo99bo99bo99bo$111bo93b3o97b3o8bo88b3o97b3o$208bo99b
o5b2o92bo3bo95bo$98b2o13b3o89b3o7bo84b2o3b3o7b2o83b2o3b3o4b3o85b2o3b3o
bo$99b2o12bo91bo10b2o82bobobo95bobobo10bo84bobobo4bo$6b2o90bo15bo100b
2o85bob2o96bob2o8b2o86bob2o3b2o$obo3bobo96bo99bo94bobobo12b2o81bobobo
95bobobo$b2o3bo98b3o97b3o92b2o3b3o9bobo80b2o3b3o92b2o3b3o$bo106bo99bo
7b2o90bo8bo90bo99bo$105b3o97b3o7bobo87b3o97b3o97b3o$105bo99bo11bo87bo
99bo99bo$7b3o177b3o33bo$7bo181bo32b2o$8bo179bo33bobo2$418b2o$418bobo$
418bo5$540bo$539b2o$539bobo$545b2o$544b2o$546bo6$536b3o$536bo$537bo2$
490bo$490b2o$489bobo2$535bo$534b2o5bo$534bobo3b2o$540bobo!

I have an idea for a further reduction. (Obviously, this specific reaction is not feasible, but making a simpler induction coil should be easier.) The basic idea is just perturbing a traffic light predecessor from behind in the right way.

Code: Select all

x = 76, y = 20, rule = B3/S23
16b2obobobob6o26b3obob5obo2bo$15bo4bobobo35bobo5bobo$14bo3bo37bo14bo2$
73bobo$29bobo40bobo$29bo41bo$15bobo11bo27bobo12bo$16b2o7b2o4bo26b2o7b
2o4b2o$11bo4bo8bo6bo20bo4bo8bo7bo$11b3o10b2o6bobo18b3o10b2o$14bo8b2o31b
o8b2o$5bo5b3o7bo2bo22bo5b3o7bo2bo$4bobo4bo4bo3bo25bobo4bo4bo3bo$3o3bo
9b2ob3o20b3o3bo9b2ob3o$3b3o5bo4bo3bo24b3o5bo4bo3bo$4bo6b3o7bo24bo6b3o
7bo$14bo41bo$11b3o39b3o$11bo41bo!

vilc · Post by **vilc** » November 26th, 2025, 1:16 pm

FlutterWithKSparkler wrote: November 26th, 2025, 12:47 pm Unknown-to-catagolue glider syntheses for them may benefit from some clever divide-and-conquer algorithm for optimal construction of initial constellation.

Reduced by 1G with an automated search.

Code: Select all

x = 243, y = 20, rule = B3/S23
133bo$131bobo102bo$2bobo127b2o43bo59bo$2b2o132bo39bobo4b2o50b3o3bo$3bo
35b2o3b2o44b2o3b2o39bobo37b2o5b2o41bo13b2o$38bo2bo2b2o38bo4bo2bo2b2o
39b2o87bobo4b2o6bobo$39bobo40bobo5bobo132b2o5b2o$40bo42b2o6bo93bo3b2o$
184bobo2b2o$136b2o3b2o36b2o2bo2bo47bo3b2o$48bo31b3o8b2o5b2o35bo2bo2b2o
36b2o3b2o6bo40bobo2b2o$47b2o33bo8b2o4bobo31b2o3bobo53bobo33b2o2bo2bo$
39b3o5bobo31bo16bo32b2o4bo54b2o34b2o3b2o$41bo42b2o99b2o$40bo3b2o39b2o
98b2o$bo42bobo37bo52b2o5b2o33bo10b2o42b2o5b2o$2bo2bobo36bo92b2o4bobo
32bobo10b2o41b2o4bobo$3o2b2o124bo12bo34b2o9bo37bo12bo$6bo123bobo94bobo
$131b2o95b2o!

9 objects is small enough for an exhaustive search (given a precomputed finite set of collisions). My program is still a work-in-progress, but at this moment it can find a near-optimal synthesis (with the same restriction) for a constellation with 28 objects in a half-hour.

Chris857 · Post by **Chris857** » November 27th, 2025, 9:30 pm

iNoMed wrote: November 26th, 2025, 1:57 pm The p16 variant of the newly-discovered loaf-flipping mechanism can also be achieved with an eater 3 instead of a second set of Coe's P8s, reducing the minimum population by ten cells to 65 cells:
Code: Select all
x = 22, y = 22, rule = B3/S23
16bo3b2o$17b2ob2o$15bobo$16bo$10b2o2b3o$10b2o3$9b2o$8bo2bo2b2o$4b2o2bo
bo4bo2bo$4b2o3bo5bobobo$12b2obo2bo$12bo2bo$4bo4bo4bo$2bobo4b5o$o2b2o$b
2o8bo$bo8bobo$11bo$2o$2o!

The p16 loaf hassler (featuring an eater 3 and two Coe's p8s) in 36G.

Code: Select all

x = 288, y = 71, rule = B3/S23
283bo$283bobo$275bo7b2o$9bo265bobo$10bo264b2o$8b3o$50bo$49bo56bobo$49b
3o55b2o$107bo2$2bo$obo$b2o6$94bo$95b2o$94b2o5$257bo$120b2o128b2o4bobo
$120b2o128b2o5b2o3$29b2o88b2o128b2o$28bo2bo2b2o82bo2bo2b2o122bo2bo2b2o
$28bobo4bo2bo75b2o2bobo4bo2bo115b2o2bobo4bo2bo$29bo5bobobo74b2o3bo5bo
bobo114b2o3bo5bobobo$32b2obo2bo83b2obo2bo123b2obo2bo$32bo2bo86bo2bo126b
o2bo$29bo4bo84bo4bo124bo4bo$29b5o85b5o125b5o$244bo$31bo89bo121bobo5bo
$30bobo87bobo121b2o4bobo$31bo89bo129bo3$147b3o$147bo$148bo5$4b2o$3bob
o280bo$5bo279b2o$285bobo3$219b3o$221bo$132b2o86bo$132bobo$132bo4$217b
3o$219bo$218bo52b2o$270b2o$272bo!

A p16 honey farm hassler in 34G, down from 37G.

Code: Select all

x = 669, y = 90, rule = B3/S23
504bo$505b2o$504b2o7$554bo$552b2o$553b2o4$551bo$550bo$550b3o2$667bo$666b
o$666b3o2$412bo$410b2o$411b2o247b2o$484bobo172bo2bo$485b2o173b2o$239b
o96bo78bo69bo$237b2o97bobo75bo$20bo99bo89bo27b2o7bo62bo25b2o42bo33b3o
103bo129bo$19bobo97bobo87bobo35bobo59bobo67bobo137bobo127bobo$19bobo97b
obo87bobo35b2o60bobo67bobo111bo25bobo127bobo7bo2b2o$17b3ob2o94b3ob2o84b
3ob2o94b3ob2o64b3ob2o108bobo23b3ob2o124b3ob2o5bo3b2o2b2o$16bo99bo89bo
99bo69bo115b2o22bo129bo11bo7b2o$17b3ob2o94b3ob2o84b3ob2o94b3ob2o64b3o
b2o134b3ob2o124b3ob2o6b4o$19bob2o96bob2o86bob2o96bob2o66bob2o136bob2o
126bob2o2$655b3o$654bo3bo$122b2o88b2o24bo73b2o68b2o138b2o129bo5bo$122b
2o88b2o23bo74b2o68b2o138b2o129bo5bo$237b3o413bo5bo$205b2o98b2o68b2o138b
2o14b2o112b2o7bo3bo2b2o$206bo99bo69bo139bo14bobo112bo8b3o3bobo$206bob
o97bobo67bobo137bobo14bo112bobo3b3o8bo$207b2o98b2o68b2o138b2o14b2o112b
2o2bo3bo7b2o$650bo5bo$386b2o138b2o122bo5bo$386b2o138b2o122bo5bo$651bo
3bo$652b3o2$317b2obo66b2obo136b2obo126b2obo$317b2ob3o64b2ob3o134b2ob3o
114b4o6b2ob3o$323bo69bo139bo22b2o84b2o7bo11bo$317b2ob3o64b2ob3o21b2o111b
2ob3o23bobo83b2o2b2o3bo5b2ob3o$318bobo67bobo22b2o113bobo25bo89b2o2bo7b
obo$318bobo67bobo24bo112bobo127bobo$319bo69bo139bo129bo$41b3o375b3o$41b
o377bo144bo$42bo55b3o319bo142b2o83b2o$3o97bo462bobo81bo2bo$2bo96bo36b
2o510b2o$bo133b2o$137bo$296b2o$295bobo343b3o$297bo345bo$642bo2$497b3o
$499bo$196bo301bo$196b2o$195bobo$246bo$245b2o248b2o$245bobo248b2o$195b
o299bo$195b2o$194bobo5$544b2o$543b2o$545bo!

current synth:

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp16_y0gy4oggy5jjgz8kkn0nky423y26ekp1zx1011xg0oow66031zx6asow11wggy4br0raa4zw3jiy41226y3121zx11 costs 37 gliders (true).
#CLL state-numbering golly
x = 304, y = 62, rule = B3/S23
195bo$196bo$194b3o5$205bo$96bobo104b2o$96b2o106b2o$89bo7bo$90bo$
88b3o2$101bo$93bo6bo$91b2o7b3o45bo48bo12bo73bo$92b2o53bobo48b2o9bo
bo71bobo$147bobo47b2o10bobo59b2o2bo7bobo$146b2ob3o56b2ob3o53b2o2b
2o3bo5b2ob3o$93bo58bo41b2o18bo52b2o7bo11bo$93b2o7b2o42b2ob3o41bobo
12b2ob3o58b4o6b2ob3o$92bobo7bobo41b2obo45bo12b2obo44bo25b2obo$102b
o154b2o4bo$256b2o3bobo29bo$262b2o29bobo$187bo79bo25b2o$187b2o18b2o
59b2o11b2o$151bo34bobo18b2o58b2o12b2o7bo$149b2o123b3o13bobo$150b2o
124bo7bo5b2o$268b2o5bo7bo$267bobo13b3o$150b2o51b2o18bobo43bo7b2o
12b2o$150bobo50b2o18b2o52b2o11b2o$150bo73bo40b2o25bo$obo261bobo29b
2o$b2o36bo226bo29bobo3b2o$bo3b3o30bobo255bo4b2o$5bo33b2o10bo33bob
2o49bob2o58bob2o12bo57bob2o25bo$6bo38bo3b2o32b3ob2o47b3ob2o56b3ob
2o12bobo53b3ob2o6b4o$45b2o3b2o30bo52bo61bo18b2o53bo11bo7b2o$44bobo
36b3ob2o47b3ob2o56b3ob2o68b3ob2o5bo3b2o2b2o$85bobo50bobo13bo45bobo
10b2o59bobo7bo2b2o$85bobo50bobo12b2o45bobo9b2o60bobo$86bo52bo13bob
o45bo12bo60bo$42bo$42b2o$41bobo4b2o$48bobo$48bo2$206b2o$207b2o$
206bo5$215b3o$215bo$216bo!

KtT · Post by **KtT** » November 29th, 2025, 4:30 am

Four twin bees shuttles flipping two ships (wiki) in 28G:

Code: Select all

x = 145, y = 131, rule = B3/S23
32bobo$33b2o$33bo5$104bobo$104b2o$105bo2$36bo$10bo23bobo$11b2o22b2o$10b
2o$125bo$123b2o11bobo$124b2o10b2o$137bo3$135bo$134bo$5bo128b3o$3bobo$
4b2o3$142bo$16bo125bobo$14bobo125b2o$15b2o99bo$116bobo$116b2o19$103bo
$101b2o$102b2o8$70b2o$69bobo$69b2o2$74b2o$73bobo$73b2o8$41b2o$42b2o$41b
o19$27b2o$26bobo$28bo99b2o$b2o125bobo$obo125bo$2bo3$139b2o$139bobo$8b
3o128bo$10bo$9bo3$7bo$7b2o10b2o$6bobo11b2o$19bo$133b2o$108b2o22b2o$108b
obo23bo$108bo2$39bo$39b2o$38bobo5$111bo$110b2o$110bobo!

Chris857 · Post by **Chris857** » November 30th, 2025, 1:16 am

A p22 LOM shuttle in 68G, down from 72G.

Code: Select all

x = 175, y = 62, rule = B3/S23
46bo80bo$44b2o79bobo$45b2o79b2o43bo$170bo$170b3o3$2bo$obo$b2o10$163bo
bo$163b2o$164bo$35b2o88b2o$35b2o88b2o2$35b4o86b4o$34bo3bo85bo3bo$34b2o
88b2o16b2ob2o$143bob2o$34b2o88b2o17bo$30b2obobo84b2obobo14b2obo$31bob
2o83bo2bob2o14bobob2o$31bo86b2obo17b2o$28b2obo89bo$28b2ob2o88b2o16b2o
$136bo3bo$136b4o2$138b2o$138b2o$10bo$10b2o$9bobo10$172b2o$172bobo$172b
o3$2b3o$4bo$3bo43b2o79b2o$47bobo79b2o$47bo80bo!

iNoMed wrote: November 30th, 2025, 4:36 am Side note: there is a slightly larger p264 form at 139 cells, however it is nowhere near as elegant:
Code: Select all
x = 48, y = 29, rule = B3/S23
22b2ob2o$22bo3bo$20bobo3bobo$20b2o5b2o2$6b2o33b2o$7bo33bo$7bobo29bobo$
8b2o29b2o2$22b2o$22b2o8b2o3bo$5bo26bo4bo$32bo4bo4b3o$3b3obo25b2o7b3o$
2bob2o36b3o$2b2obo39b3o$ob3o40b3o$45b3o$2bo15bo$13b2obo3bob2ob2o7b2o$
13bo9bobo2b5o2bo$14b2o5b2o3b2o5b2o$11b3o2b5o2b3o9b3o$11bo2bo7bo3bobo3b
obo2bo$12b2o9b3o4bo4b2o2$23b2obo$23bob2o!

Most of a p264 B-heptomino hassler, just needs a synthesis of xs28_64lb8bl46zwc95d.

Code: Select all

x = 1957, y = 113, rule = B3/S23
1144bo$1135bobo7bo$1136b2o5b3o$1136bo10$1889bo$1890b2o$1889b2o$1324bo
235bo$1322bobo235bobo$1323b2o235b2o2$1319bo245bo$1320bo243bo39bo225bo
$1318b3o243b3o38b2o221b2o$1604b2o223b2o2$948bo$948bobo694bo143bo$948b
2o101bo554bo38bobo139bobo38bo$1050bo556bo37b2o141b2o37bo$1013bo36b3o552b
3o219b3o$918bo95b2o312bo227bo$57bo79bo778bobo25bobo66b2o311bobo227bob
o86bobo139bobo$bo55bobo75bobo55bo643bo79b2o25b2o381b2o227b2o87b2o141b
2o$2bo45bo8b2o77b2o8bo45bo642b2o108bo700bo141bo$3o43b2o99b2o43b3o641b
2o73bobo$47b2o97b2o647bo116b2o$4bo185bo605b2o114bo$5b2o181b2o605b2o$4b
2o183b2o6$1183b2o195b2ob2o115b2ob2o135b2ob2o145b2ob2o135b2ob2o$599bo84b
obo497bo195bo3bo115bo3bo135bo3bo145bo3bo135bo3bo$597b2o86b2o497bobo191b
obo3bobo111bobo3bobo131bobo3bobo141bobo3bobo131bobo3bobo$598b2o85bo25b
o473b2o191b2o5b2o111b2o5b2o131b2o5b2o141b2o5b2o131b2o5b2o$573bobo133b
2o$574b2o134b2o1062b2o138b2o33b2o$574bo1200bo139bo33bo$1775bobo137bob
o29bobo$1034bo149bo199bo119bo139bo131b2o16bo121b2o16bo12b2o$1032b3o147b
3o197b3o117b3o137b3o147b3o137b3o$1031bo149bo199bo119bo139bo149bo139bo
$925b2o98b2o4b2o142b2o4b2o192b2o4b2o112b2o4b2o132b2o4b2o142b2o4b2o132b
2o4b2o$924bo2bo96bo2bo146bo2bo196bo2bo104b3o9bo2bo136bo2bo23bo122bo2b
o23bo112bo2bo23bo$925b2o98b2o148b2o198b2o108bo9b2o125b3o10b2o23b3o109b
3o10b2o23b3o99b3o10b2o23b3o$1481bo3bo136b3o34b3obo108b3o34b3obo98b3o34b
3obo$1480bobo2bo136b3o35bo3bo107b3o35bo3bo97b3o35bo3bo$1478bo2bobo135b
3o39bo3bo103b3o39bo3bo93b3o39bo3bo$1478bo3bo136b3o40bob3o102b3o40bob3o
92b3o40bob3o$1478bo140b3o41b3o103b3o41b3o93b3o41b3o$1479b3o166bo15bo133b
o15bo123bo15bo$10b2ob2o165b2ob2o7b2o117b2o7b2ob2o7b2o117b2o7b2ob2o7b2o
97b2o7b2ob2o7b2o97b2o7b2ob2o7b2o97b2o2b3o2b2ob2o7b2o87b2o2b3o2b2ob2o7b
2o77b2o2b3o2b2ob2o7b2o127b2o2b3o2b2ob2o7b2o177b2o2b3o2b2ob2o7b2o97b2o
7b2ob2o2b3o2b2o117b2o7b2ob2obo3bob2o127b2o7b2ob2obo3bob2o117b2o7b2ob2o
bo3bob2o$8bo2bobo2bo161bo2bobo2bo3bo2bo117bo2bo3bo2bobo2bo3bo2bo117bo
2bo3bo2bobo2bo3bo2bo97bo2bo3bo2bobo2bo3bo2bo97bo2bo3bo2bobo9bo97bo2b5o
2bobo9bo87bo2b5o2bobo9bo77bo2b5o2bobo9bo127bo2b5o2bobo9bo177bo2b5o2bo
bo9bo97bo9bobo2b5o2bo117bo2b5o2bobo9bo127bo2b5o2bobo9bo117bo2b5o2bobo
9bo$8b3o3b3o161b3o3b3o3b3o119b3o3b3o3b3o3b3o119b3o3b3o3b3o3b3o99b3o3b
3o3b3o3b3o99b3o3b3o3b9o99b9o3b9o89b9o3b9o79b9o3b9o10b3o116b9o3b9o179b
9o3b9o99b9o3b9o119b2o5b2o3b2o5b2o129b2o5b2o3b2o5b2o119b2o5b2o3b2o5b2o
$11b3o167b3o9b3o113b3o9b3o9b3o113b3o9b3o9b3o93b3o9b3o9b3o93b3o9b3o2b5o
2b3o93b3o9b3o2b5o2b3o83b3o9b3o2b5o2b3o73b3o9b3o2b5o2b3o7bo115b3o9b3o2b
5o2b3o173b3o9b3o2b5o2b3o93b3o2b5o2b3o9b3o113b3o9b3o2b5o2b3o123b3o9b3o
2b5o2b3o113b3o9b3o2b5o2b3o$10bo3bo165bo3bo7bo2bo113bo2bo7bo3bo7bo2bo113b
o2bo7bo3bo7bo2bo93bo2bo7bo3bo7bo2bo93bo2bo7bo3bo2b3o2bo2bo93bo2bo7bo3b
o2b3o2bo2bo83bo2bo7bo3bo2b3o2bo2bo73bo2bo7bo3bo2b3o2bo2bo8bo114bo2bo7b
o3bo2b3o2bo2bo173bo2bo7bo3bo2b3o2bo2bo93bo2bo2b3o2bo3bo7bo2bo113bo2bo
bo3bobo3bo7bo2bo123bo2bobo3bobo3bo7bo2bo113bo2bobo3bobo3bo7bo2bo$11b3o
167b3o9b2o115b2o9b3o9b2o115b2o9b3o3b3o3b2o95b2o3b3o3b3o3b3o3b2o95b2o3b
3o3b3o9b2o95b2o9b3o9b2o85b2o9b3o9b2o75b2o9b3o9b2o125b2o9b3o9b2o175b2o
9b3o9b2o95b2o9b3o9b2o115b2o4bo4b3o9b2o125b2o4bo4b3o9b2o115b2o4bo4b3o9b
2o2$11b2obo166b2obo136b2obo136b2obo116b2obo116b2obo116b2obo106b2obo96b
2obo108b2o36b2obo196b2obo116b2obo136b2obo146b2obo136b2obo$11bob2o166b
ob2o136bob2o136bob2o116bob2o116bob2o116bob2o106bob2o96bob2o109b2o35bo
b2o196bob2o116bob2o136bob2o146bob2o136bob2o$1138bo4bo$1138b2o$1137bob
o6$44b2o103b2o$43b2o105b2o$45bo103bo2$5b2o181b2o$6b2o179b2o$5bo183bo7$
1323b2o5b2o221b2o5b2o$1324b2o5b2o219b2o5b2o$428bo894bo6bo223bo6bo$428b
2o$427bobo$357b3o120b2o$357bo121b2o$358bo122bo4$305b3o$307bo50b3o$306b
o51bo$359bo2$301b3o$303bo$302bo!

KtT · Post by **KtT** » December 1st, 2025, 12:10 pm

A p52 pi-heptomino hassler in 71G:

Code: Select all

x = 703, y = 157, rule = B3/S23
60b2o175b2o101b2o105b2o74b2o120b2o$61bo176bo102bo106bo75bo121bo$61bob
o10b2o162bobo10b2o88bobo10b2o92bobo10b2o61bobo10b2o107bobo10b2o$62b2o
2b2o6bobo162b2o2b2o6bobo88b2o2b2o6bobo92b2o2b2o6bobo61b2o2b2o6bobo107b
2o2b2o6bobo$58b2o6b2o8bo158b2o6b2o8bo84b2o6b2o8bo88b2o6b2o8bo57b2o6b2o
8bo103b2o6b2o8bo$58bobo14b2ob2obo153bobo14b2ob2obo79bobo14b2ob2obo83b
obo14b2ob2obo52bobo14b2ob2obo98bobo14b2ob2obo$60bo9bo7bob2o155bo9bo7b
ob2o81bo9bo7bob2o85bo9bo7bob2o54bo9bo7bob2o100bo9bo7bob2o$60b2o8bo7bo
158b2o8bo7bo84b2o8bo7bo88b2o8bo7bo57b2o8bo7bo103b2o8bo7bo$71b3o3b2o169b
3o3b2o95b3o3b2o99b3o3b2o68b3o3b2o81bo32b3o3b2o$68b2o2b3o170b2o2b3o96b
2o2b3o100b2o2b3o69b2o2b3o86bo28b2o2b3o$68b2ob2ob2o169b2ob2ob2o95b2ob2o
b2o99b2ob2ob2o68b2ob2ob2o83b3o28b2ob2ob2o$70b2o2b2o171b2o2b2o97b2o2b2o
101b2o2b2o70b2o2b2o116b2o2b2o$69b2ob3o171b2ob3o97b2ob3o101b2ob3o70b2o
b3o116b2ob3o$62bo6bo3b2o164bo6bo3b2o90bo6bo3b2o94bo6bo3b2o63bo6bo3b2o
109bo6bo3b2o$60bo2bo6bo3bo162bo2bo6bo3bo88bo2bo6bo3bo92bo2bo6bo3bo61b
o2bo6bo3bo107bo2bo6bo3bo$60bo2bo6bo3bo162bo2bo6bo3bo88bo2bo6bo3bo92bo
2bo6bo3bo61bo2bo6bo3bo107bo2bo6bo3bo$61bo9b3o164bo9b3o90bo9b3o94bo9b3o
63bo9b3o109bo9b3o$72bo176bo102bo106bo75bo121bo$66b2o175b2o101b2o105b2o
74b2o120b2o$67bo176bo102bo106bo75bo121bo$64b3o106bo67b3o100b3o104b3o73b
3o75bo43b3o$64bo109bo66bo102bo106bo75bo75bobo43bo$172b3o429b2o3$135bo
$84b2o48bo44bobo79b2o101b2o105b2o74b2o120b2o$72bo11b2o48b3o43b2o67bo11b
2o89bo11b2o93bo11b2o62bo11b2o108bo11b2o$83b3o94bo79b3o100b3o104b3o73b
3o119b3o$70bo5bo11bo158bo5bo11bo84bo5bo11bo88bo5bo11bo57bo5bo11bo103b
o5bo11bo$66b2o2bob2o2b2o10bo154b2o2bob2o2b2o10bo80b2o2bob2o2b2o10bo84b
2o2bob2o2b2o10bo53b2o2bob2o2b2o10bo99b2o2bob2o2b2o10bo$66b3o3b2ob2obo
9bo154b3o3b2ob2obo9bo80b3o3b2ob2obo9bo84b3o3b2ob2obo9bo53b3o3b2ob2obo
9bo99b3o3b2ob2obo9bo$o76b2o175b2o43bobo55b2o105b2o74b2o120b2o$b2o16bo
280b2o$2o15bobo105bo174bo$18b2o60bo6b2o35bo132bo6b2o94bo6b2o98bo6b2o67b
o6b2o113bo6b2o$81b2o4bo36b3o131b2o4bo96b2o4bo100b2o4bo69b2o4bo115b2o4b
o$79b2o7b3o98bo66b2o7b3o34bobo54b2o7b3o95b2o7b3o64b2o7b3o12bo97b2o7b3o
$81bo8bo99b2o66bo8bo35b2o56bo8bo97bo8bo66bo8bo10b2o100bo8bo$112bobo74b
2o112bo261b2o$112b2o$113bo$403bo$18bo10bo371bobo$16bobo11bo371b2o$17b
2o9b3o3$122bo$120b2o$29bobo89b2o$30b2o$30bo$121bo$121bobo$111bo9b2o$111b
obo$111b2o$28bo$26bobo$27b2o$34bo$35bo$33b3o$110bobo$110b2o$111bo213b
o106bo8bo66bo8bo112bo8bo$81bobo241b3o104b3o7b2o64b3o7b2o110b3o7b2o$81b
2o245bo106bo4b2o69bo4b2o115bo4b2o$82bo244b2o105b2o6bo67b2o6bo113b2o6b
o3$642b2o$510bo5bo115bo9bob2ob2o3b3o$510bo5bo115bo10b2o2b2obo2b2o$510b
o5bo115bo11bo5bo$635b3o$512b3o120b2o11bo$635b2o4$700b2o$248bo102bo106b
o75bo121bo43bobo$246b3o100b3o104b3o73b3o119b3o43bo$245bo102bo106bo75b
o121bo$245b2o101b2o105b2o74b2o120b2o$240bo102bo106bo75bo121bo$239b3o9b
o90b3o9bo94b3o9bo63b3o9bo109b3o9bo$238bo3bo6bo2bo88bo3bo6bo2bo92bo3bo
6bo2bo61bo3bo6bo2bo107bo3bo6bo2bo$238bo3bo6bo2bo88bo3bo6bo2bo92bo3bo6b
o2bo61bo3bo6bo2bo107bo3bo6bo2bo$238b2o3bo6bo90b2o3bo6bo94b2o3bo6bo63b
2o3bo6bo109b2o3bo6bo$238b3ob2o97b3ob2o101b3ob2o70b3ob2o116b3ob2o$186b
2o49b2o2b2o97b2o2b2o101b2o2b2o70b2o2b2o116b2o2b2o$185bobo49b2ob2ob2o95b
2ob2ob2o99b2ob2ob2o68b2ob2ob2o114b2ob2ob2o28b3o$187bo50b3o2b2o96b3o2b
2o100b3o2b2o69b3o2b2o115b3o2b2o28bo$234b2o3b3o95b2o3b3o99b2o3b3o68b2o
3b3o114b2o3b3o32bo$234bo7bo8b2o84bo7bo8b2o88bo7bo8b2o57bo7bo8b2o103bo
7bo8b2o$231b2obo7bo9bo81b2obo7bo9bo85b2obo7bo9bo54b2obo7bo9bo100b2obo
7bo9bo$231bob2ob2o14bobo79bob2ob2o14bobo83bob2ob2o14bobo52bob2ob2o14b
obo98bob2ob2o14bobo$236bo8b2o6b2o84bo8b2o6b2o88bo8b2o6b2o57bo8b2o6b2o
103bo8b2o6b2o$236bobo6b2o2b2o88bobo6b2o2b2o92bobo6b2o2b2o61bobo6b2o2b
2o107bobo6b2o2b2o$237b2o10bobo88b2o10bobo92b2o10bobo61b2o10bobo107b2o
10bobo$251bo102bo106bo75bo31bo89bo$251b2o52b2o47b2o50b2o53b2o74b2o29b
2o89b2o$304bobo98bobo160bobo$298b3o5bo100bo$300bo$299bo271b2o$570b2o$
572bo14$27bo$27b2o55bo$26bobo54b2o$83bobo4$80bo$79b2o$79bobo$20bo$20b
2o$19bobo11$137bo$136b2o$136bobo5$140b2o$139b2o$141bo!

Chris857 wrote: November 30th, 2025, 1:16 am Most of a p264 B-heptomino hassler, just needs a synthesis of xs28_64lb8bl46zwc95d.

Code: Select all

x = 1957, y = 113, rule = B3/S23
1144bo$1135bobo7bo$1136b2o5b3o$1136bo10$1889bo$1890b2o$1889b2o$1324bo
235bo$1322bobo235bobo$1323b2o235b2o2$1319bo245bo$1320bo243bo39bo225bo
$1318b3o243b3o38b2o221b2o$1604b2o223b2o2$948bo$948bobo694bo143bo$948b
2o101bo554bo38bobo139bobo38bo$1050bo556bo37b2o141b2o37bo$1013bo36b3o552b
3o219b3o$918bo95b2o312bo227bo$57bo79bo778bobo25bobo66b2o311bobo227bob
o86bobo139bobo$bo55bobo75bobo55bo643bo79b2o25b2o381b2o227b2o87b2o141b
2o$2bo45bo8b2o77b2o8bo45bo642b2o108bo700bo141bo$3o43b2o99b2o43b3o641b
2o73bobo$47b2o97b2o647bo116b2o$4bo185bo605b2o114bo$5b2o181b2o605b2o$4b
2o183b2o6$1183b2o195b2ob2o115b2ob2o135b2ob2o145b2ob2o135b2ob2o$599bo84b
obo497bo195bo3bo115bo3bo135bo3bo145bo3bo135bo3bo$597b2o86b2o497bobo191b
obo3bobo111bobo3bobo131bobo3bobo141bobo3bobo131bobo3bobo$598b2o85bo25b
o473b2o191b2o5b2o111b2o5b2o131b2o5b2o141b2o5b2o131b2o5b2o$573bobo133b
2o$574b2o134b2o1062b2o138b2o33b2o$574bo1200bo139bo33bo$1775bobo137bob
o29bobo$1034bo149bo199bo119bo139bo131b2o16bo121b2o16bo12b2o$1032b3o147b
3o197b3o117b3o137b3o147b3o137b3o$1031bo149bo199bo119bo139bo149bo139bo
$925b2o98b2o4b2o142b2o4b2o192b2o4b2o112b2o4b2o132b2o4b2o142b2o4b2o132b
2o4b2o$924bo2bo96bo2bo146bo2bo196bo2bo104b3o9bo2bo136bo2bo23bo122bo2b
o23bo112bo2bo23bo$925b2o98b2o148b2o198b2o108bo9b2o125b3o10b2o23b3o109b
3o10b2o23b3o99b3o10b2o23b3o$1481bo3bo136b3o34b3obo108b3o34b3obo98b3o34b
3obo$1480bobo2bo136b3o35bo3bo107b3o35bo3bo97b3o35bo3bo$1478bo2bobo135b
3o39bo3bo103b3o39bo3bo93b3o39bo3bo$1478bo3bo136b3o40bob3o102b3o40bob3o
92b3o40bob3o$1478bo140b3o41b3o103b3o41b3o93b3o41b3o$1479b3o166bo15bo133b
o15bo123bo15bo$10b2ob2o165b2ob2o7b2o117b2o7b2ob2o7b2o117b2o7b2ob2o7b2o
97b2o7b2ob2o7b2o97b2o7b2ob2o7b2o97b2o2b3o2b2ob2o7b2o87b2o2b3o2b2ob2o7b
2o77b2o2b3o2b2ob2o7b2o127b2o2b3o2b2ob2o7b2o177b2o2b3o2b2ob2o7b2o97b2o
7b2ob2o2b3o2b2o117b2o7b2ob2obo3bob2o127b2o7b2ob2obo3bob2o117b2o7b2ob2o
bo3bob2o$8bo2bobo2bo161bo2bobo2bo3bo2bo117bo2bo3bo2bobo2bo3bo2bo117bo
2bo3bo2bobo2bo3bo2bo97bo2bo3bo2bobo2bo3bo2bo97bo2bo3bo2bobo9bo97bo2b5o
2bobo9bo87bo2b5o2bobo9bo77bo2b5o2bobo9bo127bo2b5o2bobo9bo177bo2b5o2bo
bo9bo97bo9bobo2b5o2bo117bo2b5o2bobo9bo127bo2b5o2bobo9bo117bo2b5o2bobo
9bo$8b3o3b3o161b3o3b3o3b3o119b3o3b3o3b3o3b3o119b3o3b3o3b3o3b3o99b3o3b
3o3b3o3b3o99b3o3b3o3b9o99b9o3b9o89b9o3b9o79b9o3b9o10b3o116b9o3b9o179b
9o3b9o99b9o3b9o119b2o5b2o3b2o5b2o129b2o5b2o3b2o5b2o119b2o5b2o3b2o5b2o
$11b3o167b3o9b3o113b3o9b3o9b3o113b3o9b3o9b3o93b3o9b3o9b3o93b3o9b3o2b5o
2b3o93b3o9b3o2b5o2b3o83b3o9b3o2b5o2b3o73b3o9b3o2b5o2b3o7bo115b3o9b3o2b
5o2b3o173b3o9b3o2b5o2b3o93b3o2b5o2b3o9b3o113b3o9b3o2b5o2b3o123b3o9b3o
2b5o2b3o113b3o9b3o2b5o2b3o$10bo3bo165bo3bo7bo2bo113bo2bo7bo3bo7bo2bo113b
o2bo7bo3bo7bo2bo93bo2bo7bo3bo7bo2bo93bo2bo7bo3bo2b3o2bo2bo93bo2bo7bo3b
o2b3o2bo2bo83bo2bo7bo3bo2b3o2bo2bo73bo2bo7bo3bo2b3o2bo2bo8bo114bo2bo7b
o3bo2b3o2bo2bo173bo2bo7bo3bo2b3o2bo2bo93bo2bo2b3o2bo3bo7bo2bo113bo2bo
bo3bobo3bo7bo2bo123bo2bobo3bobo3bo7bo2bo113bo2bobo3bobo3bo7bo2bo$11b3o
167b3o9b2o115b2o9b3o9b2o115b2o9b3o3b3o3b2o95b2o3b3o3b3o3b3o3b2o95b2o3b
3o3b3o9b2o95b2o9b3o9b2o85b2o9b3o9b2o75b2o9b3o9b2o125b2o9b3o9b2o175b2o
9b3o9b2o95b2o9b3o9b2o115b2o4bo4b3o9b2o125b2o4bo4b3o9b2o115b2o4bo4b3o9b
2o2$11b2obo166b2obo136b2obo136b2obo116b2obo116b2obo116b2obo106b2obo96b
2obo108b2o36b2obo196b2obo116b2obo136b2obo146b2obo136b2obo$11bob2o166b
ob2o136bob2o136bob2o116bob2o116bob2o116bob2o106bob2o96bob2o109b2o35bo
b2o196bob2o116bob2o136bob2o146bob2o136bob2o$1138bo4bo$1138b2o$1137bob
o6$44b2o103b2o$43b2o105b2o$45bo103bo2$5b2o181b2o$6b2o179b2o$5bo183bo7$
1323b2o5b2o221b2o5b2o$1324b2o5b2o219b2o5b2o$428bo894bo6bo223bo6bo$428b
2o$427bobo$357b3o120b2o$357bo121b2o$358bo122bo4$305b3o$307bo50b3o$306b
o51bo$359bo2$301b3o$303bo$302bo!

Completed in 79G:

Code: Select all

x = 1745, y = 113, rule = B3/S23
1278bo$1269bobo7bo$1270b2o5b3o$1270bo11$1680bo$1681bo$1366bo184bo127b
3o$1364bobo183bo$1365b2o183b3o2$1361bo$1362bo192bo$1360b3o192bobo31bo
$1555b2o33bo$1588b3o$1163bo$1163bobo$253bobo907b2o69bo393bo$253b2o978b
o392b2o$254bo941bo36b3o353bobo35b2o$1133bo63b2o171bo176bo42b2o$631bo34b
o464bobo25bobo34b2o170bobo175bo43bo$bo573bo55bobo30bobo55bo372bo36b2o
25b2o208b2o175b3o78bo$2bo573bo45bo8b2o32b2o8bo45bo371b2o65bo466bobo$3o
61bo509b3o43b2o54b2o43b3o370b2o30bobo498b2o$63bo202bo108bo245b2o52b2o
376bo73b2o$63b3o198b2o109bobo200bo140bo334b2o71bo$265b2o108b2o161bo40b
2o136b2o334b2o$536b2o40b2o138b2o802bo$369bo167b2o982bo$368bo1152b3o$368b
3o$5bobo54bobo309bo$6b2o54b2o32bobo274bo$6bo56bo33b2o274b3o941b2o103b
2ob2o64b2ob2o127b2ob2o91b2ob2o$97bo862bo30bobo324bo103bo3bo64bo3bo127b
o3bo91bo3bo$161bobo794b2o32b2o324bobo99bobo3bobo60bobo3bobo123bobo3bo
bo87bobo3bobo$161b2o796b2o31bo25bo300b2o99b2o5b2o60b2o5b2o123b2o5b2o87b
2o5b2o$162bo771bobo79b2o$935b2o80b2o623b2o59b2o33b2o$935bo706bo61bo33b
o$1640bobo61bobo29bobo$1217bo100bo107bo68bo131bo12b2o63b2o16bo12b2o$1215b
3o98b3o105b3o66b3o129b3o93b3o$1214bo100bo107bo68bo131bo95bo$1140b2o66b
2o4b2o93b2o4b2o100b2o4b2o49b2o10b2o4b2o112b2o10b2o4b2o76b2o10b2o4b2o$
1139bo2bo64bo2bo97bo2bo104bo2bo65bo2bo128bo2bo92bo2bo$1140b2o66b2o99b
2o106b2o54bo3bo8b2o117bo3bo8b2o23b2o56bo3bo8b2o23b2o$1472bo4bo126bo4b
o33b2obo53bo4bo33b2obo$1471bobobo127bobobo39bo51bobobo39bo$1470bobobo
127bobobo37bo53bobobo37bo$1468bo4bo126bo4bo39bob2o47bo4bo39bob2o$1468b
o3bo127bo3bo42b2o47bo3bo42b2o2$333b2ob2o106b2ob2o51b2ob2o79b2ob2o120b
2ob2o7b2o42b2o7b2ob2o7b2o81b2o7b2ob2o7b2o40b2o7b2ob2o7b2o43b2o7b2ob2o
7b2o48b2o2b3o2b2ob2o7b2o44b2o2b3o2b2ob2o7b2o45b2o2b3o2b2ob2o7b2o78b2o
2b3o2b2ob2o7b2o85b2o2b3o2b2ob2o7b2o34b2o10b2o2b3o2b2ob2o7b2o97b2o10b2o
2b3o2b2ob2o7b2o61b2o10b2o2b3o2b2ob2o7b2o$128b2o98b2o104bobo108bobo50b
o2bobo78bo2bobo2bo116bo2bobo2bo3bo2bo42bo2bo3bo2bobo2bo3bo2bo81bo2bo3b
o2bobo2bo3bo2bo40bo2bo3bo2bobo2bo3bo2bo43bo2bo3bo2bobo9bo48bo2b5o2bob
o9bo44bo2b5o2bobo9bo45bo2b5o2bobo9bo78bo2b5o2bobo9bo85bo2b5o2bobo9bo46b
o2b5o2bobo9bo109bo2b5o2bobo9bo73bo2b5o2bobo9bo$127bo2bo96bo2bo102bo3b
o106bo3bo49b3o3bo77b3o3b3o116b3o3b3o3b3o44b3o3b3o3b3o3b3o83b3o3b3o3b3o
3b3o42b3o3b3o3b3o3b3o45b3o3b3o3b9o50b9o3b9o46b9o3b9o47b9o3b9o10b3o67b
9o3b9o87b9o3b9o48b9o3b9o111b9o3b9o75b9o3b9o$126bob3o95bob3o101bob3o106b
ob3obo51b3obo79b3o122b3o9b3o38b3o9b3o9b3o77b3o9b3o9b3o36b3o9b3o9b3o39b
3o9b3o2b5o2b3o44b3o9b3o2b5o2b3o40b3o9b3o2b5o2b3o41b3o9b3o2b5o2b3o7bo66b
3o9b3o2b5o2b3o81b3o9b3o2b5o2b3o42b3o9b3o2b5o2b3o105b3o9b3o2b5o2b3o69b
3o9b3o2b5o2b3o$127bo99bo105bo110bo3bo51bo3bo79bo3bo120bo3bo7bo2bo38bo
2bo7bo3bo7bo2bo77bo2bo7bo3bo7bo2bo36bo2bo7bo3bo7bo2bo39bo2bo7bo3bo2b3o
2bo2bo44bo2bo7bo3bo2b3o2bo2bo40bo2bo7bo3bo2b3o2bo2bo41bo2bo7bo3bo2b3o
2bo2bo8bo65bo2bo7bo3bo2b3o2bo2bo81bo2bo7bo3bo2b3o2bo2bo42bo2bo7bo3bo2b
3o2bo2bo21bo83bo2bo7bo3bo2b3o2bo2bo69bo2bo7bo3bo2b3o2bo2bo$128b3o97b3o
103b3o108b3o53b3o81b3o122b3o9b2o40b2o9b3o9b2o79b2o9b3o3b3o3b2o38b2o3b
3o3b3o3b3o3b2o41b2o3b3o3b3o9b2o46b2o9b3o9b2o42b2o9b3o9b2o43b2o9b3o9b2o
76b2o9b3o9b2o83b2o9b3o9b2o44b2o9b3o9b2o12bo8b2o84b2o9b3o9b2o71b2o9b3o
9b2o$131bo99bo105bo1179b2o8bobo$130b2o96b2obo102b2obo107b2obo52b2obo80b
2obo121b2obo61b2obo100b2obo59b2obo62b2obo67b2obo63b2obo64b2obo59b2o36b
2obo104b2obo65b2obo21bobo104b2obo92b2obo$228bobo103bobo108bob2o52bob2o
80bob2o121bob2o61bob2o100bob2o59bob2o62bob2o67bob2o63bob2o64bob2o60b2o
35bob2o104bob2o65bob2o128bob2o92bob2o$1272bo4bo$1272b2o$1271bobo6$618b
2o58b2o$617b2o60b2o$619bo58bo2$579b2o136b2o$580b2o134b2o$270b3o306bo138b
o$270bo$271bo3$194b3o69b2o$196bo68b2o1277bo6bo$195bo71bo267b2o828b2o5b
2o169b2o5b2o$408b3o123b2o6b2o822b2o5b2o168bobo4bobo$410bo125bo4b2o303b
o518bo6bo$409bo55b2o76bo302b2o$369b2o94bobo377bobo$100bo268bobo93bo345b
3o84b2o$100b2o267bo441bo85b2o$99bobo710bo86bo$58bo$57b2o101b2o$57bobo
99b2o205bo$161bo142bo60b2o392b3o$304b2o59bobo393bo50b3o$303bobo55b2o397b
o51bo$361bobo449bo$361bo$755b3o$757bo$756bo!

Chris857 · Post by **Chris857** » December 2nd, 2025, 12:21 am

Chris857 wrote: November 30th, 2025, 1:16 am A p22 LOM shuttle in 68G, down from 72G.

Code: Select all

x = 175, y = 62, rule = B3/S23
46bo80bo$44b2o79bobo$45b2o79b2o43bo$170bo$170b3o3$2bo$obo$b2o10$163bo
bo$163b2o$164bo$35b2o88b2o$35b2o88b2o2$35b4o86b4o$34bo3bo85bo3bo$34b2o
88b2o16b2ob2o$143bob2o$34b2o88b2o17bo$30b2obobo84b2obobo14b2obo$31bob
2o83bo2bob2o14bobob2o$31bo86b2obo17b2o$28b2obo89bo$28b2ob2o88b2o16b2o
$136bo3bo$136b4o2$138b2o$138b2o$10bo$10b2o$9bobo10$172b2o$172bobo$172b
o3$2b3o$4bo$3bo43b2o79b2o$47bobo79b2o$47bo80bo!

66G

Code: Select all

x = 231, y = 42, rule = B3/S23
196bobo$197b2o$197bo2$99bo$97bobo$98b2o$139bo$138bo$42bo95b3o$obo39bo
bo$b2o39b2o$bo12$228b2o$228b2o3$109b2o108b2o8b2o$11b2o88b2o5bo2bo99b2o
5bo2bo7b2o$11bo89bo6bo2bo99bo6bo2bo$8b2obo86b2obo7b2o97b2obo7b2o$8bo2b
ob2o83bo2bob2o103bo2bob2o$10b2obobo84b2obobo104b2obobo$14b2o88b2o108b
2o2$14b2o88b2o108b2o$14bo3bo85bo3bo105bo3bo$15b4o86b4o106b4o2$15b2o88b
2o108b2o$15b2o88b2o108b2o!

65G

Code: Select all

x = 43, y = 40, rule = B3/S23
33bo$7b2o22b2o$7bo24b2o$9bo$5b5o$5bo30bo$8b2o25bo$2b2o4bobob2o21b3o$3b
o5b2obobob2o$3bobo8bob2o$4b2o8bo$9bo3b2o$8bobo$9bo3$5b3o3$3b2o$3bo$2o
bo$2obobob2o$4b2obobo$8b2o$12bo$8b5o$8bo$10bo$9b2o2$27bo$26b2o$26bobo
6b2o$34b2o$36bo2$40b3o$40bo$41bo!

The p264 above down to 78G

Code: Select all

x = 170, y = 41, rule = B3/S23
169bo$167b2o$168b2o$7bo119bo$5bobo120b2o$6b2o119b2o7$31bo$31bobo$31b2o
6$156bo$154b3o$153bo$153b2o9$13b2o2b3o2b2ob2o7b2o107b2o2b3o2b2ob2o7b2o
$13bo2b5o2bobo9bo107bo2b5o2bobo9bo$14b9o3b9o109b9o3b9o$11b3o9b3o2b5o2b
3o103b3o9b3o2b5o2b3o$11bo2bo7bo3bo2b3o2bo2bo103bo2bo7bo3bo2b3o2bo2bo$
12b2o9b3o9b2o105b2o9b3o9b2o$3o$2bo20b2obo126b2obo$bo21bob2o126bob2o!

PK22 · Post by **PK22** » December 2nd, 2025, 4:26 pm

xp7_y1okaqbai3zgs2tbggw31z470121 in 24G, down from 106G:

Code: Select all

x = 361, y = 56, rule = B3/S23
335bo$334bo$334b3o2$257bo$257bobo$257b2o71b3o2$328bo5bo$328bo5bo$328bo
5bo2$110bo81bo137b3o$108b2o82bobo$109b2o81b2o57bo16b2o64bo2bo$187bo64b
o15b2o64b6o$185bobo62b3o12bo74bo$186b2o77bo70b4obo$265bo69bo5bo$2bo
238b2o12bo80bo5b2o$obo95b2o140bobo12b2o4b3o73b2o5bo$b2o3bo34bo55bobo
84b3o55bo11bobo86bobo$5bo33bobo57bo168b2o70bo2bobo$5b3o32b2o62b2o76bo
84bo2bo69bo2bob2o$105b2o75bo84bobo71bobobo12bo$43bo60bo10b2o65bo23bo
61bo3bo69bo2bo12bobo$43bo70bo2bo70b2o15bo65bobo6b2o63b2o3b3o5b2o$43bo
70bobo70bo2bo14b3o62bo2bo6b2o$115bo3bo67bobo81b2o75bo5bo$45b2o71bobo
67bo3bo155bo5bo$45bobo69bo2bo70bobo83b3o68bo5bo$45bo72b2o70bo2bo$191b
2o9b3o70bo74b3o$198bo3bo72bo$198bo4bo71bo$131bobo64bo$131b2o157bo$132b
o61b3o92bo$289b3o$121bo152b2o$121b2o152b2o$120bobo151bo2$279b2o$279bob
o$279bo$123b3o$125bo$124bo5$274b3o$276bo$275bo!

Old synth:

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp7_y1okaqbai3zgs2tbggw31z470121 costs 106 gliders (true).
#CLL state-numbering golly
x = 1108, y = 144, rule = B3/S23
482bo$483b2o$482b2o4$478bobo$479b2o$479bo9$32bobo$32b2o$33bo7$2bo
868bobo$obo868b2o$b2o869bo$626bo$627bo229bo$625b3o227bobo235bo$
222bobo631b2o13bo152bo54bobo11bobo8bo$222b2o645b2o147bo4bo56b2o7bo
3b2o8bo$223bo589bo56b2o147bo3b3o54bo9bo12b3o$811bobo62bo140b3o68b
3o8bo$219bo415bo114bo61b2o62bo220b2o$217bobo221bo194bo111b2o5bobo
58bobo33bobo21bo221b2o$218b2o219bobo192b3o6bo97bobo5b2o4b2o59b2o
35b2o61bo103b2o$440b2o3bobo193b2o99b2o12bo60bo35bo18b3o3b3o36bo
103b2o$15bo112bo306bobo7b2o130bo64b2o98bo49bobo120b3o102bo82bo$14b
o112bo89bobo14bo201b2o8bo128bobo54bo3bobo154b2o81bo35bo190bobo$14b
3o110b3o88b2o12b2o44bo157bo139b2o14bo38bobo2b2o155bo82bo35b2o100bo
88b2o$218bo14b2o44bo306bobo3bobo36bobo3bo3b2o91bo72b2o58b2o7bo34bo
bo8bo50bo41bo14bo52b2o3bo$241bo35b3o293b2o12b2o3b2o32b3o3bo7bo2bo
51b2o38b2o12b2o55bobo57bobo52bobo43b2o3bobo38b3o8b2o3bobo52bo2bobo
$11b2o157b2o3bobo62bo33bo297bobo12bo40bo11bo2bo50bobo37b2o12bobo8b
2o41b2o2bo55b2o2bo11b2o35bob2obobo43bo2bobobo50bobobobo53bobobo16b
3o$10bobo114b2o40bo2bo2b2o63b3o31b2o298bo52bo13b2o51bo49b2o2bo10bo
bo40bobobo55bobobo10b2o36b2obobo40bo4b2obobo54bobo54b2obo12b3o3bo$
12bo113b2o41bo2bo3bo96bobo51bo48bo59bo95b2o45b2ob2o49b2ob2o53b2ob
2o42bo5bobob2o9bo44bob2o56bob2o11bo38bob2o40b2o5bob2o52b2ob2o38bob
o13bob2o11bo6bo$67bo7bo43bo8bo34bo6b2o46bo17b3o40bo46bobo46bobo57b
obo94bo47bobo51bobo40b2o3bo9bobo44b2o5bobo55bobo57bobo51bobo40b2o
6bobo54bobo40b2o13bobo13bo$65bobo6bobo41bobo41bobo52bobo16bo41bobo
6bo39bobo6bo39bobo6bo50bobo6bo87bo6bo37bobo2bo6bo41bobo2bo6bo31bob
o4b2o5bobo2bo6bo35b2o5b2o2bo6bo46b2o2bo6bo35bo11bobo2bo6bo41bobo2b
o6bo38bobo2bo6bo44bobo2bo6bo32bo12bobo2bo6bo$66b2o7b2o42b2o42b2o9b
o43b2o5b2o10bo41b2o5bobo39b2o5bobo39b2o5bobo50b2o5bobo85b2o5bobo
36b2o2b2o5bobo40b2o2b2o5bobo32bo3b2o6b2o2b2o5bobo44b2o5bobo48b2o5b
obo34b2o10b2o2b2o5bobo40b2o2b2o5bobo37b2o2b2o5bobo43b2o2b2o5bobo
44b2o2b2o5bobo$77b2obo40b2obo40b2obo3b2o46b2obo2bo54b2obo2bo42b2ob
o2bo42b2obo2bo53b2obo2bo88b2obo2bo43b2obo2bo47b2obo2bo51b2obo2bo
47b2obo2bo51b2obo2bo34bobo16b2obo2bo47b2obo2bo31b2o11b2obo2bo50b2o
bo2bo51b2obo2bo$77bob2o40bob2o40bob2o4b2o2b2o41bob4o55bob4o43bob4o
43bob4o54bob4o89bob4o44bob4o48bob4o52bob4o34b2o12bob4o39b2o11bob4o
54bob4o48bob4o33b2o10bob4o38b2o11bob4o52bob4o$177bobo501b2o54b2o
57b2o2bo159bo56bobo$122b3o41b3o8bo43b3o58b3o9bo36b5o44b5o43b3o9b7o
88b7o43b7o47b7o36b2o13b7o32bo14b7o37bo5b2o6b7o53b7o47b7o44b7o36bo
13b7o51b7o$121bo2bo40bo2bo3b2o46bo2bo57bo3bo7bo36bo5bo42bo2bo2bo9b
o34bo8bo3bo2bo87bo3bo2bo42bo3bo2bo46bo3bo2bo35bo14bo3bo2bo46bo3bo
2bo42b2o6bo3bo2bo52bo3bo2bo46bo3bo2bo43bo3bo2bo49bo3bo2bo50bo3bo2b
o$121b2o42b2o4bo2bo45b2o59b2ob2o7b3o34b2o2bobo42b2o3b2o9bobo31bo9b
2o93b2o48b2o52b2o56b2o52b2o56b2o58b2o52b2o49b2o55b2o56b2o$129b3o
40b2o160b2o59b2o708b2o$129bo260bo410bo302b2o$130bo160b2o97b2o408b
2o210b2o59b2o31bo$70bo54b3o42b2o47b3o69bobo39bo55bobo408bobo208bob
o60b2o$70b2o13b3o39bo41bobo12b2o35bo2b3o64bo36bo3b2o42bo17b2o617bo
59bo$69bobo3b3o7bo40bo44bo12bobo33bo3bo103b2o2bobo42bo16bobo$77bo
8bo97bo40bo101bobo45b3o16bo683bo$76bo3b2o996b2o$80bobo137b3o162b2o
690bobo$80bo139bo63b3o98bobo683bo$221bo64bo81b3o14bo685b2o$285bo
84bo699bobo17b2o$369bo719b2o$1091bo20$481b2o$482b2o$481bo4$482b3o$
484bo$483bo38$525bo$526b2o$525b2o4bo$531bobo$531b2o$525b2o$524bobo
$526bo!

Chris857 · Post by **Chris857** » December 3rd, 2025, 1:59 am

PK22 wrote: December 2nd, 2025, 4:26 pm xp7_y1okaqbai3zgs2tbggw31z470121 in 24G, down from 106G:

-1G to 22G (looks there had been an intermediate reduction to the initial constellation to 23G)

Code: Select all

x = 84, y = 87, rule = B3/S23
51bo$49b2o$50b2o8$10bobo$11b2o$11bo2$50bo$50bobo$50b2o14$32bo$30bobo$
31b2o7$32b3o2$30bo$30bo$30bo$36b2o$27b2o6bo2bo$27b2o6bobo$36bo3bo$39b
obo$38bo2bo$39b2o$2o44bo$b2o43bo$o45bo2$42b3o2$39b2o$39b2o23$77bo$76b
2o$76bobo$81b3o$81bo$82bo!

KtT · Post by **KtT** » December 6th, 2025, 5:39 am

A p88 lumps of muck hassler in 42G:

Code: Select all

x = 688, y = 118, rule = B3/S23
239bo$240b2o$239b2o3$234bobo$235b2o$235bo8$355bo146bo$356b2o142bobo5b
obo$355b2o144b2o6b2o$509bo$675bo$408bobo264bobo$408b2o218bo46b2o$360b
o48bo152bo66bo$358bobo154bo45bo65b3o$359b2o155bo44b3o$355bo158b3o$353b
obo54bo$354b2o54bobo220bo$410b2o219bobo$632b2o2$43bo227bo$42bo228bobo
$42b3o149bobo74b2o$195b2o$195bo6$115bo$115bobo316bo136bo108bo$75bo39b
2o$76b2o354b3obo132b3obo104b3obo$75b2o354bob2o133bob2o105bob2o$125b2o
3b2o132b2o3b2o146b2o3b2o7b2obo119b2o3b2o7b2obo91b2o3b2o7b2obo$125b2o3b
2o132b2o3b2o146b2o3b2o5bob3o120b2o3b2o5bob3o92b2o3b2o5bob3o$520b2o107b
2o$431bo88b2o46bo60b2o10b2o34bo$640bobo$520bo108bo11bo$283b2o151b2o81b
obo51b2o53bobo21bo29b2o$283bo152bo82bo2bo50bo54bo2bo19bobo28bo$281bob
o150bobo83bo2bo47bobo55bo2bo18bobo26bobo$281b2o151b2o135b2o79bo27b2o$
520bo2bo105bo2bo$520b2o107b2o3$575b2o107b2o$573bo2bo105bo2bo$234b2o151b
2o135b2o107b2o27bo$233bobo150bobo134bobo47bo2bo55bobo26bobo18bo2bo$233b
o152bo136bo50bo2bo54bo28bobo19bo2bo$232b2o151b2o135b2o51bobo53b2o29bo
21bobo$576bo96bo11bo$40bo631bobo$39b2o350bo136bo46b2o60bo34b2o10b2o$39b
obo533b2o107b2o$2o3b2o100b2o3b2o132b2o3b2o136b3obo5b2o3b2o120b3obo5b2o
3b2o92b3obo5b2o3b2o$2o3b2o36bo63b2o3b2o132b2o3b2o135bob2o7b2o3b2o119b
ob2o7b2o3b2o91bob2o7b2o3b2o$42b2o118b2o224b2obo133b2obo105b2obo$42bob
o116b2o223bob3o132bob3o104bob3o$122b2o39bo$121bobo264bo136bo108bo$123b
o6$321bo$320b2o$244b2o74bobo$243bobo$245bo2$681b2o$411b2o268bobo$410b
obo54b2o212bo$412bo54bobo$467bo112b3o$462b2o69b3o44bo$462bobo70bo45bo
103b3o$413bo48bo71bo150bo$413b2o223b2o46bo$412bobo222bobo$639bo$587bo
$466b2o118b2o6b2o$465b2o119bobo5bobo$467bo126bo8$281bo$280b2o$280bobo
3$276b2o$275b2o$277bo!

2025-12-07:
Pyrotechnecium in 38G, down from 40G:

Code: Select all

x = 208, y = 264, rule = B3/S23
206bo$205bo$205b3o20$189bo$188bo$188b3o8$16bo$17bo$15b3o4$64bo$65bo$63b
3o29$6bo$7bo$5b3o15$123bo$122bo$122b3o2$87bo$88b2o$87b2o16$125bo$125b
o$125bo2$110b2o9b3o3b3o$110b2o$125bo$125bo$125bo$94b2o13bo$93bo2bo11b
obo$93bobo12bobo$94bo14bo8$89b2o$89b2o5$117b2o$117b2o8$98bo14bo$97bob
o12bobo$97bobo11bo2bo$98bo13b2o$82bo$82bo$82bo$96b2o$78b3o3b3o9b2o2$82b
o$82bo$82bo16$119b2o$118b2o$120bo2$83b3o$85bo$84bo15$200b3o$200bo$201b
o29$142b3o$142bo$143bo4$190b3o$190bo$191bo8$17b3o$19bo$18bo20$3o$2bo$
bo!

2025-12-12:
A p37 pi-heptomino hassler in 70G:

Code: Select all

x = 1511, y = 111, rule = B3/S23
697bo$696bo9bobo$696b3o7b2o$707bo11$997bo$995bobo$996b2o$674bo$674bob
o226bo373bo$382bo291b2o228bo372bobo$381bo520b3o372b2o$381b3o2$961bo309b
o$911bo47b2o308b2o$618bo54bo238bo47b2o308b2o$619bo51b2o237b3o$617b3o52b
2o278bo$952bobo$515bo436b2o$338bo177bo$339bo174b3o163bo$337b3o339bo159b
o$679b3o158bo82bobo$838b3o83b2o$924bo335bobo$668bo591b2o$667bo593bo$421b
o245b3o$419bobo332bo$420b2o333bo644bo$753b3o644bobo$102bo1297b2o$103b
o911b2o72b2o51bo55b2o118b2o121b2o$101b3o41bo57bo810bo2bo70bo2bo49bo13b
obo39bo2bo116bo2bo73bobo43bo2bo$90bo6bo45b2o57bo812bobo71bobo49b3o11b
2o41bobo117bobo73b2o45bobo$91b2o5b2o44b2o56b3o573b2o84b2o90b2o58bo26b
2o45bo5bo11bo8b2o37bo42bo5bo11bo8b2o91bo5bo11bo8b2o47bo46bo5bo11bo8b2o
$48bo41b2o5b2o679bobo83bobo89bobo84bobo48b4o9bo9bobo83b4o9bo9bobo94b4o
9bo9bobo97b4o9bo9bobo$48bobo729bo2b2o81bo2b2o87bo2b2o82bo2b2o44bob2o13b
o7bo2b2o79bob2o13bo7bo2b2o90bob2o13bo7bo2b2o93bob2o13bo7bo2b2o$48b2o729b
2obobo80b2obobo86b2obobo81b2obobo43bobo11bo10b2obobo78bobo11bo10b2obo
bo89bobo11bo10b2obobo92bobo11bo10b2obobo$43bo736bobo83bobo89bobo57b2o
25bobo43b3o2b2o10bobo8bobo78b3o2b2o10bobo8bobo89b3o2b2o10bobo8bobo92b
3o2b2o10bobo8bobo$41b2o46bo356b2o94b2o66b2o130b2o36bob2o44b2o36bob2o50b
2o36bob2o45b2o8bo2bo24bob2o32b2o8b4o2bo10b2o9bob2o67b2o8b4o2bo10b2o9b
ob2o78b2o8b4o2bo10b2o9bob2o81b2o8b4o2bo10b2o9bob2o$42b2o43bobo356bobo
b2o90bobob2o62bo2bob2o125bo2bob2o30b2obo2bo42bo2bob2o30b2obo2bo48bo2b
ob2o24bo5b2obo2bo43bo2bob2o3bobo18bo5b2obo2bo30bo2bob2o6bo16bo6b2obo2b
o65bo2bob2o6bo16bo6b2obo2bo76bo2bob2o6bo16bo6b2obo2bo79bo2bob2o6bo16b
o6b2obo2bo$88b2o358bobo93bobo65b2obo128b2obo36b2o44b2obo36b2o50b2obo24b
obo9b2o45b2obo5bo18bobo9b2o32b2obo9b2o10bo2b4o8b2o67b2obo9b2o10bo2b4o
8b2o78b2obo9b2o10bo2b4o8b2o81b2obo9b2o10bo2b4o8b2o$448bobo90bo2bobo66b
obo129bobo83bobo89bobo24bobo57bobo24bobo44bobo8bobo10b2o2b3o78bobo8bo
bo10b2o2b3o89bobo8bobo10b2o2b3o92bobo8bobo10b2o2b3o$446bobob2o88bobob
ob2o63bobob2o126bobob2o80bobob2o86bobob2o24bo56bobob2o20bo3bo43bobob2o
10bo11bobo78bobob2o10bo11bobo89bobob2o10bo11bobo92bobob2o10bo11bobo$446b
2o2bo89bo2bo2bo64b2o2bo127b2o2bo81b2o2bo87b2o2bo82b2o2bo21bo47b2o2bo7b
o13b2obo79b2o2bo7bo13b2obo90b2o2bo7bo13b2obo15bo77b2o2bo7bo13b2obo15b
o$450bobo88b2o3bobo66bobo129bobo83bobo89bobo84bobo19bo51bobo9bo9b4o83b
obo9bo9b4o94bobo9bo9b4o13b3o81bobo9bo9b4o13b3o$451b2o94b2o67b2o130b2o
84b2o26bo63b2o26bo58b2o26bo45b2o8bo11bo5bo80b2o8bo11bo5bo91b2o8bo11bo
5bo8bo85b2o8bo11bo5bo8bo$861bobo89bobo84bobo71bobo106bobo117bobo7b2o111b
obo7b2o$861bo2bo88bo2bo83bo2bo70bo2bo105bo2bo116bo2bo119bo2bo$862b2o90b
2o85b2o72b2o107b2o118b2o121b2o$995bo$996bo492b2o$994b3o492bo$380bo94b
o95bo68bo131bo85bo91bo86bo73bo108bo119bo122bo23bobo$380b3o92b3o93b3o66b
3o129b3o83b3o89b3o84b3o71b3o106b3o117b3o120b3o21b2o$272bo110bo94bo95b
o68bo131bo85bo91bo86bo73bo108bo17bo101bo17bo104bo17bo$271bobo108bobo92b
obo93bobo66bobo129bobo83bobo89bobo84bobo71bobo106bobob3o12bo100bobob3o
12bo103bobob3o12bo$271b2o109b2o93b2o94b2o67b2o130b2o84b2o90b2o85b2o72b
2o107b2o17bo100b2o17bo103b2o17bo$518bo$116bo62b2o90b2o49b3o57b2o93b2o
39b2o53b2o67b2o130b2o84b2o90b2o85b2o72b2o107b2o118b2o121b2o$115bobo61b
o91bo52bo57bo94bo39bobo53bo68bo131bo85bo91bo86bo73bo108bo119bo122bo$115b
obo58b2obo88b2obo51bo55b2obo91b2obo92b2obo65b2obo128b2obo82b2obo88b2o
bo83b2obo70b2obo105b2obo116b2obo119b2obo$22bo2bob2o87bo3bob2o52bobo3b
ob2o62b2o18bobo3bob2o101bobo3bob2o85bobo3bob2o86bobo3bob2o59bobo3bob2o
122bobo3bob2o54b3o19bobo3bob2o54b2o26bobo3bob2o77bobo3bob2o64bobo3bob
2o99bobo3bob2o110bobo3bob2o113bobo3bob2o$22b4ob2o88b4ob2o55b4ob2o63b2o
20b4ob2o12b2o50bo39b4ob2o88b4ob2o89b4ob2o62b4ob2o125b4ob2o56bo22b4ob2o
55b2o28b4ob2o80b4ob2o67b4ob2o102b4ob2o113b4ob2o116b4ob2o$248bo40b2o51b
2o492bo84bo341b3o$24b2ob2o90b2ob2o57b2ob2o87b2ob2o13bo38b2o9bobo40b2o
b2o90b2ob2o91b2ob2o64b2ob2o127b2ob2o81b2ob2o87b2ob2o82b2ob2o69b2ob2o104b
2ob2o34bo80b2ob2o118b2ob2o$25bobo92bobo59bobo89bobo54b2o52bobo92bobo93b
obo66bobo129bobo83bobo89bobo84bobo71bobo106bobo36bo80bobo120bobo$25bo
bo92bobo59bobo89bobo53bo54bobo35b3o54bobo93bobo66bobo129bobo15b2o66bo
bo89bobo84bobo71bobo106bobo117bobo120bobo$26bo94bo61bo91bo110bo38bo55b
o95bo68bo131bo16bobo66bo91bo86bo73bo108bo119bo122bo$424bo239bo130bo$663b
2o$663bobo2$bo326b2o$b2o324bobo1065b2o$obo326bo370b2o442b2o12b2o235bo
bo$700bobo441bobo10b2o236bo$700bo443bo14bo2$52b2o1338bo$52bobo181bo1154b
2o$52bo183b2o1153bobo$235bobo2$86bo$86b2o$85bobo$132b3o$132bo$133bo$1509b
2o$1044bo463b2o$709b3o331b2o465bo$709bo333bobo$710bo2$998b3o$1000bo$999b
o!

2025-12-20:
A p54 honey farm hassler in 33G:

Code: Select all

x = 278, y = 92, rule = B3/S23
275bo$274bo$274b3o$209bo$207bobo$208b2o$4bo$2bobo$3b2o2$45bo218bo$44b
o219bobo$44b3o217b2o$275bobo$6bo268b2o$4bobo260bobo6bo$5b2o38bo215bo5b
2o$o44bobo211b2o7bo$b2o42b2o54bo158b2o$2o100bo$100b3o9$161bo$123b2o36b
obo63b2o$121bo2bo36b2o62bo2bo2$201bo4bobo$121b2obo77b2o3b2o16b2obo$123b
obo2b2o71b2o4bo19bobo2b2o$124bo4bo98bo4bo$125bo103bo$125bo2bo100bo2bo
3$227b2o$227b2o$31b2o96b2o102b2o$30bo2bo94bo2bo100bo2bo$31b2o96b2o102b
2o$37b2o96b2o102b2o$36bo2bo94bo2bo100bo2bo$37b2o96b2o102b2o$245b2o$245b
2o3$137bo2bo100bo2bo$140bo103bo$136bo4bo98bo4bo$136b2o2bobo97b2o2bobo
19bo4b2o$141bob2o100bob2o16b2o3b2o$265bobo4bo2$103b2o36bo2bo100bo2bo$
102bobo36b2o102b2o$104bo9$163b3o$68b2o93bo$23b2o42b2o95bo47b2o$22bobo
44bo135bo7b2o$24bo38b2o140b2o5bo$63bobo131bo6bobo$63bo133b2o$196bobo$
23b3o182b2o$25bo181bobo$24bo184bo2$65b2o$65bobo$65bo$264b2o$264bobo$264b
o$197b3o$199bo$198bo!

2025-12-22:
A p112 dependent reflector loop in 37G:

Code: Select all

x = 536, y = 161, rule = B3/S23
519bo$519bobo$519b2o3$419bo$417bobo95bobo$418b2o95b2o$516bo$412bobo$413b
2o$413bo7$422bo112bo$420bobo110b2o$421b2o111b2o13$503bo$248bo253bo$246b
obo253b3o$247b2o2$243bo$244bo$242b3o6$258bo$259bo$257b3o97bobo$357b2o
$358bo$347bobo$347b2o$348bo6$92bo$92bobo$92b2o2$210bo$32b2o128b2o45bo
89b2o153b2o$32b2o128b2o45b3o87b2o153b2o$140bobo$32b4o105b2o19b4o133b4o
151b4o$2bo29bo3bo104bo20bo3bo132bo3bo150bo3bo$3b2o30bo129bo136bo154bo
$2b2o31bobo127bobo134bobo152bobo$36b2o128b2o135b2o153b2o$299b2o153b2o
$299bo154bo$297bobo152bobo$297b2o153b2o4$447bo$446bobo$445bo3bo$444bo
3bo$443bo3bo$442bo3bo$443bobo$444bo2$476bo$475bobo$474bo3bo$473bo3bo$
472bo3bo$471bo3bo$472bobo$473bo4$312b2o153b2o$311bobo152bobo$311bo154b
o$310b2o153b2o$169b2o135b2o153b2o$169bobo134bobo152bobo$171bo136bo154b
o$170bo3bo20bo111bo3bo150bo3bo$171b4o19b2o112b4o151b4o$194bobo$125b3o
45b2o135b2o153b2o$127bo45b2o135b2o153b2o$126bo10$262bo$262b2o$261bobo
$252bo$252b2o$251bobo97b3o$351bo$352bo6$366b3o$366bo$367bo2$3o359b2o$
2bo359bobo$bo360bo36b2o83b2o$69b3o328b2o82bobo$69bo329bo84bo$70bo3$86b
3o$86bo$87bo$493bo$492b2o$492bobo$418bo$418b2o67b2o$417bobo67bobo$487b
o3$414b2o$413bobo$415bo!

Chris857 · Post by **Chris857** » December 24th, 2025, 6:53 pm

Chris857 wrote: September 25th, 2025, 11:40 pm
Period1GliderGun wrote: September 25th, 2025, 4:16 pm
C_R_116 wrote: September 7th, 2025, 5:53 pm p70 wing hassler:
Pseudo-barberpole can replace the 34p7:
Code: Select all
x = 37, y = 29, rule = B3/S23
12b2o$12bobo$13bo4$2o18bo$o2bo15b3o10b2o$bobo14bo3bo10bo$17bo2b2o11bo
b2o$3bobo12b3o9b2obo2bo$31bob2o$5bobo23bo$30b2o$7bob2o2$9bobo$10b2o4$
19bo7b2o$2b2o15b2o5bobo$3bo15bob2o3b2o$3bobo15b2o7b2o$4b2o7b2o15bobo$
8b2o3b2obo15bo$7bobo5b2o15b2o$7b2o7bo!
I have most of a synth, but placing the pseudo-barberpole next to the 42P14 is proving tricky.

This p70 wing hassler in 48G. Ended up picking apart exactly how the cheapest 42P14 synth works to get better clearance around the pseudo-barberpole.

Code: Select all

x = 1267, y = 103, rule = B3/S23
803bo$804b2o$803b2o$858bobo$858b2o$859bo2$803bobo$804b2o$132bo671bo14b
o$130bobo684bobo$131b2o685b2o9$670bobo$671b2o$671bo4$48bo$48bobo529bo
$48b2o403bo125bo$453bobo76bobo41bo2b3o$453b2o78b2o39b2o375bo$533bo41b
2o375bo$45bo415bo488b3o$44bo414b2o387bo114b2o105bobo20b2o148b2o$44b3o
413b2o386bo114bo101bo5b2o20bo149bo$537bo310bo106b2o8bo100bo4bo23bo149b
o$301bo129bo103bobo23bo139bo140b2o17bo93b2o4b5o15bo82b3o24b5o15bo103b
o25b5o15bo$299b3o127b3o104b2o21b3o137b3o139bo2bo14b3o99bo17b3o109bo17b
3o104b2o23bo17b3o$298bo129bo129bo139bo143bobo13bo105b4o10bo115b4o10bo
106b2o27b4o10bo$298b2o128b2o128b2o138b2o143bo14b2o104bo2bo10b2o114bo2b
o10b2o134bo2bo10b2o$696b3o157b3o117b3o127b3o147b3o$425b2o128b2o138bob
o157bobo117bobo127bobo147bobo$425bobo127bobo137bo2bo156bo2bo116bo2bo126b
o2bo146bo2bo$426b2o128b2o138b2o158b2o118b2o128b2o148b2o5$698b2o158b2o
118b2o128b2o148b2o$693b2o2b2o2bo151b2o2b2o2bo111b2o2b2o2bo121b2o2b2o2b
o129b2o10b2o2b2o2bo$691bo4b2o2b2o149bo4b2o2b2o109bo4b2o2b2o119bo4b2o2b
2o129bobo7bo4b2o2b2o$561b2o103b2o23bo5bo2bo3b2o145bo5bo2bo3b2o105bo5b
o2bo3b2o115bo5bo2bo3b2o126bo8bo5bo2bo3b2o$560bo2bo103b2o23b2o3bo2bo5b
o145b2o3bo2bo5bo105b2o3bo2bo5bo115b2o3bo2bo5bo135b2o3bo2bo5bo$561bobo
102bo29b2o2b2o4bo149b2o2b2o4bo109b2o2b2o4bo119b2o2b2o4bo139b2o2b2o4bo
$562bo3b2o128bo2b2o2b2o151bo2b2o2b2o111bo2b2o2b2o121bo2b2o2b2o141bo2b
2o2b2o$565bobo130b2o117b2o39b2o118b2o128b2o148b2o$564bobo249bobo$155b
3o137b3o127b3o127b3o7bo252bo$10b2o138b2o4b3o131b2o4b3o121b2o4b3o121b2o
4b3o131b2o158b2o118b2o128b2o148b2o$11bo139bo139bo129bo129bo139bo159bo
119bo129bo149bo$8bobo137bobo137bobo127bobo127bobo137bobo9b2o146bobo9b
2o106bobo9b2o116bobo9b2o136bobo9b2o$8bo139bo139bo129bo129bo139bo10bo2b
o145bo10bo2bo105bo10bo2bo115bo10bo2bo135bo10bo2bo$6bobo137bobo137bobo
127bobo127bobo137bobo11bobo143bobo11bobo103bobo11bobo113bobo11bobo133b
obo11bobo$699b3o157b3o117b3o127b3o147b3o$4bobo137bobo137bobo127bobo127b
obo137bobo11b2o144bobo11b2o104bobo11b2o114bobo11b2o134bobo11b2o$699bo
159bo119bo129bo149bo$2b3o124bo12b3o137b3o127b3o127b3o137b3o11b3o143b3o
11b3o103b3o11b3o113b3o11b3o133b3o11b3o$129b2o565bo159bo119bo129bo103b
2o44bo$obo125bobo9bobo137bobo127bobo127bobo137bobo157bobo117bobo127bo
bo116bobo28bobo$2o138b2o138b2o128b2o128b2o138b2o158b2o118b2o128b2o119b
o4b2o7bo14b2o$1070bo146b2o6b2o$1070b2o144bo7bobo$1069bobo4$579b3o$579b
o$456bo123bo$254b2o199b2o$253bobo199bobo$255bo79b3o242b2o$335bo243b2o
$336bo199b2o43bo$535bobo$43b2o492bo10b2o$42b2o362b2o141b2o29b2o$44bo360b
obo140bo30b2o$407bo173bo$569b2o$568b2o$570bo4$546b3o$548bo$547bo$543b
2o$542bobo$544bo35b2o$579b2o$581bo!

KtT · Post by **KtT** » December 31st, 2025, 7:24 am

A p30 honey farm hassler in 152G:

Code: Select all

x = 888, y = 115, rule = B3/S23
509bobo$510b2o$499bobo8bo$500b2o$500bo9$494bo$495bo$493b3o4$448bo$447b
o$447b3o3$518bobo$519b2o$519bo4$208bobo348bobo$208b2o349b2o$209bo156b
o193bo$361bo3bo$360bo4b3o$360b3o336bo$697bobo$545bo152b2o$289bobo252b
obo295bo$289b2o252bo2bo154bo138bobo$244bo45bo253b2o156b2o137b2o43bo$245b
o4bo450b2o182bo$243b3o2bobo36bo324bo272b3o$249b2o34b2o326b2o192bobo$286b
2o324b2o193b2o$808bo4$198bo$198bobo$198b2o412bo$429b2o3b2o111b2o3b2o59b
o4bo$429b2o3b2o111b2o3b2o57b3o2bobo$358b2o84b2o116b2o53b2o$o162bo193b
o2bo82bo2bo114bo2bo$b2o158b2o194bobo83bobo115bobo$2o160b2o194bo49b2o34b
o117bo$407bobo$254bo89bo64bo20bo117bo$253bobo87bobo11b2o70bobo11b2o76b
3o23bobo11b2o$253bo2bo86bo2bo9bo2bo69bo2bo9bo2bo77bo23bo2bo9bo2bo215b
2o68b2o$254b2o88b2o11b2o71b2o11b2o77bo25b2o11b2o76bob2o80bob2o52bo2b2o
65bo2b3o$639b2obo80b2obo53b2obo66b2o$642bob2o80bob2o53bob2o68bo$642bo
b2o80bob2o53bob2o68bo$36bo7bo74bo7bo71bo7bo64bo7bo81bo7bo77bo7bo109bo
7bo64b2obo7bo7bo64b2obo7bo7bo37b2obo7bo7bo50b2o9bo7bo$34bo3bo3bo3bo70b
o3bo3bo3bo67bo3bo3bo3bo44bo15bo3bo3bo3bo61bo15bo3bo3bo3bo57bo15bo3bo3b
o3bo66b3o20bo15bo3bo3bo3bo62bob2o5bo3bo3bo3bo61bo2b2o5bo3bo3bo3bo34bo
2b2o5bo3bo3bo3bo47bo2b3o4bo3bo3bo3bo$253bobo68b2o17bobo83bobo95bo19bo
bo172b2o55b2o68b2o$33bo5bobo5bo68bo5bobo5bo65bo5bobo5bo42bobo13bo5bob
o5bo39bobo17bobo13bo5bobo5bo55bobo13bo5bobo5bo66bo20bobo13bo5bobo5bo69b
o5bobo5bo69bo5bobo5bo42bo5bobo5bo55bo5bobo5bo$31b3ob2o2bobo2b2ob3o64b
3ob2o2bobo2b2ob3o61b3ob2o2bobo2b2ob3o41bo12b3ob2o2bobo2b2ob3o39bo18bo
12b3ob2o2bobo2b2ob3o54bo12b3ob2o2bobo2b2ob3o86bo12b3ob2o2bobo2b2ob3o65b
3ob2o2bobo2b2ob3o65b3ob2o2bobo2b2ob3o38b3ob2o2bobo2b2ob3o51b3ob2o2bob
o2b2ob3o$30bo4bo3bobo3bo4bo62bo4bo3bobo3bo4bo59bo4bo3bobo3bo4bo52bo4b
o3bobo3bo4bo69bo4bo3bobo3bo4bo65bo4bo3bobo3bo4bo97bo4bo3bobo3bo4bo63b
o4bo3bobo3bo4bo63bo4bo3bobo3bo4bo36bo4bo3bobo3bo4bo49bo4bo3bobo3bo4bo
$31b5obobobobob5o64b5obobobobob5o61b5obobobobob5o54b5obobobobob5o71b5o
bobobobob5o67b5obobobobob5o99b5obobobobob5o65b5obobobobob5o65b5obobob
obob5o38b5obobobobob5o51b5obobobobob5o$36b2obobob2o74b2obobob2o71b2ob
obob2o64b2obobob2o81b2obobob2o77b2obobob2o109b2obobob2o75b2obobob2o75b
2obobob2o48b2obobob2o61b2obobob2o$33b2o5bo5b2o68b2o5bo5b2o65b2o5bo5b2o
58b2o5bo5b2o75b2o5bo5b2o71b2o5bo5b2o103b2o5bo5b2o69b2o5bo5b2o69b2o5bo
5b2o42b2o5bo5b2o55b2o5bo5b2o$33bo13bo68bo13bo65bo13bo58bo13bo75bo13bo
71bo13bo103bo13bo69bo13bo39b2o28bo13bo42bo13bo55bo13bo$34bo11bo71bo10b
o68bo9bo62bo9bo79bo9bo75bo9bo107bo9bo73bo9bo35b3o2bobo30bo9bo46bo9bo59b
o9bo$33b2o11b2o69b2o10b2o66b2o9b2o60b2o9b2o77b2o9b2o73b2o9b2o105b2o9b
2o71b2o9b2o36bo4bo29b2o9b2o44b2o9b2o57b2o9b2o$696bo7$696b2o$697b2o$696b
o$617b2o$618b2o$198b2o417bo$197b2o$199bo414b2o$613bobo$615bo3$47b3o64b
3o$47bo68bo$48bo66bo$11b3o136b3o$13bo136bo$12bo138bo2$65b2o30b2o$11bo
52b2o32b2o52bo$11b2o53bo30bo53b2o$10bobo138bobo4$4b3o150b3o$6bo150bo353b
3o$5bo152bo354bo$512bo!

A p30 R-pentomino hassler in 18G:

Code: Select all

x = 226, y = 72, rule = B3/S23
42bo$40b2o$41b2o10$219bo$123bo95bobo3bo$16bo73bo30b2o62bo33b2o2b2o$15b
3o71b3o30b2o60b3o37b2o$14b5o69b5o4bo85b5o4bo$97b3o92b3o$100bo94bo$99b
2o93b2o2$102b2o93b2o$101bobo92bobo$14b5o69b5o8b2o80b5o8b2o$15b3o71b3o
92b3o$16bo73bo94bo$168bobo$169b2o$169bo3$197bo$196bobo$196bobo$197bo$
43b2o$43bobo$43bo$202bo$202bo$202bo6$56b2o$bo53b2o$b2o54bo$obo$221b2o
$175b2o43b2o$123b3o50b2o44bo$123bo51bo$124bo3$222bo$221b2o$221bobo3$135b
2o75b2o$135bobo74bobo$135bo76bo5$210b2o$209b2o$211bo!

PK22 · Post by **PK22** » December 31st, 2025, 6:26 pm

Hastily cobbled together 52g synth for a p2025 glider loop, because there still isn't a synthesis for a p2025 on Catagolue:

Code: Select all

x = 1103, y = 1103, rule = B3/S23
584bo$583bo$515bobo65b3o$516b2o$516bo3$588bo$519bobo64b2o$520b2o65b2o$
520bo21$598bobo$598b2o$599bo7$552bo28bobo$550bobo28b2o$551b2o29bo4$
570bo$571b2o$570b2o4bo$548b3o25bobo$550bo25b2o$549bo85$637b3o3bo$639bo
3bobo$638bo4b2o6$632b3o$634bo$633bo311$137bo$138bo$136b3o4$136b2o$136b
obo$136bo3$144b2o$144bobo$144bo32$31bo$32b2o$31b2o10$7bobo$8b2o1090bo$
8bo1089b2o$2bo1096b2o$obo$b2o37bo1053bo$41b2o1049b2o$40b2o1051b2o3$49b
o$50bo$48b3o4$47bo$47b2o$46bobo16$1053bo$1051bobo$40b3o1009b2o7bo$42bo
1017bo$41bo7b2o1009b3o$49bobo$49bo16$1054bobo$1054b2o$1055bo4$1052b3o$
1052bo$1053bo3$8b2o1051b2o$9b2o1049b2o$8bo1053bo37b2o$1100bobo$2b2o
1096bo$3b2o1089bo$2bo1090b2o$1093bobo10$1070b2o$1069b2o$1071bo32$958bo
$956bobo$957b2o3$966bo$964bobo$965b2o4$964b3o$964bo$965bo311$469bo$
468bo$468b3o6$458b2o4bo$457bobo3bo$459bo3b3o85$553bo$525b2o25bo$524bob
o25b3o$526bo4b2o$530b2o$532bo4$520bo29b2o$520b2o28bobo$519bobo28bo7$
503bo$503b2o$502bobo21$582bo$514b2o65b2o$515b2o64bobo$514bo3$586bo$
585b2o$517b3o65bobo$519bo$518bo!

Chris857 · Post by **Chris857** » January 2nd, 2026, 12:15 am

C_R_116 wrote: January 1st, 2026, 11:05 pm p30 lom hassler:

Code: Select all

x = 21, y = 31, rule = B3/S23
13b2o3b2o$6bo5bo7bo$5bobo7bobo$5bobo5b2o3b2o$ob2obob2o$2obobo3bo$5b2ob
2o5b3o$4bo4bo5bobo$4b2obo2bo3bo2bo$9bo4bobo$4b5o5b3o$3bo$4b5o$9bo$4b2o
bo2bo$4bo4bo$5b2ob2o$2obobo3bo$ob2obob2o$5bobo7b3o$5bobo8bo$6bo9bo$15b
3o2$15b3o$15b3o2$15b3o$16bo$16bo$15b3o!

This p30 LOM hassler in 121G (assuming 107G 55P10).

Code: Select all

x = 522, y = 67, rule = B3/S23
136bo$137bo$135b3o$61bobo$61b2o$62bo113bo$176bobo$2bobo171b2o341bobo$
3b2o286bo227b2o$3bo285b2o229bo$251bo38b2o67bobo$252bo107b2o$61bo188b3o
107bo$59b2o$60b2o225bo$287bobo$287b2o15$367bo119bo$366bobo117bobo$367b
obo117bobo$150bo109bo99bo7b2o110bo7b2o$149bo2bo106bo2bo96bo2bo116bo2b
o$149bo2bo106bo2bo96bo2bo116bo2bo$151bo109bo5bo93bo5bo113bo5bo10bo2bo
b2obo2bo$266bobo97bobo117bobo9b4ob2ob4o$151bo109bo4bo2bo91bo4bo2bo111b
o4bo2bo8bo2bob2obo2bo$149bo2bo106bo2bo4b2o90bo2bo4b2o110bo2bo4b2o$149b
o2bo106bo2bo96bo2bo116bo2bo$150bo27b3o79bo99bo119bo$178bo$157bo5bo15b
o87bo5bo93bo5bo113bo5bo$154b3obo3bob3o97b3obo3bob3o87b3obo3bob3o107b3o
bo3bob3o$33b2o11b2o105bobo3bobo3bobo95bobo3bobo3bobo85bobo3bobo3bobo105b
obo3bobo3bobo$31b3ob2ob2ob2ob2ob3o101b3o3bobobobo3b3o91b3o3bobobobo3b
3o81b3o3bobobobo3b3o101b3o3bobobobo3b3o$30bo8bobo8bo99bo4bo3bobo3bo4b
o89bo4bo3bobo3bo4bo79bo4bo3bobo3bo4bo99bo4bo3bobo3bo4bo$31b5obobobobo
b5o101b5obobobobob5o91b5obobobobob5o81b5obobobobob5o101b5obobobobob5o
$36b2obobob2o111b2obobob2o101b2obobob2o91b2obobob2o111b2obobob2o$33b2o
5bo5b2o105b2o5bo5b2o95b2o5bo5b2o85b2o5bo5b2o105b2o5bo5b2o$33bo13bo105b
o13bo95bo13bo85bo13bo105bo13bo$34bo11bo107bo11bo97bo11bo87bo11bo107bo
11bo$33b2o11b2o105b2o11b2o95b2o11b2o85b2o11b2o105b2o11b2o8$414b2o$413b
2o$2o405b2o6bo$b2o404bobo$o406bo!

KtT · Post by **KtT** » January 3rd, 2026, 2:52 am

A p116 Pi-heptomino hassler in 152G:

Code: Select all

x = 2104, y = 145, rule = B3/S23
2102bo$2101bo$2101b3o6$2096bobo$1496bo599b2o$1497bo104bo494bo$1495b3o
102b2o$1601b2o171bo$1775bo$1612bo160b3o241bo$1612bobo400bobo$1612b2o402b
2o$1788bo297bo$1154bo448bo185bo294b2o$1154bobo446bobo181b3o295b2o$1154b
2o447b2o$491bo$489b2o589bo71bo460bobo$490b2o586bobo70bo294bo166b2o240b
o$522bobo554b2o4bo65b3o290b2o168bo240bobo158bo$523b2o558bobo359b2o408b
2o160b2o$364bo158bo560b2o533bo396b2o$364bobo38bo185bo859bobo163b2o165b
o$364b2o37bobo81bobo99b2o446bo343bobo67b2o165b2o165b2o235bobo$404b2o71b
o9b2o101b2o443b2o345b2o68bo331b2o237b2o65bo$o89bo318bo65b2o11bo547b2o
344bo231bo408bo65bo$b2o85b2o317bobo66b2o491bo309bo334bobo472b3o$2o87b
2o273bo43b2o560b2o308b2o332b2o$364bobo602b2o308b2o$364b2o$1348bo$1277b
o70bobo302bo142bo$936bobo336bobo70b2o301bobo140bobo$930bo5b2o338b2o374b
2o141b2o$632bo297bobo4bo303bo$175bobo455b2o295b2o307b2o$175b2o455b2o606b
2o837bo$176bo1900b2o$219bo1858b2o$166bobo48bobo$13bo152b2o50b2o$14bo152b
o$12b3o794bo$809bobo$809b2o7$1958b2o79b2o$1957bob3o76bob3o$1191b2o90b
2o104b2o156b2o408bo4bo75bo4bo$1191bo91bo105bo157bo408b2o3b2o74b2o3b2o
$1192bo91bo105bo157bo24b2o$1193bo91bo105bo157bo25bo$1194bo91bo105bo157b
o21bo$677b2o96b2o111b2o119b2o105b2o77bo91bo105bo157bo21b2o$563bo114bo
97bo112bo120bo98b2o6bo70b2o6bo83b2o6bo97b2o6bo149b2o6bo$449b2o110b3o111b
3o95b3o110b3o118b3o98bo2bo2b3o70bo2bo2b3o83bo2bo2b3o97bo2bo2b3o149bo2b
o2b3o$449b2o109bo113bo97bo112bo120bo102b2o2bo74b2o2bo87b2o2bo101b2o2b
o153b2o2bo117b2o140b2o129b2o79b2o$561bo113bo97bo112bo120bo106bo78bo91b
o105bo157bo116b2ob2o137b2ob2o126b2ob2o76b2ob2o$256b2o73b2o116b2o109b2o
112b2o96b2o111b2o119b2o105b2o77b2o90b2o104b2o156b2o123bo141bo130bo80b
o$256bo74bo117bo110bo113bo97bo112bo120bo106bo78bo91bo105bo157bo119b3o
b2o136b3ob2o125b3ob2o75b3ob2o$257bo74bo117bo110bo113bo97bo112bo120bo106b
o78bo91bo105bo157bo118bobo2bo136bobo2bo125bobo2bo75bobo2bo$90b2o77b2o
85b2o38b2o33b2o38b2o76b2o38b2o69b2o38b2o72b2o38b2o53bo2b2o38b2o68bo2b
2o38b2o76bo2b2o9bo28b2o62bo2b2o9bo28b2o34bo2b2o9bo28b2o47bo2b2o9bo28b
2o61bo2b2o9bo15b3o10b2o113bo2b2o9bo15b3o10b2o75bo2b2o38b2o97bo2b2o38b
2o86bo2b2o38b2o36bo2b2o38b2o$86b2o2bo74b2o2bo84bo2bob2o31b2o2bo31b2o2b
ob2o31b2o2bo74b2o2bob2o31b2o2bo67b2o2bob2o31b2o2bo70b2o2bob2o31b2o2bo
53bobo2bob2o31b2o2bo68bobo2bob2o31b2o2bo76bobo2bob2o4b3o24b2o2bo62bob
o2bob2o4b3o24b2o2bo34bobo2bob2o4b3o24b2o2bo47bobo2bob2o4b3o3bo20b2o2b
o61bobo2bob2o4b3o3bo10b3o7b2o2bo113bobo2bob2o4b3o3bo10b3o7b2o2bo75bob
o2bo34b2o2bo97bobo2bo34b2o2bo86bobo2bo34b2o2bo36bobo2bo34b2o2bo$85bo2b
obo73bo2bobo84b2o3bobo29bo2bobo31bob2o2bobo29bo2bobo74bob2o2bobo29bo2b
obo67bob2o2bobo29bo2bobo70bob2o2bobo29bo2bobo53bo2b2o2bobo29bo2bobo68b
o2b2o2bobo29bo2bobo76bo2b2o2bobo2bo26bo2bobo62bo2b2o2bobo2bo26bo2bobo
34bo2b2o2bobo2bo26bo2bobo47bo2b2o2bobo2bo5bobo18bo2bobo61bo2b2o2bobo2b
o5bobo18bo2bobo113bo2b2o2bobo2bo5bobo18bo2bobo75bo2b2o34bo2bobo97bo2b
2o34bo2bobo86bo2b2o34bo2bobo36bo2b2o34bo2bobo$82bobob2obo32b2ob2o34bo
bob2obo90bobo26bobob2obo38bobo26bobob2obo81bobo26bobob2obo74bobo26bob
ob2obo77bobo26bobob2obo53b2o6bobo26bobob2obo68b2o6bobo26bobob2obo76b2o
6bobo2b2o22bobob2obo62b2o6bobo2b2o22bobob2obo34b2o6bobo2b2o22bobob2ob
o47b2o6bobo2b2o3bobo16bobob2obo61b2o6bobo2b2o3bobo16bobob2obo113b2o6b
obo2b2o3bobo16bobob2obo75b2o35bobob2obo97b2o35bobob2obo86b2o35bobob2o
bo36b2o35bobob2obo$80bo6b2o33b2ob2o32bo6b2o92bo25bo6b2o40bo25bo6b2o83b
o25bo6b2o76bo25bo6b2o79bo25bo6b2o63bo25bo6b2o78bo25bo6b2o86bo25bo6b2o
72bo25bo6b2o44bo25bo6b2o57bo9bo15bo6b2o71bo9bo15bo6b2o123bo9bo15bo6b2o
111bo6b2o133bo6b2o122bo6b2o72bo6b2o$80bo4b3o71bo4b3o119bo4b3o67bo4b3o
110bo4b3o103bo4b3o106bo4b3o90bo4b3o105bo4b3o113bo4b3o99bo4b3o71bo4b3o
84bo4b3o98bo4b3o150bo4b3o112bo4b3o134bo4b3o123bo4b3o73bo4b3o$80bo3b2o
2bo70bo3b2o2bo118bo3b2o2bo66bo3b2o2bo109bo3b2o2bo102bo3b2o2bo105bo3b2o
2bo89bo3b2o2bo80bo23bo3b2o2bo88bo23bo3b2o2bo74bo23bo3b2o2bo46bo23bo3b
2o2bo59bo23bo3b2o2bo73bo23bo3b2o2bo125bo23bo3b2o2bo111bo3b2o2bo133bo3b
2o2bo122bo3b2o2bo72bo3b2o2bo$82bo78bo126bo74bo117bo110bo113bo97bo85bo
bo24bo93bobo24bo79bobo24bo51bobo24bo64bobo24bo78bobo24bo130bobo24bo119b
o141bo130bo80bo$86bobo36b2o38bobo124bobo72bobo115bobo108bobo111bobo95b
obo78bobo29bobo86bobo29bobo72bobo29bobo44bobo29bobo57bobo29bobo71bobo
29bobo123bobo29bobo117bobo139bobo128bobo45b2o31bobo$87bo37b2o39bo126b
o74bo117bo110bo113bo97bo78bobo31bo86bobo31bo72bobo31bo44bobo31bo57bob
o31bo71bobo31bo123bobo31bo119bo141bo130bo48bo31bo$889bo119b2o105b2o77b
2o90b2o104b2o156b2o471bo$125b2o1898b2o$125b2o2$2031b2o$1825b2o3b2o124b
2o3b2o67bobo4b2o3b2o$1825bo4bo125bo4bo68bo6bo4bo$1826b3obo126b3obo67b
2o7b3obo$1828b2o129b2o79b2o3$523bo$523b2o$522bobo$490b2o$489b2o$491bo
8$1491b2o$698b2o227b2o2b3o558b2o$698bobo225b2o3bo306b2o251bo225b3o$698b
o229bo3bo305bobo2b2o472bo143b3o$287b3o948bo3b2o474bo142bo$216bo70bo415b
o540bo617bo211b2o$167b2o47b2o70bo413b2o788b2o580bobo$167bobo45bobo484b
obo786bobo580bo$167bo14b3o1301b2o5bo415b2o$182bo1302bobo420bobo$12b3o
168bo562b2o66b2o671bo241bo180bo64b2o$14bo156bo575b2o65bobo911b2o244b2o
$13bo156b2o574bo67bo913bobo245bo$170bobo674b2o1133bo$848b2o72bo1058b2o
$847bo73b2o735b3o320bobo$921bobo688b2o46bo$1612bobo44bo$1612bo$1606b2o
$1499b2o104b2o118b2o187bo$1500b2o105bo117bobo186b2o$1499bo225bo187bob
o2$1981b3o$1600b2o137b2o240bo$1501b2o96b2o138bobo240bo$1500bobo98bo137b
o$1502bo2$1902b2o$1903b2o$1902bo5$1897b2o$1896bobo$1898bo!

2026-01-05:
xp2_8o6pp6o8zc96w69c in 23G:

Code: Select all

x = 525, y = 100, rule = B3/S23
417bo41bo$266bo149bo43bo$265bo150b3o39b3o$265b3o$213bo$60bo150bobo$58b
2o152b2o$59b2o3$221bo40bo$222b2o39b2o$221b2o39b2o21$166bo127bo$91bo74b
o127bo$92b2o72bo127bo$91b2o300b2o4b2o75b2o4b2o$393bobo2bobo75bobo2bob
o$49bobo314bo11b2o15bo2bo15b2o11bo50bo2bo15b2o11bo$49b2o315bo11b2o14b
o4bo14b2o11bo49bo4bo14b2o11bo$50bo315bo6b3o18bob2obo18b3o6bo49bob2obo
18b3o6bo$393b2ob2ob2o75b2ob2ob2o$395bo2bo79bo2bo$390b2o3bo2bo3b2o74bo
2bo3b2o$2o6b2o125b2o6b2o118b2o6b2o117b2o4b2o4b2o75b2o4b2o$2o6b2o125b2o
6b2o118b2o6b2o8$166b2o72b2o52b2o$166b2o72b2o52b2o7$284b2o$284b2o3$352b
3o167b3o$274bo40bo38bo167bo$273b2o39b2o37bo169bo$273bobo38bobo$12b2o81b
3o$13b2o82bo$12bo83bo6$172b2o$172bobo$172bo2$138bo$138b2o$137bobo11$320b
2o$283b3o33b2o$283bo37bo$206b2o76bo$205bobo$207bo!

Chris857 · Post by **Chris857** » January 5th, 2026, 11:57 pm

Blocked p4-1 down 1G to 52G with a cheaper hook w/ tail synthesis.

Code: Select all

x = 53, y = 44, rule = B3/S23
13bobo$14b2o$14bo4$10bo24bo$11bo22bobo$9b3o23bobo$37bo3b2o$36bo4bo$37b
3obo$39bobob2o$41bob2o$41bo$39bobo$39b2o17$51b2o$50b2o$11b2o39bo$10bo
bo$12bo9b2o$bo19bobo$b2o20bo$obo$14b2o$15b2o$14bo!

previous steps:

Code: Select all

x = 126, y = 45, rule = B3/S23
35bo$34bo$34b3o4$27bobo$27b2o$28bo4$6b2o68b2o41b2o$6b2o68b2o41b2o$3bo
69bo42bo$3b7o63b7o36b7o$10bo69bo42bo$5b2o2b2o8bo55b2o2b2o37b2o2b2o$5b
o11b2o56bo42bo$2b2obo12b2o52b2obo39b2obo$bo2bo66bo2bo7bo31bo2bo7bo$ob
o18b2o47bobo7b3o30bobo7b3o$bo19bobo47bo7bo34bo7bo$21bo57b2o42bo$122b2o
9$73bo$73b2o$72bobo3bo$67b2o8b2o$68b2o7bobo$67bo$122b2o$122b2o2$119b2o
$118bobo$120bo!

Edit: down another 3G to 49G

Code: Select all

x = 40, y = 40, rule = B3/S23
39bo$37b2o$38b2o3$34bo$34bobo$34b2o9$9bo$8bobo$7bobo$2b2o3bo$3bo4bo$3b
ob3o$2obobo$2obo$3bo$3bobo4bobo$4b2o3bob2o$9bo$8b2o6$29b3o$29bo$30bo$
35bo$34b2o$34bobo!

down to 46G

Code: Select all

x = 239, y = 51, rule = B3/S23
55bo$53b2o$6bo47b2o$4bobo$5b2o50bobo$53bo3b2o$2bo48b2o5bo$obo49b2o$b2o
16$132b2o98b2o$132b2o98b2o$129bo99bo$129b7o83b2o8b7o$136bo81bo2bo14bo
$131b2o2b2o81bo2bo9b2o2b2o$131bo87b2o10bo$129bobo96b2obo$38bo82bo7b2o
7bo88bo2bo7bo$36b3o80bobo14b3o77b3o7bobo7b3o$35bo84b2o13bo82bo8bo7bo$
36bo87bo11bo80bo18bo$35b2o87b2o9b2o98b2o$115bo7bobo$116bo$114b3o9$5b3o
$7bo$6bo!

2026-01-07:

KtT wrote: January 4th, 2026, 2:46 am

Code: Select all

x = 62, y = 45, rule = B3/S23
47b2o$48bo$48bob2ob2obo$49bobobob2o$19bo16bo13bo$18bobo15b3o$16b3obo18b
o$15bo4bob2o14b2o$15bobobobobo$16b2obobo25b2o3b2o4b2obo$20bobo16b2o5b
obo3bobo3bob2o$21bo17b2o4b2o7b2o$46b2o5b2o$22b3o22bo5bo$11b2o8bo3bo22b
5o$11b2o7bo5bo22b3o$20bo5bo23bo$20bo5bo$21bo3bo$22b3o6$37b3o$36bo3bo$
35bo5bo$11bo23bo5bo$10b3o22bo5bo7b2o$9b5o22bo3bo8b2o$8bo5bo22b3o$7b2o
5b2o$6b2o7b2o4b2o17bo$2obo3bobo3bobo5b2o16bobo$ob2o4b2o3b2o25bobob2o$
38bobobobobo$22b2o14b2obo4bo$22bo18bob3o$23b3o15bobo$11bo13bo16bo$5b2o
bobobo$5bob2ob2obo$13bo$13b2o!

This p46 honey farm hassler in 73G.

Code: Select all

x = 1166, y = 97, rule = B3/S23
581bo$579bobo$580b2o$619bo$576bo40b2o$577bo40b2o321bo$414bobo45bo112b
3o362bo$415b2o45bobo475b3o$415bo46b2o153bo101bo$615b2o103b2o$616b2o101b
2o217bo221bo$937bo218bo3bobo$937b3o214b2o4b2o$147bo575bo431b2o$145bob
o122bo450bobo$146b2o120bobo451b2o$269b2o$717bo$718b2o$717b2o4$1060bo$
1058bobo$19bo1039b2o$20bo733b2o158b2o67bo110b2o$18b3o733bo159bo67bo111b
o$586bob2ob2o153bob2ob2obo151bob2ob2obo67b3o101bob2ob2obo$2bo583b2obo
bobo152b2obobobo152b2obobobo172b2obobobo$obo40bo139bo112bo16bo142bo16b
o118bo13bo16bo128bo13bo16bo128bo13bo16bo148bo13bo16bo$b2o39bobo137bob
o109b3o15bobo139b3o15bobo129b3o15bobo139b3o15bobo139b3o15bobo159b3o15b
obo$42bob3o135bob3o106bo18bob3o136bo18bob3o126bo18bob3o136bo18bob3o136b
o18bob3o156bo18bob3o$39b2obo4bo131b2obo4bo105b2o14b2obo4bo135b2o14b2o
bo4bo125b2o14b2obo4bo135b2o14b2obo4bo135b2o14b2obo4bo155b2o14b2obo4bo
$3bo35bobobobobo131bobobobobo121bobobobobo151bobobobobo141bobobobobo151b
obobobobo151bobobobobo171bobobobobo$4b2o35bobob2o134bobob2o124bobob2o
154bobob2o144bobob2o154bobob2o114bob2o36bobob2o134bob2o4b2o3b2o25bobo
b2o$3b2o35bobo137bobo127bobo139b2o16bobo129b2o16bobo139b2o16bobo118b2o
bo17b2o16bobo138b2obo3bobo3bobo5b2o16bobo$41bo139bo129bo140b2o17bo130b
2o17bo140b2o17bo140b2o17bo145b2o7b2o4b2o17bo$1088b2o5b2o$330bo758bo5b
o$330bobo757b5o$330b2o759b3o$179b2o128b2o158b2o148b2o158b2o37bo120b2o
151bo26b2o$178bo2bo126bo2bo156bo2bo31bo114bo2bo156bo2bo36bobo117bo2bo
176bo2bo$178bobo17bobo107bobo157bobo30b2o8bo106bobo157bobo37b2o118bob
o177bobo$179bo18b2o109bo159bo32b2o6bo108bo159bo159bo179bo$199bo310b3o
4$144bo266b3o$144b2o18bo129bo118bo6b2o32bo149bo159bo159bo179bo$143bob
o17bobo127bobo116bo8b2o30bobo147bobo118b2o37bobo157bobo177bobo$162bo2b
o126bo2bo124bo31bo2bo146bo2bo117bobo36bo2bo156bo2bo176bo2bo$163b2o128b
2o158b2o148b2o120bo37b2o158b2o178b2o26bo$272b2o856b3o$271bobo855b5o$273b
o854bo5bo$1127b2o5b2o$22bo139bo129bo159bo17b2o130bo17b2o140bo17b2o140b
o17b2o160bo17b2o4b2o7b2o$21bobo35b2o100bobo127bobo157bobo16b2o129bobo
16b2o139bobo16b2o139bobo16b2o17bob2o138bobo16b2o5bobo3bobo3bob2o$17b2o
bobo35b2o97b2obobo124b2obobo154b2obobo144b2obobo154b2obobo154b2obobo36b
2obo134b2obobo25b2o3b2o4b2obo$16bobobobobo35bo95bobobobobo121bobobobo
bo151bobobobobo141bobobobobo151bobobobobo151bobobobobo171bobobobobo$16b
o4bob2o131bo4bob2o121bo4bob2o14b2o135bo4bob2o14b2o125bo4bob2o14b2o135b
o4bob2o14b2o135bo4bob2o14b2o155bo4bob2o14b2o$17b3obo135b3obo125b3obo18b
o136b3obo18bo126b3obo18bo136b3obo18bo136b3obo18bo156b3obo18bo$19bobo39b
2o96bobo127bobo15b3o139bobo15b3o129bobo15b3o139bobo15b3o139bobo15b3o159b
obo15b3o$20bo40bobo96bo129bo16bo142bo16bo132bo16bo13bo128bo16bo13bo128b
o16bo13bo148bo16bo13bo$61bo568bobobob2o152bobobob2o152bobobob2o172bob
obob2o$631b2ob2obo151bob2ob2obo81b3o67bob2ob2obo171bob2ob2obo$43b3o743b
o91bo67bo179bo$43bo744b2o90bo67b2o178b2o$44bo1118b2o$1163bobo$1163bo4$
825b2o$824b2o$826bo$333b2o$196b2o135bobo484b2o$196bobo134bo486bobo$196b
o623bo246b2o$924b3o135b2o4b2o$926bo134bobo3bo$606b2o215b2o100bo137bo$
607b2o213b2o$460b2o46bo97bo217bo$459bobo45b2o412b3o$461bo45bobo136b3o
274bo$604b2o40bo275bo$605b2o40bo$604bo$642b2o$642bobo$642bo!

A p46 LOM hassler down 5G to 56G.

Code: Select all

x = 407, y = 141, rule = B3/S23
234bo$233bo$223bo9b3o$223bobo$223b2o13$224bo$222b2o$223b2o8$166bo$164b
obo$165b2o28$374b2o$374bo$372bobo$371bobo$372bo$38bo149bo189bo26bo$39b
2o148b2o188b2o23bo$37b2o148b2o188b2o25b3o$39bo149bo189bo3$169b3o$171b
o$170bo223bo$393bo$393b3o3$185bo189bo$158b3o25b2o188b2o$160bo23b2o188b
2o$159bo26bo189bo22$2bo$2b2o$bobo$60b3o$60bo$61bo$65b3o$2o63bo$b2o63b
o$o2$398b2o$398bobo$398bo8$340b2o$341b2o$340bo13$340b2o$339bobo$329b3o
9bo$331bo$330bo!

KtT · Post by **KtT** » January 7th, 2026, 9:12 am

41P7.2 in 87G, down from 90G:

Code: Select all

x = 51, y = 37, rule = B3/S23
30b2o$28bo2bo$26b4o$25bo4b4o$25b2o2bo4bo$23b2o4bob3o$22bo2b5obo$23bo$
24b4o$27bo$24b2o$24bo$22bobo$22b2o17$16bo$16b2o$bo9b2o2bobo$b2o7bobo$
obo9bo35b2o$48bobo$48bo!

A p70 traffic light hassler in 50G:

Code: Select all

x = 645, y = 93, rule = B3/S23
226bo35bo$226bobo34b2o$226b2o34b2o2$325bo$325bobo$74bo250b2o$75bo145b
obo$73b3o145b2o$168bo53bo100bobo$166bobo154b2o$167b2o155bo4$128bo234b
o$128bobo233bo$128b2o232b3o5$360bo$358bobo$359b2o209bo$569bo$117bo446b
o4b3o$117bobo443bo$117b2o444b3o$186bo$76bo107bobo220bo38bo82bo95bo$77b
2o106b2o219bobo36bo39bo42bobo93bobo$76b2o205b2o113b2o5bo3bo35b3o38bo33b
2o5bo3bo84b2o5bo3bo$222b2o59bobo22b2o88bobo4bo3bo13b2o59b3o33bobo4bo3b
o13b2o69bobo4bo3bo13b2o$222bo61b2o22bo90b2o2b3ob2ob3o10bo66bo30b2o2b3o
b2ob3o10bo71b2o2b3ob2ob3o10bo$220bobo57b2o24bobo86b2o6b2obo3b2ob2o6bo
bo67b2o24b2o6b2obo3b2ob2o6bobo67b2o6b2obo3b2ob2o6bobo$220b2o57bobo24b
2o86bobo6b2ob2o3bob2o6b2o67b2o24bobo6b2ob2o3bob2o6b2o67bobo6b2ob2o3bo
b2o6b2o$216b2o61bo22b2o90bo10b3ob2ob3o2b2o97bo10b3ob2ob3o2b2o71bo10b3o
b2ob3o2b2o$216bobo59b2o22bobo88b2o13bo3bo4bobo95b2o13bo3bo4bobo69b2o13b
o3bo4bobo5bo$bo37bo177b2o84b2o103bo3bo5b2o110bo3bo5b2o84bo3bo5b2o4bo$
2bo36bobo367bobo119bobo93bobo12b3o$3o36b2o369bo121bo95bo6$512b3o93b3o
$513b3o93b3o$293b3o112b3o119b3o93b3o3$609b3o$608b3o$636b3o$635b3o3$86b
3o110b3o83b3o112b3o119b3o93b3o$539b3o93b3o$134b2o127bo276b3o93b3o$124b
2o7b2o128b2o$123b2o10bo126bobo$125bo101b3o$227bo$228bo32b2o$22bo63bo112b
o60bobo22bo114bo121bo95bo$21bobo61bobo110bobo61bo21bobo112bobo119bobo
78b3o12bobo$13b2o5bo3bo52b2o5bo3bo101b2o5bo3bo74b2o5bo3bo103b2o5bo3bo
110b2o5bo3bo79bo4b2o5bo3bo$13bobo4bo3bo13b2o37bobo4bo3bo13b2o86bobo4b
o3bo13b2o4b3o52bobo4bo3bo13b2o21b2o65bobo4bo3bo13b2o95bobo4bo3bo13b2o
63bo5bobo4bo3bo13b2o$14b2o2b3ob2ob3o10bo39b2o2b3ob2ob3o10bo88b2o2b3ob
2ob3o10bo5bo55b2o2b3ob2ob3o10bo21b2o67b2o2b3ob2ob3o10bo97b2o2b3ob2ob3o
10bo71b2o2b3ob2ob3o10bo$10b2o6b2obo3b2ob2o6bobo35b2o6b2obo3b2ob2o6bob
o84b2o6b2obo3b2ob2o6bobo6bo50b2o6b2obo3b2ob2o6bobo23bo62b2o6b2obo3b2o
b2o6bobo93b2o6b2obo3b2ob2o6bobo24b2o41b2o6b2obo3b2ob2o6bobo$9bobo6b2o
b2o3bob2o6b2o35bobo6b2ob2o3bob2o6b2o84bobo6b2ob2o3bob2o6b2o57bobo6b2o
b2o3bob2o6b2o86bobo6b2ob2o3bob2o6b2o93bobo6b2ob2o3bob2o6b2o24b2o41bob
o6b2ob2o3bob2o6b2o$9bo10b3ob2ob3o2b2o39bo10b3ob2ob3o2b2o88bo10b3ob2ob
3o2b2o61bo10b3ob2ob3o2b2o90bo10b3ob2ob3o2b2o97bo10b3ob2ob3o2b2o30bo40b
o10b3ob2ob3o2b2o$8b2o13bo3bo4bobo37b2o13bo3bo4bobo86b2o13bo3bo4bobo59b
2o13bo3bo4bobo88b2o13bo3bo4bobo95b2o13bo3bo4bobo33b3o33b2o13bo3bo4bob
o$23bo3bo5b2o52bo3bo5b2o101bo3bo5b2o74bo3bo5b2o65b3o35bo3bo5b2o110bo3b
o5b2o33bo50bo3bo5b2o$24bobo61bobo110bobo83bobo75bo36bobo119bobo42bo50b
obo$25bo63bo112bo85bo75bo38bo121bo95bo2$489b3o$491bo$483b3o4bo$485bo$
450b2o32bo$450bobo$450bo5$446b3o$446bo$447bo!

2026-01-09:
A p66 pond+block hassler in 60G:

Code: Select all

x = 748, y = 250, rule = B3/S23
517bo$518bo$516b3o2$714bobo4bobo$714b2o5b2o$715bo6bo$521bo$522bo42bob
o$520b3o43b2o$566bo$536bo$537bo$535b3o5$745bo$745bobo$745b2o$404bobo$
404b2o332bo$405bo332bobo$502bo235b2o$255bo247b2o$253bobo246b2o$254b2o
2$402bo$400b2o$401b2o99bo$503b2o$502b2o4$734bo$734bobo$734b2o$23bobo$
24b2o$24bo2$31bobo128bo269bo$5bo17bobo6b2o128bobo266bo$6bo17b2o6bo129b
2o267b3o$4b3o17bo5$230bo$231b2o$230b2o2$238bobo$239b2o$239bo5$164bo4b
o$162b2o3b2o$163b2o3b2o448bo$618bobo$618b2o3bo115bo$623bobo111b2o$623b
2o113b2o2$165bo$163b2o$164b2o25$616b2o$617bo$614b3o$614bo4$339b2o287b
2o$339b2o287b2o5$325b2o287b2o$325b2o287b2o2$338b2o287b2o$338b2o287b2o
$346b2o287b2o9b2o$346b2o287b2o10bo$314b2o287b2o42bobo$314b2o7b2o278b2o
7b2o34b2o$323b2o287b2o66b3o$680bo$566bo114bo$567bo$565b3o$678b3o$678b
o$564bo114bo$565bo$343b2o218b3o66b2o$343b2o7b2o242b2o34b2o7b2o$352b2o
242bobo42b2o$320b2o276bo10b2o$320b2o276b2o9b2o$328b2o287b2o$328b2o287b
2o2$341b2o287b2o$341b2o287b2o5$327b2o287b2o$327b2o287b2o4$631bo$629b3o
$628bo$628b2o25$4b2o$5b2o$4bo2$506b2o113b2o$507b2o111bobo$506bo115bo3b
2o$625bobo$2o3b2o620bo$b2o3b2o$o4bo5$428bo$427b2o$427bobo2$436b2o$435b
2o$437bo5$145bo17b3o$6b2o129bo6b2o17bo70b3o$5bobo128b2o6bobo17bo71bo$
7bo128bobo96bo2$145bo$144b2o$144bobo$510b2o$509bobo$511bo4$742b2o$741b
2o$265b2o476bo$266b2o$265bo2$412b2o$412bobo327b2o$412bo328b2o$506b2o235b
o$262bo242bobo$262b2o243bo$261bobo$499b2o$498bobo$500bo5$708b3o$708bo
$709bo$679bo$678b2o43b3o$678bobo42bo$724bo$523bo6bo$523b2o5b2o$522bob
o4bobo2$727b3o$727bo$728bo!

Chris857 · Post by **Chris857** » January 11th, 2026, 4:59 pm

C_R_116 wrote: January 11th, 2026, 2:01 pm p48 pi-heptomino hassler:

Code: Select all

x = 46, y = 42, rule = B3/S23
32bo5bo$32bo5bo$30b4o3b4o$29b2o9b2o$28b3o2b2ob2o2b3o$28b2o3b2ob2o3b2o$
17b2o10b3obo3bob3o$30b2o7b2o$15bo3bo11b3o3b3o$b2o12bo4bo12b2ob2o$b2o
14bobobo10bobobobo$10bo7bobobo10bo3bo$bo8b3o6bo4bo$obo10bo6bo3bo$o2bo
2b2o4b2o$4bob2o13b2o$2b2o34bo$37b3o$36bobobo$14b3o11b2ob2o3bobobo$7bo
6b3o11bo3bo4b3o$6b3o4bo3bo11b3o6bo$5bobobo3b2ob2o11b3o$5bobobo$6b3o$7b
o34b2o$23b2o13b2obo$32b2o4b2o2bo2bo$21bo3bo6bo10bobo$21bo4bo6b3o8bo$8b
o3bo10bobobo7bo$7bobobobo10bobobo14b2o$8b2ob2o12bo4bo12b2o$6b3o3b3o11b
o3bo$5b2o7b2o$4b3obo3bob3o10b2o$3b2o3b2ob2o3b2o$3b3o2b2ob2o2b3o$4b2o9b
2o$5b4o3b4o$7bo5bo$7bo5bo!

This p48 pi-heptomino hassler in 83G.

Code: Select all

x = 2348, y = 104, rule = B3/S23
959bo$958bo$958b3o140bo$527bo573bobo$526bo574b2o3bobo$67bobo456b3o136b
o390bobo47b2o$67b2o596bobo389b2o48bo$68bo14bo581b2o390bo$81b2o4bobo1348b
obo591bo$82b2o3b2o1011bobo329bo5b2o591bo$88bo1011b2o330bobo4bo151bo337b
o101b3o$387bo713bo330b2o76bo80bobo261bo71bobo$387bobo412bo708bo79b2o262b
obo70b2o$387b2o412bo707b3o343b2o$801b3o1541bo$2104bo4bo235bobo$2105bo
4bo234b2o$344bo5bo133bo5bo123bo5bo143bo5bo143bo5bo133bo5bo173bo5bo862b
3o2b3o82bo$344bo5bo133bo5bo123bo5bo143bo5bo143bo5bo133bo5bo173bo5bo143b
o5bo143bo5bo112bo20bo5bo123bo5bo153bo5bo163bo5bo50b2o91bo5bo$23b3o3b3o
161b3o3b3o140b4o3b4o129b4o3b4o119b4o3b4o139b4o3b4o139b4o3b4o129b4o3b4o
169b4o3b4o140b3o3b3o141b3o3b3o109bobo19b3o3b3o121b3o3b3o128bo22b3o3b3o
161b3o3b3o50b2o89b3o3b3o$22bo3bobo3bo159bo3bobo3bo138b2o9b2o127b2o9b2o
117b2o9b2o137b2o9b2o137b2o9b2o127b2o9b2o167b2o9b2o138bobobobobobo139b
obobobobobo109b2o18bobobobobobo39bo79bobobobobobo125bobo21bobobobobob
o159bobobobobobo139bobobobobobo$22bo3bobo3bo159bo3bobo3bo137b3o2b2ob2o
2b3o125b3o2b2ob2o2b3o115b3o2b2ob2o2b3o135b3o2b2ob2o2b3o123bo11b3o2b2o
b2o2b3o125b3o2b2ob2o2b3o165b3o2b2ob2o2b3o136b2obobobobob2o137b2obobob
obob2o127b2obobobobob2o37bo79b2obobobobob2o125b2o20b2obobobobob2o157b
2obobobobob2o137b2obobobobob2o$21bob4ob4obo157bob4ob4obo136b2o3b2ob2o
3b2o125b2o3b2ob2o3b2o115b2o3b2ob2o3b2o135b2o3b2ob2o3b2o121bobo11b2o3b
2ob2o3b2o125b2o3b2ob2o3b2o143bobo19b2o3b2ob2o3b2o136bob4ob4obo137bob4o
b4obo127bob4ob4obo37b3o5bobo69bob4ob4obo147bob4ob4obo157bob4ob4obo137b
ob4ob4obo$21b2o9b2o157b2o9b2o137b3obo3bob3o127b3obo3bob3o117b3obo3bob
3o137b3obo3bob3o123b2o12b3obo3bob3o127b3obo3bob3o145b2o20b3obo3bob3o10b
2o125b5o3b5o137b5o3b5o127b5o3b5o45b2o70b5o3b5o147b5o3b5o157b5o3b5o137b
5o3b5o$342b2o7b2o129b2o7b2o119b2o7b2o139b2o7b2o139b2o7b2o129b2o7b2o146b
o22b2o7b2o122bo3bo33b3o147b3o137b3o34bo92b3o111bo45b3o167b3o147b3o$180b
o83bo78b3o3b3o131b3o3b3o121b3o3b3o141b3o3b3o141b3o3b3o131b3o3b3o171b3o
3b3o11bo3bo108bo3b2o34bo149bo139bo83bobo43bo108bobo48bo169bo149bo$25b
2ob2o148bobo14b2ob2o64bobo78b2ob2o135b2ob2o125b2ob2o145b2ob2o145b2ob2o
135b2ob2o175b2ob2o12bo4bo106b3o2b2o14b2ob2o12bo3bo128b2ob2o12bo3bo118b
2ob2o12bo3bo84b2o22b2ob2o12bo3bo109b2o27b2ob2o12bo3bo148b2ob2o12bo3bo
13b2o113b2ob2o12bo3bo13b2o$24bobobobo148b2o13bobobobo63b2o78bobobobo133b
obobobo123bobobobo143bobobobo143bobobobo133bobobobo173bobobobo10bobob
o128bobobobo10bobo2bo127bobobobo10bobo2bo117bobobobo10bobo2bo84bo22bo
bobobo10bobo2bo137bobobobo10bobo2bo147bobobobo10bobo2bo13bo2bo110bobo
bobo10bobo2bo13bo2bo$25bo3bo165bo3bo145bo3bo135bo3bo125bo3bo145bo3bo145b
o3bo135bo3bo175bo3bo10bobobo130bo3bo9bo2bobo130bo3bo9bo2bobo7bo112bo3b
o9bo2bobo7bo102bo3bo9bo2bobo7bo132bo3bo9bo2bobo7bo3bo138bo3bo9bo2bobo
7bo122bo3bo9bo2bobo7bo$1070b3o175bo4bo145bo3bo145bo3bo6b3o126bo3bo6b3o
116bo3bo6b3o146bo3bo6b3o3b3o150bo3bo6b3o136bo3bo6b3o$1248bo3bo146bo149b
o9bo129bo9bo119bo9bo149bo9bo9bo149bo9bo10bob2o125bo9bo10bob2o$1400b3o
147b3o6b2o129b3o6b2o119b3o6b2o149b3o6b2o7b2o150b3o6b2o4b2o2bobo128b3o
6b2o4b2o2bobo$1250b2o913bo4bo144bo4bo$624b3o147b3o147b3o137b3o177b3o147b
3o147b3o137b3o118b2o7b3o148b2o7b3o158b2o7b3o22bo107b2o6b2o7b3o22bo$1805b
2o158b2o168b2o29bo2bo107bobo5b2o29bo2bo$1700b3o127b3o157b3o167b3o115b
2o30b3o$922bo139bo179bo149bo149bo139bo129bo159bo169bo149bo$787bo134bo
14bo124bo14bo164bo14bo134bo14bo134bo14bo124bo14bo114bo14bo144bo14bo154b
o14bo134bo14bo$787bo134bo14bo124bo14bo164bo14bo134bo14bo134bo14bo124b
o14bo114bo14bo144bo14bo154bo14bo134bo14bo$787bo149bo139bo179bo149bo149b
o139bo129bo159bo169bo149bo$1677b3o127b3o157b3o167b3o147b3o30b2o$1833b
2o158b2o135bo2bo29b2o115bo2bo29b2o5bobo$503b3o127b3o147b3o147b3o137b3o
177b3o147b3o147b3o137b3o127b3o7b2o148b3o7b2o135bo22b3o7b2o115bo22b3o7b
2o6b2o$2129bo4bo144bo4bo$219b2o3b2o1171b3o139b2o6b3o129b2o6b3o119b2o6b
3o140b2o7b2o6b3o148bobo2b2o4b2o6b3o128bobo2b2o4b2o6b3o$214b2o3b2o3b2o
3b2o1169bo139bo9bo129bo9bo119bo9bo139bo9bo9bo145b2obo10bo9bo125b2obo10b
o9bo$213bo2bo11bo2bo835b3o177b3o146bo3bo136b3o6bo3bo126b3o6bo3bo116b3o
6bo3bo140b3o3b3o6bo3bo156b3o6bo3bo136b3o6bo3bo$214b2o13b2o139bo3bo135b
o3bo125bo3bo145bo3bo145bo3bo135bo3bo175bo3bo130bobo2bo9bo3bo122bo7bob
o2bo9bo3bo112bo7bobo2bo9bo3bo102bo7bobo2bo9bo3bo128bo3bo7bobo2bo9bo3b
o142bo7bobo2bo9bo3bo122bo7bobo2bo9bo3bo$369bobobobo133bobobobo123bobo
bobo143bobobobo143bobobobo133bobobobo173bobobobo127bo2bobo10bobobobo127b
o2bobo10bobobobo117bo2bobo10bobobobo107bo2bobo10bobobobo22bo114bo2bob
o10bobobobo130bo2bo13bo2bobo10bobobobo110bo2bo13bo2bobo10bobobobo$370b
2ob2o135b2ob2o125b2ob2o145b2ob2o145b2ob2o135b2ob2o175b2ob2o128bo3bo12b
2ob2o14b2o2b3o107bo3bo12b2ob2o118bo3bo12b2ob2o108bo3bo12b2ob2o22b2o114b
o3bo12b2ob2o27b2o104b2o13bo3bo12b2ob2o113b2o13bo3bo12b2ob2o$368b3o3b3o
131b3o3b3o121b3o3b3o141b3o3b3o141b3o3b3o131b3o3b3o171b3o3b3o126bo34b2o
3bo109bo139bo129bo43bobo113bo48bobo118bo149bo$367b2o7b2o129b2o7b2o119b
2o7b2o139b2o7b2o139b2o7b2o129b2o7b2o22bo146b2o7b2o126b3o33bo3bo109b3o
102bo34b3o127b3o157b3o45bo121b3o147b3o$220b2ob2o141b3obo3bob3o127b3ob
o3bob3o117b3obo3bob3o137b3obo3bob3o137b3obo3bob3o12b2o113b3obo3bob3o20b
2o145b3obo3bob3o137b5o3b5o137b5o3b5o80b2o45b5o3b5o117b5o3b5o147b5o3b5o
157b5o3b5o137b5o3b5o$220b2ob2o140b2o3b2ob2o3b2o125b2o3b2ob2o3b2o115b2o
3b2ob2o3b2o135b2o3b2ob2o3b2o135b2o3b2ob2o3b2o11bobo111b2o3b2ob2o3b2o19b
obo143b2o3b2ob2o3b2o136bob4ob4obo137bob4ob4obo79bobo5b3o37bob4ob4obo117b
ob4ob4obo147bob4ob4obo157bob4ob4obo137bob4ob4obo$365b3o2b2ob2o2b3o125b
3o2b2ob2o2b3o115b3o2b2ob2o2b3o135b3o2b2ob2o2b3o135b3o2b2ob2o2b3o11bo113b
3o2b2ob2o2b3o165b3o2b2ob2o2b3o136b2obobobobob2o137b2obobobobob2o89bo37b
2obobobobob2o117b2obobobobob2o147b2obobobobob2o20b2o135b2obobobobob2o
137b2obobobobob2o$366b2o9b2o127b2o9b2o117b2o9b2o137b2o9b2o137b2o9b2o127b
2o9b2o167b2o9b2o138bobobobobobo139bobobobobobo89bo39bobobobobobo18b2o
99bobobobobobo149bobobobobobo21bobo135bobobobobobo139bobobobobobo$71b
3o293b4o3b4o129b4o3b4o119b4o3b4o139b4o3b4o139b4o3b4o129b4o3b4o169b4o3b
4o140b3o3b3o141b3o3b3o131b3o3b3o19bobo99b3o3b3o151b3o3b3o22bo86b2o50b
3o3b3o141b3o3b3o$71bo297bo5bo133bo5bo123bo5bo143bo5bo143bo5bo133bo5bo
173bo5bo143bo5bo143bo5bo133bo5bo20bo102bo5bo153bo5bo111b2o50bo5bo143b
o5bo$72bo296bo5bo133bo5bo123bo5bo143bo5bo143bo5bo133bo5bo173bo5bo840b
o82b3o2b3o$2189bo4bo58b2o$2190bo4bo56bobo$606b3o1645bo$471b2o135bo979b
3o192b2o$470bobo134bo899b2o79bo193bobo245b2o$472bo745bo147b2o138bobo80b
o194bo245bobo$1218b2o140bo4bobo140bo417b3o101bo$1217bobo140b2o5bo560b
o$1359bobo565bo$743b2o517bo$742bobo467bo48b2o$331b3o410bo467b2o47bobo
$333bo877bobo3b2o$332bo883bobo$194b3o51b3o648b3o316bo$196bo51bo652bo$
195bo53bo650bo$183b2o75b2o$182bobo75bobo$184bo75bo3$15b2o$14bobo$16bo
18$bo101bo$b2o99b2o$obo99bobo!

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Synthesising Oscillators

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Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators

Re: Synthesising Oscillators