Synthesising Oscillators

confocaloid · Post by **confocaloid** » August 30th, 2023, 3:56 am

Chris857 wrote: ↑
August 30th, 2023, 2:08 am
Capped p140 R hassler glider gun in 126G (assuming a 74G 62P7 to start).

-2G in later steps to make a variant where capping does not increase the bounding box

x = 249, y = 55, rule = B3/S23
151bo$149b2o$150b2o$109bo$110b2o134bobo$109b2o135b2o$247bo$6bobo10b2o
98b2o98b2o$7b2o11bo99bo99bo$7bo12bobo10b2o36bo48bobo10b2o85bobo10b2o$
21b2o10b2o36bobo47b2o10b2o86b2o10b2o$71b2o11$7b2o98b2o98b2o$2o6b3o89b
2o6b3o89b2o6b3o18b2o$o5bo4bo88bo5bo4bo88bo5bo4bo16bo2bo$b3obob4o90b3ob
ob4o90b3obob4o18b2o$3bobo97bobo97bobo$4b2o2b3o93b2o2b3o93b2o2b3o$4b2o
2b3o93b2o2b3o93b2o2b3o$2bobo3b3o91bobo3b3o91bobo3b3o$bobob2ob3o90bobob
2ob3o90bobob2ob3o$bobob2ob3o90bobob2ob3o90bobob2ob3o$2bobo3b3o91bobo3b
3o91bobo3b3o$4b2o2b3o93b2o2b3o93b2o2b3o$4b2o2b3o93b2o2b3o93b2o2b3o$3bo
bo97bobo97bobo$b3obob4o90b3obob4o90b3obob4o$o5bo4bo88bo5bo4bo88bo5bo4b
o$2o6b3o89b2o6b3o89b2o6b3o$7b2o98b2o98b2o$139b2o98b2o$27b3o97b3o9bobo
85b3o9bobo$26bo99bo14bo84bo14bo$25b2o3bo94b2o3bo10b2o82b2o3bo10b2o$23b
3obo8b2o85b3obo8b2o85b3obo8b2o$11b2o9b2obobobo4bo2bo73b2o9b2obobobo4bo
2bo73b2o9b2obobobo4bo2bo$12bo8bobo2bo9bo75bo8bobo2bo9bo75bo8bobo2bo9bo
$12bobo8b2o5bo5bo2b2o71bobo8b2o5bo5bo2b2o71bobo8b2o5bo5bo2b2o$13b2o2bo
5bo5b2o8bobo71b2o2bo5bo5b2o8bobo71b2o2bo5bo5b2o8bobo$17bo9bo2bobo8bo
75bo9bo2bobo8bo75bo9bo2bobo8bo$16bo2bo4bobobob2o9b2o73bo2bo4bobobob2o
9b2o73bo2bo4bobobob2o9b2o$16b2o8bob3o85b2o8bob3o85b2o8bob3o$23bo3b2o
94bo3b2o94bo3b2o$27bo99bo99bo$24b3o97b3o97b3o!

Anivec · Post by **Anivec** » August 30th, 2023, 2:51 pm

carsoncheng wrote: ↑

August 29th, 2023, 9:03 pm

Done (in 9G):

Code: Select all

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

We still need this component though:

Code: Select all

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

Here’s a different route taken by INoMed:

Code: Select all

x = 120, y = 21, rule = B3/S23
72bo$73bo35bo5bo$66bo4b3o36bo3bo$67bo40b3o3b3o$65b3o11bo$77b2o$72bo5b
2o$24bo23bo24b2o7bo29bo$bo21bobo21bobo22b2o7bobo27bobo$obobo18bobo21bo
bo31bobo27bobo$b2ob3o15b2ob3o13bobo2b2ob3o28b2ob3o24b2ob3o$7bo20bo12bo
bo8bo24b2o7bo29bo$b6o15b6o15bo2b6o25b2ob6o24b6o$bo3bo16bo3bo16bo2bo3bo
29bo3bo24bo4bo$3bo3bo16bo3bo19bo3bo27bobo3bo23bobo3bo$2b2obob3o13b2obo
b3o14bob2obob3o26b2obob3o22b2obob3o$4bobo3bo14bobo3bo17bobo3bo27bobo3b
o23bobo3bo$4bobo2b2o14bobo2b2o17bobo2b2o16b2o9bobo2b2o23bobo2b2o$5bo
20bo23bo22b2o4bo4bo29bo$72bo5b2o$78bobo!

It needs more components though so I would just stick with this instead:

Code: Select all

x = 76, y = 38, rule = B3/S23
10$67b2o$66bobo$23b2o41bo$22bobo37bo2b2o$22bo38bobo3b2o$18bo2b2o38bob
2obo2bo$17bobo3b2o9bo18bo6b2obo3b2o$17bob2obo2bo9bo5b2o11bo8bob2o$16b
2obo3b2o15bo2bo16b2obo2bo$19bob2o5bobobobobo5bo4bobobobobo3bobob3o$16b
2obo2bo18bo18bo3bo$15bobob2o14bo4b4o10bo6b2o3bo$16bo5bo11bo18bo6b4o$60b
2ob3o$64b2o!

Here's the recipe with Carson Cheng's components:

Code: Select all

x = 2380, y = 298, rule = B3/S23
191$1103bo$1103bobo$1077bo25b2o$1078bo$481bobo592b3o$482b2o1718bo$482b
o1719bobo$2202b2o$650bobo136bobo612bo$650b2o138b2o346bo263bobo$651bo138b
o348b2o262b2o292bo$800bobo335b2o558bo483bo$597bo3bo40bo43bo113b2o597b
o296b3o484bo$595b2o3bo42bo43bo113bo546bo51b2o304bo474b3o$596b2o2b3o38b
3o41b3o2bobo96bo556bobo50b2o55bo52bo4bo189b2o$505bo99b2o30b2o51b2o98b
2o154bo400b2o3bobo99bobo53bo4b2o188b2o$503bobo98b2o32b2o51bo97b2o153b
2o41bo211bo152b2o101b2o51b3o3b2o57bo481bo$504b2o100bo30bo214bo92b2o38b
obo209b2o86bo67bo65b2o49b2o56b2o44bo12b2o66b2o52b2o55b2o57b2o53b2o174b
o$850b2o88bo45b2o148bo55bobo3b2o86bo131bobo48bobo55bobo42b3o11bobo65b
obo51bobo54bobo56bobo52bobo44b2o37b2o47b2o38b3o15b2o42bo17b2o65b2o$650b
o38bobo45bo2bo57bo2bo39bo9b2o42bo45b2o6bo50bo39bo57bo38b2o18bo35b2o12b
o42bo33b3o7bo52bo70bo41bo8bo45b2o10bo58bo67bo53bo56bo58bo54bo45bobo36b
obo46bobo55bobo43bo15bobo64bobo$550bo44bo53bobo37b2obo44b4o57b4o37b3o
51b3o44b2o5b3o48b3o37b3o55b3o37b2o17b3o35bo11b3o40b3o41b3o50b3o68b3o40b
obo6b2o46b2o8b2o57b2o52bo7b2o4b2o46b2o4b2o52bo2b2o54bo2b2o50bo2b2o45b
o38bo48bo57bo43b3o15bo66bo$547bo2b3o4bo34bo2b3o50bo2b3o38b3o46b2o59b2o
34bo3b2o48bo3b2o48bo3b2o31b3o8b2obo3b2o31b2obo3b2o49b2obo3b2o53bo3b2o
44bo3b2o37bo3b2o38bo3b2o47bo3b2o65bo3b2o38bobo4bo3b2o43bo8bo3b2o50b2o
bo3b2o51bo5bo2bobo3b2o44bobobo3b2o49bobo3b2o51bobo3b2o47bobo3b2o39bo2b
2o18bo15bo2b2o44bo2b2o39bo13bo2b2o49bo7bo2b2o62bo2b2o$547b3o3bo2bobo33b
3o3bo49b3o3bo34b3o3bo41b2obo2bo54b2obo2bo33b2obo2bo47b2obo2bo47b2obo2b
o32bo9bob2obo2bo31bob2obo2bo49bob2obo2bo52b2obo2bo39b2o2b2obo2bo32b2o
2b2obo2bo33b2o2b2obo2bo46b2obo2bo64b2obo2bo38bo5b2obo2bo51b2obo2bo40b
o4bo3b2ob2obo2bo48b3o6bobob2obo2bo45bob2obo2bo48bob2obo2bo50bob2obo2b
o46bob2obo2bo37bobo3b2o18bo12bobo3b2o41bobo3b2o37b2o11bobo3b2o46bo7bo
bo3b2o59bobo3b2o$551b2o3bobo37b2o54b2o35bo3b2o42bo3b2o3bo51bo3b2o32bo
bo3b2o8b3o35bobo3b2o46bobo3b2o32bo9bo2bo3b2o32bobo3b2o50bobo3b2o37b2o
11b2obo3b2o40bobobo3b2o32bo2bobo3b2o34bobobo3b2o44b2obo3b2o62b2obo3b2o
42b2obo3b2o49b2obo3b2o39bobo3b2o6bo3b2o46bo12bo2bo3b2o45b2obo3b2o48b2o
bo3b2o50b2obo3b2o46b2obo3b2o38bob2obo2bo30bob2obo2bo40bob2obo2bo35bob
o11bob2obo2bo45b3o5bob2obo2bo58bob2obo2bo$386bo7bo49bo4b2o63b3o32b2o6b
o36b2o54b2o39b2o46b2o5bobo51b2o34b2o2b2o10bo32bo4b2o2b2o48b2o2b2o45b2o
2b2o35bo2b2o53bo2b2o38bobo11bobo2b2o45bo2b2o34b2o2bo2b2o37b2obob2o46b
2obob2o64b2obob2o44b2obob2o51b2obob2o42b2o3bobo5bob2o49bo14bob2o50bob
2o53bob2o55bob2o51bob2o39b2obo3b2o12bobobobobo9b2obo3b2o40b2obo3b2o49b
2obo3b2o53b2obo3b2o49b3o6b2obo3b2o$387b2o3b2o37b2o11b2o2b2o52b2o46bo44b
o55bo40bo47bo5b2o53bo39bo11bo32b2o7bo53bo50bo39bo54b2obo40bo14b2obo34b
o11b2obo39b2obo41bobo50bobo68bobo48bobo55bobo56bobo47b3o15bobo50b2obo
53b2obo52b2obo2bo48b2obo2bo42bob2o35bob2o45bob2o54bob2o52bo5bob2o53bo
3bo5bob2o$386b2o5b2o35bo2bo9bobo4bo50bo2bo44bo9b3o32bo55bo40bo47bo60b
o39bo44b2o7bo42bo9bo50bo39bo154bo4b2o314b3o113b2o186b2ob2o50b2ob2o41b
2obo2bo20bo11b2obo2bo42b2obo2bo41b3o5b4obo2bo52b5obo2bo52bo4b5obo2bo$
425b2o4b2o63b2o4b2o45b2o8bo34b2o43bo10b2o39b2o46b2o60b3o37b3o6b2o42b2o
41b2o8b2o49b2o38b2o151b3o3b2o43b2o152b2o118bo112bobo286bobob2o20bo12b
obobobo39bo2bobobobo44bo5bo2bobobo57bobobo62bobobo$425b2o69b2o62bo78b
2o107b3o52bo39bo5b2o85bobo3b2o255bo41bobo151bobo117bo115bo287bo38bo3b
o38bobo3bo3bo44bo12bo49b2o3b2o5bo61bo4bo$391b2o245bobo107bo102bo89b2o
91b2o207bo153bo604b2o114bobo3b2o67b2o$391bobo116b3o236bo42bo150bo39b2o
50b2o2b2o601bo477bo12bo$391bo118bo281b2o3bo186b2o48bo5b2o203b2o152b3o
240b2o356b2o127bo2bo$511bo217b2o60bobo2b2o185bo55bo205bobo153bo239bob
o356bobo125b2o2b3o$728bobo5b3o57bobo95bo9b2o339bo154bo236bo181b2o179b
o63b2o55b3o4bobo$507b3o220bo5bo98b2o12bo37bo6b2o3bo3b2o234b2o496b2o110b
2o67bo2bo45b2o186b2o6b2o58bo11b3o$509bo227bo7bo90b2o10b2o37b2o4bobo3b
2o4bo187bobo42bobo495bobo111b2o67b2o45bobo187b2o7bo56bo12bo$508bo235b
2o44b3o42bo12bobo35bobo9bobo192b2o45bo608bo18b2o98bo186bo3b3o63b3o8bo
$744bobo4b2o39bo295bobo3bo673bobo43b3o58b2o182bo65bo$727b2o3b2o17bobo
30b2o5bo282b3o12b2o677bo47bo57b2o9bo174bo65bo$726bobo2bobo17bo33b2o50b
3o236bo12bo682b3o40bo60bo7b2o$506b2o220bo4bo50bo54bo235bo677b3o16bo111b
obo$505b2o331bo916bo17bo$501bo5bo1246bo111b3o$501b2o1365bo$500bobo1364b
o6$484bo$484b2o$483bobo!

EDIT:
Completed! 42p4 in 143 gliders (73 for the base sl (xs23_8o696o8z1qq321))

Code: Select all

x = 1972, y = 141, rule = B3/S23
1389bo$1390b2o$1389b2o3$1392bobo$1393b2o$1385bo7bo$1386bo$1384b3o15$37b
obo$38b2o$38bo3$37b2o54bo$38b2o53bo$37bo55bo2$87bo$85bobo224bo129bo$86b
2o44bo180bo126bobo$82b2o49bo45bobo129b3o127b2o3bobo$81bobo47b3o46b2o140b
o113bobo7b2o37bobo$75bobo5bo96bo139bobo106bo7b2o8bo38b2o781bo$76b2o58b
2o183b2o3bo103b2o5bo48bo780bobo$76bo23b3o32bo2bo43bo142bo103b2o261bo226b
o348b2o$37bo53bo8bo35b2o44bobo128bo11b3o363bo225b2o$5bobo28bobo51bobo
8bo80b2o130b2o168b2o205b3o224b2o351bo350bobo$bo3b2o29bobo34b2o15bobo220b
2o170b2o785bo293bo49bo5b2o247bo98bo$2bo3bo30bo36b2o15bo45bo36bo46bo44b
o61bo50bo63bo40bo13bo33bo41bo43bo52bo69bo46bo45bo37bo39bo51bo47bo46bo
49bo59bo45bo54b3o13bo56bo100bo74bo46bobo4bo43b2o4bo4bo39bo38bo56bo56b
o47bobo10bo70bo15bo$3o70bo62bobo34bobo6bobo35bobo42bobo59bobo43b2o3bo
bo56b2o3bobo52bobo31bobo39bobo41bobo50bobo67bobo44bobo43bobo35bobo37b
obo49bobo2b2o41bobo2b2o40bobo2b2o43bobo2b2o53bobo2b2o39bobo2b2o64bobo
2b2o50bobo2b2o94bobo2b2o68bobo2b2o37bo3b2o4bobo2b2o37b2o9bobo2b2o33bo
bo2b2o34b2o12bo40bobo2b2o50bobo2b2o43b2o9bobo2b2o64bobo2b2o10b3o$136b
obo34bobo6b2o36bobo12bo29bobo59bobo44bo3bobo9bo47bo3bobo52bobo31bobo39b
obo33bo7bobo50bobo67bobo44bobo43bobo35bobo37bobo5b3o41bobo3bo41bobo3b
o40bobo3bo43bobo3bo53bobo3bo39bobo3bo64bobo3bo50bobo3bo94bobo3bo68bob
o3bo38bo8bobo3bo48bobo3bo33bobo3bo33b2o12bobo2b2o35bobo3bo50bobo3bo46b
o7bobo3bo64bobo3bo$132bob2o2b2o29bob2o2b2o6bo32bob2o2b2o9b2o26bob2o2b
2o5bo48bob2obob2o42bob2obob2o5b2o48bob2obob2o38b2o6bob2obob2o27b2obob
2o35b2obob2o31b2o4b2obob2o46b2obob2o63b2obob2o40b2obob2o39b2obob2o31b
2obob2o33b2obob2o3bo41b2obob3o40b2obob3o39b2obob3o42b2obob3o52b2obob3o
38b2obob3o63b2obob3o49b2obob3o93b2obob3o67b2obob3o37b3o6b2obob3o47b2o
bob3o32b2obob3o48bobo3bo33b2obob3o49b2obob3o47bobo3b2obob3o63b2obob3o
$6bo28b2o52b2o41b2obobo31b2obobo41b2obobo2bo9b2o25b2obobo2bo2b2o49b2o
bo3bo44bobo3bo7b2o48bobo3bo40b2o5b2obo3bo26bo2bo3bo34bo2bo3bo31bobo2b
o2bo3bo48bo3bo65bo3bo42bo3bo41bo3bo33bo3bo35bo3bo5bo41bo3bo43bo3bo42b
o3bo45bo3bo55bo3bo41bo3bo66bo3bo52bo3bo96bo3bo70bo3bo49bo3bo48bobo3bo
33bobo3bo48b2obob3o33bobo3bo50bobo3bo49b2o3bobo3bo64bobo3bo$5b2o28b2o
52b2o46bo36bo46bobo42bobo4b2o42bo10bobo48bobo43b2o16bobo39bo12bobo26b
2o3bobo34b2o3bobo36b2o3bobo47bo2bobo64bo2bobo41bo2bobo40bo2bobo32bo2b
obo34bo2bobo46bo2bobo42bo2bo43bo2bo46bo2bo56bo2bo42bo2bo6bobo58bo2bo52b
o3bo96bo3bo67b2obo3bo46b2obo3bo50bo3bo34bo4bo49bobo3bo34bo4bo51bo4bo55b
o4bo65bo4bo$5bobo129b2o35b2o45b2o42b2ob2o45bobo9b2ob2o36bo9b2ob2o41bo
bo15b3o52b3o31b3o3bobo33b3o41b3o38bo9bob3o65bob3o42bob3o34bo6bob3o34b
4o36b4o48b4o44b4o43b4o46b4o56b4o41b5o5b2o59b5o43bo7b6o95b6o59bo7bob6o
44bobob6o46b2ob6o34b6o42bo4bo4bo37b6o51b6o49bo5b6o65b6o$316b2o51b2o55b
o3bo10bo54bo33bo6b2o33bo37bo5bo39b2o11bo69bo46bo38bo6bo390bo64bo41bob
o12bo100bo59bo4bobo7bo43bobo7bo45b2o7bo39bo39bobo5b6o42bo56bo49b2o9bo
70bo$274b2o92b2o60b2o9b2o53b2o32b2o6bo33bob2o34b2o5b3o37b2o11b3o67bo46b
o35b3o7bo36b2o38b2o50b2o46b2o45b2o50b2o58b2o43b3o68b3o42bobo6b2ob3o95b
2ob3o58b3o4b2o2b2ob3o45bo2b2ob3o49b2ob3o34b2ob3o41b2o11bo35b2ob3o51b2o
b3o49b2o4b2ob3o65b2ob3o$274bobo152bobo92bobo46bobo33bobo7bo52bo66b2o47b
o45bo35bobo37b2o50b2o46b2o45b2o50b2o57bo2bo42bo2bo67bo45bo7b2obo98bob
o72bobo51bobo52bobo37bobo50b2ob3o35bobobo45bobo6bobo48bo9bobo65bo2bob
o$274bo35b3o171b2o39b2o8bo251b2o38b3o2bobo36b2o296bobo44b2o223bobo72b
obo35b3o13bobo43b2o7bobo37bobo50b2obo38bo49b2o6bo48bobo9bo67b2obo$229b
2o81bo56b2o114b2o8bo29bo8b2o119b2o125bobo7bobo34bo2b2o41b2o136b2o155b
o156b2o113bo64b2o8bo38bo14bo45b2o7bo39bo41b3o99bo6b2o49b2o6b2obo70bo$
229bobo79bo52b2o4b2o112bo9b2o38bobo117b2o127b2o7b2o34bo46bobo134bo2bo
91bo218bobo177bobo46bo60bo5b2o86bo165b2ob2o69b2o$229bo86b3o44bobo3bo16b
o5b2o100bobo159bo126bo9bo81bo137b2o46bo46b2o115b2o40b2o59bo179bo112b2o
86bo48b3o47bo62b2o$214b2o102bo46bo19b2o4b2o133b2o526b2o5b2o3bo40b2o50b
2o64bobo38bobo340b3o11bo131bo2bo47bobo61bobo9bo$215b2o10bo82b3o4bo67b
obo5bo133b2o524bobo4bobo2b2o46b2o45b2o63bo42bo342bo50b3o3b3o85bo2bo47b
2o63bo9bobo$65b2o147bo12b2o83bo213bo51b3o210b2o225b3o34bo9bobo45bobo43b
o450bo4b3o46bo3bo85b3o118b3o4b2o67b2o$66b2o158bobo82bo266bo204b2o5b2o
184b3o39bo94bo55b2o102bo343bo45bo5bo139bo7b2o58bo72bobo$65bo46b2o248b
o202bo8b2o3bo203bobo6bo183bo42bo87b3o59bobo101b2o341bo192b2o5bobo7b2o
48bo75bo$111b2o249b2o201b2o6bobo207bo193bo129bo48b2o11bo102bobo533bob
o7bo7bobo56b2o$113bo247bobo200bobo8bo151b3o23bo200b2o17bo91b2o41bo48b
2o662b2o3bo58bobo75b2o$729bo8b3o11b2o199bobo16b2o91bobo88bo9b2o540b3o
111b2o61bo77bobo$728bo11bo3bo7bobo200bo16bobo90bo100bobo541bo110bo141b
o$689b2o48bo3b2o421bo542bo$689bobo51bobo211b3o$654b2o33bo269bo$653bob
o302bo204b3o$655bo509bo$1164bo18$1388b3o$1390bo$1389bo3$1393b2o$1392b
obo$1394bo36$1439bo$1437b2o$1433bo4b2o$1431bobo$1432b2o$1438b2o$1438b
obo$1438bo!

EDIT2:
Never mind, I missed another component

Code: Select all

x = 67, y = 36, rule = B3/S23
9$6bo43bo$5bobo2b2o37bobo2b2o$5bobo3bo16bo20bobo3bo$3b2obob3o19bo16b2o
bob3o$4bo3bo39bo3bo$2bo3bo17bobobobobo13bo3bo$2b6o38b6o$8bo21bo21bo$2b
2ob3o20bo17b2ob3o$2b2obo41bobo$47bobo$48bo!

Chris857 · Post by **Chris857** » August 30th, 2023, 11:42 pm

A p32 B-heptomino hassler in 50G.

Code: Select all

x = 631, y = 91, rule = B3/S23
573bo$571bobo$197bo374b2o$197bobo$197b2o$603bo$575bobo25bobo$195bo380b
2o25b2o$195bobo378bo$195b2o411bobo$608b2o$609bo4$251bo$167bo81bobo$165b
obo82b2o$166b2o437bo$604bo$549bo54b3o$550b2o$256bo292b2o$80bo176b2o$80b
obo173b2o302bo$80b2o201bo262bo11bobo$282bo264bo11b2o$282b3o260b3o$64b
o$65b2o16bo163bo99bo119bo109bo$64b2o15b2o160b2o2b2ob3o90b2o2b2ob3o110b
2o2b2ob3o100b2o2b2ob3o$82b2o159b2o4b4o90b2o4b4o80bo29b2o4b4o100b2o4b4o
46bo$247b2o98b2o85bo32b2o108b2o49bo$369b2o61b3o3bo50b2o108b2o27b3o$20b
obo346b2o68bo49b2o108b2o$20b2o415b3o184bo$21bo600b2o$368bob2o116bob2o
106bob2o21b2o$368bobo117bobo107bobo$369bo14bo104bo109bo$186b2o68b2o98b
2o11b2o12bo92b2o11b2o95b2o11b2o$185bobo67bobo97bobo11b2o12b3o89bobo11b
2o94bobo11b2o$163bo22bo69bo99bo12b2o105bo12b2o95bo12b2o$2o68b2o91b2o15b
2o68b2o98b2o118b2o108b2o$obo67bobo89bobo15bobo67bobo97bobo117bobo107b
obo$bo69bo7bo101bo7bo61bo7bo91bo7bo111bo7bo101bo7bo$78bobo107bobo67bo
bo97bobo15bobo99bobo107bobo$79b2o108b2o68b2o98b2o15b2o101b2o108b2o$4b
o69bo109bo69bo99bo22bo96bo95b2o12bo$3bobo67bobo79b3o25bobo67bobo97bob
o117bobo94b2o11bobo$3b2o20b3o45b2o82bo25b2o68b2o98b2o118b2o95b2o11b2o
$20bo4bo130bo414bo$19b2o5bo543bobo$19bobo524b2o21b2obo$547b2o$291b3o252b
o$291bo278b2o$292bo3b3o241b3o27b2o$296bo185b2o58bo49b2o$297bo180b4o4b
2o53bo46b4o4b2o$478b3ob2o2b2o100b3ob2o2b2o$483bo109bo2$446b3o174b3o$448b
o161b2o11bo$447bo162bobo11bo$473b2o135bo$472b2o$474bo145b2o$619b2o$564b
3o54bo$566bo$373b2o190bo$373bobo103b2o$373bo105bobo$479bo4$561bo$561b
2o$344b2o214bobo$343bobo248bo$345bo220b2o25b2o$565bobo25bobo$567bo$342b
2o$341bobo$343bo253b2o$597bobo$597bo!

p28 B-heptomino hassler in 26G, down from 28G.

Code: Select all

x = 57, y = 65, rule = B3/S23
10bo$11bo$bo7b3o26bo$2bo33b2o$3o2bo31b2o$6b2o$5b2o3$15bo$13bobo$14b2o
2$39bobo$39b2o$13bo26bo$11bobo$12b2o10$2b2o$bobo$3bo10bo3bo$13b2o3b2o
18bo3bo$13bobobobo18b2ob2o$15bobo21bobo$14b2ob2o18bobobobo$14bo3bo18b
2o3b2o$38bo3bo10bo$53bobo$53b2o10$43b2o$43bobo$16bo26bo$16b2o$15bobo2$
41b2o$41bobo$41bo3$50b2o$49b2o$18b2o31bo2b3o$19b2o33bo$18bo26b3o7bo$45b
o$46bo!

Anivec · Post by **Anivec** » August 31st, 2023, 4:51 pm

AlbertArmStain wrote: ↑

August 30th, 2023, 2:51 pm

EDIT:
Completed! 42p4 in 143 gliders (73 for the base sl (xs23_8o696o8z1qq321))

Code: Select all

x = 1972, y = 141, rule = B3/S23
1389bo$1390b2o$1389b2o3$1392bobo$1393b2o$1385bo7bo$1386bo$1384b3o15$37b
obo$38b2o$38bo3$37b2o54bo$38b2o53bo$37bo55bo2$87bo$85bobo224bo129bo$86b
2o44bo180bo126bobo$82b2o49bo45bobo129b3o127b2o3bobo$81bobo47b3o46b2o140b
o113bobo7b2o37bobo$75bobo5bo96bo139bobo106bo7b2o8bo38b2o781bo$76b2o58b
2o183b2o3bo103b2o5bo48bo780bobo$76bo23b3o32bo2bo43bo142bo103b2o261bo226b
o348b2o$37bo53bo8bo35b2o44bobo128bo11b3o363bo225b2o$5bobo28bobo51bobo
8bo80b2o130b2o168b2o205b3o224b2o351bo350bobo$bo3b2o29bobo34b2o15bobo220b
2o170b2o785bo293bo49bo5b2o247bo98bo$2bo3bo30bo36b2o15bo45bo36bo46bo44b
o61bo50bo63bo40bo13bo33bo41bo43bo52bo69bo46bo45bo37bo39bo51bo47bo46bo
49bo59bo45bo54b3o13bo56bo100bo74bo46bobo4bo43b2o4bo4bo39bo38bo56bo56b
o47bobo10bo70bo15bo$3o70bo62bobo34bobo6bobo35bobo42bobo59bobo43b2o3bo
bo56b2o3bobo52bobo31bobo39bobo41bobo50bobo67bobo44bobo43bobo35bobo37b
obo49bobo2b2o41bobo2b2o40bobo2b2o43bobo2b2o53bobo2b2o39bobo2b2o64bobo
2b2o50bobo2b2o94bobo2b2o68bobo2b2o37bo3b2o4bobo2b2o37b2o9bobo2b2o33bo
bo2b2o34b2o12bo40bobo2b2o50bobo2b2o43b2o9bobo2b2o64bobo2b2o10b3o$136b
obo34bobo6b2o36bobo12bo29bobo59bobo44bo3bobo9bo47bo3bobo52bobo31bobo39b
obo33bo7bobo50bobo67bobo44bobo43bobo35bobo37bobo5b3o41bobo3bo41bobo3b
o40bobo3bo43bobo3bo53bobo3bo39bobo3bo64bobo3bo50bobo3bo94bobo3bo68bob
o3bo38bo8bobo3bo48bobo3bo33bobo3bo33b2o12bobo2b2o35bobo3bo50bobo3bo46b
o7bobo3bo64bobo3bo$132bob2o2b2o29bob2o2b2o6bo32bob2o2b2o9b2o26bob2o2b
2o5bo48bob2obob2o42bob2obob2o5b2o48bob2obob2o38b2o6bob2obob2o27b2obob
2o35b2obob2o31b2o4b2obob2o46b2obob2o63b2obob2o40b2obob2o39b2obob2o31b
2obob2o33b2obob2o3bo41b2obob3o40b2obob3o39b2obob3o42b2obob3o52b2obob3o
38b2obob3o63b2obob3o49b2obob3o93b2obob3o67b2obob3o37b3o6b2obob3o47b2o
bob3o32b2obob3o48bobo3bo33b2obob3o49b2obob3o47bobo3b2obob3o63b2obob3o
$6bo28b2o52b2o41b2obobo31b2obobo41b2obobo2bo9b2o25b2obobo2bo2b2o49b2o
bo3bo44bobo3bo7b2o48bobo3bo40b2o5b2obo3bo26bo2bo3bo34bo2bo3bo31bobo2b
o2bo3bo48bo3bo65bo3bo42bo3bo41bo3bo33bo3bo35bo3bo5bo41bo3bo43bo3bo42b
o3bo45bo3bo55bo3bo41bo3bo66bo3bo52bo3bo96bo3bo70bo3bo49bo3bo48bobo3bo
33bobo3bo48b2obob3o33bobo3bo50bobo3bo49b2o3bobo3bo64bobo3bo$5b2o28b2o
52b2o46bo36bo46bobo42bobo4b2o42bo10bobo48bobo43b2o16bobo39bo12bobo26b
2o3bobo34b2o3bobo36b2o3bobo47bo2bobo64bo2bobo41bo2bobo40bo2bobo32bo2b
obo34bo2bobo46bo2bobo42bo2bo43bo2bo46bo2bo56bo2bo42bo2bo6bobo58bo2bo52b
o3bo96bo3bo67b2obo3bo46b2obo3bo50bo3bo34bo4bo49bobo3bo34bo4bo51bo4bo55b
o4bo65bo4bo$5bobo129b2o35b2o45b2o42b2ob2o45bobo9b2ob2o36bo9b2ob2o41bo
bo15b3o52b3o31b3o3bobo33b3o41b3o38bo9bob3o65bob3o42bob3o34bo6bob3o34b
4o36b4o48b4o44b4o43b4o46b4o56b4o41b5o5b2o59b5o43bo7b6o95b6o59bo7bob6o
44bobob6o46b2ob6o34b6o42bo4bo4bo37b6o51b6o49bo5b6o65b6o$316b2o51b2o55b
o3bo10bo54bo33bo6b2o33bo37bo5bo39b2o11bo69bo46bo38bo6bo390bo64bo41bob
o12bo100bo59bo4bobo7bo43bobo7bo45b2o7bo39bo39bobo5b6o42bo56bo49b2o9bo
70bo$274b2o92b2o60b2o9b2o53b2o32b2o6bo33bob2o34b2o5b3o37b2o11b3o67bo46b
o35b3o7bo36b2o38b2o50b2o46b2o45b2o50b2o58b2o43b3o68b3o42bobo6b2ob3o95b
2ob3o58b3o4b2o2b2ob3o45bo2b2ob3o49b2ob3o34b2ob3o41b2o11bo35b2ob3o51b2o
b3o49b2o4b2ob3o65b2ob3o$274bobo152bobo92bobo46bobo33bobo7bo52bo66b2o47b
o45bo35bobo37b2o50b2o46b2o45b2o50b2o57bo2bo42bo2bo67bo45bo7b2obo98bob
o72bobo51bobo52bobo37bobo50b2ob3o35bobobo45bobo6bobo48bo9bobo65bo2bob
o$274bo35b3o171b2o39b2o8bo251b2o38b3o2bobo36b2o296bobo44b2o223bobo72b
obo35b3o13bobo43b2o7bobo37bobo50b2obo38bo49b2o6bo48bobo9bo67b2obo$229b
2o81bo56b2o114b2o8bo29bo8b2o119b2o125bobo7bobo34bo2b2o41b2o136b2o155b
o156b2o113bo64b2o8bo38bo14bo45b2o7bo39bo41b3o99bo6b2o49b2o6b2obo70bo$
229bobo79bo52b2o4b2o112bo9b2o38bobo117b2o127b2o7b2o34bo46bobo134bo2bo
91bo218bobo177bobo46bo60bo5b2o86bo165b2ob2o69b2o$229bo86b3o44bobo3bo16b
o5b2o100bobo159bo126bo9bo81bo137b2o46bo46b2o115b2o40b2o59bo179bo112b2o
86bo48b3o47bo62b2o$214b2o102bo46bo19b2o4b2o133b2o526b2o5b2o3bo40b2o50b
2o64bobo38bobo340b3o11bo131bo2bo47bobo61bobo9bo$215b2o10bo82b3o4bo67b
obo5bo133b2o524bobo4bobo2b2o46b2o45b2o63bo42bo342bo50b3o3b3o85bo2bo47b
2o63bo9bobo$65b2o147bo12b2o83bo213bo51b3o210b2o225b3o34bo9bobo45bobo43b
o450bo4b3o46bo3bo85b3o118b3o4b2o67b2o$66b2o158bobo82bo266bo204b2o5b2o
184b3o39bo94bo55b2o102bo343bo45bo5bo139bo7b2o58bo72bobo$65bo46b2o248b
o202bo8b2o3bo203bobo6bo183bo42bo87b3o59bobo101b2o341bo192b2o5bobo7b2o
48bo75bo$111b2o249b2o201b2o6bobo207bo193bo129bo48b2o11bo102bobo533bob
o7bo7bobo56b2o$113bo247bobo200bobo8bo151b3o23bo200b2o17bo91b2o41bo48b
2o662b2o3bo58bobo75b2o$729bo8b3o11b2o199bobo16b2o91bobo88bo9b2o540b3o
111b2o61bo77bobo$728bo11bo3bo7bobo200bo16bobo90bo100bobo541bo110bo141b
o$689b2o48bo3b2o421bo542bo$689bobo51bobo211b3o$654b2o33bo269bo$653bob
o302bo204b3o$655bo509bo$1164bo18$1388b3o$1390bo$1389bo3$1393b2o$1392b
obo$1394bo36$1439bo$1437b2o$1433bo4b2o$1431bobo$1432b2o$1438b2o$1438b
obo$1438bo!

EDIT2:
Never mind, I missed another component

Code: Select all

x = 67, y = 36, rule = B3/S23
9$6bo43bo$5bobo2b2o37bobo2b2o$5bobo3bo16bo20bobo3bo$3b2obob3o19bo16b2o
bob3o$4bo3bo39bo3bo$2bo3bo17bobobobobo13bo3bo$2b6o38b6o$8bo21bo21bo$2b
2ob3o20bo17b2ob3o$2b2obo41bobo$47bobo$48bo!

Sorry about that. Here's 42p9 in 122 gliders:

Code: Select all

x = 1686, y = 48, rule = B3/S23
37bobo$38b2o$38bo3$37b2o54bo$38b2o53bo$37bo55bo2$87bo$85bobo224bo129b
o$86b2o44bo180bo126bobo$82b2o49bo45bobo129b3o127b2o3bobo$81bobo47b3o46b
2o140bo113bobo7b2o37bobo$75bobo5bo96bo139bobo106bo7b2o8bo38b2o$76b2o58b
2o183b2o3bo103b2o5bo48bo$76bo23b3o32bo2bo43bo142bo103b2o261bo226bo$37b
o53bo8bo35b2o44bobo128bo11b3o363bo225b2o262bo$5bobo28bobo51bobo8bo80b
2o130b2o168b2o205b3o224b2o260bo404bo98bo$bo3b2o29bobo34b2o15bobo220b2o
170b2o693b3o238bo56bo56bo47bobo10bo70bo15bo$2bo3bo30bo36b2o15bo45bo36b
o46bo44bo61bo50bo63bo40bo13bo33bo41bo43bo52bo69bo46bo45bo37bo39bo44bo
47bo44bo41bo48bo47bo48bo36bo54bo51bo39b2o12bo40bobo2b2o50bobo2b2o43b2o
9bobo2b2o64bobo2b2o10b3o$3o70bo62bobo34bobo6bobo35bobo42bobo59bobo43b
2o3bobo56b2o3bobo52bobo31bobo39bobo41bobo50bobo67bobo44bobo43bobo35bo
bo37bobo42bobo2b2o41bobo2b2o38bobo2b2o35bobo2b2o42bobo2b2o41bobo2b2o42b
obo2b2o30bobo2b2o48bobo2b2o45bobo2b2o33b2o12bobo2b2o35bobo3bo50bobo3b
o46bo7bobo3bo64bobo3bo$136bobo34bobo6b2o36bobo12bo29bobo59bobo44bo3bo
bo9bo47bo3bobo52bobo31bobo39bobo33bo7bobo50bobo67bobo44bobo43bobo35bo
bo37bobo5b3o34bobo3bo41bobo3bo38bobo3bo35bobo3bo42bobo3bo41bobo3bo42b
obo3bo30bobo3bo48bobo3bo45bobo3bo47bobo3bo33b2obob3o49b2obob3o47bobo3b
2obob3o63b2obob3o$132bob2o2b2o29bob2o2b2o6bo32bob2o2b2o9b2o26bob2o2b2o
5bo48bob2obob2o42bob2obob2o5b2o48bob2obob2o38b2o6bob2obob2o27b2obob2o
35b2obob2o31b2o4b2obob2o46b2obob2o63b2obob2o40b2obob2o39b2obob2o31b2o
bob2o33b2obob2o3bo34b2obob3o40b2obob3o37b2obob3o34b2obob3o41b2obob3o33b
3o4b2obob3o41b2obob3o29b2obob3o47b2obob3o44b2obob3o46b2obob3o33bobo3b
o50bobo3bo49b2o3bobo3bo64bobo3bo$6bo28b2o52b2o41b2obobo31b2obobo41b2o
bobo2bo9b2o25b2obobo2bo2b2o49b2obo3bo44bobo3bo7b2o48bobo3bo40b2o5b2ob
o3bo26bo2bo3bo34bo2bo3bo31bobo2bo2bo3bo48bo3bo65bo3bo42bo3bo41bo3bo33b
o3bo35bo3bo5bo34bo3bo43bo3bo40bo3bo37bo3bo44bo3bo37bo5bo3bo42bobo3bo30b
obo3bo48bobo3bo45bobo3bo47bobo3bo34bo4bo51bo4bo55bo4bo65bo4bo$5b2o28b
2o52b2o46bo36bo46bobo42bobo4b2o42bo10bobo48bobo43b2o16bobo39bo12bobo26b
2o3bobo34b2o3bobo36b2o3bobo47bo2bobo64bo2bobo41bo2bobo40bo2bobo32bo2b
obo34bo2bobo39bo2bobo42bo2bo41bo2bo38bo2bo45bo2bo38bo5bo2bo45bo2bo33b
o2bo6bobo42bo2bo48bo2bo43bo4bo4bo37b6o51b6o49bo5b6o65b6o$5bobo129b2o35b
2o45b2o42b2ob2o45bobo9b2ob2o36bo9b2ob2o41bobo15b3o52b3o31b3o3bobo33b3o
41b3o38bo9bob3o65bob3o42bob3o34bo6bob3o34b4o36b4o41b4o44b4o41b4o38b4o
45b4o44b4o37bo7b4o33b4o5b2o44b4o48b4o40bobo5b6o42bo56bo49b2o9bo70bo$316b
2o51b2o55bo3bo10bo54bo33bo6b2o33bo37bo5bo39b2o11bo69bo46bo38bo6bo268b
o127bo53bo48bo39bo11bo40b2o11bo35b2ob3o51b2ob3o49b2o4b2ob3o65b2ob3o$274b
2o92b2o60b2o9b2o53b2o32b2o6bo33bob2o34b2o5b3o37b2o11b3o67bo46bo35b3o7b
o36b2o38b2o43b2o46b2o43b2o40b2o8bo38b4o44b4o36b3o6b4o31b6o49b6o41b2o3b
6o48b2ob3o35bobobo45bobo6bobo48bo9bobo65bo2bobo$274bobo152bobo92bobo46b
obo33bobo7bo52bo66b2o47bo45bo35bobo37b2o43b2o46b2o43b2o40bobo7b3o36bo
2bo43bo4bo43bo4bo30bo2bo2bo48bo2bo42b2o3bo3bo50b2obo38bo49b2o6bo48bob
o9bo67b2obo$274bo35b3o171b2o39b2o8bo251b2o38b3o2bobo36b2o218bo48b2o44b
2o2b2o43b2o2b2o35b2o99b2o43b3o99bo6b2o49b2o6b2obo70bo$229b2o81bo56b2o
114b2o8bo29bo8b2o119b2o125bobo7bobo34bo2b2o41b2o129b2o416bo165b2ob2o69b
2o$229bobo79bo52b2o4b2o112bo9b2o38bobo117b2o127b2o7b2o34bo46bobo127bo
2bo38bo4b2o177bo191bo44bo53bo62b2o$229bo86b3o44bobo3bo16bo5b2o100bobo
159bo126bo9bo81bo130b2o39b2o2b2o45bo126b2o3b2o53b2o39bo47b3o92bo3b3o44b
obo61bobo9bo$214b2o102bo46bo19b2o4b2o133b2o518bobo4bo43b2o45b2o78bobo
3bobo52bobo38b2o48bo90b3o3bo47b2o63bo9bobo$215b2o10bo82b3o4bo67bobo5b
o133b2o568bobo43b2o81bo58bo39bobo3bo43bo98bo114b3o4b2o67b2o$65b2o147b
o12b2o83bo213bo51b3o210b2o218b3o131bo184b2o191bo7b2o58bo72bobo$66b2o158b
obo82bo266bo204b2o5b2o177b3o39bo36b3o89b2o188bobo190b2o5bobo7b2o48bo75b
o$65bo46b2o248bo202bo8b2o3bo203bobo6bo176bo42bo35bo90bobo380bobo7bo7b
obo56b2o$111b2o249b2o201b2o6bobo207bo186bo78bo91bo183b2o208b2o3bo58bo
bo75b2o$113bo247bobo200bobo8bo151b3o23bo193b2o17bo357bobo95b3o111b2o61b
o77bobo$729bo8b3o11b2o192bobo16b2o359bo97bo110bo141bo$728bo11bo3bo7bo
bo193bo16bobo455bo$689b2o48bo3b2o$689bobo51bobo204b3o$654b2o33bo262bo
$653bobo295bo$655bo!

Chris857 · Post by **Chris857** » September 2nd, 2023, 12:50 am

The new SKOP140 in 26G.

Code: Select all

x = 258, y = 108, rule = B3/S23
79bo$79bobo$79b2o15$223bo$222bo$222b3o$182bo$166bobo14bo$167b2o5bo6b3o
$167bo4bobo$173b2o4$obo77bo$b2o77bobo110bo$bo78b2o109bobo$192b2o2$78b
obo106bo$78b2o108bo$79bo106b3o2$210bo$210b3o$213bo$212b2o3$247bo3bo$245b
2o3bo$246b2o2b3o$231bo$5bo224bobo$6bo224bo$4b3o9$77b3o$77bo114bo$78bo
112bobo$192bo$171b3o2b2o$173bo3b2o$172bo3bo3$210b2o$210bo$211b3o$213b
o2$4bo230b3o$4b2o229bo$3bobo230bo2$230b2o$2b2o78bo147bobo$bobo77b2o147b
o$3bo77bobo4$249b2o$249bobo4bo$240b3o6bo5b2o$240bo14bobo$241bo$199b3o
$201bo$200bo15$3b2o$2bobo$4bo!

Clock-supported p46 pi hassler in 67G, and stable supports p46 pi hassler in 63G.

Code: Select all

x = 1078, y = 214, rule = B3/S23
2bo$3bo$b3o$53bo$52bo$52b3o$bo769bo$2bo704bo62bo$3o705b2o60b3o$707b2o
4$148bobo805bo$149b2o5bo797b2o$149bo4bobo798b2o$155b2o2$948bo$947bo$947b
3o3$483bo$481b2o$443bo38b2o$444bo$442b3o2$213bobo135bo127bo$213b2o129b
o4b2o128bobo456bo$209bo4bo127b2o6b2o127b2o457bobo$207b2o134b2o593b2o$
182b2o24b2o106bo5b2o112bo5b2o132bo5b2o132bo5b2o172bo5b2o132bo5b2o$182b
o46bo14bo71b3o3bo113b3o3bo120bo12b3o3bo116bo16b3o3bo173b3o3bo33bo99b3o
3bo$184bo42b2o15bobo72bo4bo114bo4bo119bo14bo4bo112bobo19bo4bo44bobo127b
o4bo30bo103bo4bo$183b2o43b2o14b2o72b2o3b2o15bobo95b2o3b2o117b3o13b2o3b
2o113b2o18b2o3b2o44b2o127b2o3b2o30b3o100b2o3b2o$340b2o428bo147bo139bo
$183b2o138b2o16bo101b2o138b2o138b2o178b2o13bobo122b2o13bobo$75bobo105b
obo133b2o2bobo30bobo80b2o2bobo133b2o2bobo133b2o2bobo173b2o2bobo11bobo
119b2o2bobo11bobo$75b2o107b2o133b2o3b2o30b2o81b2o3b2o133b2o3b2o46bo86b
2o3b2o173b2o3b2o13bo119b2o3b2o13bo$76bo280bo274bobo$632b2o429bo$1061b
3o$1060bo$630bobo427b2o$77bo521bo30b2o88bo18bo160bo18bo120bo$77bobo518b
obo30bo87bobo16bobo158bobo16bobo118bobo$77b2o520bobo118bo18bobo158bo18b
obo118bo9b3o$451b2o138b2o7b2o129b2o7b2o169b2o7b2o128bobo$235bo3bo210b
obo137bobo137bobo177bobo137bobo$233b2o3bo211bo139bo139bo179bo$234b2o2b
3o208b2o138b2o138b2o159bobo16b2o31bo121b2o$891b2o48b2o105b2o14b2o$153b
3o2b2o303b2o138b2o138b2o146bo31b2o16bobo104b2o$155bo3b2o302bo139bo139b
o179bo$154bo3bo302bobo137bobo137bobo177bobo137bobo$461b2o129b2o7b2o129b
2o7b2o169b2o7b2o138bobo$3b2o44bo542bobo137bobo18bo158bobo18bo127b3o9b
o$2bobo43b2o512bo30bobo137bobo16bobo158bobo16bobo137bobo$4bo43bobo511b
2o30bo139bo18bo160bo18bo139bo$561bobo488b2o$1053bo$1050b3o$560b2o488b
o$5bo310bo242bobo$5b2o201b2o106b2o30b2o3b2o113b2o3b2o86bo46b2o3b2o133b
2o3b2o159bo13b2o3b2o119bo13b2o3b2o$4bobo201bobo104bobo30bobo2b2o113bo
bo2b2o133bobo2b2o133bobo2b2o159bobo11bobo2b2o119bobo11bobo2b2o$209b2o
121bo16b2o118b2o138b2o138b2o162bobo13b2o122bobo13b2o$332b2o369bo211bo
139bo$148b2o14b2o43b2o120bobo15b2o3b2o113b2o3b2o133b2o3b2o13b3o71b2o44b
2o3b2o18b2o120b3o30b2o3b2o133b2o3b2o$33b2o112bobo15b2o42bo139bo4bo114b
o4bo134bo4bo14bo72bobo44bo4bo19bobo121bo30bo4bo134bo4bo$32bobo114bo14b
o46bo139bo3b3o113bo3b3o133bo3b3o12bo120bo3b3o16bo122bo33bo3b3o133bo3b
3o$34bo149b2o24b2o138b2o5bo112b2o5bo132b2o5bo132b2o5bo172b2o5bo132b2o
5bo$185b2o142b2o563b2o$61bo117bo4bo137b2o6b2o101b2o458bobo$60b2o117b2o
142b2o4bo102bobo460bo$60bobo115bobo141bo111bo2$469b3o$469bo$430b2o38b
o$431b2o$430bo3$884b3o$886bo$885bo2$237b2o$237bobo4bo632b2o$237bo5b2o
633b2o$243bobo631bo4$765b2o$79b3o619b3o60b2o$79bo623bo62bo$80bo621bo$
27b3o$29bo$28bo$78b3o$78bo$79bo27$956bo$954b2o$955b2o3$948bo$947bo$947b
3o10$938bo$938bobo$938b2o$576bo5b2o132bo5b2o172bo5b2o132bo5b2o$576b3o
3bo120bo12b3o3bo173b3o3bo33bo99b3o3bo$579bo4bo119bo14bo4bo12b2o160bo4b
o12b2o16bo103bo4bo12b2o$578b2o3b2o117b3o13b2o3b2o12bo160b2o3b2o12bo17b
3o100b2o3b2o12bo$735bobo177bobo137bobo$583b2o42bo95b2o10b2o166b2o10b2o
126b2o10b2o$579b2o2bobo39b2o92b2o2bobo173b2o2bobo133b2o2bobo$569bo9b2o
3b2o40b2o91b2o3b2o46bo126b2o3b2o133b2o3b2o$570bo201bobo$568b3o201b2o289b
o$1061b3o$1060bo$770bobo287b2o$599bo139bo30b2o128bo18bo120bo$598bobo137b
obo30bo127bobo16bobo118bobo$599bobo137bobo158bo18bobo118bo9b3o$591b2o
7b2o129b2o7b2o169b2o7b2o128bobo$590bobo137bobo177bobo137bobo$590bo139b
o179bo$589b2o138b2o159bobo16b2o31bo121b2o$891b2o48b2o105b2o14b2o$603b
2o138b2o146bo31b2o16bobo104b2o$603bo139bo179bo$601bobo137bobo177bobo137b
obo$592b2o7b2o129b2o7b2o169b2o7b2o138bobo$592bobo137bobo177bobo18bo127b
3o9bo$593bobo106bo30bobo177bobo16bobo137bobo$594bo107b2o30bo179bo18bo
139bo$701bobo348b2o$1053bo$1050b3o$700b2o348bo$699bobo$608b2o3b2o86bo
46b2o3b2o173b2o3b2o133b2o3b2o$608bobo2b2o133bobo2b2o173bobo2b2o133bob
o2b2o$609b2o126b2o10b2o166b2o10b2o126b2o10b2o$736bobo177bobo137bobo$609b
2o3b2o120bo12b2o3b2o13b3o124b3o17bo12b2o3b2o120bo12b2o3b2o$609bo4bo120b
2o12bo4bo14bo128bo16b2o12bo4bo120b2o12bo4bo$611bo3b3o133bo3b3o12bo126b
o33bo3b3o133bo3b3o$610b2o5bo132b2o5bo172b2o5bo132b2o5bo$633b3o258b2o$
633bo259bobo$556b2o76bo260bo$557b2o$556bo8$884b3o$886bo$885bo3$877b2o
$878b2o$877bo!

TYCF · Post by **TYCF** » September 3rd, 2023, 8:48 am

Synthesis of xp276_w8gw259r84z79431y1go4iszx42rik8w12y8oozzzy633y88gw259r84zyi79431y1go4iszyl42rik8w12y8oozzzys33y88gw259r84zyzy179431y1go4iszyzy442rik8w12

Code: Select all

x = 128, y = 96, rule = B3/S23
10$76bo$77b2o$76b2o4$75bo$73bobo$74b2o3bobo4bo$79b2o4bo$80bo4b3o$91bob
o$73bo17b2o$74b2o16bo$73b2o9b2o$66bo16b2o$66b2o17bo$65bobo$71b3o4bo$
60bobo10bo4b2o$61b2o9bo4bobo3b2o$61bo21bobo$64bo18bo$63b2o$63bobo$54bo
$55b2o24b2o$54b2o24b2o$82bo$71bobo$72b2o$53bo18bo$51bobo21bo$52b2o3bob
o4bo9b2o$57b2o4bo10bobo$58bo4b3o$69bobo$51bo17b2o$52b2o16bo$51b2o9b2o$
44bo16b2o$44b2o17bo$43bobo$49b3o4bo$38bobo10bo4b2o$39b2o9bo4bobo3b2o$
39bo21bobo$42bo18bo$41b2o$41bobo$32bo$33b2o24b2o$32b2o24b2o$60bo$49bob
o$50b2o$31bo18bo$29bobo21bo$30b2o3bobo4bo9b2o$35b2o4bo10bobo$36bo4b3o$
47bobo$29bo17b2o$30b2o16bo$29b2o9b2o$22bo16b2o$22b2o17bo$21bobo$27b3o
4bo$29bo4b2o$28bo4bobo3b2o$39bobo$39bo4$37b2o$36b2o$38bo!

confocaloid · Post by **confocaloid** » September 3rd, 2023, 9:09 am

TYCF wrote: ↑
September 3rd, 2023, 8:48 am

That is not considered a valid glider synthesis, because one cannot naturally rewind gliders arbitrarily far back in time.

Also, one-line "chatty" replies are generally discouraged. Instead of posting "thank you", you could use the like button to let someone know that you have read the post.

carsoncheng · Post by **carsoncheng** » September 3rd, 2023, 10:39 am

xp45_4ahhhhhha4zy94a6zx35c53zy166 (29P45) in 9G, down from 10G (currently in queue):

Code: Select all

x = 72, y = 22, rule = B3/S23
46bo7bo$44bobo8b2o$45b2o7b2o2$69bo$68bobo$67bo3bo$8b2o57bo3bo$7b2o58b
o3bo$4bo4bo57bo3bo$2bobo62bo3bo$3b2o62bo3bo$68bobo$53b3o13bo$5b3o47bo
$5bo48bo$6bo$bo62bo$obo60bobo$b2o49b2o10b2o$51bobo$53bo!

May13 · Post by **May13** » September 3rd, 2023, 11:41 am

Loading dock in 12G (using 8G collision from QuFince_stdin, most likely uploaded by carsoncheng), down from 14G:

Code: Select all

x = 126, y = 48, rule = B3/S23
32bobo$32b2o$33bo5$6bobo$7b2o24bo$7bo24bo$32b3o72bo15bo$107bobo13bobo$
107b2o14b2o2$105bo13b2o$104bobo2b2o8b2o$104bobo2b2o$105bo$bo$2bo103bo$
3o103b3o$104b2o3bo$103bo2bobobo$102bobobo2bo$103bo3b2o$104b3o$106bo$
36b3o$36bo70bo$37bo64b2o2bobo$92b2o8b2o2bobo$92b2o13bo2$89b2o13b2o$88b
obo12bobo$90bo14bo2$4b3o$6bo24bo$5bo24b2o$30bobo5$5bo$5b2o$4bobo!

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp3_ggc2d2sgz034b43 costs 14 gliders (true).
#CLL state-numbering golly
x = 86, y = 38, rule = B3/S23
61bo$62bo$60b3o3$64b2o$64b2o3$15bo$4bo8b2o$2bobo9b2o$3b2o$23bo4bo$
22bo4bo$22b3o2b3o35b2o5bo$61bo3b2o4bobo$2bo59bo7bobobo4b2o$3b2o55b
3o7bo3bo3bo2bo$2b2o22b2o37b2o2b2ob2ob2o2b2o$25b2o37bo2bo3bo3bo7b3o
$27bo37b2o4bobobo7bo$72bobo4b2o3bo$3o2b3o65bo5b2o$2bo4bo$bo4bo$25b
2o$14b2o9bobo$15b2o8bo$14bo3$80b2o$80b2o2$83b3o$83bo$84bo!

Edit: Eater 2/beacon hybrid in 9G, down from 16G:

Code: Select all

x = 16, y = 13, rule = B3/S23
6bo$o6bo$b2o2b3o$2o3$9b2obo$9b2ob3o$b3o11bo$3bo5b2ob3o$2bo7bobo$10bobo
$11bo!

Two trans-block on long bookends eating each other (xp3_330fhozy33hu0oo) in 10G:

Code: Select all

x = 57, y = 58, rule = B3/S23
obo$b2o$bo9$41bobo$9bo31b2o$10bo31bo$8b3o$15bobo$16b2o$16bo2$42bo$41bo
$41b3o15$13b3o$15bo$14bo2$40bo$39b2o$39bobo$46b3o$14bo31bo$14b2o31bo$
13bobo9$55bo$54b2o$54bobo!

28P7.2 with eater bridge eater tail (xp7_354cgs26zy1pgzx643032ac) in 14G:

Code: Select all

x = 142, y = 64, rule = B3/S23
62bo$60b2o$61b2o12$45bo$44bo$44b3o$10bobo$11b2o26bo63bo$11bo26bo7bo54b
obo$38b3o3b2o56b2o7bo$45b2o64bo$111bo$15bobo$16b2o$16bo91bo16b2o$107bo
bo9b2o5bo$107bobo9bobob3o$108bo3b2o7bobo$112b2o6bo$120b2o$121bo$121bo$
121b2o$122bo6b2o$119bobo7b2o3bo$117b3obobo9bobo$116bo5b2o9bobo$46bo69b
2o16bo$45b2o$45bobo$131bo$16b2o113bo$17b2o3b3o106bo7b2o$16bo7bo26bo87b
obo$23bo26b2o87bo$50bobo$16b3o$18bo$17bo12$2o$b2o$o!

Chris857 · Post by **Chris857** » September 4th, 2023, 11:30 pm

p120 HF / B hassler in 80G. Edit: accidentally had unices out of phase, should be fixed now.

Code: Select all

x = 1369, y = 136, rule = B3/S23
1368bo$1366b2o$1367b2o3$1360bo$1359bo$1359b3o8$373bo570bo389bo$372bo572b
o387bo$372b3o568b3o387b3o14bo$1350bobo$1350b2o$990bo89bo207bo$990bobo
88b2o203bobo$990b2o88b2o205b2o$373bo572bo385bo$372bo5bo568bo383bo$372b
3o2bo567b3o43bo96bo198bo43b3o$377b3o610bo98bo198bo$940bobo47b3o94b3o196b
3o47bobo$941b2o393b2o$376bo564bo395bo$374b2o$375b2o943bo9bo$1320bobo7b
obo$1320b2o8b2o4$881bo216bo$880bo215bobo$880b3o214b2o$823bo44bo$824b2o
42bobo$823b2o43b2o248b2o168b2o$1118b2o168b2o2$1118bo169bo$1117bobo167b
obo$1117bo2bo2b2o162bo2bo2b2o$1121bob2o166bob2o$1119b2o162bo5b2o$1283b
3o$1286bo$1285b2o2$1243bobo$1244b2o$1244bo3$1094bo$1094b2o$18b2o78b2o
108b2o88b2o118b2o39b2o57b2o39b2o77b2o39b2o147b2o39b2o87b2o39b2o92bobo
12b2o39b2o127b2o39b2o$18b4obo74b4obo104b4obo84b4obo114b4obo31bob4o57b
4obo31bob4o77b4obo31bob4o147b4obo31bob4o87b4obo10b2o8b2o9bob4o107b4ob
o10b2o8b2o9bob4o127b4obo10b2o8b2o9bob4o$18bobo2b3o72bobo2b3o102bobo2b
3o82bobo2b3o112bobo2b3o27b3o2bobo57bobo2b3o27b3o2bobo77bobo2b3o27b3o2b
obo147bobo2b3o27b3o2bobo87bobo2b3o8b2o8b2o7b3o2bobo107bobo2b3o8b2o8b2o
7b3o2bobo127bobo2b3o8b2o8b2o7b3o2bobo2$22b2o78b2o92bo15b2o88b2o118b2o
31b2o65b2o31b2o85b2o31b2o15bo139b2o31b2o95b2o31b2o115b2o31b2o135b2o31b
2o$22bo79bo94b2o13bo89bo119bo33bo65bo33bo85bo33bo13b2o140bo33bo95bo33b
o115bo33bo135bo33bo$196b2o493b2o$90bobo473bobo$91b2o9b2o108b2o88bo119b
o99bo32b2o9b2o74bo32b2o155bo33bo95bo33bo115bo33bo135bo33bo$91bo10b2o108b
2o88b2o118b2o98b2o31b2o10bo74b2o31b2o155b2o31b2o95b2o31b2o115b2o31b2o
135b2o31b2o$198bobo487bobo$199b2o97bobo2b3o112bobo2b3o92bobo2b3o112bo
bo2b3o42b2o138bobo2b3o27b3o2bobo87bobo2b3o7b2o8b2o8b3o2bobo107bobo2b3o
7b2o8b2o8b3o2bobo127bobo2b3o7b2o8b2o8b3o2bobo$199bo98b4obo114b4obo94b
4obo114b4obo45bo138b4obo31bob4o87b4obo9b2o8b2o10bob4o107b4obo9b2o8b2o
10bob4o127b4obo9b2o8b2o10bob4o$195bo21b2o79b2o118b2o98b2o118b2o30b2o21b
o134b2o39b2o87b2o39b2o107b2o39b2o12bobo112b2o39b2o$195b2o19bo2bo449bo
2bo19b2o469b2o$194bobo9b2o9bobo449bobo9b2o9bobo469bo$206b2o10bo451bo10b
2o$213bo461bo$212b2o461b2o677bo$212bobo459bobo676b2o$1353bobo2$100b2o
90b2o363b2o136b2o615b2o$99b2o92b2o363b2o134b2o616bo$101bo90bo364bo138b
o616b3o$1138b2o168b2o5bo$231b3o421b3o476b2obo166b2obo$231bo425bo476b2o
2bo2bo162b2o2bo2bo$41b3o81b2o105bo241b3o55b2o122bo482bobo167bobo$41bo
82b2o348bo58b2o605bo169bo$42bo83bo90b3o255bo56bo136b3o$3o214bo215b3o235b
o467b2o168b2o$2bo215bo216bo234bo158b2o43b2o263b2o168b2o$bo432bo393bob
o42b2o$830bo44bo$816b3o341b2o$818bo341bobo$817bo342bo2$300b2o$299bobo
$301bo965b2o8b2o$1266bobo7bobo$1268bo9bo2$1017bo243bo$1016b2o243b2o$966b
3o47bobo150b3o88bobo47b3o$968bo200bo140bo$967bo43b3o156bo94b3o43bo$1011b
o255bo$1012bo253bo$967b2o208b2o131b2o$966bobo207b2o132bobo$968bo209bo
131bo$1247b2o$1246bobo$1013b3o232bo14b3o$1013bo251bo$1014bo249bo8$1237b
3o$1239bo$1238bo3$1230b2o$1231b2o$1230bo!

2023-09-06:
p120 pre-pulsar hassler in 15G, down from 17G.

Code: Select all

x = 217, y = 91, rule = B3/S23
68bobo$68b2o$69bo5bo$75bobo$75b2o9$3bo$4bo$2b3o$31bo$29bobo180bo$30b2o
178b2o$211b2o$o$b2o$2o7$73bo105b8o$72bo106bob4obo$72b3o104b8o8$199b3o
$199bobo$199b3o$199b3o$199b3o$169b3o27b3o$169bobo27bobo$169b3o27b3o$169b
3o$169b3o$169b3o$169bobo$169b3o8$16b3o165b8o$18bo165bob4obo$17bo166b8o
7$89b2o$88b2o$90bo2$59b2o97b3o$59bobo98bo53b2o$59bo99bo54bobo$86b3o125b
o$86bo$87bo9$14b2o$13bobo$15bo5bo$21b2o$20bobo!

Should reduce p26 pre-pulsar shuttle another 4G to 230G.

Code: Select all

x = 461, y = 87, rule = B3/S23
392bo$393b2o$392b2o2$144bo281bo$145b2o278bo$144b2o279b3o$176bobo88bo$
176b2o90bo$177bo88b3o122bo$392b2o$391b2o5$21bo$22b2o425bobo$21b2o426b
2o7bobo$43bo246bo159bo7b2o$41b2o248bo167bo$42b2o245b3o$121bo199bo$122b
2o197bobo$121b2o198b2o2$288b3o123b3ob3o$3bobo$4b2o$4bo157b2o128b2o128b
2o$161bo2bo29bobo94bo2bo126bo2bo$162b2o30b2o96b2o128b2o$195bo$380bo$23b
3o3b3o121b3o3b3o121b3o3b3o86bobo32b3o3b3o$379b2o$144bo129bo129bo$52bo
bo88bobo127bobo127bobo$24b2o3b2o21b2o89bobo8b2o3b2o112bobo8b2o3b2o112b
obo8b2o3b2o$18bo5b2o3b2o5bo16bo90bo3bo5b2o3b2o5bo97b2o8bo3bo5b2o3b2o5b
o107bo3bo5b2o3b2o5bo$18bo3b2o7b2o3bo111bo3b2o7b2o3bo96bobo4bo7bo3b2o7b
2o3bo103bo7bo3b2o7b2o3bo7bo$18bo3b2o7b2o3bo111bo3b2o7b2o3bo98bo4bo7bo
3b2o7b2o3bo103bo7bo3b2o7b2o3bo7bo$270bo129bo33bo2$304bo95bo33bo$18bo3b
2o7b2o3bo111bo3b2o7b2o3bo111bo3b2o7b2o3bo7bo4bo90bo7bo3b2o7b2o3bo7bo$
18bo3b2o7b2o3bo111bo3b2o7b2o3bo111bo3b2o7b2o3bo7bo4bobo88bo7bo3b2o7b2o
3bo7bo$bo16bo5b2o3b2o5bo111bo5b2o3b2o5bo3bo107bo5b2o3b2o5bo3bo8b2o97b
o5b2o3b2o5bo3bo$b2o21b2o3b2o123b2o3b2o8bobo112b2o3b2o8bobo112b2o3b2o8b
obo$obo166bobo127bobo127bobo$170bo129bo129bo$454b2o$23b3o3b3o121b3o3b
3o121b3o3b3o121b3o3b3o32bobo$454bo$119bo$119b2o30b2o128b2o128b2o$118b
obo29bo2bo126bo2bo126bo2bo$50bo100b2o128b2o128b2o$49b2o$49bobo$284b3o
127b3ob3o2$192b2o58b2o$191b2o58bobo$193bo59bo$11b2o270b3o$12b2o269bo91b
o$11bo272bo90b2o7bo$32b2o340bobo7b2o$31b2o350bobo$33bo5$442b2o$441b2o
$137bo168b3o134bo$137b2o167bo$136bobo168bo$169b2o236b3o$168b2o239bo$170b
o237bo2$441b2o$440b2o$442bo!

Edit: should be even another 4G off the p26 for 226G.

Code: Select all

x = 89, y = 89, rule = B3/S23
20bobo$21b2o$21bo48bo$70bobo$70b2o10$51bo$51bobo$3bo47b2o$4bo$2b3o2$88b
o$86b2o$87b2o13$15bo24b3o3b3o$16bo$14b3o2$41b2o3b2o$35bo5b2o3b2o5bo$35b
o3b2o7b2o3bo$35bo3b2o7b2o3bo4$35bo3b2o7b2o3bo$35bo3b2o7b2o3bo$35bo5b2o
3b2o5bo$41b2o3b2o2$72b3o$72bo$40b3o3b3o24bo13$2o$b2o$o2$84b3o$84bo$36b
2o47bo$35bobo$37bo10$17b2o$16bobo$18bo48bo$66b2o$66bobo!

2023-09-07:
Two different synths of 70P26, one in 31G, the other in 27G, both down from the current 35G.

Code: Select all

x = 252, y = 175, rule = B3/S23
191bo$192bo$190b3o2$188bo$189bo$187b3o$3bobo$4b2o$4bo2$251bo$245bo3b2o
$32bo79bo78bo30bo22bobo2b2o$32b3o77b3o74bobo30b3o20b2o$35bo79bo74b2o33b
o$34b2o78b2o108b2o2$29b2o6b2o70b2o6b2o100b2o6b2o$29bobo4bobo70bobo4bo
bo100bobo4bobo$31bo4b2o73bo4b2o103bo4b2o$31b3o77b3o107b3o$34bo57bo21b
o109bo$33b2o55bobo20b2o108b2o$91b2o2$107bo109bo$106bobo107bobo$105bo2b
o106bo2bo$106b2o108b2o$212b2o$212bo$210bobo$210b2o8$33b2o78b2o108b2o$
5bo28bo79bo109bo$5b2o24b3o77b3o107b3o$4bobo24bo4b2o57b2o14bo4b2o103bo
4b2o$29bobo4bobo57b2o11bobo4bobo100bobo4bobo$29b2o6b2o56bo13b2o6b2o100b
2o6b2o$3o82bo$2bo31b2o49b2o27b2o108b2o$bo33bo48bobo28bo109bo$32b3o77b
3o107b3o$32bo79bo109bo3$200b3o$202bo$201bo5$191b2o$190bobo$192bo66$90b
o$91bo$89b3o$94bobo$32bo54bo7b2o15bo$32b3o53bo6bo16b3o$35bo50b3o26bo$
19bo14b2o78b2o$20b2o$19b2o8b2o6b2o70b2o6b2o$29bobo4bobo70bobo4bobo$23b
o7bo4b2o9bo63bo4b2o$24bo6b3o13bobo61b3o$22b3o9bo12b2o65bo$33b2o78b2o5$
112b2o$112b2o3$117b3o9$33b2o68bo9b2o$34bo68b2o9bo$31b3o68bobo6b3o$31b
o4b2o73bo4b2o$29bobo4bobo70bobo4bobo$29b2o6b2o70b2o6b2o2$34b2o78b2o$35b
o79bo$32b3o60bo16b3o$32bo62b2o15bo$90b2o2bobo$89bobo$91bo!

A p28 pre-pulsar shuttle in 66G, using a similar activation technique as for the p26 shuttle.

Code: Select all

x = 1401, y = 541, rule = B3/S23
1125bo$1123bobo$1124b2o3$1135bo$1122bo13bo$1123b2o9b3o$1122b2o3$1139b
o$1137bobo$1138b2o4$1145bo$1146bo$1144b3o$1150bo$1148bobo$1149b2o95$1316b
o$1315bo$1315b3o11$1264bo$1263bo$1263b3o32$1188bobo$1188b2o$1189bo3$975b
o$976bo176bobo$974b3o176b2o$1154bo38$969bo$970bo136bobo$968b3o136b2o$
1108bo14$947bo$948bo106bobo$946b3o106b2o$1056bo11$563bo88bo$562bo89bo
bo$559bo2b3o87b2o$534bo22b2o$532bobo23b2o361bobo56bo$bo432bo98b2o387b
2o56bobo$2bo432bo486bo57b2o$3o430b3o$32bo432bo$32bobo430bobo$32b2o431b
2o$363bobo$363b2o$98bobo171bo91bo$98b2o170b2o$99bo171b2o486bo$759bobo
$759b2o3$625bo109bo659bo$624bobo107bobo657bobo$169bo79bo89bo99bo99bo79b
o5bo103bo5bo3b2o648bo5bo3b2o$8b2o68b2o78b2o8bobo10bobo54b2o8bobo77b2o
8bobo87b2o8bobo87b2o8bobo67b2o8bobo97b2o8bobo8b2o637b2o8bobo8b2o$8bo69b
o79bo9bobo10b2o55bo9bobo77bo9bobo87bo9bobo87bo9bobo67bo9bobo97bo9bobo
647bo9bobo$6bobo67bobo77bobo10bo12bo53bobo10bo76bobo10bo86bobo10bo3bo
82bobo10bo3bo62bobo10bo3bo92bobo10bo3bo642bobo10bo3bo$6b2o68b2o7bo70b
2o7bo70b2o7bo80b2o7bo90b2o7bo7bo82b2o7bo7bo4bo57b2o7bo7bo4bo87b2o7bo7b
o4bo637b2o7bo7bo4bo$85bo79bo79bo89bo99bo7bo91bo7bo4bo66bo7bo4bo96bo7b
o4bo173bo472bo7bo4bo$85bo79bo79bo89bo99bo99bo12bo66bo12bo96bo12bo172b
o473bo12bo$911b3o$85bo79bo79bo89bo99bo99bo12bo66bo12bo96bo12bo646bo12b
o$85bo79bo79bo89bo7bo91bo7bo91bo7bo4bo66bo7bo4bo96bo7bo4bo646bo7bo4bo
$6b2o68b2o7bo70b2o7bo70b2o7bo80b2o7bo7bo82b2o7bo7bo82b2o7bo7bo4bo57b2o
7bo7bo4bo87b2o7bo7bo4bo637b2o7bo7bo4bo$6bobo67bobo23bo53bobo77bobo10b
o76bobo10bo3bo82bobo10bo3bo82bobo10bo3bo62bobo10bo3bo92bobo10bo3bo642b
obo10bo3bo$8bo69bo22b2o55bo79bo9bobo77bo9bobo87bo9bobo87bo9bobo67bo9b
obo97bo9bobo647bo9bobo$8b2o68b2o21bobo54b2o78b2o8bobo77b2o8bobo87b2o8b
obo87b2o8bobo67b2o8bobo97b2o8bobo647b2o8bobo8b2o$249bo89bo99bo99bo79b
o5bo103bo5bo653bo5bo3b2o$624bobo107bobo657bobo$625bo109bo659bo3$649b2o
$649bobo$179bo181b2o286bo$178b2o180b2o$178bobo93bo87bo$273b2o$273bobo
638bo$32b2o431b2o427b3o16b2o$32bobo430bobo428bo16bobo$32bo432bo429bo$
3o430b3o$2bo432bo$bo432bo98b2o$532bobo23b2o$534bo22b2o$559bo2b3o197b2o
$562bo199bobo$563bo198bo5$979bo$978b2o$978bobo32$1053b3o$1053bo$1054b
o10$1151b3o$1105b3o43bo$1105bo46bo$1106bo10$992bo197b2o$992b2o196bobo
$991bobo196bo15$1266bo$1016b3o246b2o$1018bo246bobo$1017bo14$1318bo$1038b
3o276b2o$1040bo276bobo$1039bo118$1149b2o$1148bobo$1150bo$1144b3o$1146b
o$1145bo4$1138b2o$1137bobo$1139bo3$1122b2o$1123b2o9b3o$1122bo13bo$1135b
o3$1124b2o$1123bobo$1125bo!

Anivec · Post by **Anivec** » September 7th, 2023, 7:01 am

xp3_co9nac0can9oczwhhg505ghh in 10G based on a 10G_D2_+1_stdin result by onepoint618:

Code: Select all

x = 64, y = 62, rule = B3/S23
obo$b2o$bo7$63bo$61b2o$62b2o12$18bobo$19b2o$19bo3$22bo$20bobo17bo$21b
2o10bo5bo$31b2o6b3o$32b2o20$32b2o$31b2o6b3o$21b2o10bo5bo$20bobo17bo$
22bo3$19bo$19b2o$18bobo!

carsoncheng · Post by **carsoncheng** » September 7th, 2023, 11:17 pm

MathAndCode wrote: ↑

August 15th, 2023, 8:11 pm

even without a universal constructor, it costs at most 23 gliders.

Code: Select all

x = 616, y = 65, rule = B3/S23
418bobo$418b2o$419bo10$500bo$498bobo$499b2o$o97bobo$b2o87bo8b2o$2o86b
obo8bo$89b2o412b2o$502bo2bo$502bo2bo$503b2o8bobo$513b2o$24bo489bo$24b
obo280bo$24b2o279b2o$306b2o2$202bo9bo84bo305bo9bo$obo197bobo9bobo83b2o
303b3o7bobo$b2o198b2o9b2o83b2o307bo6b2o$bo603b2o2$10bo294b2ob2o98b2o7b
3o88b2o98b2o$10bobo292b2ob2o96bo2bo7bo88bo2bo96bo2bo$10b2o394b3o9bo87b
3o97b3o$110b2o$13b3o90b2obobo94b2obobo94b2obobo94b2obobo94b2obobo94b2o
bobo$4bo8bo91bobob2o94bobob2obo92bobob2obo92bobob2obo92bobob2obo92bob
ob2obo$4b2o8bo88b3obo95b3obo4bo90b3obo4bo90b3obo4bo90b3obo4bo90b3obo4b
o$3bobo96bo4bo94bo4bo4b2o88bo4bo4b2o88bo4bo4b2o88bo4bo4b2o88bo4bo4b2o
$94b2o6b2o3b2o93b2o3b2o93b2o3b2o93b2o3b2o93b2o3b2o93b2o3b2o$95b2o$94b
o4$30bo$29b2o$29bobo5$132b2o$131b2o$133bo2$95b3o$97bo36b2o$96bo36b2o$
135bo$100b2o$99bobo$101bo!

(It was obvious that I was joking around, right?)

And even without a universal constructor, it costs at most 21 gliders (assuming 13G xs17_0g8hv04acz23, using another final step by me using barrister and reduced with QuFince; in queue as of the time of writing) (EDIT: further reduced to 17G via a 9G synth of the base still life -- see the post two posts below):

Code: Select all

x = 73, y = 40, rule = B3/S23
15bo$15bobo$15b2o3$7bo$5bobo3bobo$6b2o3b2o$12bo$obo$b2o$bo49bo$52b2o$
51b2o2$58bo$59bo12bo$57b3o10b3o$69bo$69b2o3$58bo$8b2o48b2o8b2o$5bo2bo
48bobo5bo2bo$4bobobo55bobobo$4b2o2bobo53b2o2bobo$8b2obo56b2obo$11bo59b
o$11b2o58b2o8$48b3o$50bo$49bo!

Chris857 · Post by **Chris857** » September 7th, 2023, 11:57 pm

Should be minus 4G for a p45 HF hassler, down from 87G to 83G.

Code: Select all

x = 97, y = 96, rule = B3/S23
12bo$10bobo$11b2o$96bo$4bo89b2o$5bo89b2o$3b3o24$25bo$26bo$24b3o50bobo
$77b2o$78bo6$36bo$34bobo$35b2o4$40bo$41bo$39b3o19$75b2o$76bo$76bob2o$
74b3o2bo$73bo3b2o$73b4o$76bo$73b2obob2o$72bobobo2bo$72b2o3b2o3$23b3o$
25bo$24bo2$44bo$44b2o$43bobo8$3o$2bo$bo!

Should be minus 4G for a p20 HF hassler, from 46G to 42G.

Code: Select all

x = 400, y = 74, rule = B3/S23
334bobo$335b2o$335bo$399bo$397b2o$398b2o3$396bo$394b2o$395b2o3$113bob
o$114b2o$114bo$267bo$265b2o$209bo56b2o$210bo$208b3o4$141b2o108b2o118b
2o$141bo109bo119bo$139bobo107bobo117bobo$139b2o108b2o118b2o$11bo109bo
109bo119bo$11b3o107b3o107b3o117b3o$14bo109bo109bo119bo$13b2o108b2o108b
2o118b2o11$253b2o118b2o$253bo119bo$254b3o117b3o$256bo119bo$357b2o$356b
obo$356bo$355b2o4$57b3o$57bo$2o56bo$b2o$o6$331b2o$332b2o$331bo3$328b2o
$329b2o$116b2o210bo$115bobo274bo$117bo273b2o$391bobo!

A p40 two-glider octomino hassler in 19G.

Code: Select all

x = 147, y = 68, rule = B3/S23
141bobo$141b2o$142bo8$144bo$144bobo$131bo12b2o$131bobo$131b2o2$134bo$
134bobo$134b2o4$27b2o2bo75b2o2bo$23b2o2b2o3bo70b2o2b2o3bo$23b2o7bo70b
2o7bo$28b4o76b4o2$104bo$104b3o$107bo$106b2o13$b2o29bo$obo28b2o$2bo28b
obo105b2o$139bobo$139bo2$34b2o$33b2o$b2o32bo105b2o$2b2o137bobo$bo92b2o
45bo$93bobo$95bo4$129b2o$91b2o35b2o$92b2o36bo$91bo3$127b2o$127bobo$127b
o!

GUYTU6J · Post by **GUYTU6J** » September 8th, 2023, 12:17 am

carsoncheng wrote: ↑
September 7th, 2023, 11:17 pm
assuming 13G xs17_0g8hv04acz23

Two-directional 9G based on a C1 soup and popseq results

Code: Select all

x = 47, y = 30, rule = B3/S23
35b3o$35bo$31b2o3bo$30bobo$32bo$25b2o17b3o$24bobo17bo$26bo18bo10$12bo
15b2o$2b2o8b2o14bobo$3b2o6bobo14bo$2bo31bo$33b2o$33bobo5$2o$b2o$o!

Unrelatedly, the cis-buns up on heart (xp5_ggmll2wgz36asgv0743) in 11G based on a C4_4 soup

Code: Select all

x = 28, y = 30, rule = B3/S23
19bo$5bo12bo$6bo11b3o$4b3o2$8bo$9b2o$8b2o4$o20b2o$b2o17bo2bo$2o19b2o2$
26bo$25bobo$25bobo$26bo2$17b2o$16b2o$18bo$11b2o$10bobo$12bo$16bo$3bo
11b2o$3b2o10bobo$2bobo!

EDIT: note that this is a synthesis component that can transfer to loaves and mangoes, but a "three-quarter honey farm → xp5_ggmll2wgw2llmggz36asgv07870vgsa63" conversion is not possible due to the boat inserter having low clearance.
EDIT2: nope, that is possible

Code: Select all

x = 116, y = 29, rule = B3/S23
12bobo83bobo$13b2o11bobo55bobo11b2o$13bo12b2o57b2o12bo$27bo57bo$23bo
65bo$22bo67bo$22b3o63b3o4$b2o7b2o19bo49bo19b2o7b2o$o2bo5bo2bo17bo51bo
17bo2bo5bo2bo$b2o7b2o18b3o47b3o18b2o7b3o2$6bo99bo3b5o$5bobo97bobobobo
3bo$5bobo97bobob2o2bobo$6bo99b2obo3bo$109bob2o$14b3o79b3o10bo$16bo79bo
13b2o$15bo81bo$20b2o69b2o$19b2o71b2o$21bo69bo$16b2o77b2o$15bobo10b2o
53b2o10bobo$17bo10bobo51bobo10bo$28bo55bo!

In retrospect what is impossible is completing the last quadrant in xp5_oca71v0s2s0v17acoz19lll8w1w8lld11zeqai2s0siczw1323:

Code: Select all

x = 224, y = 44, rule = B3/S23
207bo$205bobo$206b2o14bo$221bo$196bo24b3o$197b2o$196b2o2$201bo$199bobo
$200b2o$217bobo$217b2o$218bo2$12bobo83bobo119b3o$13b2o11bobo55bobo11b
2o114b2o4bo$13bo12b2o57b2o12bo114bobo4bo$27bo57bo109b2o17bo$23bo65bo
106b2o$6bo15bo67bo15bo88bo10bo$5bobo14b3o63b3o14bobo97bobo$5bobo97bobo
97bobo$6bo99bo99bo2$b2o7b2o19bo49bo19b2o7b2o89b2o7b2o$o2bo5bo2bo17bo
51bo17bo2bo5bo2bo87bo2bo5bo2bo$b2o7b2o18b3o47b3o18b2o7b3o87b3o7b3o2$6b
o99bo3b5o83b5o3bo3b5o$5bobo97bobobobo3bo81bo3bobobobobobo3bo$5bobo97bo
bob2o2bobo81bobo2b2obobob2o2bobo$6bo99b2obo3bo85bo3bobobobo3bo$109bob
2o87b2obo2bo2bob2o$14b3o79b3o10bo93bo5bo$16bo79bo13b2o89b2o7b2o$15bo
81bo$20b2o69b2o$19b2o71b2o$21bo69bo$16b2o77b2o$15bobo10b2o53b2o10bobo$
17bo10bobo51bobo10bo$28bo55bo!

Chris857 · Post by **Chris857** » September 8th, 2023, 1:13 am

A p60 R-pentomino hassler in 40G.

Code: Select all

x = 619, y = 83, rule = B3/S23
618bo$357bo258b2o$358bo258b2o$356b3o3$354bo$355b2o$354b2o262bo$616b2o
$373bobo241b2o$292bo80b2o$290b2o82bo116bobo$291b2o198b2o$492bo3$608bo
bo$190bo417b2o$140bobo46bo419bo$140b2o47b3o270b3o117b3o$141bo320b3o117b
3o$463bo119bo$463bo119bo16bo$88bo175bo89bo99bo8bo110bo8bo15bo$86bobo104b
o70bo89bo99bo7bobo109bo7bobo14b3o$87b2o102b2o70b3o87b3o97b3o117b3o15b
o$192b2o397bo$462bobo117bobo6bo$263b3o87b3o7bo89b3o7bo109b3o7bo$264bo
89bo8bo90bo8bo110bo8bo$264bo89bo8bo90bo8bo110bo8bo$22bobo239bo89bo99b
o7b3o89bo19bo7b3o$16bo5b2o240bo89bo99bo7b3o90b2o17bo7b3o$16bobo4bo239b
3o87b3o97b3o98b2o17b3o$16b2o157b2o$174bobo259bo$2b2o108b2o62bo15b2o57b
obo9b3o6b2o79b3o6b2o73b2o14b3o6b2o109b3o6b2o$3bo109bo79bo7b2o49b2o10b
o8bo7b2o71bo8bo7b2o63b2o16bo8bo7b2o101bo8bo7b2o$3o107b3o77b3o9bo49bo11b
o5b3o9bo71bo5b3o9bo81bo5b3o9bo101bo5b3o9bo$o109bo79bo8b3o68bo8b3o78bo
8b3o88bo8b3o108bo8b3o$187bo11bo67bo11bo77bo11bo87bo11bo107bo11bo$116b
o68b3o8bo68b3o8bo78b3o8bo88b3o8bo108b3o8bo$114b3o67bo9b3o67bo9b3o5bo11b
o59bo9b3o5bo81bo9b3o5bo101bo9b3o5bo$113bo70b2o7bo70b2o7bo8bo10b2o59b2o
7bo8bo81b2o7bo8bo16b2o83b2o7bo8bo$113b2o78b2o15bo62b2o6b3o9bobo67b2o6b
3o89b2o6b3o14b2o93b2o6b3o$210bobo277bo$210b2o$281b3o87b3o97b3o117b3o17b
2o$282bo89bo89b3o7bo109b3o7bo17b2o$282bo89bo89b3o7bo109b3o7bo19bo$282b
o80bo8bo90bo8bo110bo8bo$282bo80bo8bo90bo8bo110bo8bo$13b2o2b3o261b3o79b
o7b3o89bo7b3o109bo7b3o$12b2o3bo444bobo110bo6bobo$14bo3bo174b2o380bo$138b
2o54b2o85b3o87b3o97b3o101bo15b3o$138bobo52bo88bo89bo89bobo7bo92b3o14b
obo7bo$138bo143bo89bo90bo8bo94bo15bo8bo$463bo102bo16bo$463bo119bo$85b
o376b3o117b3o$85b2o108b3o264b3o117b3o$84bobo110bo359bo$196bo360b2o$556b
obo3$434bo$254b2o178b2o$255b2o95bo80bobo$254bo97b2o$351bobo194b2o$549b
2o$371b2o175bo$370b2o$372bo3$368b3o$368bo179b2o$369bo179b2o$548bo!

KtT · Post by **KtT** » September 8th, 2023, 6:23 am

Glider pusher in 8G:

Code: Select all

x = 115, y = 28, rule = B3/S23
3bo$4b2o33bo62bo$3b2o32b3o60b3o$36bo62bo$36b2o61b2o$b2o$obo$2bo2$94bo
$86bobo3bobo$47bo39b2o4b2o$47bobo37bo9bo$47b2o6bo39b2o$53b2o41b2o$54b
2o3$101bo2bo4bo2bo$99b3o2b6o2b3o$101bo2bo4bo2bo5$40bo$40b2o$39bobo!

confocaloid · Post by **confocaloid** » September 12th, 2023, 5:48 pm

Alternate last step for xp184_y0gy632acz8ow1156z0123zyr62sgzye65134w16zync4ozyj6a8ow11 (I think this also adds to 18 gliders):

Code: Select all

x = 46, y = 39, rule = B3/S23
30bo$28b3o$27bo$27b2o$41bo$39b3o$18bo19bo$19bo18b2o$17b3o24b2o$44bo$
42bobo$42b2o5$13b2o$12bobo$12bo$11b2o8$17b2o$16bobo$16bo$15b2o$21b2o
13b2o$22bo13bobo$19b3o14bo$19bo2$b2o$obo$2bo!

Current Catagolue synthesis:

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp184_y0gy632acz8ow1156z0123zyr62sgzye65134w16zync4ozyj6a8ow11 costs 18 gliders (true).
#CLL state-numbering golly
x = 195, y = 41, rule = B3/S23
171bo$172b2o$171b2o4$57bobo115bo$58b2o115bobo$58bo116b2o$122bo67bo
$120b3o47bo17b3o$59bo59bo51b2o14bo$58bo60b2o49b2o15b2o$58b3o122bo
9b2o$184bo8bo$182b3o6bobo$56bobo132b2o$57b2o38bo24bo56bo$57bo38bo
25bobo3b2o50b2o$96b3o19b2o2b2o3b2o50b2o$91bobo23b2o10bo$92b2o25bo
42b2o$92bo68bobo17b2o$161bo19bobo$160b2o19bo4$6bo$5bo$5b3o$obo$b2o
37b2o56b2o66b2o$bo37bobo5bo49bobo65bobo$39bo7bobo47bo67bo$38b2o7b
2o47b2o66b2o$102b2o66b2o$103bo67bo$45b2o53b3o65b3o$44b2o54bo67bo$
46bo!

Chris857 · Post by **Chris857** » September 15th, 2023, 1:23 am

Minus 2G from 43P54, down to 18G.

Code: Select all

x = 43, y = 48, rule = B3/S23
5bo$5b3o26bo$8bo6bo18bobo$7b2o4bo2bo17b2o$13bo2bo$14bo3$8b2o$b2o4bo2b
o$b2o5b2o7$2b2o$bobo$bo$2o2$7b2o$8bo$5b3o$5bo16b3o$22bo$23bo9$41b2o$40b
2o$42bo2$36b2o$36bobo$36bo3$39b2o$38b2o$40bo!

2023-09-16:
p47 HF hassler in 167G.

Code: Select all

x = 3267, y = 143, rule = B3/S23
2900bo$2900bobo$2900b2o12$2877bo$2877bobo$2849bo27b2o$2850bo$2848b3o3$
2881bo$2880bo$2880b3o3$1801bo909bo$1770bo28b2o879bo28b2o530bo$1771b2o
27b2o879b2o27b2o529bobo$1770b2o823bo84b2o559b2o$130bo1647bo10bo803b2o
93bo10bo$131bo1644bobo8b2o805b2o90bobo8b2o182bo$129b3o471bo1173b2o9b2o
897b2o9b2o155bo23b2o$181bo422b2o2247bobo24b2o$180bo422b2o2249b2o$180b
3o2881bo$3062bobo19bobo117bobo$3063b2o19b2o119b2o$2370bobo712bo119bo$
184bo2186b2o$184bobo177bo2006bo869bo$184b2o177bo179bo2258bo437bo$363b
3o176bo2260bo436b3o$542b3o2256b3o$187bo3038b2o$186bo3038bo2bo$186b3o3036b
o2bo$7bo31bo2885bo300b2o$8b2o27b2o422bo2463bobo$7b2o29b2o419b2o2464b2o
$460b2o2717bo$44bo3135bo12bo$44bobo1897bobo226bo343bobo390bo267b3o10b
obo$44b2o1899b2o227bo343b2o389bo282b2o63bo$6b2o128b2o88b2o88b2o98b2o88b
2o98b2o88b2o98b2o88b2o118b2o88b2o88b2o78b2o78b2o98b2o118b2o118b2o88b2o
98b2o67bo30b2o98b2o94b3o21b2o98b2o108b2o110bo37b2o128b2o178b2o41b3o154b
2o148b2o37b2o$5bobo127bobo87bobo87bobo97bobo87bobo97bobo87bobo97bobo87b
obo117bobo87bobo87bobo77bobo77bobo97bobo117bobo117bobo87bobo97bobo97b
obo97bobo82bo34bobo97bobo107bobo147bobo127bobo177bobo197bobo147bobo38b
2o$b2o2bo125b2o2bo85b2o2bo85b2o2bo95b2o2bo85b2o2bo95b2o2bo25b2o58b2o2b
o95b2o2bo85b2o2bo115b2o2bo85b2o2bo85b2o2bo75b2o2bo75b2o2bo95b2o2bo115b
2o2bo115b2o2bo85b2o2bo95b2o2bo95b2o2bo95b2o2bo82bobo30b2o2bo95b2o2bo105b
2o2bo145b2o2bo125b2o2bo175b2o2bo195b2o2bo145b2o2bo$bobob2o124bobob2o84b
obob2o84bobob2o94bobob2o84bobob2o94bobob2o23bo2bo57bobob2o94bobob2o84b
obob2o114bobob2o84bobob2o84bobob2o74bobob2o74bobob2o94bobob2o114bobob
2o114bobob2o84bobob2o94bobob2o94bobob2o94bobob2o82b2o30bobob2o94bobob
2o104bobob2o144bobob2o124bobob2o174bobob2o170bo23bobob2o144bobob2o$3b
o3bo125bo3bo85bo3bo85bo3bo95bo3bo85bo3bo95bo3bo22bo2bo59bo3bo95bo3bo85b
o3bo43bo71bo3bo85bo3bo85bo3bo75bo3bo75bo3bo95bo3bo97bo17bo3bo115bo3bo
85bo3bo95bo3bo95bo3bo95bo3bo115bo3bo95bo3bo105bo3bo145bo3bo125bo3bo175b
o3bo170b2o23bo3bo145bo3bo$3b4o126b4o14b2o70b4o14b2o3b2o65b4o14b2o3b2o
75b4o14b2o3b2o65b4o14b2o3b2o75b4o14b2o3b2o3b2o60b4o14b2o80b4o14b2o70b
4o14b2o28bobo69b4o14b2o70b4o14b2o70b4o14b2o60b4o14b2o60b4o14b2o80b4o14b
2o83bo16b4o14b2o100b4o14b2o70b4o14b2o80b4o14b2o80b4o14b2o80b4o14b2o100b
4o14b2o80b4o14b2o90b4o14b2o130b4o14b2o110b4o14b2o160b4o14b2o154b2o24b
4o14b2o130b4o14b2o$b2o128b2o18bobo67b2o18bobo2b2o63b2o18bobo2b2o73b2o
18bobo2bobo62b2o18bobo2bobo72b2o18bobo2bobo62b2o18bobo2b2o73b2o18bobo
2b2o63b2o18bobo2b2o23b2o68b2o18bobo2b2o63b2o18bobo2b2o63b2o18bobo2b2o
53b2o18bobo2b2o53b2o18bobo2b2o73b2o18bobo2b2o76b3o14b2o18bobo2b2o93b2o
18bobo2b2o63b2o18bobo2b2o73b2o18bobo2b2o73b2o18bobo2b2o73b2o18bobo2b2o
93b2o18bobo2b2o58bo14b2o18bobo2b2o83b2o18bobo2b2o123b2o18bobo2b2o103b
2o18bobo2b2o153b2o18bobo2b2o173b2o18bobo2b2o123b2o18bobo2b2o$o2b2o125b
o2b2o18bo66bo2b2o18bo66bo2b2o18bo76bo2b2o18bo4bo61bo2b2o18bo4bo71bo2b
2o18bo4bo61bo2b2o18bo3bo72bo2b2o18bo3bo62bo2b2o18bo3bo92bo2b2o18bo3bo
62bo2b2o18bo3bo62bo2b2o18bo3bo52bo2b2o18bo3bo52bo2b2o18bo3bo72bo2b2o18b
o3bo92bo2b2o18bo3bo92bo2b2o18bo3bo62bo2b2o18bo3bo72bo2b2o18bo3bo72bo2b
2o18bo3bo72bo2b2o18bo3bo92bo2b2o18bo3bo59bo12bo2b2o18bo3bo82bo2b2o18b
o3bo122bo2b2o18bo3bo102bo2b2o18bo3bo116bo35bo2b2o18bo3bo172bo2b2o18bo
3bo19bo102bo2b2o18bo3bo$2obo126b2obo15b4ob2o64b2obo15b4ob4o62b2obo15b
4ob4o72b2obo15b4ob4o62b2obo15b4ob4o72b2obo15b4ob4o62b2obo15b4ob3o73b2o
bo15b4ob3o63b2obo15b4ob3o93b2obo15b4ob3o63b2obo15b4ob3o63b2obo15b4ob3o
53b2obo15b4ob3o53b2obo15b4ob3o22bobo48b2obo15b4ob3o93b2obo15b4ob3o93b
2obo15b4ob3o63b2obo15b4ob3o53bo10bo8b2obo15b4ob3o73b2obo15b4ob3o73b2o
bo15b4ob3o59bobo31b2obo15b4ob3o58b3o12b2obo15b4ob3o83b2obo15b4ob3o123b
2obo15b4ob3o103b2obo15b4ob3o115bobo7bobo25b2obo15b4ob3o173b2obo15b4ob
3o19bo103b2obo15b4ob3o$3bo129bo15bo2bobobo66bo15bo2bobo2bo65bo15bo2bo
bo3bo74bo15bo2bobo68bo15bo2bobo78bo15bo2bobo68bo15bo2bobo78bo15bo2bob
o68bo15bo2bobo98bo15bo2bobo68bo15bo2bobo68bo15bo2bobo58bo15bo2bobo58b
o15bo2bobo24b2o52bo15bo2bobo98bo15bo2bobo85bo12bo15bo2bobo68bo15bo2bo
bo56bo7bobo11bo15bo2bobo78bo15bo2bobo78bo15bo2bobo62b2o34bo15bo2bobo78b
o15bo2bobo88bo15bo2bobo128bo15bo2bobo108bo15bo2bobo118b2o8b2o28bo15bo
2bobo178bo15bo2bobo21b3o104bo15bo2bobo$3b2o128b2o20b2o66b2o20b2o66b2o
17bobobobo74b2o17bobob2o65b2o17bobob2o75b2o17bobob2o65b2o17bobob3o74b
2o17bobob3o64b2o17bobob3o94b2o17bobob3o64b2o17bobob3o64b2o17bobob3o54b
2o17bobob3o54b2o17bobob3o21bo52b2o17bobob3o94b2o17bobob3o82bo11b2o17b
obob3o64b2o17bobob3o50b3o8b2o11b2o17bobob3o74b2o17bobob3o74b2o17bobob
3o58bo35b2o17bobob3o52bo21b2o17bobob3o84b2o17bobob3o92bobo29b2o19bob3o
104b2o19bob3o107bo16bo29b2o19bob3o174b2o7b2o10bob3o124b2o7b2o10bob3o$
333b2ob2o95b2obobo84b2obobo94b2obobo84b2obo2bo93b2obo2bo83b2obo2bo75b
o37b2obo2bo83b2obo2bo83b2obo2bo73b2obo2bo73b2obo2bo93b2obo2bo113b2obo
2bo79b3o31b2obo2bo83b2obo2bo93b2obo2bo93b2obo2bo93b2obo2bo113b2obo2bo
49bobo41b2obo2bo103b2obo2bo92b2o50bobo2bo124bobo2bo107bo66bobo2bo182b
2o10bobo2bo106b2o24b2o10bobo2bo$437bo89b2o98b2o88bobo98b2o4bobo81b2o76b
o41b2o88b2o88b2o78b2o78b2o98b2o118b2o118b2o88b2o98b2o98b2o98b2o118b2o
50b2o46b2o108b2o92bo52bo2b2o125bo2b2o105b3o67bo2b2o195bo2b2o105bo2bo36b
o2b2o$542b2o174bo105b2o47bobo108b3o95bo2112bo2bo$541b2o282bo48b2o207b
2o247bobo211bo1649b2o$543bo330bo207b2o249b2o212b2o$1333bo212b2o1517b2o
148b2o$992bo2072b2o11b2o135b2o11b2o$37b2o954b2o2083b2o148b2o$36b2o954b
2o1057bo$38bo2013b2o1193b2o$2051b2o233bo234b3o722bo2bo$232b2o499b2o53b
obo1176bo98b2o118b2o97bobo107b2o126bo21b2o128b2o178b2o2bo67b3o125b2o2b
o145b2o2bo36bo2bo$231bobo499bobo53b2o1076b2ob2o94bobob2o94bobob2o114b
obob2o93bo2bob2o103bo2bob2o120bo22bo2bob2o123bo2bob2o173bo2bobo66bo127b
o2bobo10b2o132bo2bobo10b2o24b2o$233bo423bo75bo55bo110b2o118b2o88b2o88b
2o78b2o78b2o98b2o118b2o96b2o20b2o66b2o20b2o64bo9bobobobo17b2o75b2obob
o17b2o75b2obobo17b2o95b2obobo17b2o74b3obobo17b2o84b3obobo17b2o124b3ob
obo17b2o104b3obobo17b2o154b3obo19b2o29bo16bo127b3obo10b2o7b2o124b3obo
10b2o7b2o$656b2o243bo119bo89bo89bo79bo79bo99bo119bo96bobobo2bo15bo65b
o2bobo2bo15bo64b2o8bo3bobo2bo15bo78bobo2bo15bo78bobo2bo15bo98bobo2bo15b
o78bobo2bo15bo88bobo2bo15bo128bobo2bo15bo108bobo2bo15bo158bobo2bo15bo
28b2o8b2o114b3o21bobo2bo15bo128bobo2bo15bo$656bobo68b3o171bob2o116bob
2o86bob2o86bob2o76bob2o76bob2o96bob2o116bob2o94b2ob4o15bob2o62b4ob4o15b
ob2o60bobo9b4ob4o15bob2o72b4ob4o15bob2o72b4ob4o15bob2o92b4ob4o15bob2o
73b3ob4o15bob2o83b3ob4o15bob2o123b3ob4o15bob2o103b3ob4o15bob2o153b3ob
4o15bob2o25bobo7bobo115bo19b3ob4o15bob2o123b3ob4o15bob2o$727bo172b2o2b
o115b2o2bo84b3o2bo84b3o2bo74b3o2bo74b3o2bo94b3o2bo114b3o2bo80b2o14bo17b
3o2bo66bo17b3o2bo76bo17b3o2bo71bo4bo17b3o2bo71bo4bo17b3o2bo91bo4bo17b
3o2bo72bo3bo17b3o2bo82bo3bo17b3o2bo94bo27bo3bo17b3o2bo102bo3bo18b2o2b
o152bo3bo18b2o2bo35bo116bo19bo3bo18b2o2bo122bo3bo18b2o2bo$728bo173b2o
118b2o84bo3b2o84bo3b2o74bo3b2o74bo3b2o94bo3b2o76b2o36bo3b2o82b2o13bob
o14bo3b2o63b2o2bobo14bo3b2o73b2o2bobo14bo3b2o72bobo2bobo14bo3b2o72bob
o2bobo14bo3b2o92bobo2bobo14bo3b2o73b2o2bobo14bo3b2o83b2o2bobo14bo3b2o
95b2o26b2o2bobo14bo3b2o103b2o2bobo18b2o153b2o2bobo18b2o173b2o2bobo18b
2o123b2o2bobo18b2o$17b2o881b2o118b2o86b4o86b4o76b4o76b4o96b4o79b2o35b
4o83bo16b2o14b4o65b2o3b2o14b4o75b2o3b2o14b4o75b2o3b2o14b4o75b2o3b2o14b
4o90b2o3b2o3b2o14b4o80b2o14b4o90b2o14b4o96bobo31b2o14b4o110b2o14b4o160b
2o14b4o180b2o14b4o24b2o104b2o14b4o$18b2o879bobo117bobo89bo89bo79bo79b
o99bo78bo40bo119bo89bo99bo99bo99bo89bo2bo26bo99bo109bo149bo125bo3bo175b
o3bo195bo3bo23b2o120bo3bo$17bo636b2o243b2o118bobob2o83b2obob2o83b2obo
b2o73b2obob2o73b2obob2o93b2obobo114b2obobo114b2obobo84b2obobo94b2obob
o94b2obobo94b2obobo87bo2bo23b2obobo94b2obobo104b2obobo144b2obobo124b2o
bobo174b2obobo194b2obobo23bo120b2obobo$654bobo363b2ob2o83bo2bob2o82bo
bobo2bo72bobobo2bo72bobobo2bo92bobo2b2o115bo2b2o72b3o40bo2b2o85bo2b2o
95bo2b2o95bo2b2o95bo2b2o74b2o12b2o25bo2b2o95bo2b2o105bo2b2o145bo2b2o125b
o2b2o175bo2b2o195bo2b2o145bo2b2o$654bo454b2o87bo3b2o73b2o3b2o73b2o3b2o
92bo2bo117bobo78bo38bobo87bobo97bobo97bobo97bobo79b2o36bobo97bobo107b
obo147bobo127bobo177bobo197bobo107b2o38bobo$138b2o223b3o93bo997b2o118b
2o78bo39b2o88b2o98b2o98b2o98b2o79bo38b2o98b2o108b2o148b2o128b2o134b3o
41b2o198b2o109b2o37b2o$139b2o178bo43bo94b2o149b2o754b2o172b2o1294bo351b
o63b2o$138bo180b2o43bo93bobo149b2o752bo2bo170bobo308b3o982bo416bobo10b
3o$318bobo288bo754bo2bo172bo118b2o151bo38bo1399bo12bo$1365b2o291bobo150b
2o37bo92b2o1320bo$1545b2o29b2o82bo150bobo130b2o872b2o$1546b2o27b2o366b
o873bobo$800bo744bo31bo1241bo397b2o$800b2o23bo164b2o450b2o1772bo2bo$799b
obo22b2o165b2o448bobo218b3o1551bo2bo$824bobo163bo452bo220bo1552b2o$1663b
o386b3o888b3o$1275bo417b3o356bo888bo260b3o$1275b2o23b2o391bo357bo890b
o261bo$1274bobo23bobo142b3o246bo1038bo469bo$820b3o152b2o323bo146bo1284b
2o$820bo155b2o468bo1285bobo324bo179bo$821bo153bo2083b2o19b2o156b2o$3058b
obo19bobo155bobo$1173b2o1905bo$1174b2o38bo995b2o677b2o$928b2o243bo39b
2o994b2o652b2o24bobo$928bobo282bobo995bo193b2o9b2o446b2o23bo$928bo1477b
2o8bobo444bo$1084b2o45b2o1272bo10bo$922b3o158bobo45bobo202b3o1084b2o777b
2o$922bo162bo45bo206bo1054b2o27b2o777bobo$917b2o4bo47bo365bo5b2o1049b
2o28bo778bo$917bobo51b2o371b2o1047bo$917bo52bobo370bo2$2862b3o$2864bo
$2863bo3$2894b3o$2894bo$2866b2o27bo$2865bobo$2867bo12$2843b2o$2842bob
o$2844bo!

Should reduce p71 HF hassler by 3G to 75G.

Code: Select all

x = 59, y = 69, rule = B3/S23
53bo$52bo$52b3o5$56bobo$11bobo42b2o$12b2o43bo$12bo37$bo$b2o$obo8$57bo
$13b2o41b2o$13bo42bobo$10b2obo$10bo2b3o$11b2o3bo$13b4o$13bo$11bobob2o
$11b2o2bo$15bobo$16b2o!

KtT · Post by **KtT** » September 17th, 2023, 6:24 am

Period-690 glider gun in 20G:

Code: Select all

x = 526, y = 49, rule = B3/S23
324bo77bo$322b2o76bobo$323b2o76b2o2$403b2o$402bo2bo$322b3o77bo2bo$324b
o78b2o$323bo$411bobo$411b2o$412bo3$485bo$8bo43bo432b3o7bobo$6bobo42bo
436bo6b2o$7b2o42b3o433b2o7bo3$obo$b2o$bo14bo$14b2o$15b2o218bo$92bo74b
2o64b2o9b2o80b2o80b2o80b2o$90b2o75bobo64b2o8bobo79bobo79bobo79bobo$91b
2o75b2o75b2o80b2o80b2o80b2o$107b2o75b2o75b2o80b2o80b2o80b2o$97b2o7bob
o15b2o48b2o7bobo15b2o31b2ob2o12b2o7bobo15b2o53b2o7bobo15b2o53b2o7bobo
15b2o53b2o7bobo15b2o$97b2o7bo17b2o30b3ob3o11b2o7bo17b2o31b2ob2o12b2o7b
o17b2o53b2o7bo17b2o53b2o7bo17b2o34bo18b2o6b2obo15b2o$90b3o13b3o49bobo
22b3o74b3o79b3o79b3o49bobo27b2o$84b3o5bo64bo3bo315b2o28bo$14bo71bo4bo
230b2o80b2o80b2o$12b2o71bo151b3o70b2o9bobo68b2o9bobo68b2o9bobo19bo$13b
2o91b3o74b3o53bo20b3o47b2o9b2o19b3o47b2o9b2o19b3o47b2o9b2o19b2o$106bo
17b2o57bo17b2o35bo21bo17b2o62bo17b2o62bo17b2o61b2obo15b2o$106bobo15b2o
57bobo15b2o57bobo15b2o62bobo15b2o62bobo15b2o62bobo15b2o$14b2o91b2o75b
2o75b2o80b2o80b2o80b2o$13b2o$15bo6$49b2o$48b2o$50bo!

Chris857 · Post by **Chris857** » September 17th, 2023, 7:06 pm

Should be minus 4G from 3 dimer variants of p76 pi-heptomino hassler (1, 2, 3), all down to 51G from 55G.

Code: Select all

x = 278, y = 272, rule = B3/S23
2bo272bo$obo59bo152bo59bobo$b2o8bo49bo154bo49bo8b2o$12b2o47b3o150b3o47b
2o$11b2o252b2o$59bo158bo$57b2o160b2o$58b2o158b2o28$33bobo192b2o$33b2o
193bo2bo$34bo194b3o$226b3o8bo$17bo208bo2bo7bobo$15bobo209b2o8b2o$16b2o
13$262bo$261b2o$17b2o4b2o4b2o176b2o4b2o4b2o12b2o26bobo$16bo2bobo4bobo
2bo27b2o145bo2bobo4bobo2bo10b2o$16b3o10b3o27bobo144b3o10b3o12bo$19b2o
6b2o30bo149b2o6b2o$18bo2b6o2bo178bo2b6o2bo$18b2o8b2o178b2o8b2o50$2bo272b
o$obo59bo152bo59bobo$b2o8bo49bo154bo49bo8b2o$12b2o47b3o150b3o47b2o$11b
2o252b2o$59bo158bo$57b2o160b2o$58b2o158b2o28$33bobo192b2o$33b2o193bo2b
o$34bo194b3o$226b3o8bo$17bo208bo2bo7bobo$15bobo209b2o8b2o$16b2o13$262b
o$17b2o4b2o4b2o176b2o4b2o4b2o40b2o$16bo2bobo4bobo2bo174bo2bobo4bobo2b
o11b2o26bobo$16b3o10b3o27b2o145b3o10b3o10b2o$19b2o6b2o30bobo147b2o6b2o
15bo$18bo2b6o2bo29bo148bo2b6o2bo$18b2o8b2o178b2o8b2o41$2bo272bo$obo59b
o152bo59bobo$b2o8bo49bo154bo49bo8b2o$12b2o47b3o150b3o47b2o$11b2o252b2o
$59bo158bo$57b2o160b2o$58b2o158b2o28$33bobo192b2o$33b2o193bo2bo$34bo194b
3o$226b3o8bo$17bo208bo2bo7bobo$15bobo209b2o8b2o$16b2o13$17b2o4b2o4b2o
176b2o4b2o4b2o41bo$16bo2bobo4bobo2bo174bo2bobo4bobo2bo39b2o$16b3o10b3o
174b3o10b3o11b2o26bobo$19b2o6b2o30b2o148b2o6b2o13b2o$18bo2b6o2bo29bob
o146bo2b6o2bo14bo$18b2o8b2o29bo148b2o8b2o!

Chris857 wrote: ↑
August 20th, 2023, 9:37 pm
I have most of the synthesis for a p20 LOM hassler here, but one step is eluding me. For adding the second bookend bridge bun the synth I know of that has the clearance I can't figure out how to place or reflect the gliders so they don't collide with the other sparker. Anyone got any ideas or another synth?

Finally should have a completed synth in 71G.

Code: Select all

x = 922, y = 71, rule = B3/S23
159bo$158bo$158b3o4$32bo$30b2o$31b2o136bo$168bo454bo$49bo118b3o450bob
o$47b2o114bo458b2o$48b2o113bobo228bo390bo$163b2o227b2o389b2o$148bo244b
2o389b2o$147bo224bo$147b3o223b2o$372b2o$218bobo$4bobo134bo76b2o700bo$
5b2o132bobo69bo7bo698b2o$5bo134b2o70b2o108bo406bo50bobo121bo14b2o$211b
2o108bo405bobo50b2o121bo$321b3o404b2o51bo53bo67b3o$2bo833bo$obo459b2o
78b2o88b2o98bo101b3o$b2o24bo98b2o78b2o9b2o77b2o10b2o66b2o10b2o66b2o3b
o2bo3b2o66b2o3bo2bo3b2o76b2o3bo2bo3b2o93b2o11b2o10b2o106b2o10b2o$25b2o
98bo2bo76bo2bo8bo2bo74bo2bo8bo2bo64bo2bo8bo2bo64bo2bo3b2o3bo2bo64bo2b
o3b2o3bo2bo74bo2bo3b2o3bo2bo8bo82b2o11bo2bo8bo2bo78bo25bo2bo8bo2bo$26b
2o97b3o77b3o10b3o74b3o10b3o64b3o10b3o64b3o10b3o64b3o10b3o74b3o10b3o6b
2o96b3o2b6o2b3o76bobo25b3o2b6o2b3o$128b3o77b3o4b3o80b3o4b3o70b3o4b3o70b
3o4b3o70b3o4b3o80b3o4b3o10b2o98b2o6b2o80b2o7bobo18b2o6b2o$127bo2bo76b
o2bo4bo2bo78bo2bo4bo2bo68bo2bo4bo2bo68bo2bo4bo2bo5bo62bo2bo4bo2bo78bo
2bo4bo2bo108bo10bo73bobo13b2o17bo10bo$127b2o78b2o8b2o78b2o8b2o68b2o8b
2o68b2o8b2o5bobo60b2o8b2o78b2o8b2o108b2obo4bob2o74b2o13bo18b2obo4bob2o
$383bo79bo10b2o67bo89bo118b2o79bo38b2o$382bobo77bobo77bobo87bobo$382b
obo77bobo77bobo87bobo273bobo$383bo79bo79bo89bo274b2o$870b3o36bo$885b2o
$565b2o72bo227b2o15bo2bo$564b2ob2o68bo2bo225bo2bo15b2o$544b2o19b4o68b
o2bo226b2o$544b2o20b2o70bo205bo36b3o$844b2o$843bobo2$30b2o108b2o78b2o
88b2o78b2o78b2o78b2o88b2o118b2o118b2o38bo$25b2obo4bob2o98b2obo4bob2o68b
2obo4bob2o78b2obo4bob2o68b2obo4bob2o68b2obo4bob2o68b2obo4bob2o64bo13b
2obo4bob2o108b2obo4bob2o108b2obo4bob2o18bo13b2o$25bo10bo98bo10bo68bo10b
o78bo10bo68bo10bo68bo10bo68bo10bo64b2o12bo10bo108bo10bo108bo10bo17b2o
13bobo$26b2o6b2o100b2o6b2o70b2o6b2o80b2o6b2o70b2o6b2o70b2o6b2o70b2o6b
2o64bobo13b2o6b2o110b2o6b2o110b2o6b2o18bobo7b2o$23b3o2b6o2b3o94b3o2b6o
2b3o64b3o2b6o2b3o74b3o2b6o2b3o64b3o2b6o2b3o55b2o7b3o2b6o2b3o64b3o2b6o
2b3o74b3o2b6o2b3o104b3o2b6o2b3o104b3o2b6o2b3o25bobo$23bo2bo8bo2bo94bo
2bo8bo2bo64bo2bo8bo2bo74bo2bo8bo2bo64bo2bo8bo2bo54bobo7bo2bo8bo2bo64b
o2bo8bo2bo74bo2bo8bo2bo104bo2bo8bo2bo11b2o91bo2bo8bo2bo25bo$24b2o10b2o
96b2o10b2o66b2o10b2o76b2o10b2o66b2o10b2o57bo8b2o10b2o66b2o10b2o58bo17b
2o10b2o106b2o10b2o11b2o93b2o10b2o$616b2o163bo135b3o$286b2o327bobo299b
o$281b3o3b2o443bo51b2o62b3o67bo$283bo2bo445b2o50bobo63bo$282bo448bobo
50bo48b2o14bo$834b2o$833bo2$109b2o$108bobo$110bo$728b2o$729b2o$728bo$
104b3o$106bo$100bo4bo$100b2o$99bobo!

2023-09-18:
p107 R-pentomino hassler in 33G.

Code: Select all

x = 838, y = 99, rule = B3/S23
587bo$586bo$586b3o$546bo$547bo$481bo63b3o$479b2o$135bo307bo36b2o$135b
obo306bo$135b2o163bo141b3o$298bobo$299b2o2$216bo$214bobo$215b2o9$216b
o109bo119bo109bo129bo8b2o109bo8b2o$216b3o107b3o117b3o107b3o12b2o113b3o
6b2o4b2o18bo84b3o6b2o4b2o$219bo109bo119bo109bo10bobo116bo10bobo16b2o88b
o10bobo$218b2o108b2o118b2o108b2o10bo72bo44b2o10bo19b2o86b2o10bo$569b2o
73bo54b2o118b2o$642b3o$827b2o$442b2o108b2o128b2o118b2o23bo$336b2o104b
2o12b2o94b2o12b2o114b2o12b2o104b2o12b2o7bobo$335bo2bo116bo2bo106bo2bo
126bo2bo116bo2bo6b2o$336b2o118b2o108b2o128b2o118b2o7$5bo109bo99bo109b
o119bo109bo129bo119bo$5b3o107b3o97b3o107b3o117b3o107b3o127b3o102bo14b
3o$8bo109bo81bo17bo109bo119bo109bo129bo102b2o15bo$7b2o108b2o19bo59bob
o16b2o108b2o118b2o108b2o128b2o101b2o15b2o$137b2o60b2o$137bobo224bo$364b
obo$199bobo45bo116b2o$200b2o44b2o$200bo45bobo53b2o$301bobo$108bobo192b
o$109b2o136b2o$109bo19b2o98b2o16bobo89b2o118b2o108b2o128b2o118b2o15b2o
$129bo99bo17bo91bo119bo109bo129bo119bo15b2o$130b3o97b3o107b3o117b3o107b
3o127b3o117b3o14bo$132bo99bo109bo119bo109bo129bo119bo5$b2o$obo$2bo327b
2o118b2o108b2o128b2o118b2o$329bo2bo116bo2bo106bo2bo126bo2bo108b2o6bo2b
o$31bo298b2o118b2o12b2o94b2o12b2o114b2o12b2o94bobo7b2o12b2o$30b2o432b
2o108b2o128b2o94bo23b2o$30bobo766b2o$743b3o$557b2o128b2o54bo63b2o$228b
2o108b2o118b2o97bo10b2o96b2o19bo10b2o44bo62bo10b2o$2b2o224bo109bo119b
o96bobo10bo98b2o16bobo10bo106bobo10bo$bobo225b3o107b3o117b3o93b2o12b3o
94bo18b2o4b2o6b3o103b2o4b2o6b3o$3bo227bo109bo119bo109bo119b2o8bo109b2o
8bo9$231b2o$231bobo$231bo2$367b2o$367bobo$111b2o254bo95b3o$110bobo350b
o$112bo313b2o36bo$427b2o$426bo153b3o$580bo$581bo$539b3o$541bo$540bo!

2023-09-20:
A p150 R-pentomino hassler in 26G.

Code: Select all

x = 0, y = 0, rule = B3/S23
64$196bo191bo$196bobo190bo$196b2o189b3o$415bo$409bo3b2o$388bo20bobo2b
2o$389b2o18b2o$388b2o2$63bo$62bo$62b3o2$491bobo$492b2o$492bo16bob2o$318b
o190b2obo$249bo66b2o$250bo66b2o$248b3o$306b2o118b2o108b2o$306b2o118b2o
108b2o3$29b2o88bo29b2o109bo18b2o118b2o108b2o$29b2o86bobo29b2o110bo17b
2o118b2o108b2o$118b2o139b3o2$164bo129bo119bo109bo$163bobo127bobo117bo
bo107bobo$163bobo127bobo117bobo107bobo$164bo129bo119bo13bo95bo13bo$428b
2o108b2o$60bobo326bo38b2o69bo38b2o$60b2o327b2o38bo69b2o38bo$61bo327b2o
108b2o$34bo119bo129bo105bo13bo95bo13bo$33bobo117bobo127bobo117bobo107b
obo$33bobo117bobo127bobo117bobo107bobo$34bo119bo129bo119bo109bo2$199b
2o116b3o$168b2o29bobo96b2o17bo100b2o108b2o$168b2o29bo98b2o18bo99b2o108b
2o3$271b2o118b2o108b2o$271b2o118b2o108b2o$328b3o$260b2o66bo$261b2o66b
o$260bo265bob2o$35b2o489b2obo16bo$36b2o507b2o$35bo509bobo6$429b2o$408b
2o18b2o$403b2o2bobo20bo$404b2o3bo$403bo$121b2o306b3o$120bobo306bo$122b
o307bo!

2023-09-21:
Minus 1G from a p76 pi hassler (down from 53G to 52G).

Code: Select all

x = 0, y = 0, rule = B3/S23
51$264bo$262b2o$263b2o5$254bo$252b2o$253b2o17$177bo$178b2o$177b2o66bo
$243b2o$171bo72b2o$172b2o$171b2o36$260b2o$259b2o$187b2o72bo$188b2o$187b
o66b2o$253b2o$255bo17$178b2o$179b2o$178bo5$168b2o$169b2o$168bo!

I think this saves 2G from this p59 pi hassler (down from 68G to 66G).

Code: Select all

x = 493, y = 269, rule = B3/S23
490bo$490bobo$490b2o36$267bo$265bobo14bo$266b2o15b2o$282b2o19$293bo$294b
o$292b3o25$316bo$317b2o$316b2o9$331bo$332b2o$331b2o13$73bo$73bobo$73b
2o$6bo$4bobo$5b2o5$bo$2bo$3o$368b2o3b2o$368b2o2bobo$372bo$358bo9b4ob4o
$359bo8bo2bobo2bo$357b3o9b2o5$59bo330bobo$32bo26bobo328b2o$30bobo26b2o
325bo4bo$31b2o351b2o$385b2o7$41bo329b2o$42bo329b2o$40b3o328bo2$397b2o
$48bo349bo$46bobo349bob2o$47b2o347b3o2bo$395bo3b2o$65bo329b4o$63b2o333b
o$64b2o329b2obobo$396bo2b2o$394bobo$394b2o3$331b2o29bo$332b2o28b2o$331b
o29bobo4$32b2o$33b2o$32bo3$67b2o$68bo$68bob2o$66b3o2bo$65bo3b2o$65b4o
$68bo$65b2obobo$66bo2b2o$64bobo$64b2o2$4bo$4b2o$3bobo14$283b2o35b3o$282b
obo37bo$284bo36bo40$238b3o$240bo$239bo4$241bo$241b2o$240bobo$270b2o$271b
2o$270bo6$232bo$232b2o$231bobo2$237b2o$238b2o$237bo!

Following should save 2G from each form of the p140 two-glider octomino hassler (from 24G and 26G down to 22G and 24G).

Code: Select all

x = 581, y = 257, rule = B3/S23
100$303bo$303bobo$303b2o5$427bo$266bobo157bo$267b2o157b3o$267bo118bo$
387bo$385b3o3$392bo$393b2o$392b2o2$399bo$281bo115bobo$281bobo114b2o$281b
2o101bo$385bo$140bobo240b3o$141b2o$141bo$414bo$244bobo167b3o$245b2o170b
o$245bo170b2o$138bo119bo139bo$138b3o117b3o137b3o$141bo119bo139bo$140b
2o118b2o138b2o3$436b2o$436bo$437b3o$439bo7$392bo$392b3o$395bo$394b2o3$
290b2o138b2o$290bo139bo$291b3o137b3o$293bo139bo$306bo107b2o$305b2o107b
o$305bobo107b3o$417bo3$446b3o$446bo$269b2o176bo$268bobo161b2o$270bo161b
obo$432bo2$438b2o$437b2o$439bo3$444b3o$444bo$284bo160bo$283b2o118b3o$
283bobo119bo$404bo$143b2o$142bobo$144bo2$247b2o$246bobo$248bo!

Code: Select all

x = 335, y = 88, rule = B3/S23
59bo$59bobo$59b2o5$313bo$312bo$312b3o$272bo$273bo$271b3o3$278bo$279b2o
$278b2o$210bo$210bobo72bo$210b2o71bobo$284b2o$270bo$208bobo60bo$208b2o
59b3o$209bo2$170bo129bo$obo167b3o127b3o$b2o170bo129bo$bo170b2o128b2o$
14bo139bo129bo$14b3o137b3o127b3o$17bo139bo129bo$16b2o138b2o128b2o2$321b
o$135bo184bobo$136bo184bo$134b3o9$207b3o$207bo74bo$208bo72bobo$282bo2$
46b2o138b2o128b2o$46bo139bo129bo$47b3o137b3o127b3o$49bo139bo129bo$62b
o107b2o128b2o$61b2o107bo129bo$61bobo107b3o127b3o$173bo129bo2$134bo$134b
2o196b3o$133bobo196bo$333bo$318b2o$132b2o184bobo$131bobo184bo$133bo$324b
2o$323b2o$325bo3$330b3o$330bo$331bo$289b3o$291bo$290bo5$3b2o$2bobo$4b
o!

2023-09-23:
Should be minus 5G off the p146 pi-heptomino shuttle (from 34G to 29G).

Code: Select all

x = 920, y = 443, rule = B3/S23
233$748bo$604bo143bobo$604bobo141b2o$604b2o$243bo$241bobo488bo$242b2o
489b2o16bo$732b2o15b2o$750b2o6$523bo$522bo$522b3o$325bo$323bobo329bo79b
o$324b2o199bo129b3o77b3o$525bobo130bo79bo$503bo21b2o130b2o78b2o$501bo
bo$327bobo172b2o$328b2o35bo79bo89bo69bo69bo79bo$328bo34b3o77b3o87b3o67b
3o67b3o77b3o$362bo79bo89bo51b2o16bo51b2o16bo61b2o16bo$362b2o78b2o88b2o
50b2o16b2o50b2o16b2o60b2o16b2o4$583b2o68b2o78b2o$583b2o68b2o78b2o2$685b
o$685bobo$172bobo510b2o$173b2o515bobo$173bo249b2o88b2o68b2o22bo45b2o35b
2o41b2o$423b2o88b2o68b2o21b2o45b2o36bo41b2o$432b2o88b2o68b2o12bobo53b
2o78b2o$432b2o88b2o68b2o68b2o78b2o2$424b2o88b2o68b2o68b2o78b2o$424b2o
88b2o68b2o68b2o78b2o20b2o$756b2o2$240bo$240b2o$177b2o60bobo5b2o98b2o78b
2o88b2o68b2o68b2o78b2o16b2o$178bo69bo99bo79bo89bo69bo69bo79bo16b2o$175b
3o67b3o97b3o77b3o87b3o67b3o67b3o77b3o$175bo69bo99bo79bo89bo69bo69bo79b
o3$262b2o98b2o78b2o88b2o68b2o68b2o78b2o$262bo99bo79bo89bo69bo69bo79bo
$263b3o97b3o77b3o80bo6b3o60bo6b3o60bo6b3o7b3o60bo6b3o$265bo99bo79bo79b
obo7bo59bobo7bo59bobo7bo7bo61bobo7bo$329b3o193b2o68b2o68b2o17bo60b2o$
331bo$330bo3$325b2o$326b2o$325bo2$429b2o$430b2o15b2o$429bo16b2o$448bo
2$175b2o$174bobo254b2o$176bo253bobo$432bo!

p46 interchange hassler in 32G.

Code: Select all

x = 877, y = 279, rule = B3/S23
129$273bo$271bobo$272b2o2$315bo$315bobo$315b2o6$536bo160bo$536bobo159b
o$536b2o158b3o2$702bo$433bo269b2o$432bo269b2o121bo$432b3o391bo$372bo451b
3o$373bo208bo$371b3o206bobo$581b2o2$288bo109bo5bo103bo5bo83bo5bo123bo
5bo113bo5bo$288b2o108b2o3b2o103b2o3b2o83b2o3b2o123b2o3b2o113b2o3b2o$288b
2o108b2o3b2o103b2o3b2o83b2o3b2o123b2o3b2o113b2o3b2o$289bo109bo3bo79bo
25bo3bo85bo3bo125bo3bo109b2o4bo3bo$481bobo360bo$482b2o360bobo$510b2o88b
2o128b2o113b2o3b2o$510b2o88b2o4b2o122b2o4b2o19bo92b2o4b2o$606b2o128b2o
17b2o99b2o$756b2o3$760bo$193bo565bo$192b2o565b3o$168b2o22bobo$167bobo
561b2o118b2o$169bo561b2o118b2o2$161b3o537b3o$163bo539bo$162bo539bo3$705b
2o$272b3o320b2o109b2o17b2o118b2o$274bo144b3o89b2o82b2o4b2o102bo19b2o4b
2o112b2o4b2o$273bo145bo91b2o88b2o128b2o118b2o3b2o$420bo118b2o315bobo$
378b3o158bobo316bo$179bo3bo105bo3bo86bo18bo3bo105bo3bo25bo59bo3bo125b
o3bo115bo3bo4b2o$178b2o3b2o103b2o3b2o84bo18b2o3b2o103b2o3b2o83b2o3b2o
123b2o3b2o113b2o3b2o$178b2o3b2o103b2o3b2o103b2o3b2o103b2o3b2o83b2o3b2o
123b2o3b2o113b2o3b2o$178bo5bo103bo5bo103bo5bo103bo5bo83bo5bo123bo5bo113b
o5bo2$621b2o$621bobo196b3o$621bo200bo$821bo2$759b2o$758b2o$760bo2$485b
2o277b3o$484bobo277bo$486bo278bo!

2023-09-24:
p129 pi hassler in 35G.

Code: Select all

x = 1195, y = 78, rule = B3/S23
93bo437bobo$91bobo437b2o$92b2o304bo133bo$396bobo$397b2o7$4bo109bo79bo
109bo129bo69bo89bo89bo89bo79bo99bo109bo109bo$4b3o107b3o77b3o107b3o127b
3o67b3o87b3o87b3o87b3o77b3o97b3o36bo70b3o25bo81b3o$7bo109bo79bo109bo129b
o69bo89bo89bo89bo79bo99bo35bobo71bo24bobo82bo$6b2o108b2o78b2o108b2o128b
2o68b2o88b2o88b2o88b2o78b2o98b2o35b2o71b2o24b2o82b2o2$119b2o78b2o108b
2o128b2o68b2o88b2o88b2o88b2o78b2o98b2o108b2o108b2o$118bobo71bo5bobo101b
o5bobo121bo5bobo61bo5bobo81bo5bobo81bo5bobo81bo5bobo71bo5bobo91bo5bob
o101bo5bobo101bo5bobo$118b2o70b3o5b2o80bo3bo15b3o5b2o120b3o5b2o60b3o5b
2o80b3o5b2o80b3o5b2o80b3o5b2o70b3o5b2o90b3o5b2o100b3o5b2o100b3o5b2o$189b
o91bo3b2o12bo129bo69bo89bo89bo89bo79bo99bo109bo109bo$189b2o88b3o2b2o13b
2o128b2o68b2o88b2o17bo70b2o17bo70b2o17bo60b2o17bo80b2o17bo90b2o17bo90b
2o17bo$606b3o87b3o87b3o77b3o97b3o107b3o107b3o$18b2o585bo89bo89bo79bo99b
o109bo109bo$bo15b2o281bo129bo69bo89bo14b2o73bo14b2o73bo14b2o63bo14b2o
83bo14b2o93bo14b2o93bo14b2o$b2o16bo279bobo127bobo58b2o7bobo78b2o7bobo
78b2o7bobo78b2o7bobo68b2o7bobo88b2o7bobo98b2o7bobo98b2o7bobo$obo295bo
2bo126bo2bo58b2o6bo2bo78b2o6bo2bo78b2o6bo2bo78b2o6bo2bo68b2o6bo2bo88b
2o6bo2bo98b2o6bo2bo98b2o6bo2bo$299b2o128b2o68b2o88b2o88b2o25bo62b2o78b
2o98b2o108b2o108b2o$705bo253bo109bo107b2o$424b2o68b2o88b2o88b2o29b3o56b
2o78b2o98b2o13bo94b2o13bo94b2o10bobo$425bo69bo89bo89bo89bo79bo99bo13b
o95bo13bo95bo10bo$422b3o67b3o87b3o87b3o87b3o77b3o97b3o107b3o107b3o11b
obo$422bo69bo89bo89bo89bo79bo99bo109bo109bo14b2o$1083b2o108b2o$1083b2o
108b2o4$90bo442b2o$90b2o189b2o250bobo147b2o88b2o78b2o98b2o108b2o108b2o
$89bobo183bo4bobo250bo148bobo87bobo77bobo97bobo107bobo107bobo$275b2o5b
o212b2o185bo89bo79bo99bo109bo109bo$274bobo217bobo184b2o88b2o78b2o98b2o
108b2o108b2o$496bo$400b2o$173bo225bobo$173b2o37b2o187bo$172bobo36b2o622b
o$213bo389bo173b2o56b2o20b2o5b2o11b2o78b2o5b2o101b2o5b2o101b2o5b2o$602b
2o172bobo55bobo19bobo5bo11b2o78bobo5bo101bobo5bo101bobo5bo$203b3o396b
obo171bo79bo8b3o10bo77bo8b3o98bo8b3o98bo8b3o$203bo571b2o78b2o10bo87b2o
10bo97b2o10bo9b3o85b2o10bo$204bo377b3o502bo$584bo17b2o484bo$583bo18bo
bo391b2o$602bo393bobo$996bo2$581b2o$582b2o$581bo4$665b2o$666b2o$665bo
36b3o$702bo62bo$703bo61b2o$764bobo$798bo$770b2o25b2o$769bobo25bobo$771b
o3$801b2o$801bobo$801bo!

A p159 pi hassler in 46G.

Code: Select all

x = 1449, y = 653, rule = B3/S23
280$577bo$350bo224b2o$351bo224b2o$349b3o3$533bobo$534b2o570bo$534bo572b
2o$570bo535b2o$456bo112bo265bo$457b2o110b3o247bo16bo277bo$456b2o201bo
bo158bo13b3o278b2o$660b2o156b3o293b2o$660bo310bobo$972b2o199bo$972bo198b
2o$1172b2o3$476b2o88b2o158b2o158b2o26bo111b2o128b2o$476b2o88b2o158b2o
158b2o26bobo7bo101b2o128b2o$914b2o6b2o$476b4o86b4o99bo56b4o156b4o33b2o
101b4o126b4o$475bo3bo85bo3bo100bo54bo3bo155bo3bo135bo3bo125bo3bo$474b
obo84b2obobo101b3o48bob2obobo152bob2obobo115bo16bob2obobo122bob2obobo
$474bobo84b2obobo152b2obobobo152b2obobobo116b2o14b2obobobo122b2obobob
o$475bo89bo159bo34bo124bo116b2o21bo129bo$760bobo$760b2o5$837bo$456b2o
377bobo$455bobo277bo100b2o351bobo$457bo277bobo451b2o$661bo73b2o453bo$
481b3o178b2o77bo$481bo179b2o9bo68bobo290b2o128b2o$482bo187bobo68b2o291b
2o128b2o$671b2o$574bo$573b2o$402b2o169bobo462b2o128b2o$352b2o48bobo633b
o129bo$351bobo48bo9b2o622bobo91b3o33bobo$353bo57b2o623b2o128b2o$358b2o
53bo583b2o128b2o$357bobo636bobo127bobo33b3o$359bo636bo129bo$995b2o128b
2o4$999b2o128b2o$999b2o128b2o2$1104bo$1104b2o$917b2o184bobo$917bobo$917b
o7$869bo139bo21b2o106bo$868bobobob2o132bobobob2o14b2o106bobobob2o$868b
obob2obo132bobob2obo16bo105bobob2obo$865bo3bo135bo3bo125bo3bo$830b2o33b
4o136b4o126b4o$831b2o6b2o$830bo7bobo26b2o138b2o128b2o$840bo26b2o138b2o
128b2o3$1121b2o$1062bo59b2o$1061b2o58bo$1061bobo$934b3o242b2o$918b3o13b
o243b2o$918bo16bo244bo$919bo$1187b2o$1186b2o$1188bo14$743b3o$743bo$744b
o12$760b2o$759b2o$761bo6$663b3o$665bo$664bo$780bo$779b2o$779bobo4$657b
2o$658b2o$657bo!

2023-09-25:
p76 pi-heptomino shuttle in 20G.

Code: Select all

x = 0, y = 0, rule = B3/S23
171$548bobo$548b2o$549bo6$446bo$446bobo295bobo$276bo169b2o296b2o$277b
2o466bo$276b2o56bo406bo$333bo310bobo47bobo42b2o$333b3o308b2o49b2o43b2o
$645bo49bo5$104bo$102b2o$66bo36b2o$67bo$65b3o14b2o78b2o118b2o23b2o103b
2o23b2o73b2o23b2o63b2o23b2o83b2o23b2o$83bo79bo119bo23bo105bo23bo75bo23b
o65bo23bo85bo23bo$83bobo77bobo117bobo19bobo105bobo19bobo75bobo19bobo65b
obo19bobo85bobo19bobo$84b2o78b2o118b2o19b2o107b2o19b2o77b2o19b2o67b2o
19b2o87b2o19b2o2$609b2o108b2o$610bo109bo$607b3o107b3o$607bo109bo17bo$
734bobo$734bobo$517bo89bo109bo17bo$517b3o87b3o107b3o$520bo89bo109bo$519b
2o88b2o108b2o2$164b2o118b2o128b2o19b2o77b2o19b2o67b2o19b2o87b2o19b2o$
163bobo117bobo127bobo19bobo75bobo19bobo65bobo19bobo85bobo19bobo$163bo
119bo129bo23bo75bo23bo65bo23bo85bo23bo$162b2o118b2o128b2o23b2o73b2o23b
2o63b2o23b2o83b2o23b2o10$213b3o432bo43bo47b2o$213bo433b2o43b2o45b2o$156b
2o56bo432bobo41bobo47bo$157b2o586bo$156bo389b2o196b2o$546bobo195bobo$
546bo6$449bo$448b2o$448bobo!

66P106 in 33G.

Code: Select all

x = 0, y = 0, rule = B3/S23
409$778bo$779b2o$778b2o4bobo$785b2o$785bo3$905bo$903b2o$904b2o$871bob
o106bo$872b2o106bobo$872bo107b2o68bo$958bo92bo$959bo89b3o$957b3o2$980b
obo72bobo$980b2o74b2o$981bo74bo$1065bo$1066bo15bo$708bo355b3o13bobo$709b
2o370b2o$708b2o36bo370bo$745bo324bobo43bo$745b3o323b2o43b3o$1071bo22b
3o$1095b3o$618bo275bo84b3o2bo114b3o2bo$619b2o273bobo87bobo117bobo$618b
2o36bo236bobo87bobo117bobo$655bo239bo89bo119bo$655b3o9$807b2o88b2o88b
2o118b2o$470bobo334bobo87bobo87bobo117bobo$470b2o337bo89bo89bo119bo$471b
o337b2o88b2o88b2o118b2o4$727b2o78b2o88b2o88b2o81b2o35b2o$727bobo52b3o
22bobo87bobo87bobo79bobo35bobo$729bo54bo24bo89bo89bo81bo37bo$729b2o52b
o25b2o88b2o88b2o118b2o3$446bo89bo89bo89bo62b3o14bo89bo89bo96b2o21bo$444b
2o88b2o88b2o88b2o65bo12b2o88b2o88b2o98b2o18b2o$446b2o88b2o2bo85b2o2bo
85b2o2bo59bo15b2o2bo85b2o2bo85b2o2bo92bo22b2o2bo$445bo89bo4bo84bo4bo3b
o80bo4bo3bo70bo4bo3bo80bo4bo3bo80bo4bo3bo92b2o16bo4bo3bo$540bo89bo2bo
2bo83bo2bo2bo73bo2bo2bo83bo2bo2bo83bo2bo2bo91b2o20bo2bo2bo$633bo2bo86b
o2bo76bo2bo86bo2bo86bo2bo90bo25bo2bo$635bo89bo79bo89bo89bo119bo7$539b
2o$538bobo$540bo$562bo492b2o$561b2o491bobo$561bobo492bo2$468b2o69b2o$
467b2o71b2o$469bo69bo518b2o$1059b2o$1058bo!

A p31 TL hassler in 87G.

Code: Select all

x = 0, y = 0, rule = B3/S23
314$683bobo$686bo$686bo$683bo2bo$684b3o12$192bo$191bo$191b3o1379bo$654b
o576bobo337b2o$568bobo81bobo579bo337b2o$201bo367b2o82b2o575bo3bo$144b
o55bo368bo660bo3bo$145bo54b3o1031bo$143b3o4bobo142bo935bo2bo336bo$151b
2o140b2o937b3o336bobo17bo$151bo142b2o1275b2o17bo$137bo1393bo58b3o$135b
obo1391bobo137bo$136b2o67bo1324b2o37bo18bo81bo$180bo24bobo1327bo31b2o
18bo80b3o$179bo25b2o462bobo861bobo32b2o17b3o$179b3o488b2o862b2o$670bo
$1719bo$1719bobo$132bo72bo833bobo677b2o$130bobo70b2o834b2o$131b2o71b2o
829bo4bo97bobo$867bo165b2o103b2o82bo$868bo165b2o103bo83b2o$293b2o88b2o
88b2o108b2o108b2o98b2o71b3o14b2o128b2o108b2o97b2o19b2o108b2o98b2o108b
2o128b2o$293bobo87bobo87bobo107bobo107bobo2b2o93bobo2b2o8bo74bobo2b2o
123bobo2b2o103bobo2b2o113bobo2b2o103bobo2b2o93bobo2b2o103bobo2b2o123b
obo2b2o$295bo89bo89bo109bo109bo3bo95bo3bo8bobo74bo3bo125bo3bo105bo3bo
115bo3bo105bo3bo95bo3bo105bo3bo125bo3bo$291b4ob2o83b4ob2o83b4ob2o31bo
71b4ob2o103b4ob3o92b4ob3o9b2o71b4ob3o122b4ob3o102b4ob3o112b4ob3o102b4o
b3o92b4ob3o102b4ob3o122b4ob3o$290bo3bobo83bo3bobo83bo3bobo30b2o71bo3b
obo103bo3bobo93bo3bobo83bo3bobo123bo3bobo104bo2bobo114bo2bobo104bo2bo
bo94bo2bobo104bo2bobo124bo2bobo4b2o$290bobobobo83bobobobo83bobobobo31b
2o70bobobobo103bobobobo93bobobobo83bobobobo123bobobobo140b2o363bobo4b
o171bo$291b2ob2o85b2ob2o85b2ob2o105b2ob2o105b2ob2o95b2ob2o85b2ob2o125b
2ob2o139bo4bo362b2o5bo148bo19bobo$146bo654bo70bobo279bo368bo4b3o148b3o
17b2o$144bobo652b2o72b2o279bo5bo521bo$145b2o219b2o88b2o108b2o108b2o98b
2o22b2o64b2o5bo122b2o108b2o46b6o66b2o108b2o98b2o95bobo10b2o128b2o3b2o
$366bobo87bobo107bobo107bobo97bobo87bobo127bobo107bobo117bobo16b3o88b
obo16b3o78bobo16b3o76b2o10bobo16b3o108bobo16b3o$278bo89bo89bo109bo109b
o99bo89bo129bo109bo119bo109bo6bo92bo6bo88bo13bo6bo122bo6bo$278b3o87b3o
87b3o107b3o107b3o97b2o88b2o128b2o108b2o118b2o108b2o5bo92b2o5bo102b2o5b
o122b2o5bo$276b2o3bo66bobo15b2o3bo84b2o3bo104b2o3bo104b2o3bo94b2o88b2o
128b2o108b2o118b2o108b2o7bo90b2o7bo100b2o7bo120b2o7bo$275bo2b4o67b2o14b
o2b4o83bo2b4o103bo2b4o103bo2b4o93bo2b2o85bo2b2o125bo2b2o105bo2b2o115b
o2b2o105bo2b2o95bo2b2o105bo2b2o125bo2b2o$275b2obo24b2o44bo15b2obo24b2o
60b2obo24b2o80b2obo24b2o80b2obo24b2o70b2obo24b2o60b2obo24b2o100b2obo106b
2obo116b2obo106b2obo96b2obo106b2obo126b2obo$278bob2o20bo2bo62bob2o20b
o2bo62bob2o20bo2bo82bob2o20bo2bo82bob2o20bo2bo72bo23bo2bo62bo23bo2bo102b
o25b2o82bo25b2o92bo25b2o82bo25b2o72bo25b2o82bo25b2o102bo25b2o$278bo2b
o20b2obo62bo2bo20b2obo62bo2bo20b2obo82bo2bo20b2obo82bo2bo20b2obo72b2o
22b2obo62b2o22b2obo102b2o25bo82b2o25bo92b2o25bo82b2o25bo72b2o25bo82b2o
25bo102b2o25bo$279b2o24bob2o60b2o24bob2o60b2o24bob2o80b2o24bob2o15bo64b
2o24bob2o96bob2o86bob2o126bob2o106bob2o116bob2o106bob2o96bob2o106bob2o
126bob2o$302b4o2bo83b4o2bo83b4o2bo103b4o2bo14b2o87b4o2bo93b4o2bo83b4o
2bo125b2o2bo105b2o2bo115b2o2bo105b2o2bo95b2o2bo105b2o2bo125b2o2bo$302b
o3b2o84bo3b2o84bo3b2o104bo3b2o15bobo86bo3b2o94bo3b2o84bo3b2o128b2o108b
2o118b2o108b2o98b2o100bo7b2o120bo7b2o$303b3o87b3o87b3o107b3o107b3o97b
3o87b3o128b2o108b2o118b2o108b2o98b2o102bo5b2o122bo5b2o$305bo89bo89bo109b
o109bo99bo89bo129bo109bo119bo109bo99bo102bo6bo13bo108bo6bo$595bobo107b
obo97bobo87bobo127bobo107bobo117bobo107bobo78b3o16bobo88b3o16bobo10b2o
96b3o16bobo$197b2o397b2o108b2o98b2o88b2o104b2o22b2o108b2o118b2o56b6o46b
2o98b2o108b2o10bobo110b2o3b2o$197bobo803b2o308bo5bo381bo$197bo804bo316b
o273b3o4bo82b2o17b3o$288b2ob2o85b2ob2o85b2ob2o105b2ob2o105b2ob2o95b2o
b2o520bo4bo274bo5b2o81bobo19bo$254b2o31bobobobo83bobobobo83bobobobo103b
obobobo103bobobobo93bobobobo521b2o277bo4bobo80bo$255b2o30bobo3bo83bob
o3bo83bobo3bo103bobo3bo103bobo3bo9b2o82bobo3bo83bobo2bo124bobo2bo104b
obo2bo114bobo2bo104bobo2bo94bobo2bo104bobo2bo118b2o4bobo2bo$254bo31b2o
b4o83b2ob4o82b3ob4o102b3ob4o102b3ob4o10bobo79b3ob4o82b3ob4o111b2o9b3o
b4o102b3ob4o112b3ob4o102b3ob4o92b3ob4o102b3ob4o122b3ob4o$288bo89bo85b
o3bo105bo3bo105bo3bo14bo80bo3bo85bo3bo114bobo8bo3bo105bo3bo115bo3bo105b
o3bo95bo3bo105bo3bo125bo3bo$288bobo87bobo83b2o2bobo103b2o2bobo103b2o2b
obo93b2o2bobo83b2o2bobo114bo8b2o2bobo103b2o2bobo113b2o2bobo103b2o2bob
o93b2o2bobo103b2o2bobo123b2o2bobo$289b2o88b2o88b2o108b2o108b2o98b2o88b
2o128b2o108b2o118b2o108b2o98b2o19b2o87b2o128b2o$768b2o564bo134b2o$769b
2o563b2o135bo$138b2o71b2o550bo4bo564bobo$139b2o70bobo549b2o$138bo72bo
550bobo135bo762b2o$899b2o761bobo$899bobo762bo2$162b3o1423b2o$137b2o25b
o550b3o816b3o17b2o32bobo$136bobo24bo551bo186b2o632bo18b2o31bo124b3o$138b
o67b2o508bo184b2o632bo18bo37b2o119bo$206bobo694bo688bobo119bo$206bo1324b
3o58bo$192bo275b2o1063bo17b2o$191b2o276b2o988b3o70bo17bobo$191bobo4b3o
267bo990bo2bo89bo$141b3o54bo1260bo$143bo55bo194bo1064bo3bo$142bo250b2o
1064bo3bo$393bobo1063bo90b2o$1460bobo88b2o$150b3o1397bo$152bo$151bo!

Should save another 1G off 66p106

Code: Select all

x = 28, y = 37, rule = B3/S23
bo$2bo$3o5bo$6bobo$7b2o17$21bo$21bo3bo$21bo2bo2bo$24bo2bo$26bo4$5bo$5b
2o$4bobo3$2bo$2b2o$bobo!

2023-09-26:
Minus 6G off this p41 glider loop (from 90G down to 84G).

Code: Select all

x = 122, y = 122, rule = B3/S23
17bobo$18b2o$18bo3$13bo$14b2o$13b2o82bo$96bo$96b3o5$114bobo$97bo16b2o
$96bo18bo$96b3o$36bo84bo$37bo81b2o$35b3o5bo76b2o$44bo$9bo32b3o$7bobo6b
o$8b2o4bobo$15b2o10$102bo$102bobo$102b2o5$100bo$100bobo$100b2o33$20b2o
$19bobo$21bo5$18b2o$17bobo$19bo10$105b2o$105bobo4b2o$105bo6bobo$77b3o
32bo$77bo$2o76bo5b3o$b2o81bo$o84bo$23b3o$6bo18bo$6b2o16bo$5bobo5$23b3o
$25bo$24bo82b2o$106b2o$108bo3$103bo$102b2o$102bobo!

Edit: this should be minus another 2G (to 82G) for that p41 loop.

Code: Select all

x = 430, y = 122, rule = B3/S23
325bobo$326b2o$326bo$19bo$17bobo$18b2o301bo$322b2o$321b2o82bo$404bo$404b
3o5$422bobo$405bo16b2o$404bo18bo$404b3o$344bo84bo$345bo81b2o$343b3o5b
o76b2o$352bo$317bo32b3o$315bobo6bo$316b2o4bobo$323b2o10$410bo$410bobo
$410b2o3$198bo189bo$157b2o37b3o148b2o37b3o$158bo36bo152bo36bo22bo$158b
obo34b2o151bobo34b2o21bobo$159b2o188b2o57b2o14$206bo$205bo10bo$3o202b
3o7bo$2bo212b3o$bo36b2o$37b2o$39bo13$328b2o57b2o$327bobo21b2o34bobo$329b
o22bo36bo$16bo332b3o37b2o$16b2o331bo$15bobo161b2o$179bobo$179bo146b2o
$325bobo$154bo172bo$154b2o$153bobo54b2o$209b2o$211bo6$178b2o233b2o$178b
obo232bobo4b2o$178bo234bo6bobo$385b3o32bo$385bo$308b2o76bo5b3o$309b2o
81bo$308bo84bo$331b3o$314bo18bo$314b2o16bo$313bobo5$331b3o$333bo$332b
o82b2o$414b2o$416bo3$411bo$410b2o$410bobo!

KtT · Post by **KtT** » September 28th, 2023, 6:23 am

Scot's p5 in 22G, down from 23G:

Code: Select all

x = 287, y = 144, rule = B3/S23
169bobo$170b2o$170bo23$274bo$273bo$273b3o27$195bobo$196b2o$196bo$71b2o
53b2o57b2o20bo$16bo54b2o53b2o57b2o18b2o$14bobo189b2o$15b2o2$205bo$82b
2o53b2o57b2o8bo$17b2o43bobo16bobo52bobo56bobo6b3o$18b2o43b2o15bobo45b
o6bobo56bobo$17bo45bo17bo10bo33bobo7bo58bo$91bo35b2o77bobo$91b3o112b2o
$207bo$124b3o63b3o$126bo81bo$29b3o93bo81bo$29bo177b3o$bo28bo48bo56bo58b
o$b2o77b2o53bobo56bobo$obo76b2o55bobo56bobo$137b2o57b2o3$77b2o$76bobo
127b2o$78bo47b2o57b2o18b2o$126b2o57b2o20bo$196bo$196b2o$195bobo24$281b
o$280b2o$280bobo26$170bo$170b2o$169bobo$285bo$284b2o$284bobo!

Chris857 · Post by **Chris857** » September 29th, 2023, 1:03 am

p158 pi hassler in 36G.

Code: Select all

x = 629, y = 130, rule = B3/S23
249bo$248bo$248b3o7$216bobo344bo$216b2o346b2o$217bo345b2o$2bo$3bo$b3o
$43bo186bobo$42bo187b2o148bo$42b3o186bo147bo$379b3o2$375bo$373b2o$374b
2o$118bobo$119b2o81bobo$119bo82b2o5bobo$193b2o8bo5b2o132b2o138b2o118b
2o$193bo16bo132bo139bo119bo$191bobo147bobo137bobo117bobo$191b2o148b2o
138b2o26bo91b2o$345b2o138b2o21bo96b2o$345b2o138b2o21b3o94b2o$493b2o118b
2o$493bo119bo$491bobo117bobo$491b2o118b2o$173b2o148b2o138b2o100bobo15b
2o$173b2o148b2o138b2o101b2o15b2o$566bo$350b2o138b2o$350b2o138b2o2$609b
2obo$609b2ob3o$615bo$59bo549b2ob3o$57b2o384bo166bobo$bo56b2o384b2o164b
obo$2bo371b3o66b2o166bo$3o296bo48b2o24bo74bo38b2o$300b2o45bobo25bo74b
2o35bobo$299b2o47bo100b2o37bo2$323bo47b2o90bo37b2o$216b3o77bo25bobo45b
2o90bobo35b2o$69b3o144bo80bo24b2o48bo89b2o38bo$69bo147bo77b3o209b2o71b
o$12b2o56bo435b2o71bobo$13b2o493bo70bobo$12bo564b3ob2o$576bo$577b3ob2o
$579bob2o2$320b2o138b2o$320b2o138b2o$625bo$47b2o148b2o148b2o138b2o118b
2o15b2o$47b2o148b2o148b2o138b2o118b2o15bobo$459b2o118b2o$458bobo117bo
bo$458bo119bo$457b2o118b2o$325b2o114b3o21b2o118b2o$325b2o116bo21b2o118b
2o$179b2o148b2o111bo26b2o118b2o$178bobo147bobo137bobo117bobo$178bo149b
o139bo119bo$177b2o148b2o138b2o118b2o4$141b3o152b2o$143bo153b2o$142bo153b
o2$290b3o$292bo$291bo5$627b2o$626b2o$628bo3$148bo$148b2o$147bobo27$111b
3o$113bo$112bo!

KtT · Post by **KtT** » September 30th, 2023, 11:29 am

Should save 1G off p59 pi-heptomino hassler:

Code: Select all

x = 22, y = 17, rule = B3/S23
17b2o$18bo$18bob2o$obo3bo9b3o2bo$b2o4bo7bo3b2o$bo3b3o7b4o$18bo$15b2ob
obo$16bo2b2o$4b2o8bobo$5b2o7b2o$4bo3$3b3o$5bo$4bo!

Chris857 · Post by **Chris857** » September 30th, 2023, 7:20 pm

p46 LOM+block hassler in 24G.

Code: Select all

x = 320, y = 86, rule = B3/S23
317bo$317bobo$317b2o3$267bobo$268b2o47bo$268bo46b2o$316b2o$268bo$269b
o$267b3o3$306bo$306bobo$306b2o$23bo245bo$21bobo243bobo$22b2o102bo141b
2o$127bo126bo$125b3o127bo$253b3o49bobo$305b2o$306bo10$152bo149bo$150b
3o147b3o$149bo149bo$149b2o148b2o3$4b3o107b3o147b3o$294bo5bo$2bo5bo103b
o5bo143bo5bo25bo5bo$2bo5bo103bo5bo143bo5bo25bo5bo$2bo5bo103bo5bo143bo
5bo$296b3o3$2b2o108b2o148b2o$3bo109bo149bo$3o107b3o147b3o$o109bo149bo
3$20bo$20b2o$19bobo5$256bo$256b2o$121b3o131bobo49b3o$123bo183bo$122bo
185bo$293b2o$293bobo$293bo$255b2o$254bobo$256bo3$293b3o$293bo$294bo$245b
2o$246b2o46bo$245bo47b2o$293bobo3$244b2o$243bobo$245bo!

KtT · Post by **KtT** » October 4th, 2023, 7:30 am

Canonical p86 R-pentomino hassler in 30G, down from 36G:

Code: Select all

x = 276, y = 72, rule = B3/S23
247bo$245b2o$246b2o2$245bo$246bo$244b3o5$239bo$240bo$238b3o2$249bo$249b
obo$2bobo33bo62bo70bo76b2o6bo$3b2o31b3o60b3o68b3o48b2o32b3o$3bo31bo62b
o70bo52bo31bo$35b2o61b2o69b2o51bobo29b2o$3o220b2o21b2o$2bo131bo5bo105b
obo$bo132b2o5bo2bo101bo$133bobo3b3o2b2o74bo$143bobo75bo$219b3o$226bo$
204bobo18bo$205b2o2b2o14b3o$205bo2bobo$210bo3$262bo$216b2o44bobo$215b
obo44b2o$217bo3$269bo$269bobo2bo$252b3o14b2o2b2o$254bo18bobo$253bo$72b
2o184b3o$71b2o185bo$35bo37bo185bo$33bobo197bo$34b2o3bo31b2o158bobo$37b
2o31bobo26b2o69b2o60b2o21b2o$38b2o32bo26bobo37b2o29bobo51b2o29bobo$101b
o38bo31bo52bo31bo$101b2o34b3o32b2o48b3o32b2o$137bo84bo6b2o$71b2o155bo
bo$70b2o158bo$72bo$239b3o$239bo$240bo5$233b3o$233bo$234bo2$232b2o$233b
2o$232bo!

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