Synthesising Oscillators

[Chris857]

88p530 in 37G.

Code: Select all

x = 304, y = 61, rule = B3/S23
245bo$243b2o$244b2o2$11b2o4b2o42b2o4b2o42b2o4b2o42b2o4b2o42b2o4b2o72b
2o4b2o$11bobo2bobo42bobo2bobo42bobo2bobo42bobo2bobo42bobo2bobo72bobo2b
obo$13bo2bo46bo2bo46bo2bo46bo2bo46bo2bo30bo45bo2bo$12bo4bo44bo4bo44bo
4bo44bo4bo44bo4bo29bobo42bo4bo$12b2o2b2o44b2o2b2o44b2o2b2o44b2o2b2o44b
2o2b2o29b2o43b2o2b2o$14b2o48b2o48b2o48b2o48b2o78b2o5$108b2o7b2o39b2o7b
2o39b2o7b2o69b2o7b2o$57b2o4bo44b2o7b2o39b2o7b2o39b2o7b2o69b2o7b2o$56b
obo3b2o$58bo3bobo88b2o48b2o78b2o$154bo49bo79bo$154bobo47bobo18bo58bob
o$155b2o48b2o18bobo57b2o$bo63bo35b2o122b2o$2bo62b2o35b2o126bo$3o61bob
o34bo7b2o117b2o$109bobo91b2o24b2o52b2o15b2o$109bo94bo79bo8bo6bobo$204b
obo77bobo5bobo7bo$205b2o78b2o6bo8b2o$3bo22bo124bo5bo42bo25bo5bo$4bo20b
o125b2o5bo2bo36bobo25bobo3bobo58bo$2b3o20b3o122bobo3b3o2b2o36b2o25b2o
4b2o58b3o$160bobo137b2o$232bo67bobo$205b2o24b2o69bo$206b2o23bobo68b2o
$205bo$222bo65b2o7b2o$6bo16bo197b2o14b3o48b2o7b2o$4bobo16bobo195bobo13b
o$5b2o16b2o213bo$247bo$202b2o19b2o21b2o$64b2o48b2o48b2o35bobo10b2o7bo
bo20bobo45b2o$62b2o2b2o44b2o2b2o44b2o2b2o35bo8b2o2b2o5bo68b2o2b2o$62b
o4bo44bo4bo44bo4bo44bo4bo74bo4bo$63bo2bo46bo2bo46bo2bo46bo2bo35b3o38b
o2bo$61bobo2bobo42bobo2bobo42bobo2bobo42bobo2bobo33bo38bobo2bobo$61b2o
4b2o42b2o4b2o42b2o4b2o42b2o4b2o34bo37b2o4b2o11$2bo24bo$2b2o22b2o$bobo
22bobo!

[Freywa]

New SKOP86 in 22 gliders:

Code: Select all

x = 266, y = 44, rule = B3/S23
2bobo2b3o$3b2o2bo$3bo4bo48b2o4b2o56b2o4b2o55b2o4b2o54b2o4b2o$12bo
44b2o4b2o56b2o4b2o55b2o4b2o54b2o4b2o$11b2o$11bobo4$254bo$139b2o31b
2o28b2o30b2o18bo9b2o$139bo33bo20bo7bo32bo7bo10bo9bo$76bo32bo27bobo
33bobo16b2o6bobo32bobo6b2o16bobo$75b2o32b2o26b2o35b2o17b2o5b2o34b
2o5b2o5b3o3b3o3b2o$75bobo30bobo$70b3o40b3o138bo$72bo40bo81b3o42b3o
11bo$71bo42bo80bo46bo11bo$196bo44bo7$179bo78bo$50bo84bo44bo64bo11b
o$49bo86bo41b3o64bo11b3o$49b3o82b3o108bo$44bobo92bobo$45b2o64b2o
26b2o33b2o5b2o17b2o34b2o3b3o3b3o5b2o5b2o$45bo64bobo27bo32bobo6b2o
16bobo32bobo16b2o6bobo$110bo62bo7bo20bo32bo9bo10bo7bo$109b2o61b2o
28b2o30b2o9bo18b2o$245bo4$obo$b2o$bo55b2o4b2o56b2o4b2o55b2o4b2o54b
2o4b2o$5bo4bo46b2o4b2o56b2o4b2o55b2o4b2o54b2o4b2o$6bo2b2o$4b3o2bob
o!

[Chris857]

p30 double honey farm shuttle (wiki) in 70G. Activation stage is terrible at inserting the blocks fast enough so has to keep throwing sacrificial objects at it until it can get the blocks in. Seems ripe for improvement.

Code: Select all

x = 438, y = 73, rule = B3/S23
224bo89bo$225bo87bo$223b3o5bobo71bobo5b3o$232b2o71b2o$232bo73bo4$236b
obo61bobo$237b2o61b2o$237bo63bo4$105bo47bo$106bo45bo$104b3o3bobo33bob
o3b3o$111b2o33b2o$111bo35bo94bo53bo$2bo13bo223bobo53bobo$obo13bobo222b
2o53b2o83bobo51bobo$b2o13b2o38b2o3b2o63b2o3b2o125bo7b2o3b2o7bo101b2o14b
o7b2o3b2o7bo14b2o$56bobobobo63bobobobo125b3o5bobobobo5b3o101bo15b3o5b
obobobo5b3o15bo$4b2o7b2o43bobo67bobo130bo6bobo6bo123bo6bobo6bo$5b2o5b
2o43b2ob2o65b2ob2o122bo5b2o5b2ob2o5b2o5bo115b2o5b2ob2o5b2o$4bo9bo207b
o2bo29b2o25b2o29bo2bo$226bo17bo5bo3b2o27b2o3bo5bo17bo91b3o5b3o$222bo3b
o18b2obobo37bobob2o18bo3bo79b2o5bo3bo3bo3bo5b2o$51bo15bo41b2o3b2o27b2o
3b2o73b4o17b2o3b2o37b2o3b2o17b4o75bo4b2o4bo5bobo5bo4b2o4bo$52bo13bo43b
2obobo27bobob2o242bo11bo3bo3bo3bo11bo$50b3o13b3o40bo5bo11bo3bo11bo5bo
117bo3bo110bo8bo12b3o5b3o12bo8bo$126bobobobo64b2o67bobobobo67b2o41bo51b
o$126b2o3b2o63b4o66b2o3b2o66b4o38b3o51b3o$49b3o15b3o115b4o7b2ob2o137b
2ob2o7b4o42b2o23b2o$51bo15bo116bo3bo9b2o139b2o9bo3bo41b2o23b2o$44b3o3b
o17bo3b3o113bo161bo$46bo25bo111bo2bo163bo2bo$7b2ob2o33bo11b2ob2o11bo53b
2ob2o135b2ob2o128b2o5b2ob2o5b2o$8bobo47bobo67bobo137bobo119b3o8bo6bob
o6bo8b3o$6bobobobo43bobobobo63bobobobo133bobobobo125b3o5bobobobo5b3o$
6b2o3b2o43b2o3b2o63b2o3b2o133b2o3b2o125bo7b2o3b2o7bo8$246bo45bo$246b2o
43b2o$239b3o3bobo43bobo3b3o$241bo55bo$240bo57bo3$226b2o3bo75bo3b2o$225b
obo3b2o73b2o3bobo$227bo2bobo73bobo2bo3$229b2o77b2o$228bobo77bobo$230b
o77bo8$218bo101bo$218b2o99b2o$217bobo99bobo!

Edit: seems like there must some issue with the big activation step since that one isn't showing up on catagolue.

[AbhpzTa]

p30 double honey farm shuttle (wiki) in 70G. Activation stage is terrible at inserting the blocks fast enough so has to keep throwing sacrificial objects at it until it can get the blocks in. Seems ripe for improvement.

Code: Select all

x = 438, y = 73, rule = B3/S23
224bo89bo$225bo87bo$223b3o5bobo71bobo5b3o$232b2o71b2o$232bo73bo4$236b
obo61bobo$237b2o61b2o$237bo63bo4$105bo47bo$106bo45bo$104b3o3bobo33bob
o3b3o$111b2o33b2o$111bo35bo94bo53bo$2bo13bo223bobo53bobo$obo13bobo222b
2o53b2o83bobo51bobo$b2o13b2o38b2o3b2o63b2o3b2o125bo7b2o3b2o7bo101b2o14b
o7b2o3b2o7bo14b2o$56bobobobo63bobobobo125b3o5bobobobo5b3o101bo15b3o5b
obobobo5b3o15bo$4b2o7b2o43bobo67bobo130bo6bobo6bo123bo6bobo6bo$5b2o5b
2o43b2ob2o65b2ob2o122bo5b2o5b2ob2o5b2o5bo115b2o5b2ob2o5b2o$4bo9bo207b
o2bo29b2o25b2o29bo2bo$226bo17bo5bo3b2o27b2o3bo5bo17bo91b3o5b3o$222bo3b
o18b2obobo37bobob2o18bo3bo79b2o5bo3bo3bo3bo5b2o$51bo15bo41b2o3b2o27b2o
3b2o73b4o17b2o3b2o37b2o3b2o17b4o75bo4b2o4bo5bobo5bo4b2o4bo$52bo13bo43b
2obobo27bobob2o242bo11bo3bo3bo3bo11bo$50b3o13b3o40bo5bo11bo3bo11bo5bo
117bo3bo110bo8bo12b3o5b3o12bo8bo$126bobobobo64b2o67bobobobo67b2o41bo51b
o$126b2o3b2o63b4o66b2o3b2o66b4o38b3o51b3o$49b3o15b3o115b4o7b2ob2o137b
2ob2o7b4o42b2o23b2o$51bo15bo116bo3bo9b2o139b2o9bo3bo41b2o23b2o$44b3o3b
o17bo3b3o113bo161bo$46bo25bo111bo2bo163bo2bo$7b2ob2o33bo11b2ob2o11bo53b
2ob2o135b2ob2o128b2o5b2ob2o5b2o$8bobo47bobo67bobo137bobo119b3o8bo6bob
o6bo8b3o$6bobobobo43bobobobo63bobobobo133bobobobo125b3o5bobobobo5b3o$
6b2o3b2o43b2o3b2o63b2o3b2o133b2o3b2o125bo7b2o3b2o7bo8$246bo45bo$246b2o
43b2o$239b3o3bobo43bobo3b3o$241bo55bo$240bo57bo3$226b2o3bo75bo3b2o$225b
obo3b2o73b2o3bobo$227bo2bobo73bobo2bo3$229b2o77b2o$228bobo77bobo$230b
o77bo8$218bo101bo$218b2o99b2o$217bobo99bobo!

Edit: seems like there must some issue with the big activation step since that one isn't showing up on catagolue.

38G:

Code: Select all

x = 372, y = 34, rule = B3/S23
238bo39bo8bo41bo$201bo13bo23bo37bo10bo39bo$202bo11bo22b3o3bobo25bobo3b
3o6b3o39b3o$106bobo91b3o11b3o27b2o9b2o3b2o9b2o24bo7b2o3b2o7bo27bo7b2o
3b2o7bo$107b2o95bo7bo31bo10bobobobo10bo24b3o5bobobobo5b3o27b3o5bobobob
o5b3o$107bo13bo34bo47b2o5b2o44bobo40bo6bobo6bo33bo6bobo6bo$119b2o36b2o
44bobo5bobo28b2o3b2o7b2ob2o7b2o3b2o24b2o5b2ob2o5b2o31b2o5b2ob2o5b2o$
104bo15b2o34b2o85b2obobo19bobob2o$103bo138bo5bo19bo5bo76b2o11b2o$57bo
45b3o239b2o3bo2bo9bo2bo3b2o$58bo42bo52bo190b2o3bo2bo2b2ob2o2bo2bo3b2o$
56b3o40bobo52bobo193bo3bo7bo3bo$100b2o52b2o48bo7bo41bo7bo36bo4bo7bo4bo
33bo5bobo5bo$203bobo5bobo39bobo5bobo36bo2bobo5bobo2bo35bo3bo3bo3bo$55b
o98bo47bo2bo5bo2bo37bo2bo5bo2bo28bobo2b3obo2bo5bo2bob3o2bobo29b3o5b3o$
53b2o99bo6b3o39b2o7b2o39b2o7b2o30b2o7b2o7b2o7b2o22b2o23b2o$54b2o98bo
139bo27bo22b2o23b2o$70bo$70bobo218b2o31b2o$3bobo5bobo42b2ob2o9b2o27b2o
5b2ob2o5b2o31b2o5b2ob2o5b2o31b2o5b2ob2o5b2o31b2o5b2ob2o5b2o16b2o6b2o5b
2o5b2ob2o5b2o5b2o6b2o16b2o5b2ob2o5b2o$4b2o5b2o44bobo40bo6bobo6bo33bo6b
obo6bo33bo6bobo6bo33bo6bobo6bo16bobo5bo8bo6bobo6bo8bo5bobo16bo6bobo6bo
$4bo7bo42bobobobo35b3o5bobobobo5b3o27b3o5bobobobo5b3o27b3o5bobobobo5b
3o27b3o5bobobobo5b3o15bo11b3o5bobobobo5b3o11bo15b3o5bobobobo5b3o$3o11b
3o32bobo3b2o3b2o35bo7b2o3b2o7bo27bo7b2o3b2o7bo27bo7b2o3b2o7bo27bo7b2o
3b2o7bo27bo7b2o3b2o7bo27bo7b2o3b2o7bo$2bo11bo35b2o$bo13bo34bo2$49b2o$
48b2o$50bo3$61b3o$63bo$62bo!

[Kazyan]

Final step for a synthesis of 34P7:

Code: Select all

x = 46, y = 65, rule = B3/S23
obo$b2o$bo9$12bo$10bobo$11b2o4$12bo$3bo6bobo$bobo7b2o14bobo$2b2o23b2o$
17b2o9bo7bo$16bo2bo15bo$17b2o16b3o2$14bo13b2o$13bobo12b2o$14b2o5b2o14b
o$21bobo4b2o6bo$23bo5bo6b3o$16b2obo2bob2obo$16bob5obob3o2$17b3obob5obo
$18bob2obo2bob2o$7b3o6bo5bo$9bo6b2o4bobo$8bo14b2o5b2o$16b2o12bobo$16b
2o13bo2$8b3o16b2o$10bo15bo2bo$9bo7bo9b2o$17b2o23b2o$16bobo14b2o7bobo$
33bobo6bo$33bo4$33b2o$33bobo$33bo9$44bo$43b2o$43bobo!

EDIT (10/8/22): 23G Synthesis of the p20 shuttle found today:

Code: Select all

x = 214, y = 47, rule = B3/S23
194bo$193bo$193b3o3$190bobo$191b2o$191bo$184bo25bo$185b2o22bo$184b2o
23b3o3$179bobo$180b2o$180bo4$176bo$177b2o$125bo50b2o$8bobo113bobo45b2o
23bo$9b2o3bo50bo9bo48bo2bo43bobo22bobo$9bo3bo50bobo8bobo44b2obobo45bo
22bo2bo$13b3o48bo2bo7b2o44bo2bobo67b2obobo$62b2obobo54bo2bo67bo2bobo$
61bo2bobo8bo47b2o3bo4bo60bo2bo$62bo2bo8b2o51bobo3bobo59b2o3bo$63b2o9bo
bo51bo4b2o64bobo2b2o5b2o$o135b2o62bo3b2o5bobo$b2o133bobo72bo$2o134bo$
127b3o70b2o$129bo70b2o$2b2o124bo$bobo18b3o52bo52b3o$3bo18bo53b2o52bo$
23bo52bobo52bo48b2o$179bobo$181bo18b3o$200bo$201bo2$14b2o$14bobo$14bo!

[Stepan Babintsev]

xp3_c88b96z330fh884a4: 14G:

Code: Select all

x = 84, y = 115, rule = B3/S23
bo$2bo$3o26$82bo$81bo$81b3o13$30bo$30bobo$30b2o$28bo$26bobo$27b2o3$40b
2o$40bobo$32b2o6bo$33b2o$32bo3$51bo$50bo$50b3o3$20bo32b3o$21b2o3bo26bo
$20b2o5bo26bo$25b3o2$21b3o$23bo11b2o$22bo11bobo$36bo$39b2o$39bobo$39bo
38$74b2o$74bobo$74bo!

[carsoncheng]

EDIT (10/8/22): 23G Synthesis of the p20 shuttle found today:

Code: Select all

x = 214, y = 47, rule = B3/S23
194bo$193bo$193b3o3$190bobo$191b2o$191bo$184bo25bo$185b2o22bo$184b2o
23b3o3$179bobo$180b2o$180bo4$176bo$177b2o$125bo50b2o$8bobo113bobo45b2o
23bo$9b2o3bo50bo9bo48bo2bo43bobo22bobo$9bo3bo50bobo8bobo44b2obobo45bo
22bo2bo$13b3o48bo2bo7b2o44bo2bobo67b2obobo$62b2obobo54bo2bo67bo2bobo$
61bo2bobo8bo47b2o3bo4bo60bo2bo$62bo2bo8b2o51bobo3bobo59b2o3bo$63b2o9bo
bo51bo4b2o64bobo2b2o5b2o$o135b2o62bo3b2o5bobo$b2o133bobo72bo$2o134bo$
127b3o70b2o$129bo70b2o$2b2o124bo$bobo18b3o52bo52b3o$3bo18bo53b2o52bo$
23bo52bobo52bo48b2o$179bobo$181bo18b3o$200bo$201bo2$14b2o$14bobo$14bo!

Reduced by 1G, using a 4G block+tub (instead of 5G):

Code: Select all

x = 189, y = 45, rule = B3/S23
14bo$14bobo$14b2o2$73bo102bobo$55bo16bo83bo19b2o$56b2o14b3o40bo41b
2o18bo$55b2o58bobo38b2o$23bo45bo45b2o$3bo18bo45bo43bo$bobo18b3o43b
3o39bobo$2b2o107b2o63b2o$65bo110b2o$66b2o$2o63b2o121bo$b2o109bo3b
2o58bo3b2o4b2o$o110bobo2b2o57bobo2b2o5b2o$58b2o47b2o3bo58b2o3bo$
57bo2bo45bo2bo60bo2bo$56bo2bobo43bo2bobo58bo2bobo$57b2obobo43b2obo
bo58b2obobo$13b3o43bo2bo45bo2bo36bo23bo2bo$9bo3bo45bobo46bobo38b2o
21bobo$9b2o3bo45bo48bo38b2o23bo$8bobo141b3o$154bo$153bo4$156b2o$
155bobo$157bo2$186bo$160b3o22b2o$162bo22bobo$161bo$167b2o$166bobo$
168bo2$170bo$169b2o$169bobo!

[Chris857]

112p187 in 42G.

Code: Select all

x = 412, y = 92, rule = B3/S23
372bo$372bobo$372b2o7$343bobo$344b2o$344bo11bo$357bo5bo$355b3o3b2o$362b
2o5$14bobo$14b2o$bo13bo$2bo$3o2$19bo323b2o12bo$11bo6bo215bo109bo11bo$
9b2o7b3o214bo108bobo9b3o$10b2o221b3o109b2o$361bo$80bo89bo99bo88b2o19b
o$79bobo87bobo97bobo88b2o17bobo$79bobo87bobo56bo40bobo107bobo$78b2ob3o
6bobo75b2ob3o54b2o8bo29b2ob3o104b2ob3o$84bo6b2o81bo52bobo8b2o34bo109b
o$78b2ob3o7bo76b2ob3o63bobo28b2ob3o104b2ob3o$78b2obo86b2obo96b2obo106b
2obo$5bo$5b2o13b2o76bo90bo99bo109bo$4bobo13bobo74bo89b3o97b3o107b3o$20b
o76b3o42bo43bo99bo109bo$142bobo41b2o98b2o108b2o$134bo7b2o199b3o$135b2o
160b2o46bo61b2o$59bobo72b2o161bo46bo62bo$60b2o32bo143b2o55bobo50b2o55b
obo$60bo32b2o142bobo55b2o50bobo55b2o$93bobo103b2o36bo109bo62bo$198b2o
36b2o108b2o61bo$191b2o7bo208b3o$147b2o41bobo54b2o108b2o$55b3o90bo43bo
55bo109bo$57bo87b3o97b3o107b3o$56bo88bo99bo109bo2$3bob2o66bob2o86bob2o
96bob2o106bob2o$b3ob2o56bo7b3ob2o84b3ob2o94b3ob2o28bobo73b3ob2o$o61b2o
6bo89bo99bo34b2o8bobo62bo$b3ob2o55bobo6b3ob2o84b3ob2o94b3ob2o29bo8b2o
64b3ob2o$3bobo67bobo87bobo97bobo40bo66bobo$3bobo67bobo87bobo97bobo107b
obo17b2o$4bo69bo89bo99bo109bo19b2o$393bo$299b3o106b2o$299bo96b3o9bobo
$300bo97bo11bo$397bo12b2o11$391b2o$392b2o3b3o$391bo5bo$398bo11bo$409b
2o$409bobo7$381b2o$380bobo$382bo!

80P128 in 35G (assuming 12G for Rich's p16).

Code: Select all

x = 403, y = 52, rule = B3/S23
19bo$17b2o51bo$18b2o48bobo$69b2o$73b2o$72bo2bo$73b2o3$11bo14bo3bo55bo
3bo55bo3bo65bo3bo65bo3bo85bo3bo$12b2o11bobobobo53bobobobo53bobobobo63b
obobobo63bobobobo83bobobobo$11b2o13b2ob2o37b4o14b2ob2o37b4o14b2ob2o47b
4o14b2ob2o47b4o14b2ob2o67b4o14b2ob2o$67bo7b2o50bo7b2o60bo7b2o60bo7b2o
80bo7b2o$8b2o57bo3b2o2b2o50bo3b2o2b2o60bo3b2o2b2o60bo3b2o2b2o80bo3b2o
2b2o$7bobo12b2o9b2o33bo2b2o9b2o9b2o33bo2b2o9b2o9b2o43bo2b2o9b2o9b2o43b
o2b2o9b2o9b2o63bo2b2o9b2o9b2o$9bo12bob4ob4obo47bob4ob4obo47bob4ob4obo
57bob4ob4obo30bo26bob4ob4obo77bob4ob4obo$23bo3bobo3bo49bo3bobo3bo49bo
3bobo3bo59bo3bobo3bo32b2o9bo15bo3bobo3bo63bo15bo3bobo3bo$23bo3bobo3bo
49bo3bobo3bo49bo3bobo3bo59bo3bobo3bo31b2o10b3o13bo3bobo3bo63b3o13bo3b
obo3bo$24b3o3b3o51b3o3b3o51b3o3b3o61b3o3b3o47bo13b3o3b3o67bo13b3o3b3o
$bo267b2o88b2o$b2o$obo121bo135b2o$125bo70b2o62b2o$123b3o3bo66bobo$128b
2o67bo$128bobo$198b3o$198bo$199bo170b3o$345bo24bo16bo$346bo24bo14bo$344b
3o11bo27b3o$348bo9b2o24bo$348b2o7bobo23b2o$347bobo33bobo4$372b2o$362b
3o7bobo$364bo7bo$185bo177bo$185b2o$184bobo$207b2o129b2o53b2o$206b2o131b
2o51b2o$208bo129bo55bo3$331b2o67b2o$330bobo67bobo$332bo67bo!

2022-10-26:
Capped p113 gun in 34G

Code: Select all

x = 263, y = 85, rule = B3/S23
261bo$260bo$260b3o6$255bobo$255b2o$256bo4$242bo$240bobo$241b2o$245bo$
243b2o$244b2o2$111bo$110bo$110b3o$33bo56bo$33bobo55bo$33b2o54b3o$10bo
210bo$11bo208bo12bo$9b3o208b3o10bobo$212bo20b2o$99bobo111bo$99b2o110b
3o$100bo$133b2o108b2o$133b2o74b2o20bo11b2o$209b2o18b2o$76bo153b2o$74b
obo137bobo$75b2o137b2o10bo$132b2o81bo9bo16b2o$132bo64bo8bo18b3o8b2o4b
o$133b3o61b3o4bobo29bobo4b3o$135bo64bo4b2o8b3o18bo8bo$199b2o16bo9bo$36b
2o178bo10b2o$36bobo187bobo$36bo174b2o$122b2o88b2o18b2o$122b2o74b2o11b
o20b2o$198b2o$12bo$12b2o215b3o$11bobo215bo$208b2o20bo$101b3o103bobo10b
3o$101bo107bo12bo$102bo118bo$21b3o54b2o$21bo55bobo$22bo56bo$3o$2bo$bo
2$197b2o$198b2o$197bo$200b2o$200bobo$200bo4$186bo$186b2o$185bobo6$180b
3o$182bo$181bo!

2022-10-28:
The recent p28 pi hassler in 80G (assuming base still life is 18G)

Code: Select all

x = 781, y = 50, rule = B3/S23
597bobo140bo$598b2o138bobo$598bo140b2o2$610bo$610bobo141bobo$610b2o128b
o13b2o$615bo125b2o12bo$613b2o125b2o$614b2o139bo$754bo$21b2o3bo54b2o3b
o54b2o3bo54b2o3bo54b2o3bo54b2o3bo54b2o3bo54b2o3bo44b2o3bo44b2o3bo44b2o
3bo54b2o3bo44b2o3bo47b3o4b2o3bo$22bo3b3o53bo3b3o53bo3b3o53bo3b3o53bo3b
3o53bo3b3o53bo3b3o53bo3b3o43bo3b3o43bo3b3o43bo3b3o53bo3b3o43bo3b3o53b
o3b3o$22bob2o3bo52bob2o3bo52bob2o3bo52bob2o3bo52bob2o3bo52bob2o3bo52b
ob2o3bo52bob2o3bo42bob2o3bo42bob2o3bo42bob2o3bo52bob2o3bo42bob2o3bo52b
ob2o3bo$23bobobobo53bobobobo53bobobobo53bobobobo53bobobobo53bobobobo53b
obobobo53bobobobo43bobobobo43bobobobo43bobobobo53bobobobo43bobobobo53b
obobobo$26b2ob2o55b2ob2o55b2ob2o55b2ob2o55b2ob2o43bo11b2ob2o55b2ob2o55b
2ob2o45b2ob2o45b2ob2o45b2ob2o55b3o47b3o57b3o$315b2o220bo$314b2o111bo110b
o117b3o47b3o57b3o$425bobo108b3o117bo2bo46bo2bo56bo2bo$371bobo5b3o44b2o
11b3o216b2o40bo7b2o58b2o$372b2o6b3o48bo8b3o258bo$372bo59b2o55bo209b3o
63bo$268bo156bo5b2o54bobo58b2o33bo6b2o17b3o141bo11bo$267bo155bobo56bo
5b2o57b2o32bobo5bo19bo37bo99b3obobo11bo$267b3o55b3o96b2o11b2o44bo65bo
32b2o8bo17bo34bobo53b2o46bo2b2o16bo$325bo43bo48bo17bo8b2o34b3o106b2o11b
2o41b2o53bobo44bo16b2o2bo$319b2o5bo43b2o47bo19bo5bobo155bobo95bo51bo11b
obob3o$145b2o121bo50bobo47b2o46b3o17b2o6bo150b2o5bo88b3o58bo11bo$145b
2o57bo62bo51bo226bo48b2o50b3o103bo$202bobo62b3o266b3o6b2o39b3o8bo49bo
$203b2o274b2o48b2o6b3o5bobo31b2o6b3o11b2o36b2o7bo40b2o58b2o$70b3o77b3o
107bo119b3o96bo2bo46bo2bo46bo2bo18bobo35bo2bo46bo2bo56bo2bo$86bobo3bo
57bo109bo119bo99b3o10b2o35b3o47b3o18bo38b3o47b3o57b3o$12bo4bo50bo18b2o
3bobo56bo52b3o53bo120bo110b2o$12b2o2b2o50bo18bo4b2o34b2ob2o55b2ob2o11b
o43b2ob2o55b2ob2o55b2ob2o55b2ob2o47b3o11bo35b3o47b3o57b3o47b3o57b3o$11b
obo2bobo49bo2b3o55bobobob2o52bobobob2o8bo43bobobob2o52bobobobo53bobob
obo53bobobobo43bobobobo43bobobobo43bobobobo53bobobobo43bobobobo53bobo
bobo$129bo3b2obo52bo3b2obo52bo3b2obo52bo3b2obo52bo3b2obo52bo3b2obo42b
o3b2obo42bo3b2obo42bo3b2obo52bo3b2obo42bo3b2obo52bo3b2obo$130b3o57b3o
57b3o57b3o3bo53b3o3bo53b3o3bo43b3o3bo43b3o3bo43b3o3bo53b3o3bo43b3o3bo
53b3o3bo$132bo59bo59bo59bo3b2o54bo3b2o54bo3b2o44bo3b2o44bo3b2o44bo3b2o
54bo3b2o44bo3b2o54bo3b2o4b3o$764bo$21b2o242b2o146b2o348bo$21bobo240b2o
148b2o361b2o$21bo64bobo163b3o11bo146bo349bo12b2o$86b2o166bo162b2o344b
2o13bo$bo85bo165bo3b2o157bobo343bobo$b2o72bo3b3o175bobo158bo$obo72b2o
4bo175bo$74bobo3bo185b3o161bo347b2o$266bo162b2o347bobo$267bo161bobo346b
o!

[GUYTU6J]

I was only a couple of seconds late from getting this simple p73 lumps of muck hassler synthesis submitted to last commit:

Code: Select all

x = 235, y = 50, rule = B3/S23
17bo$18b2o$17b2o5$105bobo$105b2o$106bo94bo$201b3o12bo11bo$204bo9bobo3b
obo5bobo$52bo150b2o10b2o3b2o6b2o$50b2o169bo$51b2o$107b3o$107bo94bo$
108bo91bobo$201b2o14bo$28bo98b2o86b2o10b2o$22bobo2bo99bobo86b2o9bobo$
23b2o2b3o99bo99bo$23bo104b2ob2obo93b2ob2obo$39bobo89bob2o96bob2o$39b2o
90bo99bo$3b2o35bo62b2o25b2o71b2o25b2o$3bo99bo99bo$2obo96b2obo96b2obo$o
b2ob2o93bob2ob2o93bob2ob2o$5bo99bo99bo$5bobo97bobo97bobo9b2o$6b2o98b2o
98b2o10b2o$217bo14b2o$232bobo$232bo$38b3o$38bo$39bo81b2o90bo$122b2o81b
2o6b2o3b2o10b2o$121bo82bobo5bobo3bobo9bo$206bo11bo12b3o$132b2o99bo$
132bobo$132bo4$122b2o$123b2o$122bo!

It is time to go through b3s23osc_stdin and synthesis unsynthesized rotors. More coming soon...
p253 Herschel factory

Code: Select all

x = 415, y = 100, rule = B3/S23
407bo$407bobo$407b2o5$403bo$401b2o$402b2o4$387bo$388bo$386b3o2$390bobo
$390b2o$391bo3$112bo146bo58bo$113bo118b2o24bo60bo32b2o24b2o$111b3o118b
2o24b3o56b3o32b2o24b2o$107b2o154b2o78bo$108b2o152b2o77bobo$107bo156bo
77b2o$239b2o111bo6b2o10b2o6bo$239b2o109bobo6b2o10b2o6bobo$351b2o26b2o
24bo$404bo$336b2o66b3o$337b2o7b2o$336bo10b2o$111b3o144b3o85bo$113bo
144bo$3bo4bo103bo10bo4bo114bo4bo10bo103bo4bo$2bobo2bobo112bobo2bobo
112bobo2bobo112bobo2bobo31b3o$2bobo2bobo112bobo2bobo112bobo2bobo112bob
o2bobo31bo$3bo4bo114bo4bo114bo4bo114bo4bo33bo6$320b3o$322bo$321bo3$
410bo$409bo$409b3o2$bo$b2o4bo$obo2b2o$6b2o$123bo4bo114bo4bo80bo33bo4bo
$122bobo2bobo112bobo2bobo80bo31bobo2bobo$122bobo2bobo112bobo2bobo78b3o
31bobo2bobo$123bo4bo10bo92bo10bo4bo114bo4bo$5bo132bo94bo$5b2o131b3o90b
3o151bo$4bobo376b2o10bo$384b2o7b2o$325b3o66b2o$327bo$326bo24b2o26b2o$
251b2o97bobo6b2o10b2o6bobo$251b2o99bo6b2o10b2o6bo$144bo82bo160b2o$142b
2o84b2o158bobo$143b2o82b2o159bo$138b3o90b3o24b2o92b2o24b2o32b3o$138bo
94bo24b2o92b2o24b2o32bo$139bo92bo180bo3$340bo$340b2o$339bobo2$343b3o$
343bo$344bo4$328b2o$329b2o$328bo5$323b2o$322bobo$324bo!

Yet another baker's dozen variant with a pair of short keys

Code: Select all

x = 190, y = 43, rule = B3/S23
185bo$185bobo$185b2o3$163bo$164b2o$163b2o22bo$187bobo$187b2o11$122bo$
54bo67bobo$52bobo61bobo3b2o$53b2o3bobo56b2o$58b2o57bo$59bo119bo$107bo
13bobo43bo10bobo$2bo50bobo50bobo12b2o43bobo8bo2bo$2bobo49b2o50bo2bo12b
o43bo2bo$2b2o50bo8bo49bo59bo4bobo$62bobo41bobo3bobo51bobo3bobo5b2o$62b
o2bo39b2o5bo2bo49b2o5bo2bo4b2o$4b2o57b2o40b2o6b2o50b2o6b2o3bobo$4bobo
99bobo13bo43bobo$4bo49bo66b2o54bo2bo$54b2o6b2o42bo2bo2b2o7bobo42bo2bo
2b2o4bobo$3o50bobo6b2o42bobo3b2o52bobo3b2o5bo$2bo104bo9bo49bo$bo57bo
57b2o$58b2o56bobo3b2o$53b2o3bobo61bobo$52bobo67bo$54bo!

xp12_32acy7ok46zwggwf7xefz6221y7354c

Code: Select all

x = 49, y = 44, rule = B3/S23
36bo$36bobo$36b2o3$28bo$26bobo3bobo$bo25b2o3b2o$2bo30bo$3o3bobo12bobo$
7b2o13b2o$7bo6bobo5bo$15b2o$15bo18bo$33bo$33b3o3$37bo5bo$37bobob2o$37b
2o3b2o3$5b2o3b2o$6b2obobo$5bo5bo3$13b3o$15bo$14bo18bo$32b2o$26bo5bobo
6bo$25b2o13b2o$25bobo12bobo3b3o$15bo30bo$15b2o3b2o25bo$14bobo3bobo$20b
o3$11b2o$10bobo$12bo!

p22 century/bookend hassler with multiple lane crossing

Code: Select all

x = 79, y = 88, rule = B3/S23
78bo$76b2o$77b2o4$65bo$63b2o$64b2o2$25bo$23bobo$24b2o32bo$58bobo$58b2o
8$2bo$3bo$b3o$48bobo$48b2o$49bo2$2bo$obo$b2o29bobo$33b2o$33bo7$56bobo$
56b2o$57bo3$21bo$21b2o$20bobo7$35b2o$34bobo$36bo39b2o$76bobo$76bo3$50b
3o$50bo$51bo23b3o$75bo$76bo8$19b2o$18bobo$20bo32b2o$53bobo$53bo2$13b2o
$14b2o$13bo4$2o$b2o$o!

p24 bi-block hassler, utilizing a 7G mold inserter/edgeshooter

Code: Select all

x = 126, y = 49, rule = B3/S23
21bo89bo$20b2o88b2o$19b2o88b2o$18bo89bo$17bob4o84bob4o$16bobo4bo82bobo
4bo$15b2obob2obo2b2o77b2obob2obo2b2o$14b2o2bob2obob2o77b2o2bob2obob2o$
18bo4bobo82bo4bobo$19b4obo84b4obo$23bo73bo15bo$21b2o72bobo13b2o$20b2o
74b2o12b2o$20bo89bo$117bo$116bob2o$120bo$116bo2bobo$118bo2bo$119b2o3$
20b2o$19bobo$21bo$37b2o$37bobo$18b2o17bo$17bobo6bo$19bo5b2o$25bobo$
123b2o$123bobo$123bo$21b2o96b2o$20bobo96bobo$22bo96bo2$47b2o$47bobo$
47bo6$bo$b2o$obo!

Two-core p24 honey farm hassler

Code: Select all

x = 150, y = 46, rule = B3/S23
19bo$19bobo$19b2o2$24bo$23bo89b2o$23b3o117bo$106bo4bo3bo26bo$86bobo4bo
bo11bo3bo4bo25b3o$87b2o5b2o9b3o5bobobo$87bo6bo19bobobo$9b3o103bo4bo26b
o$11bo3bo100bo3bo26bobo$10bo3b2o113b2o16b2o$14bobo82bo17b2o10bo$100b2o
25bobo$99b2o26b2o$31b2o$30b2o$23b2o7bo$22bobo114bo$24bo113bo$138b3o$
90b3o$92bo$91bo4$2b2o98b2o26b2o$bobo97bobo25b2o$bo12bobo84bo10b2o17bo$
2o13b2o3bo61b2o16b2o$15bo3bo61bobo26bo3bo$19b3o61bo26bo4bo$112bobobo
19bo6bo$113bobobo5b3o9b2o5b2o$86b3o25bo4bo3bo11bobo4bobo$88bo26bo3bo4b
o$5b3o79bo$7bo108b2o$6bo2$10b2o$9bobo$11bo!

One-core p24 honey farm hassler whose traffic light removal uses a blocker instead of a figure eight for easier construction and smaller bounding box

Code: Select all

x = 280, y = 51, rule = B3/S23
190bo$2bo97bo88bo$obo96bo65bo23b3o$b2o96b3o61bobo$94bo69b2o$23bobo69b
2o92bo$23b2o69b2o10b2o79b2o$19bo4bo81bobo79b2o$20bo55bo29bo49b6ob2o81b
6ob2o$18b3o56b2o9b2o66b6ob2o27bo53b6ob2o$14b2o60b2o9bo2bo11b2o59b2o26b
o61b2o$15b2o71b2o12bobo51b2o5b2o26b3o52b2o5b2o$14bo87bo53b2o5b2o81b2o
5b2o$91b2o63b2o5b2o81b2o5b2o$90bo2bo62b2o88b2o$91b2o63b2ob6o81b2ob6o$
79bo76b2ob6o81b2ob6o$79b2o3b2o$78bobo2bo2bo$83bo2bo$84b2o172bo7b2o$
258bobo5b3o$258b2o6b2obo$268bobo8bo$267bo2bo6b2o$18bo69bo69bo89bo19b2o
8b2o$18b3o67b3o67b3o87b3o$21bo69bo69bo89bo7b3o$20bo2bo66bo2bo66bo2bo
86bo2bo5bo$2bo17b4o66b4o66b4o86b4o6bo10bo$2b2o266bo$bobo18b2o68b2o68b
2o88b2o16b3o$22bo69bo69bo89bo$20bobo67bobo67bobo87bobo$20b2o68b2o68b2o
88b2o16bo$267b2o$267bobo2$190b2o$189b2o$191bo3$260bo$260b2o$259bobo3$
273b2o$272b2o$274bo!

p25 octomino II hassler, or 36P25, with three alternative final steps by synthesise-constellation-4G.py and spark-search.py

Code: Select all

x = 98, y = 105, rule = B3/S23
75b2o16bo$75bobo13b3o$76b2o12bo$72b2o16b2o$71bobo$71bo$70b2o17b2o$89b
2o2$80b3o$82bo$81bo$89b2o$83b3o2b2o$83bo6bo$84bo3$80bo15bo$80b2o4b3o6b
2o$79bobo6bo6bobo$87bo17$17bobo$18b2o$5b2o11bo56b2o16bo$5bobo67bobo13b
3o$6b2o68b2o12bo$2b2o68b2o16b2o$bobo67bobo$bo69bo$2o13b3o52b2o17b2o$
17bo71b2o$16bo$80b3o$82bo$81bo$25b2o62b2o$25bobo55b3o2b2o$25bo57bo6bo$
11b2o71bo$10bobo$12bo$80bo$80b2o$79bobo8b2o$89b2o$91bo$83b2o$84b2o$83b
o15$75b2o16bo$75bobo13b3o$76b2o12bo$72b2o16b2o$71bobo$71bo$70b2o17b2o$
89b2o2$80b3o$82bo$81bo$89b2o$83b3o2b2o$83bo6bo$84bo3$80bo10b3o$80b2o9b
o$79bobo10bo2$86b3o$88bo$87bo!

It supports the following p25 century hassler...

Code: Select all

x = 361, y = 64, rule = B3/S23
337bo$263bo74bo$263bobo70b3o$263b2o$238bo90bobo10bo$226bo9bobo91b2o9bo
$227bo9b2o91bo10b3o$225b3o2$334bo$237bo95bo6bo$235b2o96b3o2b2o$226bobo
7b2o101b2o$127bo99b2o102bo$128bo98bo104bo$126b3o2bobo102bo93b3o$132b2o
102bobo$132bo103b2o101b2o$320b2o17b2o$321bo$321bobo$2o58bo9b2o78b2o98b
2o70b2o16b2o$o60bo8bo79bo85b2o12bo75b2o12bo$b3o55b3o9b3o77b3o81bobo13b
3o71bobo13b3o$3bo69bo58b3o18bo81b2o16bo71b2o16bo$134bo11bo99bo89bo12bo
$133bo11bobo97bobo87bobo11bobo$141bo3bobo14bo82bobo87bobo11b2o$142bo3b
o14bo84bo89bo$62b3o75b3o18b3o$64bo179bo89bo$63bo179bobo10bo76bobo10bo$
243bobo9bobo75bobo9bobo$77bo166bo10bobo76bo10bobo$76bo179bo89bo$76b3o
58b3o18b3o$139bo14bo3bo95bo89bo$138bo14bobo3bo93bobo74b2o11bobo$bobo
149bobo11bo85bobo73bobo11bobo$b2o151bo11bo87bo76bo12bo$2bo64bo79bo18b
3o78bo16b2o71bo16b2o$67b3o9b3o65b3o97b3o13bobo71b3o13bobo$70bo8bo70bo
99bo12b2o75bo12b2o$69b2o9bo68b2o98b2o88b2o16b2o$357bobo$359bo$3b3o334b
2o17b2o$3bo164bo94b2o75b2o$4bo162b2o93bobo$167bobo2b3o89bo83b3o$172bo
100bo74bo$173bo98b2o75bo$263b2o7bobo65b2o$264b2o75b2o2b3o$263bo76bo6bo
$346bo2$273b3o$262b2o9bo60bo15bo$262bobo9bo59b2o6b3o4b2o$262bo70bobo6b
o6bobo$236b2o105bo$235bobo$237bo!

...and this p75 R-pentomino hassler

Code: Select all

x = 336, y = 52, rule = B3/S23
26bo$25bo$25b3o2$310bo$157bo107bo43bo$87b2o69bo8b2o94bobo7bo13b2o20b3o
$87bo68b3o8bo96b2o5bobo13bo$85bobo77bobo104b2o11bobo$15bo69b2o78b2o
114b2o2b2o$9b2o4bobo141b3o119b2o$8b2o5b2o144bo109bo$b2o7bo149bo111b2o$
obo268b2o$2bo3$261b2o$260bobo$107bobo152bo$108b2o165b2o$95b2o11bo66b2o
16bo71b3o8b2o17b2o16bo$17b2o67b2o6bo2bo68b2o6bo2bo13b3o73bo7bo10b2o6bo
2bo13b3o$16b2o68bobo6b2o69bobo6b2o13bo75bo19bobo6b2o13bo$18bo68b2o78b
2o21b2o95b2o21b2o2$4b2o78b2o78b2o21b2o95b2o21b2o$5bo79bo19b3o57bo13b2o
6bobo95bo13b2o6bobo19bo$2b3o77b3o22bo54b3o13bo2bo6b2o92b3o13bo2bo6b2o
10bo7bo$2bo79bo23bo55bo16b2o101bo16b2o17b2o8b3o$17b2o300b2o$16b2o315bo
$18bo182bobo129bobo$113b2o86b2o130b2o$96b3o13b2o81bo6bo$98bo15bo80bobo
$97bo97b2o$323b2o$95bo226b2o$95b2o87b3o137bo$94bobo89bo126b2o$185bo
123b2o2b2o$308bobo11b2o$115b2o72b2o117bo13bobo5b2o$115bobo70b2o94b3o
20b2o13bo7bobo$115bo74bo95bo43bo$82b2o201bo$81bobo$83bo$205bo$204b2o$
204bobo!

p80 twin bees hassler with eaters instead of snakes

Code: Select all

x = 310, y = 80, rule = B3/S23
245bo$243bobo$244b2o2$292bo$237bo54bobo$238b2o52b2o$237b2o68bo$307bobo
$257bo49b2o$258b2o$257b2o4$292bobo$292b2o$223bo69bo$224b2o$223b2o42bo
24bo$267bobo21bo$267b2o22b3o2$18bo$19bo$17b3o$266bo$264b2o$265b2o2$
103b2o138b2o$102bo2bo136bo2bo$103bobo137bobo$10b2o78b2o12bo125b2o12bo$
10bobo77bobo137bobo$12bo79bo58bobo78bo$12b2o18b2o58b2o57b2o79b2o$32bob
o117bo$32bo$89b2o57bo80b2o52b2o$3bo85b2o57bobo78b2o52b2o$4b2o142b2o$3b
2o2$149b2o$4b2o142b2o$3bobo83b2o59bo78b2o52b2o$5bo83b2o138b2o52b2o2$bo
$b2o277b2o$obo278bo$281bobo$26bo77bo139bo24bo12b2o$24b2o77bobo32b2o
103bobo22bobo$25b2o75bo2bo33b2o101bo2bo22bo2bo$103b2o33bo7b2o95b2o24b
2o$23bo122bobo$23b2o121bo100b2o$22bobo223b2o$247bo2$114bo$114b2o$113bo
bo19b3o$135bo84b3o22b2o$136bo85bo21bobo$221bo24bo42b2o$120b3o165b2o$
122bo97bo69bo$121bo98b2o$219bobo4$255b2o$254b2o$205b2o49bo$204bobo$
206bo!

[Chris857]

P23 pi-heptomino hassler in 42G.

Code: Select all

x = 374, y = 76, rule = B3/S23
371bo$371bobo$371b2o4$338bo$339bo27bo$337b3o25b2o$330bobo18b2o13b2o$331b
2o18b3o17bo$331bo18bob2o16bo$350b3o17b3o$336bo14bo$337bo28bo$335b3o28b
obo$366b2o3$366bobo$47bo318b2o$45bobo319bo$46b2o$255bo$128bo127bo$129b
o124b3o$127b3o3bobo140bo$134b2o139bo$7bobo124bo140b3o$7b2o$8bo54bo89b
o99bo89bo$63b3o87b3o85bo11b3o75bo11b3o$66bo14bo67b2o5bo84b3o5b2o5bo74b
3o5b2o5bo$65b2o14bobo65b2o4b2o87bo4b2o4b2o77bo4b2o4b2o$81b2o160b2o88b
2o$173bo5bo$9b3o161bobob2o$bo7bo163b2o3b2o154b2o20b2o$2bo7bo121b2o3b2o
195b2o20b2o$3o130b2obobo$132bo5bo$49b2o216b2o88b2o$48bobo14b2o88b2o4b
2o92b2o4b2o4bo77b2o4b2o4bo$50bo14bo89bo5b2o92bo5b2o5b3o74bo5b2o5b3o$66b
3o87b3o97b3o11bo75b3o11bo$3bo64bo89bo99bo89bo$3b2o$2bobo172bo56b3o$176b
2o58bo$176bobo3b3o50bo$182bo72b3o$183bo71bo$256bo$84b2o$84bobo237bo$84b
o239b2o$323bobo3$324b2o$323bobo28b3o$325bo28bo$340bo14bo$319b3o17b3o$
321bo16b2obo18bo$320bo17b3o18b2o$324b2o13b2o18bobo$325b2o25b3o$324bo27b
o$353bo4$319b2o$318bobo$320bo!

[Sokwe]

P23 pi-heptomino hassler in 42G.

Nice work! You can save 2 gliders in the last step by using a single glider (rather than two gliders forming a block) to temporarily support the reaction while the last eater is being placed:

Code: Select all

x = 56, y = 76, rule = B3/S23
53bo$53bobo$53b2o4$20bo$21bo27bo$19b3o25b2o$12bobo18b2o13b2o$13b2o18b
3o$13bo18bob2o$32b3o$17bo15bo$18b2o28bo$17b2o29bobo$48b2o3$48bobo$48b
2o$49bo9$25bo$13bo11b3o$13b3o5b2o5bo$16bo4b2o4b2o$15b2o3$16b2o20b2o$
16b2o20b2o3$39b2o$27b2o4b2o4bo$27bo5b2o5b3o$28b3o11bo$30bo9$6bo$6b2o$
5bobo3$6b2o$5bobo29b2o$7bo28b2o$22bo15bo$21b3o$20b2obo18bo$20b3o18b2o$
6b2o13b2o18bobo$7b2o25b3o$6bo27bo$35bo4$b2o$obo$2bo!

[Chris857]

54P94 in 21G.

Code: Select all

x = 368, y = 58, rule = B3/S23
172bo$173bo$171b3o$195bo$194bo$194b3o$8bo$9bo$7b3o$31bo130bo$30bo132b
o$30b3o128b3o$185bo$184bo$184b3o$274b2o68b2o$274b2o68b2o4$93bo$92bo17b
2o88b2o88b2o68b2o$92b3o15b2o88b2o88b2o68b2o$73bobo130b2o88b2o68b2o$74b
2o23b2o88b2o15bo57b2o13b2o15bo37b2o30bo$74bo24bobo87bobo12bobo57b2o13b
obo12bobo37b2o28bobo$95bo4bobo82bo4bobo11b2o69bo4bobo11b2o56b3o9b2o$6b
o3b3o82bo5bo83bo5bo83bo5bo62b3o5bo2bo$6b2o2bo84bo89bo89bo67bo2bo9bo$5b
obo3bo260b2o68bo9bo2bo$271bobo69bo2bo5b3o$173b2o88b2o8bo59b2o9b3o$124b
o47bobo87bobo28b2o37bobo28b2o$b2o120b2o47bo89bo30b2o37bo30b2o$obo120b
obo45b2o88b2o68b2o$2bo101b3o230b2o$106bo230b2o$105bo4$18bo264b2o68b2o
$17b2o264b2o68b2o$17bobo172b3o$194bo$193bo$215b3o38b3o$215bo42bo$216b
o40bo$279b3o$279bo$280bo$182b3o$184bo$183bo$205b3o$205bo$206bo!

[GUYTU6J]

Why do people usually have only one synthesis in a single post instead of multiple ones? It will lead to creation of a significant clutter when going through every interesting rotor appeared in b3s23osc_stdin, catforce_stdin, mvr_catforce_stdin and mvr_catsoup_stdin. I do not bother making a fresh post if I have only one synthesis submitted, like the stable p89 glider loop.

55P23

Code: Select all

x = 236, y = 42, rule = B3/S23
150bo$149bo$149b3o4$68bobo$68b2o$69bo64bo69bo29bo$134b3o67b3o4b2o20bo$
137bo69bo3b2o20b3o$136b2o68b2o9bo$216bo12bo$216b3o8b2o$2b2o6bo51b2o6b
3o59b2o68b2o24b2o$2bo6bo52bo7bo6bo54bo69bo$4bo4b3o52bo6bo5bobo54bo69bo
$3b2o58b2o2b2o8b2o54b2o2b2o64b2o2b2o$2bo59bo4b2o63bo4b2o63bo4b2o19b3o$
bob2o56bob2o66bob2o17b3o46bob2o23bo$o2bobo54bo2bobo64bo2bobo16bo47bo2b
obo23bo$2o2bo7b3o45b2o2bo65b2o2bo18bo46b2o2bo$12bo$13bo201b2o8b2o$138b
2o68b2o5bobo6b2o$139bo69bo7bo8bo$136b3o67b3o8b2o$136bo69bo2$139b2o$
138bobo$140bo$75b2o76bo$74b2o76b2o$76bo62b2o11bobo$140b2o$139bo3$153b
3o$153bo$154bo!

p108 R-pentomino hassler/glider gun (even though it was said half a month ago that it is a CatForce oscillator search find, no xp108 or yl108 entry has yet appeared in any of the latter three censuses I mentioned above, so I had better make a synthesis for it for preservation)

Code: Select all

x = 609, y = 128, rule = B3/S23
206bo$204b2o$205b2o34bo$240bo$123bo116b3o$121bobo84bo$122b2o84bobo$
208b2o5$372bo$370bobo$180bobo188b2o$181b2o194bo$181bo195bobo$377b2o$
344bo220b2o$345b2o218b2o$344b2o19b2o188b2o$366bo16bo172bo$366bobo12b2o
173bobo$186bo180b2o13b2o173b2o$185bo$185b3o$554b2o$554bobo$555bo3$360b
o$361bo$359b3o2$416bobo$125bo290b2o$126bo290bo$124b3o235bo$360bobo2bob
o208bo$119bobo239b2o2b2o187b2o20bobo$34bo85b2o244bo187b2o20b2o$34bobo
83bo$34b2o$8bo$6bobo$7b2o380bo189bo$41bo313b3o30b2o155b3o30b2o$40bo
315b3o29b2o149bo6b3o29b2o$40b3o345bo151bo37bo$bo401bo134b3o$2bo394bo5b
obo$3o393bo6b2o$330bobo63b3o$331b2o$331bo253b2o12b2o$396b2o18bo168b2o
11bobo5bo$180b2o143bo44b2o23b2o17b3o143b2o37bo4b3o$179bo2bo143bo42bo2b
o24bo15bo145bo2bo40bo$144bo35b2o142b3o43b2o41b2o145b2o41b2o$142bobo43b
o189bo138b2o49bo$143b2o42bobo42bo144bobo43bo93b2o48bobo$187bobo40b2o
145bobo42bo144bobo$188bo42b2o145bo43b3o143bo$133b2o42bo143b3o43bo189bo
$134b2o40bobo144bo42bobo187bobo$133bo42bobo42b2o99bo43bobo187bobo48b2o
$177bo43bobo143bo189bo49b2o$184b2o35bo109b2o41b2o43b3o99b2o41b2o$183bo
2bo145bo15bo24bo2bo42bo102bo40bo2bo$184b2o143b3o17b2o23b2o44bo98b3o4bo
37b2o$329bo18b2o169bo5bobo11b2o$414bo110b2o12b2o$413b2o$347b3o63bobo$
43b3o295b2o6bo$43bo296bobo5bo$44bo297bo242b3o$3b3o351bo189bo37bo$5bo
350b2o29b3o156b2o29b3o6bo$4bo351b2o30b3o155b2o30b3o$37b2o317bo189bo$
37bobo$37bo$10b2o$9bobo233bo$11bo232b2o133bo168b2o20b2o$244bobo132b2o
2b2o162bobo20b2o$378bobo2bobo163bo$239b3o141bo$239bo88bo$240bo87b2o$
327bobo2$384b3o$384bo$385bo3$570bo$569bobo$570b2o$178b3o$180bo$179bo
182b2o13b2o188b2o$363b2o12bobo187bobo$362bo16bo189bo$379b2o19b2o167b2o
$399b2o158b2o$401bo157b2o$367b2o$184bo181bobo$183b2o183bo$183bobo187b
2o$373bobo$373bo5$156b2o$155bobo84b2o$157bo84bobo$123b3o116bo$125bo$
124bo34b2o$160b2o$159bo!

p72 quasi-shuttle dimer that is statorless

Code: Select all

x = 120, y = 87, rule = B3/S23
6bo$7bo$5b3o3$2bo62bo$obo60b2o$b2o61b2o2$16bo$14bobo$15b2o$65bo$63b2o$
64b2o$89bo$88bo$71bo16b3o$69b2o$27bo42b2o$25bobo$26b2o4$27bobo$28b2o
57bo$28bo57bo$86b3o3$91bo$91bobo$91b2o3$77bobo$78b2o$78bo4$79b3o$81bo$
80bo2$34b3o$33bo$33bo3bo$33bo2bobo$35bobo2bo$36bo3bo$40bo$37b3o6$91bo$
90b2o$90bobo4$92b2o$92bobo$48b2o42bo$49b2o$29b3o16bo$31bo$30bo$54b2o$
55b2o$54bo$103b2o$103bobo$103bo2$54b2o61b2o$55b2o60bobo$54bo62bo3$112b
3o$112bo$113bo!

EDIT: final step for the semi-natural carnival shuttle dimer

Code: Select all

x = 31, y = 37, rule = B3/S23
2bo25bo$3bo23bo$b3o10bobo10b3o$14b2o$15bo$20bobo$6bobo11b2o$7b2o12bo$
7bo4$19b3o3$obobo7bo5bo7bobobo$obobo7bo5bo7bobobo$o3bo3bo3bo5bo3bo3bo
3bo$bobo4bo13bo4bobo$o3bo3bo3bo5bo3bo3bo3bo$obobo7bo5bo7bobobo$obobo7b
o5bo7bobobo3$9b3o4$23bo$9bo12b2o$9b2o11bobo$8bobo$15bo$15b2o$b3o10bobo
10b3o$3bo23bo$2bo25bo!

EDIT2:

Why do people usually have only one synthesis in a single post instead of multiple ones?

Should I edit past posts, or hold out until I have more than one thing to post?
...

Both.

Today there are two p42 honey farm hasslers:

Code: Select all

x = 324, y = 80, rule = B3/S23
228bo$228bobo$228b2o$198bo$196bobo$197b2o4$222bo$222bobo$222b2o6$213bo
$213bobo$obo210b2o89bo$b2o198bo102bobo$bo197bobo102b2o$200b2o8bo88bo$
211b2o84bobo$210b2o86b2o2$219bo$218bo73bo$218b3o67b4obo$288b3obobo$
293bobo$294bo$293b2o$293b2o$59b2o78b2o88b2o62b2o6bo17b2o$58b4o65bo10b
4o86b4o68bo17b4o$57bo2bobo65bo8bo2bobo84bo2bobo67b3o14bo2bobo$56bobo2b
2o51b2o10b3o7bobo2b2o61b2o20bobo2b2o61b2o20bobo2b2o$55bobo56bobo18bobo
66bobo18bobo66bobo18bobo$27b2o25b2o59b3o16b2o69b3o3b2o6b2o3b2o69b3o3b
2o6b2o3b2o$26bobo25b3o59b2o7b2o7b3o69b2o3b2o6b2o3b3o69b2o3b2o6b2o3b3o$
28bo26bobo56bobo8bobo7bobo66bobo18bobo66bobo18bobo$56b2o51b2o2bobo9bo
10b2o61b2o2bobo20b2o61b2o2bobo20b2o$29b2o78bobo2bo84bobo2bo84bobo2bo
14b3o$29bobo78b4o14b2o70b4o86b4o17bo$29bo81b2o15bobo70b2o88b2o17bo6b2o
$19b2o107bo188b2o$18bobo296b2o$20bo296bo$316bobo$317bobob3o$211b3o104b
ob4o$213bo105bo$212bo2$44b2o174b2o90b2o$44bobo172b2o91bobo$44bo176bo8b
2o80bo$230bobo73b2o$230bo74bobo$217b2o88bo$216bobo$218bo6$208b2o$207bo
bo$209bo4$233b2o$233bobo$233bo$202b2o$201bobo$203bo!

Code: Select all

x = 420, y = 78, rule = B3/S23
171bo$170bo$170b3o17$141bobo$142b2o$142bo$262bo$263b2o$262b2o3$148bobo
$149b2o$149bo$145bo101b2o138b2o$145b2o100b2o41bo96b2o$144bobo141b2o$
247bo41b2o96bo$246bobo28bo108bobo$246bo2bo2b2o24b2o106bo2bo2b2o$250bob
2o23b2o111bob2o12bo7b2o$2bo245b2o138b2o14b2o10bob2o$obo279bo122b2o5bo
2bo2b2o$b2o277b2o130bobo$281b2o130bo2$413b2o$386bobo7bo16b2o$387b2o5b
2o9bo$133bo253bo7b2o7b2o$133b2o269bobo$132bobo6$393bobo$394b2o7b2o7bo$
394bo9b2o5b2o$145b2o98b2o138b2o16bo7bobo$145b2o98b2o138b2o2$27b2o117bo
99bo139bo$28b2o115bobo97bobo59b2o76bobo$27bo112b2o2bo2bo92b2o2bo2bo59b
obo70b2o2bo2bo5b2o$60b2o78b2obo26b2o68b2obo26b2o35bo72b2obo10b2o14b2o$
31b2o23b2obo84b2o20b2obo74b2o20b2obo114b2o7bo12b2obo$30b2o24b2o2bo2bo
102b2o2bo2bo92b2o2bo2bo132b2o2bo2bo$32bo28bobo107bobo97bobo137bobo$19b
2o41bo109bo99bo139bo$20b2o$19bo41b2o108b2o98b2o138b2o$61b2o108b2o98b2o
138b2o6$46b2o$45b2o$47bo!

And a p1576 Herschel loop like my previous p728 and p1064:

Code: Select all

x = 472, y = 78, rule = B3/S23
121bobo$121b2o$122bo345bo$82bobo382bo$83b2o382b3o$83bo347bo$432bo$430b
3o4$455bo$455bobo$429bo25b2o$314bo115b2o$314bobo112b2o$314b2o$85bo201b
o$86b2o197bobo37bo$85b2o199b2o35b2o$317bo6b2o102bo$315b2o109bobo4bo$
251b2o63b2o93b2o14b2o2bobo$244b2o5b2o151b2o5b2o19b2o25bobo$244b2o158b
2o53b2o$17bobo76bo363bo$17b2o78b2o$18bo77b2o15bo132b2o15bo142b2o15bo$
113b3o130b2o15b3o50bo89b2o15b3o$116bo123b2o24bo47b2o84b2o24bo$94b2o19b
2o123b2o23b2o48b2o83b2o23b2o$95b2o362b2o$94bo364b2o5bo3b2o$19b3o445b2o
b2o$19bo445bobo$20bo280bobo162bo$86b2o214b2o5bo150b2o2b3o$87b2o213bo5b
o151b2o$86bo221b3o$8bo143bo75b3o$9bo140b2o78bo5bo160b2o$7b3o141b2o76bo
5b2o155b3o2b2o$110b2o123bobo22b2o130bo27b2o$110b2o148b2o129bobo26b2o$
387b2ob2o$144bo242b2o3bo5b2o$4b3o135b2o254b2o$6bo15b2o98b2o19b2o77b2o
48b2o23b2o133b2o23b2o$5bo16bo99bo100b2o47bo24b2o133bo24b2o$23b3o81b2o
14b3o96bo34b2o14b3o15b2o124b2o14b3o15b2o$25bo81bo17bo15b2o114bo17bo15b
2o124bo17bo15b2o$105bobo32b2o113bobo157bobo$105b2o35bo112b2o152b2o4b2o
$9b2o282b2o114b2o42b2o$8b2o276b2o5b2o151b2o5b2o$b2o7bo210b2o63b2o158b
2o$obo219b2o$2bo210b2o6bo$152b2o60b2o35b2o$151b2o60bo37bobo$153bo97bo$
223b2o$222bobo$224bo$237b2o$236bobo$238bo$263b2o$263bobo$263bo3$155bo$
154b2o$154bobo$116bo$116b2o$115bobo!

[Chris857]

Why do people usually have only one synthesis in a single post instead of multiple ones?

Should I edit past posts, or hold out until I have more than one thing to post?

Anyway, p37 LOM hassler in 40G.

Code: Select all

x = 539, y = 118, rule = B3/S23
79bobo$79b2o$80bo12$103bo$102bo$102b3o18$42bobo$42b2o$43bo6$41bo$41bo
bo$41b2o2$5bo$3bobo$4b2o6$8bo$9bo$7b3o5$14bo$13bo$13b3o34bo$49bo$49b3o
3$160bo$161bo$159b3o$18bo159b2o3bo44b2o3bo54b2o3bo54b2o3bo54b2o3bo54b
2o3bo54b2o3bo$16b2o160bobobobo43bobobobo53bobobobo53bobobobo53bobobob
o53bobobobo53bobobobo$17b2o161bobo2bo44bobo2bo54bobo2bo54bobo2bo54bob
o2bo54bobo2bo54bobo2bo$179b2ob3o44b2ob3o54b2ob3o54b2ob3o54b2ob3o54b2o
b3o54b2ob3o2$b2o176b6o44b6o54b6o54b6o54b6o34bo19b6o54b6o$obo176bo2bo2b
o43bo2bo2bo53bo2bo2bo53bo2bo2bo53bo2bo2bo34bo18bo2bo2bo53bo2bo2bo$2bo
181b2o35bo12b2o45bo12b2o45bo12b2o45bo12b2o32b3o10bo12b2o45bo12b2o$220b
obo57bobo57bobo57bobo57bobo57bobo$220bo2bo56bo2bo56bo2bo56bo2bo56bo2b
o56bo2bo$221b2o58b2o58b2o58b2o58b2o58b2o4b3o$407b2o58b2o58bobo$406bo2b
o56bo2bo57bo2bo$407b2o58b2o59bobo$528b3o$303bo93bobo$302bo95b2o64b3o$
19b2o281b3o93bo$19bobo22b2o7b3o223bo$19bo24bobo6bo226bo119b2o$44bo9bo
172bo50b3o120b2o$181b2o42bobo172bo$181bobo42b2o190bo$181bo176b3o55b2o
$358bo58b2o$359bo$334b3o83bo$336bo82b2o51b3o$335bo83bobo$528b3o$350b2o
58b2o58b2o56bobo$349bo2bo56bo2bo56bo2bo55bo2bo$350b2o58b2o58b2o57bobo
$296b2o58b2o58b2o58b2o51b3o4b2o$295bo2bo56bo2bo56bo2bo56bo2bo56bo2bo$
296bobo57bobo57bobo57bobo57bobo$23b2o148b2o48b2o58b2o12bo45b2o12bo45b
2o12bo45b2o12bo10b3o32b2o12bo$23bo2bo2bo143bo2bo2bo43bo2bo2bo53bo2bo2b
o53bo2bo2bo53bo2bo2bo53bo2bo2bo18bo34bo2bo2bo$24b6o144b6o44b6o54b6o54b
6o54b6o54b6o19bo34b6o2$24b3ob2o144b3ob2o44b3ob2o54b3ob2o54b3ob2o54b3o
b2o54b3ob2o54b3ob2o$23bo2bobo144bo2bobo44bo2bobo54bo2bobo54bo2bobo54b
o2bobo54bo2bobo54bo2bobo$24bobobobo143bobobobo43bobobobo53bobobobo53b
obobobo53bobobobo53bobobobo53bobobobo$25bo3b2o144bo3b2o44bo3b2o54bo3b
2o54bo3b2o54bo3b2o54bo3b2o54bo3b2o$247b3o$247bo$248bo!

[mniemiec]

Should I edit past posts, or hold out until I have more than one thing to post?

I would recommend editing your last post if it's the last thing in a thread, but starting a new post otherwise. This has the advantage of that come with editing posts (not cluttering up a thread, and not bombarding followers with a notification every single time a new thing is added), while at the same time not forcing people to go digging backwards an unknown distance to check to see if a post that has long scrolled off their feed has somehow been updated since that time.

(Minor edits to fix minor typos, etc. of course can probably done without notice anywhere, any time.)

Great syntheses, by the way! Keep them coming!

[Chris857]

The first can be used to complete a p31 traffic-light hassler synthesis, pending reduction so not submitted:

I made an attempt to improve the synth cost over GUY's 77G recipe, but only managed 82G and 86G versions.

Code: Select all

x = 1529, y = 789, rule = LifeHistory
104$743.A$743.A.A$743.2A7$706.A.A$478.ABA109.A15.A100.2A$478.B2AB106.
A.A14.A101.A11.A$479.A3B99.A.A4.2A14.3A112.A13.A$480.4B34.A64.2A133.
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.A114.3A.A4.2D90.A.A7.3A.A4.2A$99.2D11.5D10.3D15.3D189.A76.A61.4B.16B
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4A18.A9.A37.4A28.A49.AB6.4A28.A67.4A28.A86.4A28.A78.4A28.A$100.D15.2D
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4B152.3D77.3A77.3A117.3A107.3A107.3A107.3A87.3A$77.D11.D23.D15.2D351.
2B2A11B5.8B4.4B151.D79.A20.2A57.A119.A109.A109.A109.A89.A$78.D9.D25.
2D9.4D352.2BABA6B2.4B5.8B4.4B251.A.A$79.9D28.9D355.5B2.5B2.4B6.8B4.B
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477.5B2.ABAB3.4B2.4B6.2AB.2B2A251.A.A115.3A$476.5B4.BA5.4B2.4B6.BA2.B
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164.D2.D$473.3BAB17.4B2.4B163.D2.D$472.4B20.B3A2.4B163.2D101.2A$471.
4B22.A2B3.4B264.2A$470.3AB24.A5.4B265.A$470.2BA32.4B155.2A110.A$471.A
34.4B155.2A11.3A94.2A$507.3BA153.A13.A73.3A14.2A4.A.A$508.B2AB167.A
11.A62.A14.A.A$509.ABA178.2A61.A15.A$690.A.A7$654.2A$653.A.A$655.A61$
247.12D75.5D$247.D11.2D4.5D26.2D35.D93.D$247.D17.D4.5D21.3D9.2D23.D
22.D70.D17.D14.7D$247.2D15.D9.D21.D.D9.2D23.D21.2D11.D5.2D51.D16.D12.
4D$247.6D11.D9.D4.7D9.D3.D7.D.2D21.D22.D12.D6.D51.D15.D5.8D$248.D4.4D
7.2D8.D3.D6.D8.D4.D6.D3.D20.D22.D13.D6.2D8.D10.10D9.D11.D14.D15.D$
248.D8.4D3.7D3.D2.D8.D6.D5.D5.D4.D20.D22.D13.D8.D7.D6.4D5.D3.4D6.D11.
D14.D15.D$248.D11.D3.D.2D3.4D2.D9.D5.D6.D3.D5.D19.D23.D12.D9.D7.D15.D
13.D11.D13.D16.D$248.D15.D2.D9.D9.D5.D6.D2.D6.D19.D23.D12.D10.D5.D17.
D12.D11.D12.D17.D$248.D15.D3.D9.D7.2D4.D7.D2.D6.D19.D9.7D7.D12.D10.D
5.D17.D12.D11.D11.D19.D$248.D15.D4.2D8.D5.2D5.D7.D.D7.D18.D11.D4.2D6.
D12.D11.D4.D17.D12.D11.D10.D20.D$248.D15.D6.D7.7D6.D8.2D26.D11.D4.2D
6.D12.D12.4D18.D12.D11.D10.D20.D$248.D15.D15.4D8.D8.D27.D11.D4.D6.D
13.D13.3D18.D13.D9.D9.2D22.D$248.D42.D37.D11.D4.D6.D13.D15.D18.D13.D
9.D6.D.D24.D$329.D11.D3.D7.D13.D15.D18.D13.D9.D6.4D23.D$329.D9.2D4.D
7.2D11.D15.D19.D13.D9.D7.D2.D22.D$329.2D7.D6.D8.D11.D15.D19.D13.D9.D
6.D4.D22.D$330.3D3.2D7.D8.D10.D15.D21.D12.D8.D7.D4.D22.D$332.4D8.D10.
D8.D16.D21.D13.D7.D6.D5.D22.D$344.D10.D7.D17.D21.D13.D6.D7.D6.D21.D$
356.D4.2D17.D22.D13.D6.D7.D6.D21.D$356.5D18.D23.D14.D4.D7.D8.D9.D10.D
$379.D24.D13.D3.D8.D8.D9.D10.D164.A$379.D24.D13.D2.2D8.D9.D9.D9.D165.
A$379.D24.D13.4D9.D9.D10.D6.2D164.3A$378.2D24.D26.D9.2D9.D4.3D$405.D
26.D9.D9.6D$432.D9.D$433.D7.2D$434.7D6$705.A$703.2A$704.2A4$665.A$
663.A.A$664.2A$554.A105.2A151.A$552.A.A104.A.A151.A.A$548.A4.2A106.A
151.2A$549.A10.A$547.3A10.A.A$560.2A101.A141.A$662.A.A4.2A132.A.A3.A.
A$662.A.A3.A2.A24.2A106.2A3.2A$663.A5.2A25.A.A111.A$696.A101.A.A$494.
A49.3A252.2A$82.2D409.A52.A252.A$83.4D406.3A49.A$87.2D$89.4D$93.6D14.
6D200.A.A161.A82.A$99.3D17.4D196.2A163.2A80.A.A337.A$101.4D18.5D192.A
87.A74.2A7.A.A71.2A336.3A$104.D23.4D275.A84.2A66.A239.2A94.2A5.A$103.
D27.D275.3A83.A64.A.A237.3A.A81.A.A7.3A.A4.2A$103.D27.D265.A86.A74.2A
204.A31.A4.A82.2A6.A4.A$102.D28.D263.A.A84.A.A189.2A90.A31.3A.A.2A79.
A8.3A.A.2A$102.D27.D265.2A85.2A188.A2.A87.3A33.A.A2.A90.A.A2.A$101.D
28.D438.2A103.2A5.2A120.2A4.2A88.2A4.2A$100.D28.D439.A111.A88.A38.A
95.A6.A$99.D29.D257.A13.A65.A79.A19.A.A89.A19.A.A89.2A14.A19.A.A66.2A
5.A19.A.A4.2A$99.D28.D258.3A10.A66.3A77.3A17.2A90.3A17.2A89.2A15.3A
17.2A68.A5.3A17.2A6.2A$99.D28.D261.A9.3A67.A79.A111.A127.A86.A.A6.A$
97.2D29.D260.2A78.2A13.A64.2A13.A96.2A13.A112.2A13.A73.2A5.2A13.A$96.
D31.D355.A79.A111.A127.A95.A$96.D30.D100.A76.2A78.2A78.2A17.A60.2A17.
A92.2A17.A92.3A13.2A17.A76.2A17.A$95.D31.D101.2A74.A.A77.A.A77.A.A4.
3A70.A.A4.3A102.A.A4.3A104.A13.A.A4.3A86.A.A4.3A$94.2D31.D100.2A77.A
79.A79.A79.A111.A110.A16.A95.A$93.D32.D128.A47.4A28.A47.4A18.A9.A47.
4A28.A47.4A28.A79.4A28.A95.4A28.A63.4A28.A$92.2D32.D127.A.A45.A31.A.A
45.A22.A.A6.A.A45.A31.A.A45.A31.A.A77.A31.A.A93.A31.A.A9.A51.A31.A.A$
91.2D33.D127.A.A45.2A.2A27.A.A45.2A.2A18.2A7.A.A45.2A.2A27.A.A45.2A.
2A27.A.A77.2A.2A27.A.A84.2A7.2A.2A27.A.A7.2A52.2A.2A27.A.A$91.D33.D
127.2A.2A45.A.A27.2A.2A45.A.A7.2A18.2A.2A45.A.A27.2A.2A45.A.A27.2A.2A
77.A.A27.2A.2A84.2A7.A.A27.2A.2A7.2A52.A.A27.2A.2A$90.2D32.2D131.A45.
A.A31.A45.A.A6.A.A22.A45.A.A31.A45.A.A31.A77.A.A31.A83.A9.A.A31.A61.A
.A31.A$124.D105.3A20.4A47.A28.4A47.A9.A18.4A47.A28.4A47.A28.4A79.A28.
4A95.A28.4A63.A28.4A$232.A19.A68.3A8.A79.A79.A79.A111.A127.A16.A78.A$
231.A7.A12.A.A66.A10.A.A77.A.A70.3A4.A.A70.3A4.A.A102.3A4.A.A118.3A4.
A.A13.A72.3A4.A.A$217.2A19.2A13.2A67.A10.2A78.2A60.A17.2A60.A17.2A92.
A17.2A108.A17.2A13.3A60.A17.2A$216.A.A19.A.A234.A79.A111.A127.A95.A$
218.A190.2A64.A13.2A64.A13.2A96.A13.2A112.A13.2A80.A13.2A5.2A$228.2A
167.3A9.A79.A79.A111.A127.A95.A6.A.A$228.A.A168.A10.3A77.3A58.2A17.3A
90.2A17.3A106.2A17.3A15.2A49.2A6.2A17.3A5.A$228.A87.A81.A13.A79.A57.A
.A19.A89.A.A19.A105.A.A19.A14.2A51.2A4.A.A19.A5.2A$316.2A232.A111.A
127.A38.A49.A6.A$315.A.A231.2A110.2A5.2A119.2A4.2A88.2A4.2A$230.2A
170.2A71.2A190.A2.A123.A2.A.A33.3A54.A2.A.A$229.2A171.A.A70.A.A190.2A
124.2A.A.3A31.A56.2A.A.3A8.A$231.A103.3A64.A72.A83.2A236.A4.A31.A58.A
4.A6.2A$202.2A131.A54.3A73.A92.A.A235.A.3A85.2A4.A.3A7.A.A$203.2A131.
A55.A73.2A91.A238.2A88.A5.2A$202.A188.A73.A.A7.2A75.2A331.3A$474.2A
75.A.A331.A$317.A158.A76.A$317.2A$316.A.A$464.3A107.A$466.A106.A226.A
$465.A107.3A223.2A$647.A151.A.A$645.A.A25.2A5.A108.A$646.2A24.A2.A3.A
.A107.2A3.2A$673.2A4.A.A106.A.A3.A.A$558.2A120.A113.A$557.A.A10.3A$
559.A10.A$565.2A4.A110.A102.2A$565.A.A114.A.A99.A.A$565.A116.2A102.A$
678.2A$678.A.A$678.A4$638.2A$639.2A$638.A11$716.3A$716.A$717.A!

[GUYTU6J]

I didn't want to edit this post, so...
Incomplete synthesis #2 (#1 is the final step above): p24 traffic light hassler with two heavyweight emulators

Code: Select all

x = 247, y = 29, rule = B3/S23
171bobo$171b2o$154bo17bo$155b2o72bobo$95bo58b2o74b2o$93b2o135bo$24b2o
68b2o8b2o68b2o68b2o$b2o21bobo54b2o21bobo44b2o21bobo44b2o21bobo$obo18b
2obobo53bobo18b2obobo43bobo18b2obobo43bobo18b2obobo$obob2o15bobobo54bo
bob2o15bobobo44bobob2o15bobobo44bobob2o15bobobo$bobobo17bo57bobobo17bo
47bobobo17bo47bobobo17bo$3bo17bo2bo58bo17bo2bo48bo17bo2bo48bo17bo2bo$
3b2o19bo52bobo3b2o19bo47bo2bo18bo47bo2bo18bo$7b2o11bo3bo53b2o7b2o11bo
3bo47bo17bo3bo47bo17bo3bo$6bo2bo10bo3bo53bo7bo2bo10bo3bo47bo3bo13bo3bo
47bo3bo3b3ob3o3bo3bo$7b2o15bo62b2o15bo47bo3bo17bo47bo3bo17bo$21bo2bo
50bo25bo2bo47bo8b2o8bo2bo47bo18bo2bo$3b2o18bo51b2o6b2o18bo48bo2bo5b2o
10bo48bo2bo17bo$3bo17bobobo43b3o2bobo6bo17bobobo47bo17bobobo47bo17bobo
bo$bobobo15b2obobo44bo9bobobo9b2o4b2obobo44bobobo8b3o4b2obobo44bobobo
15b2obobo$obob2o18bobo43bo9bobob2o8b2o8bobo43bobob2o8bo9bobo43bobob2o
18bobo$obo21b2o54bobo13bo7b2o44bobo12bo8b2o44bobo21b2o$b2o78b2o68b2o
68b2o$236bo$171b2o62b2o$170b2o63bobo$154bo17bo$154b2o$153bobo!

Incomplete synthesis #3: p520 Herschel loop with a cluster of eater 1s

Code: Select all

x = 1102, y = 114, rule = B3/S23
570bo$571bo$569b3o2$588bobo353bo$589b2o10bobo338b2o$458bo130bo12b2o
339b2o3bo$456bobo143bo9bo301bo33bobo$457b2o151b2o300bobo33b2o$611b2o
300b2o2$466bo142bo332bo$305bo154bobo3bobo138b2o333bobo$306bo154b2o3b2o
124bo15b2o57bo274b2o$304b3o15bobo136bo131bo73bobo$322b2o147bobo117b3o
73b2o$323bo147b2o423bo$472bo423bobo$896b2o$730bo132bo209bo$731bo129bob
o208b3o$729b3o130b2o207bob3o$611bo149bo149bo8bo140bo8bo3bo$611b3o136b
2o9b3o34bo101b2o9b3o7b2obobo123b2o9b3o5bo3bo$318bobo293bo134bobo12bo
14bo18bobo59bo38bobo12bo5b2o2b2o123bobo12bo3b3obo$313bobo2b2o293b2o
134bo13b2o12bobo18b2o61b2o5bo30bo13b2o10bo123bo13b2o4b3o$160bo153b2o3b
o427b2ob4o24b2o80b2o4bobo28b2ob4o143b2ob4o16bo$160bobo151bo151bo149bo
129bobobo2bo12bo100b2o27bobobo2bo12bo129bobobo2bo12bo$143bobo14b2o143b
o149bo9bobo137bo9bobo120bo6bobo17bobo127bobo17bobo127bobo17bobo$144b2o
158bobo147bobo4b2o2b2o137bobo4b2o2b2o122b2o5bo14b2o2b2o129bo14b2o2b2o
129bo14b2o2b2o$144bo159bobo147bobo4b2o141bobo4b2o125b2o21b2o148b2o20b
2o126b2o20b2o$305bo149bo149bo285b2o39bo2bo105b2o39bo2bo$665bo123bobo
99b2o39bobo106b2o39bobo$150bo3bobo506b2o75b2o47b2o142bo149bo$151bo2b2o
146b2o148b2o148b2o60b2o75b2o41bobo3bo96bo149bo$149b3o3bo146bobo147bobo
147bobo49bo85bo44b2o99bobo48b2o97bobo48b2o$303bo149bo149bo50bobo128bo
100bo2bo47b2o97bo2bo47b2o$191bo462b2o231b2o148b2o$189b2o$190b2o599bo
149bo9b2o138bo$730b3o57bobo147bobo8bobo136bobo$732bo58bobo147bobo7bo
139bobo$731bo60b2o148b2o148b2o$184bo609b2o83bo64b2o148b2o$18b2o148b2o
14bobo131b2o148b2o148b2o148b2o22b2o2bo83b2o36b2o22b2o2bo121b2o22b2o2bo
$19bo149bo14b2o84bo48bo149bo149bo44bo104bo23bob2o82b2o38bo23bob2o79b3o
40bo23bob2o$8b2o6b3o139b2o6b3o102b2o35b2o6b3o15b2o85bo36b2o6b3o15b2o
122b2o6b3o15b2o26b2o94b2o6b3o24bo114b2o6b3o24bo82b3o29b2o6b3o24bo$8bo
7bo141bo7bo103b2o36bo7bo16bobo86b2o34bo7bo16bobo122bo7bo16bobo27b2o93b
o7bo25b2o85bo28bo7bo25b2o82b3o29bo7bo25b2o$9b3o147b3o23b2o122b3o22bo4b
2o14bo65b2o36b3o22bo4b2o118b3o22bo4b2o118b3o117b2o28b3o117b3o27b3o$11b
o149bo22b2o94bo30bo26bo2bo13bobo103bo26bo2bo119bo26bo2bo119bo116bobo
30bo117b3o29bo$2o148b2o34bo94b2o17b2o37b2o14b2o93b2o37b2o21bo87b2o37b
2o109b2o148b2o127b3o18b2o$obo147bobo127b2o18bobo115bo31bobo58bo88bobo
54bo92bobo147bobo147bobo$2bo19b2o128bo19b2o128bo19b2o95bo14bo17bo19b2o
37b3o70bo17bo19b2o32b2o76bo17bo19b2o110bo17bo19b2o110bo17bo19b2o$2b2o
17bobo128b2o17bobo128b2o17bobo93b3o13bobo16b2o17bobo109bobo16b2o17bobo
32bobo74bobo16b2o17bobo109bobo16b2o17bobo109bobo16b2o17bobo$21bo149bo
19b3o87b2o38bo112b2o35bo35bo76b2o35bo39bo72b2o35bo112b2o35bo112b2o35bo
$20b2o148b2o19bo90b2o36b2o148b2o17b2o14b2o73b2o38b2o17b2o5b2o12b2o68b
2o38b2o17b2o5b2o65b2o15b2o38b2o17b2o5b2o82b2o38b2o17b2o5b2o$192bo88bo
207b2o15b2o71bobo57b2o5bo13bobo66bobo57b2o5bo65bobo14bobo57b2o5bo82bob
o57b2o5bo$133bo210bo73b2o15b2o126bobo13bo5b2o57bobo82bo5b2o57bobo67bo
14bo5b2o57bobo13bo68bo5b2o57bobo$4b2o128bo19b2o148b2o36b2o75b2o14b2o
17b2o108b2o12b2o5b2o17b2o38b2o82b2o5b2o17b2o38b2o82b2o5b2o17b2o38b2o
14bobo65b2o5b2o17b2o38b2o$4bo127b3o19bo149bo38b2o73bo35bo35b2o72bo39bo
35b2o112bo35b2o112bo35b2o18b2o92bo35b2o$2bobo17b2o11bo116bobo17b2o128b
obo17b2o128bobo17b2o16bobo13b3o58bobo32bobo17b2o16bobo109bobo17b2o16bo
bo109bobo17b2o16bobo109bobo17b2o16bobo$2b2o19bo10bo5bo111b2o19bo128b2o
19bo88b3o37b2o19bo17bo14bo61b2o32b2o19bo17bo110b2o19bo17bo110b2o19bo
17bo110b2o19bo17bo3bo$23bobo8b3o2bo133bobo147bobo18b2o68bo58bobo31bo
60bo54bobo147bobo147bobo147bobo18b2o$24b2o13b3o97bo34b2o3bo89b2o14b2o
37b2o3bo13b2o68bo21b2o37b2o3bo105b2o37b2o3bo144b2o3bo144b2o3bo144b2o3b
o13bob2o$14bo125b2o22bo13bobo87bobo13bo2bo26bo13bobo14bo88bo2bo26bo13b
obo103bo2bo26bo13bobo133bo13bobo133bo13bobo14bobo116bo13bobo11b3o2bo$
14b3o122b2o23b3o12b2o89bo14b2o4bo22b3o12b2o104b2o4bo22b3o12b2o22b2o80b
2o4bo22b3o12b2o133b3o12b2o133b3o12b2o14b2o117b3o12b2o13bobobo$9bo7bo
18b3o120bo7bo122bobo16bo7bo36b2o84bobo16bo7bo34b2o57b2o27bobo16bo7bo
114b2o25bo7bo114b2o25bo7bo28bo85b2o25bo7bo27bobobo$7b3o6b2o18bo120b3o
6b2o122b2o15b3o6b2o35b2o85b2o15b3o6b2o36bo57b2o26b2o15b3o6b2o114bo24b
3o6b2o114bo24b3o6b2o114bo24b3o6b2o28bo2b3o$6bo30bo102b2o14bo149bo48bo
100bo104bo44bo122b2obo23bo122b2obo23bo38b2o82b2obo23bo40b2obo$6b2o131b
obo14b2o148b2o148b2o148b2o121bo2b2o22b2o121bo2b2o22b2o36b2o83bo2b2o22b
2o40b2o$141bo588b2o148b2o64bo83b2o66bo$732b2o60bo78bo8b2o148b2o$732bob
o58bo77bobo8bobo147bobo$733bobo57b3o76b2o9bobo147bobo55b2o$134b2o598bo
149bo149bo56bobo$135b2o954bo$134bo435b2o365b2o148b2o$322bo149bo96bobo
50bo117bo146b2o47bo2bo97b2o47bo2bo$170bo3b3o144bobo147bobo97bo49bobo
115b2o44bo101b2o48bobo97b2o48bobo$170b2o2bo147b2o148b2o86b2o60b2o111bo
3bobo41b2o153bo149bo$169bobo3bo385b2o172b2o47b2o106bo149bo$560bo173bob
o154bobo39b2o106bobo39b2o$320bo149bo149bo269bo2bo39b2o105bo2bo39b2o$
181bo137bobo141b2o4bobo141b2o4bobo141b2o21b2o103b2o20b2o126b2o20b2o$
180b2o137bobo137b2o2b2o4bobo137b2o2b2o4bobo137b2o2b2o14bo5b2o122b2o2b
2o14bo129b2o2b2o14bo$164b2o14bobo137bo137bobo9bo137bobo9bo137bobo17bob
o6bo120bobo17bobo25b2o100bobo17bobo$163bobo145bo147bo149bo149bo12bo2bo
bobo129bo12bo2bobobo26bobo4b2o94bo12bo2bobobo$165bo140bo3b2o434b2o24b
4ob2o143b4ob2o27bo5b2o91bo16b4ob2o$306b2o2bobo298b2o113b2o18bobo12b2o
13bo123bo10b2o13bo37bo96b2o13bo$305bobo303bo113bobo18bo14bo12bobo123b
2o2b2o5bo12bobo126b3obo3bo12bobo$612b3o112bo34b3o9b2o123bobob2o7b3o9b
2o126bob2o6b3o9b2o$614bo149bo140bo8bo46b2o89b2obo8bo$794b3o164bobo86bo
b3o$794bo166bo$795bo133b2o121bo$928bobo$453bo476bo$302bo150b2o$302b2o
148bobo102b2o73b3o$301bobo15b3o142bo91bobo73bo$319bo138b2o3b2o93bo57b
2o15bo$320bo136bobo3bobo151b2o262b2o$459bo156bo263bobo$882bo$613b2o$
467b2o145b2o296b2o$467bobo143bo9bo251b2o35bobo$467bo154b2o12bo237bobo
35bo$622bobo10b2o239bo3b2o$635bobo243b2o$880bo$654b3o$654bo$655bo!

Most of time tonight was devoted to xs18_ckgf9zx35a4. It was previously 11G:

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xs18_ckgf9zx35a4 costs 11 gliders (true).
#CLL state-numbering golly
x = 98, y = 23, rule = B3/S23
50bo$49bo$49b3o2$45bobo$46b2o$46bo5bo32bobo$52bobo31b2o$52b2o32bo
8bo$95bobo$47bo47b2o$9bo38bo38b2o$7b2o37b3o39b2o$8b2o77bo4b2o$12bo
bo77bobo$12b2o79b2o$13bo81b2o$2bo47b2ob2o38b2o2bo$obo48bob2o39bob
2o$b2o48bo42bo$5b2o43b2o41b2o$4bobo$6bo!

Now it costs 9G:

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x = 165, y = 30, rule = B3/S23
6bo$obo2bo42bo49bo$b2o2b3o39bobo47bobo$bo46b2o48b2o3$46bo49bo$45bobo
47bobo$45bobo47bobo57bo$9bo36bo49bo57bobo$8b2o138bo2bobobo$8bobo137b4o
b2o$109bo42bo$107b2o41bobo5bo$96bo11b2o40b2o6bo$97bo60bo$95b3o$154b3o
5b3o$162bo$163bo3$51bo5bo37b3o$50bo5bo46b2o$50b3o3b3o44b2o3$51b2o$51bo
bo$51bo!

The real challenge is to complete this tub-based component:

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x = 10, y = 13, rule = B3/S23
8bo$bo5bobo$obo5bo$ob2o2$2bo2$2bo2$3b2o$3b2obo$4b3o$5bo!

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x = 30, y = 52, rule = B3/S23
o$b2o$2o3$10bobo$11b2o15bo$11bo15bo$27b3o3$13bo$14bo$12b3o$27bo$26bobo
$27bo5$14bo$12bobo$13b2o7$14bo$14b2o$13bobo3$6b3o$8bo$7bo12$5bo$5b2o$
4bobo!
#C [[ STOP 48 ]]

[mniemiec]

Most of time tonight was devoted to xs18_ckgf9zx35a4. It was previously 11G: ... Now it costs 9G: ...

You can replace the block by a glider. Unfortunately, blinker+glider and blinker+block both cost 3 gliders, so this doesn't save anything:

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x = 17, y = 31, rule = B3/S23
3bo$bbobo$3boo3$bo$obo$obo$bo3$14bo$12boo$bo11boo$bbo$3o6$3o7$15bo$14b
oo$14bobo!

[Chris857]

p43 pi hassler in 24G

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x = 493, y = 71, rule = B3/S23
162bobo$162b2o$163bo102bobo$266b2o135bo$267bo134bo$402b3o$362bo$363bo
$361b3o5$395bo$395bobo$395b2o2$352bobo$245bo107b2o$246bo106bo$31bo77b
o134b3o$32bo77bo$30b3o75b3o147bo109bo99bo$2bo255b3o107b3o97b3o$obo258b
o90bo18bo80bo18bo$b2o257b2o90b3o15b2o80b3o15b2o$355bo99bo$354b2o98b2o
25b2o$161b2o118b2o108b2o88b2o8b2o$161bo119bo109bo99bo$159bobo117bobo107b
obo97bobo$159b2o118b2o108b2o98b2o$53b2o101bo119bo109bo99bo$52b2o102bo
119bo109bo73bobo23bo$8bo36b2o7bo101bo119bo109bo73bobo23bo$8bobo33bobo
413b3o9b3o$o7b2o36bo71bo119bo109bo99bo23bobo$b2o115bo119bo109bo99bo23b
obo$2o116bo119bo109bo99bo$114b2o118b2o108b2o98b2o$113bobo117bobo107bo
bo97bobo$113bo119bo109bo99bo$112b2o118b2o108b2o98b2o8b2o$379b2o71b2o25b
2o$379bo99bo$52b2o199b2o108b2o15b3o80b2o15b3o$52bobo198bo109bo18bo80b
o18bo$52bo201b3o107b3o97b3o$22b3o139b3o89bo109bo99bo$22bo141bo$23bo141b
o102b3o$268bo112bo$269bo110b2o$380bobo2$338b2o$337bobo$339bo5$371b3o$
371bo$372bo$330b3o$247bo84bo$247b2o82bo$111bo134bobo$111b2o$110bobo!

p100 pi hassler in 21G

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x = 499, y = 79, rule = B3/S23
266bo$267bo$265b3o14$301bo58bobo$177bo97bobo22bo60b2o$175bobo98b2o22b
3o58bo$176b2o98bo2$103bo94bo$104bo91b2o177b2o98b2o$102b3o92b2o175bobo
97bobo$bo270b2o88b2o11bo86b2o11bo$2bo270bo89bo26b2o71bo26b2o$3o270bob
o87bobo24b2o71bobo24b2o$274b2o88b2o98b2o3$72bo$70bobo$71b2o$218bo89bo
89bo99bo$218bo89bo89bo99bo$218bo89bo89bo82b3o14bo$481bobo$94b2o98b2o88b
2o88b2o105bobo$94b2o74b2o22b2o30bo57b2o88b2o$171b2o51b2o$101b2o67bo30b
2o22b2o64b2o88b2o$101b2o98b2o88b2o88b2o90bobo$473bobo$178bo89bo89bo99b
o14b3o$178bo89bo89bo99bo$178bo89bo89bo99bo$124b2o$124bobo$124bo3$6bo23b
3o268b2o88b2o98b2o$6b2o22bo270bobo61b2o24bobo71b2o24bobo$5bobo23bo271b
o61b2o26bo71b2o26bo$303b2o76bo11b2o86bo11b2o$92b3o103b2o180bobo97bobo
$92bo106b2o179b2o98b2o$93bo104bo2$219b2o79bo$219bobo52b3o22b2o94bo$219b
o56bo22bobo92b2o$275bo118bobo14$309b3o$309bo$310bo!

[squareroot12621]

…The real challenge is to complete this tub-based component:

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x = 10, y = 13, rule = B3/S23
8bo$bo5bobo$obo5bo$ob2o2$2bo2$2bo2$3b2o$3b2obo$4b3o$5bo!

A glider comes in to straighten things out.

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x = 15, y = 17, rule = B3/S23
8bo$bo5bobo$obo5bo$ob2o2$2bo2$2bo2$3b2o$3b2obo$4b3o$5bo2$13b2o$12b2o$
14bo!

[GUYTU6J]

…The real challenge is to complete this tub-based component:

Code: Select all

x = 10, y = 13, rule = B3/S23
8bo$bo5bobo$obo5bo$ob2o2$2bo2$2bo2$3b2o$3b2obo$4b3o$5bo!

A glider comes in to straighten things out.

Code: Select all

x = 15, y = 17, rule = B3/S23
8bo$bo5bobo$obo5bo$ob2o2$2bo2$2bo2$3b2o$3b2obo$4b3o$5bo2$13b2o$12b2o$
14bo!

But how to place the active regions?

p43 pi hassler in 24G
p100 pi hassler in 21G

On closer inspection, the existing Catagolue recipes have the same costs but are slightly different:

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#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp43_y6c88gy832aczy811yl33y2oge2zy2gy6ccgccy3oo4ooy67z0o4cw3z11y433y5o8ya6a8ozyi113 costs 24 gliders (true).
#CLL state-numbering golly
x = 300, y = 29, rule = B3/S23
198bo94bo$196b2o77bo15b2o$52bo144b2o76b3o14b2o$50b2o44bo81bo80bo
18bo7bo$51b2o43b3o79b3o78b3o15b2o8b2o$99bo81bo17b2o61bo23b2o$98b2o
80b2o17bobo59b2o$53b2o144bo17b2o79b2o$53bobo161bo80bo$53bo82bo78bo
bo78bobo$135b2o78b2o79b2o$135bobo130b2o13bo9bo$130b3o134b2o13bo10b
o$132bo41bo5bo24b3o4b2o55bo12b3o8bo$6bo124bo40bobo4bo27bo4bobo$5bo
167b2o4b3o24bo5bo42bo8b3o12bo$5b3o247bo10bo13b2o$obo252bo9bo13b2o$
b2o37b2o46b2o80b2o79b2o$bo37bobo45bobo31bo47bobo78bobo$39bo47bo31b
obo47bo80bo$38b2o46b2o32b2o46b2o17bo61b2o$185bobo17b2o79b2o$186b2o
17bo55b2o23bo$122b2o82b3o51b2o8b2o15b3o$123b2o83bo53bo7bo18bo$122b
o65b2o65b2o14b3o$189b2o65b2o15bo$188bo66bo!

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp100_y87zxooykca23zzy84aryd8kozo8gydogz01ye621zy0ggykoozw6221zyi7 costs 21 gliders (true).
#CLL state-numbering golly
x = 209, y = 57, rule = B3/S23
182bo$180b2o$181b2o$159bo$160b2o$159b2o3$103bo$101bobo$102b2o$184b
2o$184bobo$104b2o61bo17bo11b2o$103b2o63bo28bo$105bo7bo52b3o26bobo$
111b2o82b2o$112b2o73bo$185b2o$104bo81b2o$105bo$103b3o50bo4bobo$
157b2o2b2o$156b2o4bo$123b3o$123bo$124bo7$202bo4b2o$202b2o2b2o$201b
obo4bo$44bo$43bo133b2o$43b3o132b2o$38bobo136bo$39b2o45b2o80b2o$39b
o45bobo79bobo26b3o$obo82bo81bo28bo$b2o49bo31b2o11bo68b2o11bo17bo$b
o3b3o43bobo42bobo79bobo$5bo46b2o43b2o80b2o$6bo5$204b2o$203b2o$205b
o$182b2o$183b2o$182bo!

I tracked down to this job log yesterday where a bunch of syntheses along with the two were submitted. What remains baffling me is how they spontaneously manifested (EDITed: fixed typo) without someone reporting in the forums. Anyway, did you check catagolue before doing syntheses?
---
p35 traffic-light hassler:

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x = 395, y = 34, rule = B3/S23
259bobo$8b2o58b2o58b2o58b2o70b2o16b2o98b2o$8bobo57bobo57bobo57bobo69bo
17bobo97bobo$10bo2b2o55bo2b2o55bo2b2o55bo2b2o52bobo30bo2b2o9bobo83bo2b
2o$9b2obo2bo53b2obo2bo53b2obo2bo53b2obo2bo52b2o29b2obo2bo8b2o71bo11b2o
bo2bo$7bo2bobobo52bo2bobobo52bo2bobobo52bo2bobobo53bo28bo2bobobo10bo
72bo8bo2bobobo$7b2o4bo53b2o4bo53b2o4bo53b2o4bo83b2o4bo22bobo57b3o8b2o
4bo$179bo81bo44b2o$180bo81b2o43bo$178b3o15bo59bo4b2o98b2o2bo$196bobo
58b2o35bo66bo2b2o$196b2o58b2o25bo8b2o68b5o16bo$283bo9b2o4bo83bo6bo2b2o
$283bo13b2o84bo6b2o2bo$256b2o40b2o62b5o22b5o$257b2o13bo88bo2b2o6bo$
256bo4b2o9bo88b2o2bo6bo$obo175b2o82b2o8bo25b2o72bo16b5o$b2o174bobo81bo
35b2o91b2o2bo$bo133bo43bo15b3o95b2o4bo90bo2b2o$10bo124bobo57bo52bo43b
2o$11bo2bobo118b2o59bo51b2o44bo$9b3o2b2o46bo3b2o54bo3b2o54bo4b2o58bobo
22bo4b2o93bo4b2o8b3o$15bo45bobobobo53bobobobo4b2o47bobobo2bo71bo10bobo
bo2bo28bo63bobobo2bo8bo$60bo2bobo54bo2bobo5b2o47bo2bob2o73b2o8bo2bob2o
29b2o62bo2bob2o11bo$61b2o2bo55b2o2bo2bo4bo47b2o2bo73bobo9b2o2bo30bobo
62b2o2bo$65bobo57bobobo55bobo87bobo17bo79bobo$66b2o6bo51bo2bo56b2o88b
2o16b2o80b2o$bo71bo53b2o165bobo$b2o70b3o$obo$70b2o$70bobo$70bo!

p144 lumps of muck hassler:

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x = 878, y = 55, rule = B3/S23
13b2o10b2o106b2o10b2o106b2o10b2o106b2o10b2o106b2o10b2o106b2o10b2o106b
2o10b2o106b2o10b2o$12bo2bo8bo2bo104bo2bo8bo2bo104bo2bo8bo2bo104bo2bo8b
o2bo104bo2bo8bo2bo104bo2bo8bo2bo104bo2bo8bo2bo104bo2bo8bo2bo$12b3o2b6o
2b3o104b3o2b6o2b3o104b3o2b6o2b3o104b3o2b6o2b3o104b3o2b6o2b3o76bo27b3o
2b6o2b3o104b3o2b6o2b3o104b3o2b6o2b3o$15b2o6b2o110b2o6b2o110b2o6b2o110b
2o6b2o110b2o6b2o77bobo30b2o6b2o110b2o6b2o110b2o6b2o$14bo10bo108bo10bo
108bo10bo108bo10bo108bo10bo77b2o29bo10bo108bo10bo108bo10bo10bo$14b2obo
4bob2o108b2obo4bob2o108b2obo4bob2o108b2obo4bob2o108b2obo4bob2o108b2obo
4bob2o108b2obo4bob2o108b2obo4bob2o9bo$19b2o118b2o118b2o118b2o118b2o
118b2o118b2o36bo81b2o14b3o$776bo$2b2o772b3o$2bobo865bo$2bo866bo$119bo
119bo119bo119bo119bo99bo19bo38bo80bo29b3o$bo117b3o117b3o117b3o117b3o
117b3o32bo65bo18b3o34b2o81b3o$b2o119bo119bo119bo119bo119bo31bobo61b3o
21bo34b2o83bo$obo118b2o118b2o118b2o118b2o118b2o31b2o85b2o113bo4b2o$
831b4o3bo$712b2o43b3o7bo66bo3bo$5b3o608bo94bo2bo42bo8bo71bo$5bo90bo
520bo93bobo5b2o37bo7b3o66bo$6bo87bobo28bo489b3o94bo6b2o115b2o$95b2o8bo
18b2o143bo$106b2o16bobo141bo4bobo$105b2o161b3o2b2o$264bo9bo$122b3o119b
o19bobo207bobo128b3o134b2o6bo114b2o$124bo120bo9bo8b2o209b2o128bo88b3o
7bo37b2o5bobo115bo$123bo119b3o7b2o220bo130bo89bo8bo42bo2bo112bo$254b2o
108bo330bo7b3o43b2o113bo3bo$247bo114bobo499bo3b4o$248b2o113b2o15b2o
118b2o85b2o31b2o118b2o118b2o4bo$120b3o124b2o131bo98bobo18bo85bobo31bo
83b2o34bo21b3o95bo$120bo239bo20b3o96b2o6bobo10b3o84bo32b3o81b2o34b3o
18bo98b3o$121bo236bobo22bo96bo7b2o13bo119bo80bo38bo19bo99bo$359b2o4bo
123bo$112b2o249b2o118bo$113b2o249b2o116bobo199b3o$112bo369bobo201bo$
251bo231bo118b2o81bo36b2o118b2o$237b2o11b2o20b2o83b2o8b2o108b2o8b2o
108b2obo4bob2o108b2obo4bob2o108b2obo4bob2o$237bo2bo9bobo18b2o5b2o77bo
2bo4bo2bo108bo2bo4bo2bo108bo10bo29b2o77bo10bo108bo10bo$238b3o5b2o25bo
4bobo77b3o4b3o110b3o4b3o110b2o6b2o30bobo77b2o6b2o110b2o6b2o$235b3o7bob
o30bo76b3o10b3o104b3o10b3o104b3o2b6o2b3o27bo76b3o2b6o2b3o104b3o2b6o2b
3o$109bo125bo2bo8bo107bo2bo8bo2bo104bo2bo3b2o3bo2bo104bo2bo8bo2bo104bo
2bo8bo2bo104bo2bo8bo2bo$109b2o125b2o118b2o10b2o106b2o3bo2bo3b2o106b2o
10b2o106b2o10b2o106b2o10b2o$108bobo252b3o116b2o$123b2o238bo$123bobo
238bo$123bo235b3o$361bo$360bo122b2o$483bobo$483bo$870bo$869b2o$869bobo
!

A few other 3G beehive inserters are suitable for the heavyweight emulator synthesis, but none works for the incomplete #2 above.

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x = 154, y = 34, rule = B3/S23
48bobo$48b2o$49bo9$7bo24bo$5b2o26bo$6b2o23b3o55bobo$64bobo23b2o$35bobo
22bo3b2o24bo$35b2o24bo3bo$36bo22b3o$2bo117bobo19bo$obo64bobo51b2o20bo$
b2o64b2o52bo10bobo6b3o$68bo64b2o$123bo9bo11bobo$4b3o116bobo19b2o$4bo
81bobo34b2o21bo$5bo81b2o$87bo3bobo$91b2o24bobo$92bo25b2o$118bo2$bobo
27bobo27bobo27bobo27bobo27bobo$bobo27bobo27bobo27bobo27bobo27bobo$2bo
29bo29bo29bo29bo29bo!

Here are four oscillators that seem synthesizable but are difficult:

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#C top: p16, p24
#C bottom: p40, p48
x = 67, y = 78, rule = B3/S23
4b2o12b2o24b2o15b2o$2obo2bob2o4b2obo2bob2o16b4o4b2o7b2o4b4o$2o2bo4bo4b
o4bo2b2o16b3ob2o2b2o7b2o2b2ob3o$5bo12bo26bo15bo$6bobo6bobo$10bo$9bobo$
8bo5bo29b2o15b2o$9bo5bo28b2o4bo5bo4b2o$12bobo34b3o3b3o$13bo35bobo3bobo
$6bobo6bobo$5bo12bo30bobo3bobo$2o2bo4bo4bo4bo2b2o25b3o3b3o$2obo2bob2o
4b2obo2bob2o26bo5bo$4b2o12b2o5$50bo5bo$49b3o3b3o$49bobo3bobo2$49bobo3b
obo$49b3o3b3o$44b2o4bo5bo4b2o$44b2o15b2o4$45bo15bo$40b3ob2o2b2o7b2o2b
2ob3o$40b4o4b2o7b2o4b4o$44b2o15b2o16$14b2o3b2o36bo$b3o10bobobobo10b3o
22bobo$o15bobo15bo20bo3bo$o3bo10b2ob2o10bo3bo19bo3bo$o2bobo23bobo2bo
18bo3bo$2bobo2bo19bo2bobo19bo3bo5bo$3bo3bo19bo3bo21bobo4b3o$7bo19bo26b
o4bo$4b3o21b3o28b2o4$13b3o3b3o$13bobo3bobo$5b2o6b3o3b3o6b2o20b3o3b3o$
3bob2o21b2obo18bobo3bobo$2bo29bo17b3o3b3o$5bo23bo$b2obo10b2ob2o10bob2o
$b2o13bobo13b2o25b2o$14bobobobo33bo4bo$14b2o3b2o32bobo4b3o$52bo3bo5bo$
53bo3bo$54bo3bo$55bo3bo$56bobo$57bo!

[Chris857]

What remains baffling me is how they spotaneously manifested without someone reporting in the forums. Anyway, did you check catagolue before doing syntheses?

I think I remember checking and not seeing any synths showing up on catagolue at the time. But yeah weird to see synths with the same cost and entirely different steps but no forum post. And the only synths I made or boxed are the ones above.

[muzik]

I've wanted to synth the size the two-p138s-hassling-a-block oscillator for a while now, but finding a way to fit in the second p138 is tricky since gliders come from all directions and are incapable of passing through the first oscillator.

Code: Select all

x = 294, y = 118, rule = B3/S23
26$94bo$95b2o$94b2o2$229b3o$229bo2bo$93bo135bo2bo$91bobo137b2o$92b2o3b
obo4bo$97b2o4bo$98bo4b3o$109bobo108b3o$91bo17b2o108bo2bo30bo$92b2o16bo
108bo33bobo$91b2o9b2o115b3o15b3o13b2o$84bo16b2o136bo$84b2o17bo132bo2bo
$83bobo150b3o$89b3o4bo$91bo4b2o$90bo4bobo3b2o$101bobo122b2o$101bo73b3o
48bo2bo$175bobo48bo2bo$177bo49b3o$35bo139b3o$36b2o61b2o$35b2o61b2o75bo
$100bo$117bo119b2o12b3o$116bobo117bobo12bo2bo$34bo81bobo119bo12bo2bo$
32bobo83bo134b2o$33b2o3bobo4bo69bo2bo$38b2o4bo70b2obo$39bo4b3o77b2o$
50bobo71bo2b2o113b3o$32bo17b2o77bo111bo2bo$33b2o16bo72b5o112bo$32b2o9b
2o196b3o15b3o$25bo16b2o66b5o146bo$25b2o17bo64bo148bo2bo$24bobo83b2o2bo
143b3o$30b3o4bo75b2o$32bo4b2o81bob2o$31bo4bobo3b2o76bo2bo$42bobo75bo
127b2o$42bo77bobo125bo2bo$120bobo125bo2bo$121bo127b3o2$40b2o$39b2o$41b
o!

[dvgrn]

I've wanted to synth the size the two-p138s-hassling-a-block oscillator for a while now, but finding a way to fit in the second p138 is tricky since gliders come from all directions and are incapable of passing through the first oscillator...

Do three kickbacks not fit? It looks like there's quite a bit of room between the two p138s.

Failing that, there are lots of other ways to build those oscillators, at only a slightly higher cost. Octohash ... to the rescue!

Code: Select all

x = 55, y = 56, rule = B3/S23
32bobo$32b2o$33bo$51bo$50bo$50b3o$17bo$16bobo3bo$17bo3bobo$9b2o9bo2bo$
8bo2bo9b2o$9b2o$31bo$30bo$11b3o16b3o2$2b3o16b3o$4bo$3bo$24b2o$12b2o9bo
2bo$11bo2bo9b2o$11bobo3bo$12bo3bobo$17bo$39bo$38b3o$37bob3o$bo35bo2bob
o$b2o33bo2b2ob2o$obo33b3o3b2o$42bo$40bobo2$37b2o$36bo2bo$28b2o7b2o$27b
5o12bo4b2o$26bo16bobo3bob2o$25b4o2bo11bobo3bo3bo$15b3o6b3obo5bo9bo5bob
3o$17bo7bo3bo3bobo11bo2b4o$16bo9b2obo3bobo16bo$28b2o4bo12b5o$40b2o7b2o
$39bo2bo$40b2o2$36bobo$36bo$35b2o3b3o$35b2ob2o2bo$36bobo2bo$37b3obo$
38b3o$39bo!

[muzik]

Failing that, there are lots of other ways to build those oscillators, at only a slightly higher cost. Octohash ... to the rescue!

This should be a completed incremental synthesis:

Code: Select all

x = 925, y = 58, rule = B3/S23
364bo66bobo$364bobo65b2o$364b2o66bo294bobo$727b2o$619bobo106bo$443bo
175b2o$352bobo12bo63bobo9bobo75bobo96bo$353b2o10b2o65b2o9b2o77b2o85bob
o190b3o87b3o$353bo12b2o64bo89bo9bo77b2o10bo89bo89bo2bo86bo2bo$447bo83b
obo3bo72bo10bobo3bo83bobo3bo84bo2bo86bo2bo$446bobo83bo3bobo83bo3bobo
83bo3bobo85b2o88b2o$271bo173bo2bo86bo2bo86bo2bo75b2o9bo2bo$258bo11bo
175b2o88b2o88b2o75bo2bo9b2o$256bobo11b3o431b2o$184bobo70b2o467bo66b3o
87b3o$184b2o539bo66bo2bo30bo55bo2bo$185bo430b3o87b3o16b3o64bo33bobo53b
o$174bobo615b3o15b3o13b2o54b3o15b3o$175b2o179b3o87b3o87b3o87b3o68b3o
16b3o93bo89bo$72bobo100bo345b2o176bo109bo2bo86bo2bo$73b2o447b2o174bo
110b3o87b3o$73bo4bo190b2o88b2o88b2o70bo17b2o88b2o88b2o$79b2o86b2o88b2o
9bo2bo75b2o9bo2bo75b2o9bo2bo75b2o9bo2bo75b2o9bo2bo75b2o9bo2bo$78b2o86b
o2bo86bo2bo9b2o75bo2bo9b2o75bo2bo9b2o75bo2bo9b2o75bo2bo9b2o75bo2bo9b2o
$166bobo3bo83bobo3bo83bobo3bo83bobo3bo83bobo3bo83bobo3bo83bobo3bo86b2o
88b2o17b2o$167bo3bobo83bo3bobo83bo3bobo83bo3bobo83bo3bobo83bo3bobo83bo
3bobo85bo2bo86bo2bo15b2o$78b2o92bo89bo89bo89bo89bo89bo89bo86bo2bo86bo
2bo$77bobo654bo65b3o87b3o$11bo67bo653b3o$12b2o718bob3o$11b2o683bo35bo
2bobo$696b2o33bo2b2ob2o$104b3o87b3o87b3o87b3o87b3o87b3o87b3o48bobo33b
3o3b2o71b2o12b3o87b3o$77bo26bo2bo86bo2bo86bo2bo86bo2bo86bo2bo86bo2bo
86bo2bo89bo71bobo12bo2bo86bo2bo$10bo66b2o25bo2bo86bo2bo86bo2bo86bo2bo
86bo2bo86bo2bo86bo2bo87bobo73bo12bo2bo86bo2bo$8bobo65bobo27b2o88b2o88b
2o88b2o88b2o88b2o88b2o178b2o88b2o$9b2o3bobo4bo710b2o$14b2o4bo710bo2bo$
15bo4b3o700b2o7b2o$26bobo66b3o87b3o87b3o87b3o87b3o87b3o87b3o84b5o12bo
4b2o69b3o87b3o$8bo17b2o66bo2bo86bo2bo86bo2bo86bo2bo86bo2bo86bo2bo86bo
2bo83bo16bobo3bob2o66bo2bo86bo2bo$9b2o16bo66bo89bo89bo89bo89bo89bo89bo
85b4o2bo11bobo3bo3bo65bo89bo$8b2o9b2o73b3o15b3o69b3o15b3o69b3o15b3o69b
3o15b3o69b3o15b3o69b3o15b3o69b3o15b3o64b3obo5bo9bo5bob3o64b3o15b3o69b
3o15b3o$bo16b2o94bo89bo89bo89bo89bo89bo89bo65bo3bo3bobo11bo2b4o85bo89b
o$b2o17bo90bo2bo86bo2bo86bo2bo86bo2bo86bo2bo86bo2bo86bo2bo66b2obo3bobo
16bo83bo2bo86bo2bo$obo108b3o87b3o87b3o87b3o87b3o87b3o87b3o69b2o4bo12b
5o84b3o87b3o$6b3o4bo721b2o7b2o$8bo4b2o719bo2bo$7bo4bobo3b2o715b2o$18bo
bo80b2o88b2o88b2o88b2o88b2o88b2o88b2o178b2o88b2o$18bo82bo2bo86bo2bo86b
o2bo86bo2bo86bo2bo86bo2bo86bo2bo86bobo87bo2bo86bo2bo$101bo2bo86bo2bo
86bo2bo86bo2bo86bo2bo86bo2bo86bo2bo86bo89bo2bo86bo2bo$102b3o87b3o87b3o
87b3o87b3o87b3o87b3o85b2o3b3o84b3o87b3o$730b2ob2o2bo$16b2o713bobo2bo$
15b2o715b3obo$17bo715b3o$734bo!

There still remain at least two further variants which can be obtained by fitting a second block in the correct position. I'm not sure how to get the block in there, though; two glider collisions don't seem to fit, nor do glider-LWSS interactions from my testing.

Code: Select all

x = 112, y = 46, rule = B3/S23
10b3o66b3o$10bo2bo65bo2bo$10bo2bo65bo2bo$12b2o67b2o4$b3o66b3o$o2bo65bo
2bo$o68bo$3o15b3o48b3o15b3o$20bo68bo$17bo2bo65bo2bo$17b3o66b3o4$7b2o
17b2o48b2o17b2o$7bo2bo15b2o48bo2bo15b2o$7bo2bo65bo2bo$8b3o66b3o5$32b3o
66b3o$32bo2bo65bo2bo$15b2o15bo2bo65bo2bo$15b2o17b2o46b2o19b2o$82b2o3$
23b3o66b3o$22bo2bo65bo2bo$22bo68bo$22b3o15b3o48b3o15b3o$42bo68bo$39bo
2bo65bo2bo$39b3o66b3o4$29b2o67b2o$29bo2bo65bo2bo$29bo2bo65bo2bo$30b3o
66b3o!