Synthesising Oscillators

For discussion of specific patterns or specific families of patterns, both newly-discovered and well-known.
MathAndCode
Posts: 5143
Joined: August 31st, 2020, 5:58 pm

Re: Synthesising Oscillators

Post by MathAndCode » January 25th, 2024, 11:56 pm

carsoncheng wrote:
July 10th, 2022, 10:37 am
Pseudo-barberpole in C4_1, found on July 6 by TechnobladeNeverDies:

Code: Select all

x = 31, y = 31, rule = B3/S23
booobboobobobboobobboboobbobbbb$
bbobobobbobbooboobooboobbooobbo$
bbbobooobbooooboboooooooboboboo$
boobobobbbboboooobbbobobooobobo$
oobobbobobooobobbbboooobbobobob$
booooobbbooboobbbooobobooobbobb$
bbbobobbbobbobooobboobbbbbooooo$
obobbobobbbbboobobobbboobbbbobo$
ooooobbobboooboooobooobbbbobbbb$
booboobbooobbobbbbobbobboobbboo$
obooobobobbooooobbobboobboobobb$
boobooobobbbobboooobobobbbooobo$
boobbobobooobobboobooboboooboob$
obobbobbobbooooooooboobobobooob$
bobobbooobbooooooobboboooboobbo$
oooobbobobooboobooboobobobboooo$
obboobooobobbooooooobbooobbobob$
booobobobooboooooooobbobbobbobo$
boobooobobooboobbobooobobobboob$
obooobbboboboooobbobbboboooboob$
bboboobboobbobbooooobbobobooobo$
oobbboobbobbobbbbobbooobbooboob$
bbbbobbbboooboooobooobbobbooooo$
obobbbboobbboboboobbbbbobobbobo$
ooooobbbbboobbooobobbobbbobobbb$
bbobbooobobooobbbooboobbbooooob$
bobobobboooobbbbobooobobobboboo$
obobooobobobbboooobobbbboboboob$
ooboboboooooooboboooobbooobobbb$
obbooobbooboobooboobbobbobobobb$
bbbbobboobobboboobboboboobbooob!
Here is an eleven-glider synthesis based on it, which is a two-glider improvement.

Code: Select all

x = 230, y = 39, rule = B3/S23
obo$b2o4bobo$bo6b2o$8bo2$11bo$12bo$10b3o2$118b2o98b2o$118bo99bo$114b2o
4bo93b2o4bo$113bo2bo3bobo90bo2bo3bobo$114b2o98b2o$122bobo97bobo2$124b
obo97bobo2$4bo121b2o98b2o$4b2o123bo99bo$3bobo122b2o98b2o2$126bo$125bo
bo$125bobo$33b2o91bo$12b2o18b2o$11bobo20bo$13bo$36b2o$35b2o191bo$37bo
189b2o$227bobo$18b2o$19b2o115b2o$18bo116b2o$37b2o98bo$36b2o$38bo!
I am tentatively considering myself back.

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EvinZL
Posts: 854
Joined: November 8th, 2018, 4:15 pm
Location: A tungsten pool travelling towards the sun
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Re: Synthesising Oscillators

Post by EvinZL » January 26th, 2024, 9:35 am

MathAndCode wrote:
January 25th, 2024, 11:56 pm
Here is an eleven-glider synthesis based on it, which is a two-glider improvement.

Code: Select all

x = 230, y = 39, rule = B3/S23
obo$b2o4bobo$bo6b2o$8bo2$11bo$12bo$10b3o2$118b2o98b2o$118bo99bo$114b2o
4bo93b2o4bo$113bo2bo3bobo90bo2bo3bobo$114b2o98b2o$122bobo97bobo2$124b
obo97bobo2$4bo121b2o98b2o$4b2o123bo99bo$3bobo122b2o98b2o2$126bo$125bo
bo$125bobo$33b2o91bo$12b2o18b2o$11bobo20bo$13bo$36b2o$35b2o191bo$37bo
189b2o$227bobo$18b2o$19b2o115b2o$18bo116b2o$37b2o98bo$36b2o$38bo!
This should be at most 10 gliders, and can probably be reduced to 9 in a similar manner:

Code: Select all

x = 22, y = 21, rule = B3/S23
5b2ob2o$6bobo$7bo2$bo7bobo$b2o7b2o$obo7bo$15b3o$11b2o2bo$12b2o2bo$11b
o$18b3o$18bo$18bo$17b3o$17bo$19bo2$21bo$19bo$20bo!

Chris857
Posts: 257
Joined: June 10th, 2020, 11:26 pm

Re: Synthesising Oscillators

Post by Chris857 » January 27th, 2024, 7:08 pm

p16 B-heptomino hassler (dimer form) in 42G.

Code: Select all

x = 958, y = 72, rule = B3/S23
599bo$597bobo$598b2o2$815bo$813bobo114bo$814b2o113bo$929b3o2$703bo$701b
obo$702b2o$299bobo$300b2o$21bo278bo$20bo$20b3o$728bo119bo79bo$726b3o117b
3o77b3o$18bo706bo119bo79bo$17bo707b2o118b2o68bo9b2o$17b3o894bobo$915b
obo$916b2o$2bo69bo69bo79bo109bo89bo89bo109bo109bo119bo79bo$2o68b2o68b
2o78b2o108b2o64bo3bo19b2o88b2o108b2o108b2o111b2o5b2o71b2o5b2o$2b2o68b
2o68b2o78b2o108b2o63bo3b2o19b2o88b2o108b2o108b2o109bobo6b2o69bobo6b2o
$bo69bo69bo79bo109bo63b3o2b2o19bo89bo109bo109bo112bo6bo72bo6bo$209bob
o$76bo69bo63b2o14bo109bo89bo89bo109bo109bo119bo79bo$76bobo61b2o4bobo61b
o9b2o4bobo101b2o4bobo81b2o4bobo81b2o4bobo101b2o4bobo101b2o4bobo111b2o
4bobo71b2o4bobo$75bobo61bo2bo2bobo72bobo2bobo102bobo2bobo75b2o5bobo2b
obo75b2o5bobo2bobo95b2o5bobo2bobo95b2o5bobo2bobo105b2o5bobo2bobo65b2o
5bobo2bobo17bo$77bo61bo2bo4bo73b2o4bo103b2o4bo74bo2bo5b2o4bo74bo2bo5b
2o4bo94bo2bo5b2o4bo94bo2bo5b2o4bo104bo2bo5b2o4bo64bo2bo5b2o4bo17bobo$
140b2o271b2o88b2o108b2o108b2o118b2o78b2o30b2o$744b2o118b2o78b2o$500b2o
108b2o108b2o22bo95b2o22bo55b2o22bo$501bo109bo109bo20bobo96bo20bobo56b
o20bobo$330bo89bo77b3o9bo85bo11b3o9bo97b3o9bo11b2o94b3o9bo5bo5b2o54b3o
9bo5bo5b2o$329bobo87bobo76bo10bobo84b2o10bo10bobo96bo10bobo106bo10bob
o3bobo60bo10bobo3bobo$79bo249bobo87bobo87bobo83bobo21bobo107bobo117bo
bo4b2o71bobo4b2o$57b2o19b2o250bo89bo89bo109bo78b2o29bo119bo79bo$56bob
o19bobo535b2o80bobo3b2o20b2o89b3o26b2o78b2o$58bo556bobo82bo2bobo19bob
o91bo25bobo77bobo$128bo167bo318bo89bo19bo86bo5bo26bo79bo$128b2o166b2o
316b2o108b2o86b2o30b2o78b2o$127bobo165bobo99b2o412bobo125b2o$391bo4bo
bo540bobo$16bo374b2o5bo541bobo$15b2o190bo94bo87bobo548bo$15bobo4b2o183b
2o93b2o$21b2o183bobo92bobo212bo$23bo491b2o$515bobo$650b3o$495b3o152bo
$497bo17b2o96b2o36bo$496bo18bobo96b2o$515bo97bo105b3o$721bo$720bo30b3o
$494b2o255bo$495b2o255bo$494bo225b3o$722bo117b2o$721bo117bobo$841bo2$
876b3o$876bo$837b2o38bo$838b2o$837bo!

User avatar
KtT
Posts: 182
Joined: December 17th, 2022, 9:29 am

Re: Synthesising Oscillators

Post by KtT » January 28th, 2024, 8:05 am

Chris857 wrote:
January 27th, 2024, 7:08 pm
p16 B-heptomino hassler (dimer form) in 42G.

Code: Select all

x = 958, y = 72, rule = B3/S23
599bo$597bobo$598b2o2$815bo$813bobo114bo$814b2o113bo$929b3o2$703bo$701b
obo$702b2o$299bobo$300b2o$21bo278bo$20bo$20b3o$728bo119bo79bo$726b3o117b
3o77b3o$18bo706bo119bo79bo$17bo707b2o118b2o68bo9b2o$17b3o894bobo$915b
obo$916b2o$2bo69bo69bo79bo109bo89bo89bo109bo109bo119bo79bo$2o68b2o68b
2o78b2o108b2o64bo3bo19b2o88b2o108b2o108b2o111b2o5b2o71b2o5b2o$2b2o68b
2o68b2o78b2o108b2o63bo3b2o19b2o88b2o108b2o108b2o109bobo6b2o69bobo6b2o
$bo69bo69bo79bo109bo63b3o2b2o19bo89bo109bo109bo112bo6bo72bo6bo$209bob
o$76bo69bo63b2o14bo109bo89bo89bo109bo109bo119bo79bo$76bobo61b2o4bobo61b
o9b2o4bobo101b2o4bobo81b2o4bobo81b2o4bobo101b2o4bobo101b2o4bobo111b2o
4bobo71b2o4bobo$75bobo61bo2bo2bobo72bobo2bobo102bobo2bobo75b2o5bobo2b
obo75b2o5bobo2bobo95b2o5bobo2bobo95b2o5bobo2bobo105b2o5bobo2bobo65b2o
5bobo2bobo17bo$77bo61bo2bo4bo73b2o4bo103b2o4bo74bo2bo5b2o4bo74bo2bo5b
2o4bo94bo2bo5b2o4bo94bo2bo5b2o4bo104bo2bo5b2o4bo64bo2bo5b2o4bo17bobo$
140b2o271b2o88b2o108b2o108b2o118b2o78b2o30b2o$744b2o118b2o78b2o$500b2o
108b2o108b2o22bo95b2o22bo55b2o22bo$501bo109bo109bo20bobo96bo20bobo56b
o20bobo$330bo89bo77b3o9bo85bo11b3o9bo97b3o9bo11b2o94b3o9bo5bo5b2o54b3o
9bo5bo5b2o$329bobo87bobo76bo10bobo84b2o10bo10bobo96bo10bobo106bo10bob
o3bobo60bo10bobo3bobo$79bo249bobo87bobo87bobo83bobo21bobo107bobo117bo
bo4b2o71bobo4b2o$57b2o19b2o250bo89bo89bo109bo78b2o29bo119bo79bo$56bob
o19bobo535b2o80bobo3b2o20b2o89b3o26b2o78b2o$58bo556bobo82bo2bobo19bob
o91bo25bobo77bobo$128bo167bo318bo89bo19bo86bo5bo26bo79bo$128b2o166b2o
316b2o108b2o86b2o30b2o78b2o$127bobo165bobo99b2o412bobo125b2o$391bo4bo
bo540bobo$16bo374b2o5bo541bobo$15b2o190bo94bo87bobo548bo$15bobo4b2o183b
2o93b2o$21b2o183bobo92bobo212bo$23bo491b2o$515bobo$650b3o$495b3o152bo
$497bo17b2o96b2o36bo$496bo18bobo96b2o$515bo97bo105b3o$721bo$720bo30b3o
$494b2o255bo$495b2o255bo$494bo225b3o$722bo117b2o$721bo117bobo$841bo2$
876b3o$876bo$837b2o38bo$838b2o$837bo!
2-gliders reduction:

Code: Select all

x = 21, y = 27, rule = B3/S23
5bo$3bobo$4b2o12$18bo$19b2o$17b2o$19bo2$3b2o9bo$4b2o6bobo$3bo9bobo$13b
o2$3o$2bo$bo!
P60 traffic light hassler in 59G, down from 61G:

Code: Select all

x = 44, y = 34, rule = B3/S23
29b2o10b2o$28bo2bo2b4o2bo2bo$28b3o2b6o2b3o$31b10o$30bo10bo$30b2o8b2o$
19bobo$20b2o$14bo5bo$12bobo$13b2o6$11bo26bo$9bobo26bobo$10b2o4bobo19b
2o$17b2o6b3o$17bo7bo$7b3o16bo$9bo$8bo3$33b3o$33bo$34bo3$3o$2bo$bo!

Chris857
Posts: 257
Joined: June 10th, 2020, 11:26 pm

Re: Synthesising Oscillators

Post by Chris857 » January 29th, 2024, 10:48 am

p41 pi-heptomino hassler in 141G, down from 153G, inspired by the improved component from j6038199846 which lowered it from 181G.

Code: Select all

x = 323, y = 144, rule = B3/S23
19$61bobo$62b2o$62bo10$220bobo$221b2o$221bo30$94b2o13bo2bo$93bobo13b4o
$89b2o2bo19b2o$89bobob2o12bo3bo3bo$91bo14bobobob3o$91b4o12b2obobo$89b
2o3bo16bo$88bo2b3o$88b2obo$91bo$91b2o2$253b2o13bo2bo$252bobo13b4o$248b
2o2bo19b2o$248bobob2o12bo3bo3bo$250bo14bobobob3o$250b4o12b2obobo$248b
2o3bo16bo$247bo2b3o$247b2obo$250bo$250b2o$138b2o$139bo$139bob2o$137b3o
2bo$136bo3b2o$136b4o$139bo$136b2obobo$137bo2b2o$135bobo$135b2o2$297b2o
$298bo$298bob2o$296b3o2bo$278bo16bo3b2o$277bobob2o12b4o$275b3obobo16b
o$274bo3b2obo13b2obobo$275b2o3bo15bo2b2o$277b3o14bobo$71b3o203bo16b2o
$73bo$72bo$60b3o$62bo60b2o$61bo60b2o$124bo$71b2o$70bobo$72bo3$230b3o$
232bo$231bo$219b3o$221bo60b2o$220bo60b2o$283bo$230b2o$229bobo$231bo!

User avatar
KtT
Posts: 182
Joined: December 17th, 2022, 9:29 am

Re: Synthesising Oscillators

Post by KtT » January 29th, 2024, 10:58 am

Runny nose in 16G, down from 17G:

Code: Select all

x = 28, y = 28, rule = B3/S23
o$b2o$2o8$6bo$6b2o$5bobo3$19b3o$19bo$20bo2$3b3o$5bo17b3o$4bo18bo$24bo
2$4bo$4b2o19b2o$3bobo19bobo$25bo!

Chris857
Posts: 257
Joined: June 10th, 2020, 11:26 pm

Re: Synthesising Oscillators

Post by Chris857 » January 30th, 2024, 12:05 am

p106 pi+beehive hassler in 72G.

Code: Select all

x = 1626, y = 141, rule = B3/S23
1625bo$1623b2o$1624b2o3$1617bo$1616bo$1616b3o5$1475bo$1476b2o$1475b2o
$1379bo$1378bo$1378b3o102bo123bo$1338bo145bo122bobo$1339bo142b3o122b2o
$1337b3o4$1592bo$1590b2o$1498bo92b2o$1499b2o$1498b2o$1493bo$1076bo414b
obo$1074b2o416b2o$1075b2o87bo$1165b2o$1045bo118b2o$941bo104bo$940bo103b
3o148bo$729bo210b3o251bo$730bo463b3o$728b3o816b2o$1547b2o$obo935bo$b2o
933b2o276b2o158b2o188b2o$bo730bo204b2o275bo159bo189bo$245bo487b2o477b
obo120b2o35bobo150b2o35bobo$243b2o487b2o478b2o122bo35b2o152bo35b2o$95b
o148b2o1057bo32bobo187bobo$96b2o1203bobo33b2o188b2o$95b2o138bobo1064b
2o$235b2o$103bobo130bo$104b2o1300bo$104bo1301bobo$1406b2o3$1055b2o148b
2o158b2o188b2o$1055b2o148b2o158b2o188b2o$29b2o98b2o88b2o88b2o118b2o98b
2o108b2o128b2o123b2o13b2o123b2o13b2o133b2o13b2o143b2o13b2o173b2o13b2o
$30bo99bo89bo89bo119bo99bo109bo129bo123b2o14bo123b2o14bo133b2o14bo143b
2o14bo119bobo51b2o14bo$27b3o90b2o5b3o80b2o5b3o80b2o5b3o110b2o5b3o90b2o
5b3o100b2o5b3o120b2o5b3o130b2o5b3o130b2o5b3o140b2o5b3o150b2o5b3o121b2o
57b2o5b3o$27bo92bo6bo82bo6bo82bo6bo112bo6bo92bo6bo102bo6bo122bo6bo132b
o6bo132bo6bo12bo19b3o107bo6bo12bo139bo6bo12bo110bo58bo6bo12bo$121b3o87b
3o87b3o117b3o97b3o107b3o127b3o137b3o137b3o15bobo18bo110b3o15bobo139b3o
15bobo169b3o15bobo$123bo89bo89bo119bo99bo109bo129bo126bo12bo126bo12bo
16bo20bo76b3o19bo12bo16bo129bo12bo16bo159bo12bo16bo$315b2o118b2o98b2o
108b2o128b2o20bo91bobo23b2o112bobo23b2o103bo18bobo23b2o132bobo23b2o162b
obo23b2o$314bobo117bobo97bobo107bobo127bobo20bobo90bo23bobo113bo23bob
o102bo20bo23bobo133bo23bobo163bo23bobo$204b2o88b2o18bo99b2o18bo79b2o18b
o89b2o18bo109b2o18bo22b2o78bo16b2o18bo119b2o18bo129b2o18bo139b2o18bo169b
2o18bo$204bobo87bobo16b2o99bobo16b2o79bobo16b2o89bobo16b2o109bobo16b2o
100bobo16bobo16b2o119bobo16b2o129bobo16b2o139bobo16b2o169bobo16b2o47b
obo$206bo89bo119bo99bo109bo129bo119b2o18bo139bo149bo159bo168b2o19bo65b
2o$206b2o88b2o118b2o98b2o108b2o128b2o138b2o138b2o148b2o158b2o167b2o19b
2o65bo2$435b2o98b2o108b2o128b2o138b2o138b2o148b2o158b2o122bo65b2o19b2o
$436bo99bo109bo129bo139bo18b2o119bo149bo159bo122b2o65bo19b2o$436bobo79b
2o16bobo89b2o16bobo109b2o16bobo119b2o16bobo16bobo100b2o16bobo129b2o16b
obo139b2o16bobo119bobo47b2o16bobo$437b2o79bo18b2o89bo18b2o85b2o22bo18b
2o119bo18b2o16bo102bo18b2o129bo18b2o139bo18b2o169bo18b2o$516bobo107bo
bo104bobo20bobo137bobo23bo113bobo23bo123bobo23bo20bo112bobo23bo163bob
o23bo$516b2o108b2o107bo20b2o138b2o23bobo112b2o23bobo122b2o23bobo18bo113b
2o23bobo162b2o23bobo$639bo129bo139bo12bo88bo20bo16bo12bo119bo16bo12bo
19b3o107bo16bo12bo159bo16bo12bo$3b2o634b3o127b3o137b3o100bo18bobo15b3o
129bobo15b3o139bobo15b3o169bobo15b3o$2bobo234b3o400bo122bo6bo132bo6bo
97b3o19bo12bo6bo129bo12bo6bo139bo12bo6bo169bo12bo6bo58bo$4bo234bo401b
2o120b3o5b2o130b3o5b2o130b3o5b2o140b3o5b2o150b3o5b2o180b3o5b2o57b2o$99b
3o138bo521bo139bo14b2o123bo14b2o133bo14b2o143bo14b2o173bo14b2o51bobo$
101bo660b2o138b2o13b2o123b2o13b2o133b2o13b2o143b2o13b2o173b2o13b2o$100b
o935b2o148b2o158b2o188b2o$1036b2o148b2o158b2o188b2o3$1305b2o$1304bobo
$547b2o757bo$298b3o245b2o$300bo247bo67b2o$299bo36b2o96b3o180b2o790b2o
$335b2o97bo81b2o98bo757b2o33bobo152b2o$337bo59b2o36bo79bobo856bobo32b
o154bobo$398b2o117bo129b2o150b2o378b2o158b2o35bo152b2o35bo$397bo249bo
bo148b2o378bobo157bobo35b2o150bobo35b2o$551bo95bo152bo73b2o302bo159bo
189bo$550b2o323b2o300b2o158b2o188b2o$550bobo60bo260bo$613b2o929b2o$612b
obo187b3o739b2o$802bo393b3o$803bo66b3o325bo$872bo173b3o148bo$871bo174b
o$1047bo179b2o$1226b2o$1016b2o210bo$1017b2o580b2o$1016bo582bobo$1599b
o$1593b2o$1592b2o$1500b2o92bo$1501b2o$1500bo4$1373b3o$1373bo110b2o122b
3o$1374bo108bobo122bo$1332b3o150bo123bo$1334bo$1333bo$1616b2o$1615b2o
$1617bo5$1474b3o$1476bo$1475bo3$1467b2o$1468b2o$1467bo!
And a p20 glider loop in 255G (if I can count). I tried to make a smaller version but couldn't, as inserting the glider streams would impact with the inner eaters, but at this size I can insert the eaters from the inside/opposite side of the loop.

Code: Select all

x = 2760, y = 1421, rule = B3/S23
2394bobo$2397bo$2397bo$2394bo2bo$2395b3o5$2396b2o$2396b3o$2395bob2o$2387b
obo5b3o$2390bo5bo$2390bo$2387bo2bo$2388b3o19$2340bo$2341bo131bo$2333b
o5b3o131bobo$2334b2o137b2o$2333b2o2$2311bo24bobo$2309bobo25b2o$2310b2o
25bo3$2339bo$2340bo$2338b3o2$2327bobo129bo$2328b2o128bo$2328bo129b3o$
2466bobo$2466b2o$2332bobo132bo$2333b2o$2333bo$2461bobo$2461b2o$2462bo
3$2456bo$2332bo123bobo$2333b2o121b2o$1191bo1140b2o$1190bo1121bo140bo$
1190b3o1117bobo138b2o$1197bo1113b2o139b2o$940bo254b2o1132bo$939bo256b
2o1132b2o23bo$939b3o1387b2o25bo$836bo1508bo8b3o$834bobo1509bo$835b2o1507b
3o100bobo$2358bobo86b2o$2323bo24bo10b2o87bo65bo$2321bobo25b2o8bo128bo
23b2o$2322b2o24b2o136b2o25b2o$2487b2o4$2442bo$2442bobo$2273bobo166b2o
$2274b2o$2274bo$2437bo40bo$2437bobo36b2o$1149bobo1285b2o38b2o$1035bob
o111b2o1140bo$1036b2o112bo1141bo$1036bo559bobo691b3o139bo$686bo909b2o
834bobo69bo$684b2o207bo703bo834b2o50bo19bobo$614bo70b2o205bo141bo1261b
o150bo35bo20b2o$612bobo173bo103b3o137bobo1262bo147b2o36b3o$613b2o171b
obo244b2o1260b3o129bo18b2o42bo$787b2o1499bo138bobo59bo9bo17bo$2289b2o
136b2o60b3o7bobo14bo$2288b2o209b2o15b3o$1379bo920bobo$1379bobo919b2o119b
o90bo$1379b2o920bo120bobo88bobo$2422b2o83bobo3b2o$1544bo404bo356bo200b
2o9bobo$1343bo198b2o403b2o355bobo24bo176bo9b2o$1344b2o36bo160b2o371bo
bo29b2o355b2o22bobo187bo$1343b2o35b2o535b2o411b2o$1381b2o98bo236bo198b
o395bo$1479bobo64bo169b2o596bo165bobo$571bobo906b2o64bobo131bo36b2o220b
o372b3o121bobo41b2o$572b2o972b2o133bo257bobo494b2o43bo$572bo1106b3o257b
2o496bo39bo$638bobo1835bo$638b2o1681bobo152b3o$639bo325bo1356b2o$964b
o1357bo$964b3o1042bo360b3o343bo$636bo1372bobo704b3o$635bo1373b2o315bo
bo22bo22bo107bobo224b2o8bo$635b3o1126bo562b2o23bo20bobo106b2o225b2o7b
2o$1389b2o168b2o168b2o33bobo202b2o356bo22b3o20bobo33b2o72bo245b2o$1137b
o250bobo167bobo167bobo33b2o202bobo403bo33bobo293bo23bobo$1136bobo249b
o169bo169bo239bo439bo69bo224bobo3bobo9b2o5bo$120bo1016b2o248b2o40bobo
125b2o168b2o5b2o231b2o5b2o355bobo73b2o5b2o62bobo223bo4bobo9b2o4b2o$121b
o1307b2o305bo239bo355b2o82bo61b2o229bobo8bo$119b3o325bobo437b2o248b2o
248b2o41bo126b2o168b2o4bo233b2o4bo358bo74b2o4bo307b2o4b2o$448b2o436bo
bo247bobo247bobo146b2o19bobo146b2o19bobo5b2o209b2o19bobo5b2o409b2o19b
obo5b2o292b2obo9b2o3bobo$448bo61bo376bo249bo249bo146bobo20bo146bobo20b
o210b2o4bobo20bo410b2o4bobo20bo299bobobo15bo$508b2o378b3o247b3o247b3o
144bo22b3o144bo22b3o206bobo5bo22b3o365bobo38bobo5bo22b3o317b3o$472bo36b
2o379bo249bo249bo169bo169bo206bo32bo366b2o38bo32bo299bobo17bo$473bo1462b
2o399bo38b2o328bo16bo$471b3o1964b3o270b3o8b2o$701bo2006bo3b2o8bobo$274b
o425bo1640bobo91b2o271bo2bo$273bo426b3o354bo1284b2o90bo2bo271b3o$273b
3o782b2o1282bo92b2o276b2o13bo$267bobo787b2o926bo439bo287bobo11b2o$267b
2o1716b3o437b3o277bo9bo11bobo$268bo1719bo439bo275bo10b2o$1987b2o16b2o
420b2o275b3o$345bo1337b3o237b3o78b2o357b3o367bo$255bo87bobo19bo109bo159b
o178bo60bo249bo249bo169bo138b3o28bo208b3o28bo50bo357b3o28bo336b2o$254b
obo87b2o18bobo107bobo157bobo175bobo59bobo247bobo247bobo167bobo167bobo
237bobo437bobo303bo31bobo$253bobo107bobo107bobo157bobo177b2o58bobo247b
obo247bobo167bobo167bobo237bobo437bobo303bo53bo$253b2o108b2o108b2o152b
2o4b2o232b2o4b2o242b2o4b2o242b2o4b2o162b2o4b2o33bo128b2o4b2o33bo198b2o
4b2o33bo398b2o4b2o33bo270b3o50bobo$627bo220b2o17bo230b2o17bo222b2o6b2o
17bo142b2o6b2o17bo39bobo100b2o6b2o17bo39bobo170b2o6b2o17bo39bobo370b2o
6b2o17bo39bobo250b2o6b2o48bo14bo$346bo281b3o217bo19b3o227bo19b3o219bo
7bo19b3o139bo7bo19b3o37b2o100bo7bo19b3o37b2o170bo7bo19b3o37b2o370bo7b
o19b3o37b2o250bo7bo48b2o$347b2o281bo19b2o193b2obo21bo19b2o200b2ob2obo
21bo19b2o199b3ob2obo21bo19b2o119b3ob2obo21bo19b2o119b3ob2obo21bo19b2o
189b3ob2obo21bo19b2o389b3ob2obo21bo19b2o125b2o142b3ob2obo6bo41bobo$346b
2o301bobo193bobo41bobo199bobobobo41bobo201bobobo41bobo121bobobo41bobo
121bobobo41bobo191bobobo41bobo38b3o350bobobo41bobo124b4o143bobobo6bo50b
3o3b6o$649bo196bo42bo202bo3bo42bo206bo42bo126bo42bo126bo42bo196bo42bo
40bo355bo42bo125b2ob2o146bo7b3o47b2obo3bobo3bo$648b2o238b2o248b2o248b
2o168b2o168b2o238b2o41bo396b2o126b2o205b2obo5bo4bo$504bo2239bobo5bobo
bo$504bobo1093b2o1088bo54b2obo3b2o$151b2o118b2o108b2o108b2o11b2o145b2o
238b2o248b2o182bobo63b2o168b2o37bobo128b2o238b2o438b2o269b2ob2o2bo49b
2o8b4o$151bobo117bobo107bobo107bobo157bobo237bobo247bobo176bo5b2o63bo
bo167bobo36bo130bobo237bobo437bobo126bo2bo5b2o130b2o3b2ob3o48bo6bo2b2o
$152bobo117bobo107bobo107bobo97bo59bobo21b2o214bobo247bobo176bo4bo65b
obo167bobo31bo135bobo237bobo437bobo124bo8b4o130b2ob2o50b3o8b2obo$153b
o119bo109bo109bo99b2o58bo22bobo214bo249bo175b3o71bo169bo31b2o136bo33b
o205bo439bo125bo3bo3b2ob2o126b2o3b3o51bo20b2o$592b2o82bo918bobo69bobo
96b2o472b2o5bo2bo288b4o5b2o127bobo4bo73bo$599bo82b2o814bobo167b2o96bo
bo470b4o8bo425bo78bobo$352bo109bo134bobo22bo58b2o179bo249bo249bo71b3o
62b2o31bo135bo33bo239bo296b2ob2o3bo3bo130bo293b2o20bo57b2o$351bobo107b
obo134b2o21bobo59bo177bobo247bobo247bobo65bo4bo64bo31bobo167bobo237bo
bo297b2o5b4o129bobo312b3o$352bobo107bobo157bobo237bobo247bobo247bobo63b
2o5bo59bo36bobo167bobo237bobo437bobo310bo$353b2o95b2o11b2o158b2o238b2o
248b2o248b2o63bobo62bobo37b2o168b2o238b2o438b2o310b2o53b2o$449bobo1042b
2o1246b2o5bo2b2o$451bo1800b2o431b3o53bobo6bo$626b2o238b2o248b2o248b2o
168b2o168b2o196bo41b2o303b4o131b2o290b2o4bo3bo5bo48bo$626bo239bo42bo206b
o42bo3bo202bo42bo126bo42bo126bo42bo155bo40bo42bo261b2ob2o130bo42bo248b
2o4b2ob2o6b2o52bo$158b2o464bobo237bobo41bobo203bobo41bobobobo199bobo41b
obobo121bobo41bobobo121bobo41bobobo150b3o38bobo41bobobo260b2o129bobo41b
obobo261b2o52bobobo$157b2o465b2o19bo218b2o19bo21bob2o203b2o19bo21bob2o
b2o200b2o19bo21bob2ob3o119b2o19bo21bob2ob3o119b2o19bo21bob2ob3o189b2o
19bo21bob2ob3o389b2o19bo21bob2ob3o302b2o8bob2ob3o$159bo485b3o237b3o19b
o227b3o19bo227b3o19bo7bo100b2o37b3o19bo7bo100b2o37b3o19bo7bo170b2o37b
3o19bo7bo370b2o37b3o19bo7bo300bobo8bo7bo$648bo239bo17b2o230bo17b2o230b
o17b2o6b2o100bobo39bo17b2o6b2o100bobo39bo17b2o6b2o170bobo39bo17b2o6b2o
370bobo39bo17b2o6b2o246bo16bo38bo7b2o6b2o$481b2o158b2o4b2o232b2o4b2o242b
2o4b2o242b2o4b2o128bo33b2o4b2o128bo33b2o4b2o198bo33b2o4b2o398bo33b2o4b
2o272bobo16b2o$480bobo157bobo237bobo58b2o187bobo247bobo167bobo167bobo
237bobo437bobo279bo16b2o$160b2o317bobo157bobo237bobo59bobo185bobo247b
obo167bobo167bobo237bobo437bobo330b2o$160bobo61b2o254bo159bo239bo60bo
188bo249bo169bo169bo28b3o157bo50bo28b3o408bo28b3o299bobo$160bo62bobo1524b
3o157b2o78b3o437b3o271bo28bo$225bo1683b2o16b2o438b2o336b2o$1927bo439b
o336b2o13b2o$1928b3o437b3o349bo6b2o$1197b2o731bo439bo349bobo3bobo$1196b
2o1161b2o348bo11b2o5bo$573b3o622bo1159bo2bo348b2o$575bo1783b2o348b2o$
574bo1880b2o$482b3o1870b3o96b2o$482bo1495b2o438b2o36bo$445b2o36bo381b
o249bo249bo169bo169bo239bo32bo406bo32bo286bo18b3o$446b2o417b3o247b3o247b
3o167b3o22bo144b3o22bo214b3o22bo5bobo406b3o22bo5bobo286b3o15bo2bo$445b
o61bo360bo249bo249bo169bo20bobo146bo20bobo216bo20bobo4b2o410bo20bobo4b
2o42b2o246bob3o3bo5bo3bo$506b2o359bobo247bobo247bobo167bobo19b2o139b2o
5bobo19b2o209b2o5bobo19b2o409b2o5bobo19b2o48b2o246bob3obobo2bo3bo$384b
3o119bobo358b2o248b2o206bo41b2o168b2o163bo4b2o233bo4b2o433bo4b2o72bo245b
2o3bo6bo2bo3bo$384bo940b2o372bo239bo439bo339bo3bo2bo$385bo731b2o205bo
bo40b2o168b2o161b2o5b2o231b2o5b2o431b2o5b2o318b2o8bobo4b3o4bo$1117bob
o247bo169bo169bo239bo439bo77b2o240bo4b2o16bobo$1118bo246bobo167bobo132b
2o33bobo237bobo365b3o69bobo33bo42b2o239bobo4b2o17bo$1365b2o168b2o132b
obo33b2o238b2o368bo69b2o33bobo43bo238b2o$638b3o1030bo642bo105bobo293b
2o7b2o$640bo1264b2o514bo24b2o268bo8b2o$639bo1264bobo402b2o135bobo21b2o
245b3o$789b3o1114bo403b2o111b3o20bo22b2o248bo$791bo1517bo161bo$636bo153b
o$636b2o1722b2o$635bobo1723b2o116b2o$703bo1050b3o218b2o338b2o43bo118b
obo$702b2o844b2o204bo219bobo337bobo162bo$702bobo842bobo64b2o101b2o36b
o220bo339bo$1549bo64bobo101b2o741b3o$1373b2o239bo102bo280bo312b2o148b
o24b3o$1374b2o35b2o584b2o313b2o148bo23bo$1373bo36b2o139b2o413b2o29bob
o311bo175bo$1412bo139b2o413b2o405b3o$1551bo414bo409bo114b2o$2273b2o100b
o114b2o$1375b2o897b2o8b2o206bo11bo$1374bobo896bo11b2o216b2o$1376bo901b
3o3bo84b3o131bobo$2280bo90bo124b2o$2279bo90bo125bobo$967b2o1306b2o219b
o$661b2o304bobo251b2o1051bobo15b3o7b2o$661bobo197b3o103bo253bobo1052b
o17bo6bobo60b3o$589b2o70bo201bo357bo1071bo9bo42bo19bo134b2o$590b2o270b
o635bo809b2o36b2o17bo135bobo$589bo908b2o807bobo35bobo153bo$1219bo277b
obo787b3o19bo$1105bo112b2o1069bo69b3o$1105b2o111bobo1067bo72bo$1104bo
bo1253bo$2518b2o$2315bo201b2o$2315b2o37b3o162bo$2314bobo39bo$2355bo4$
2444bo$2443b2o24b3o$2433b2o8bobo23bo$2304bo44b2o81b2o36bo$2304b2o44b2o
82bo12b2o$2279bo23bobo43bo97bobo$2279b2o156b2o8bo$919b2o1357bobo156bo
bo23bo$919bobo1515bo24b2o$919bo1542bobo$814b3o1528bo$816bo241b2o1285b
2o$815bo243b2o1283bobo132b3o$1058bo1401bo18bo$1063b3o1393b2o19bo$1065b
o1274b3o116bobo$1064bo1277bo$2341bo3$2335b2o$2336b2o$2335bo$2459b2o$2458b
2o$2330b2o128bo$2331b2o$2330bo7b2o$2337bobo124b2o$2339bo123b2o$2465bo
$2453b2o$2453bobo$2453bo4$2455b2o24b3o$2454b2o25bo$2456bo25bo$2459bo$
2458b2o$2323b3o126b2o4bobo$2325bo126bobo$2324bo127bo17$2405b3o$2404bo
2bo$2407bo$2399bo7bo$2398b3o3bobo$2398bob2o$2399b3o$2399b2o5$2398b3o$
2397bo2bo$2400bo$2400bo$2397bobo205$2462bo$2462bobo$2462b2o11$2468bo$
2466b2o$2467b2o17$2475bo$2475bobo$2475b2o59$1967bo$1968bo631bo$1960bo
5b3o631bobo$1961b2o637b2o$1960b2o2$1938bo24bobo$1936bobo25b2o$1937b2o
25bo3$1966bo$1967bo$1965b3o2$1954bobo629bo$1955b2o628bo$1955bo629b3o$
2593bobo$2593b2o$1959bobo632bo$1960b2o$1960bo$2588bobo$1353bo1234b2o$
1353bobo1233bo$1353b2o2$2583bo$1959bo623bobo$1960b2o621b2o$1959b2o$1939b
o640bo$1937bobo638b2o$1938b2o639b2o$1956bo$1957b2o23bo$1359bo596b2o25b
o$1357b2o613bo8b3o$1358b2o613bo$1971b3o600bobo$1985bobo586b2o$1950bo24b
o10b2o587bo65bo$1948bobo25b2o8bo628bo23b2o$1949b2o24b2o636b2o25b2o$2614b
2o4$2569bo$2569bobo$1900bobo666b2o$1901b2o$1901bo$2564bo40bo$2564bobo
36b2o$1366bo1197b2o38b2o$1366bobo549bo$1366b2o551bo$1917b3o639bo$2559b
obo69bo$2559b2o50bo19bobo$1923bo650bo35bo20b2o$1924bo647b2o36b3o$1922b
3o629bo18b2o42bo$1915bo638bobo59bo9bo17bo$1916b2o636b2o60b3o7bobo14bo
$1915b2o709b2o15b3o$1927bobo$1928b2o619bo90bo$1928bo620bobo88bobo$2549b
2o83bobo3b2o$1933bo700b2o9bobo$1931bobo24bo676bo9b2o$1932b2o22bobo687b
o$1957b2o$1940bo$315bobo1623bo665bobo$318bo1620b3o621bobo41b2o$318bo2244b
2o43bo$315bo2bo2245bo39bo$316b3o2284bo$1948bobo652b3o$1949b2o$1949bo2$
317b2o$317b3o1633bobo22bo630bobo$316bob2o1634b2o23bo629b2o$308bobo5b3o
1635bo22b3o630bo$311bo5bo$311bo2293bo$308bo2bo1646bobo644bobo$309b3o1647b
2o644b2o$1959bo3$1963bobo$1964b2o$1964bo3$1968bobo$1969b2o$1969bo12$1898b
obo534bo$1018bo880b2o534bobo$1019bo471bo407bo535b2o$1011bo5b3o471bobo
$1012b2o477b2o$1011b2o2$989bo24bobo$987bobo25b2o864bo505bo$988b2o25bo
863bobo503b2o$1880b2o504b2o2$1017bo$1018bo847bobo494bo$1016b3o848b2o494b
obo$1867bo495b2o$1005bobo469bo$1006b2o468bo$1006bo469b3o$1484bobo$1484b
2o$1010bobo472bo$1011b2o$1011bo$1479bobo755bo$1479b2o757b2o$1480bo756b
2o3$1474bo$1010bo463bobo$1011b2o461b2o$1010b2o$990bo480bo$988bobo478b
2o$989b2o479b2o$1007bo$1008b2o23bo$1007b2o25bo$1023bo8b3o$1024bo$1022b
3o440bobo$1036bobo426b2o$1001bo24bo10b2o427bo65bo$999bobo25b2o8bo468b
o23b2o$1000b2o24b2o476b2o25b2o$1505b2o780bo$2288bo$2286b3o2$1460bo$1460b
obo846bo$951bobo506b2o848b2o$952b2o1355b2o$952bo$1455bo40bo$1455bobo36b
2o$1455b2o38b2o$969bo$970bo$968b3o479bo$1450bobo69bo$1450b2o50bo19bob
o$974bo490bo35bo20b2o$975bo487b2o36b3o$973b3o469bo18b2o42bo$966bo478b
obo59bo9bo17bo$967b2o476b2o60b3o7bobo14bo$966b2o549b2o15b3o$978bobo$979b
2o459bo90bo$979bo460bobo88bobo$1440b2o83bobo3b2o$984bo540b2o9bobo$982b
obo24bo516bo9b2o$983b2o22bobo527bo$181bo826b2o$182bo291bo516bo$174bo5b
3o291bobo515bo505bobo$175b2o297b2o514b3o461bobo41b2o$174b2o1278b2o43b
o$1455bo39bo$152bo24bobo1314bo$150bobo25b2o819bobo492b3o$151b2o25bo821b
2o$1000bo2$180bo$181bo822bobo22bo470bobo$179b3o823b2o23bo469b2o$1005b
o22b3o470bo$168bobo289bo$169b2o288bo1036bo$169bo289b3o547bobo484bobo$
467bobo540b2o484b2o$467b2o541bo$173bobo292bo$174b2o$174bo839bobo$462b
obo550b2o$462b2o551bo$463bo2$1019bobo$457bo562b2o$173bo283bobo560bo$174b
2o281b2o$173b2o$153bo300bo$151bobo298b2o$152b2o299b2o$170bo$171b2o23b
o$170b2o25bo$186bo8b3o$187bo$185b3o260bobo$199bobo246b2o499bobo374bo$
164bo24bo10b2o247bo65bo434b2o374bobo$162bobo25b2o8bo288bo23b2o435bo375b
2o$163b2o24b2o296b2o25b2o$488b2o4$443bo488bo200b2o143bo$443bobo484bob
o199bobo141b2o$114bobo326b2o486b2o201bo142b2o74b2o$115b2o1235b2o$115b
o1238bo$438bo40bo437bobo334bo$438bobo36b2o439b2o334bobo$438b2o38b2o438b
o335b2o$132bo$133bo$131b3o299bo$433bobo69bo$433b2o50bo19bobo$137bo310b
o35bo20b2o$138bo307b2o36b3o$136b3o289bo18b2o42bo$129bo298bobo59bo9bo17b
o769bo$130b2o296b2o60b3o7bobo14bo771b2o$129b2o369b2o15b3o768b2o$141bo
bo$142b2o279bo90bo$142bo280bobo88bobo$423b2o83bobo3b2o$147bo360b2o9bo
bo606b2o$145bobo24bo336bo9b2o608b2o$146b2o22bobo347bo607bo228b3o$171b
2o1184bo$154bo1203bo$155bo325bobo$153b3o281bobo41b2o$437b2o43bo$438bo
39bo$477bo$162bobo312b3o$163b2o$163bo1871bobo$2036b2o493bo$2036bo493b
o$167bobo22bo290bobo852bo1191b3o$168b2o23bo289b2o854bo$168bo22b3o290b
o852b3o2$479bo$172bobo304bobo878bo721b2o$173b2o304b2o880b2o718bobo$173b
o1186b2o721bo378b2o$2461b2o$2463bo$177bobo$178b2o$178bo3$182bobo$183b
2o$183bo11$2077b2o$2078b2o$2077bo388b3o$2466bo$2467bo2$1106b2o$1105bo
bo$1107bo258b2o$1365b2o$1367bo8$2045bo$2043bobo$2044b2o462bobo$2508b2o
$2509bo6$2247b3o2$2251bo$2250bobo$2250bobo33b2o$2251bo33bobo$2285bo$2284b
2o5b2o$2293bo$2284b2o4bo$2262b2o19bobo5b2o$2255b2o4bobo20bo$2254bobo5b
o22b3o$2048bobo203bo32bo$2049b2o202b2o249bo$2049bo265b3o185bo$2503b3o
$2312b2o$2311bo2bo$2312b2o$2302bo$2055b2o245b3o$291b3o1760bobo248bo$2056b
o247b2o169b2o$295bo1944b3o231b2o$294bobo1944b3o28bo203bo$294bobo33b2o
1939bobo$295bo33bobo1938bobo$329bo1934b2o4b2o33bo$328b2o5b2o1900b2o6b
2o17bo39bobo$337bo1899bo7bo19b3o37b2o$328b2o4bo1903b3ob2obo21bo19b2o$
306b2o19bobo5b2o1903bobobo41bobo$299b2o4bobo20bo1914bo42bo$298bobo5bo
22b3o1953b2o$298bo32bo$297b2o$359b3o856b3o1067b2o$2288bobo$356b2o864b
o1066bobo$355bo2bo862bobo1066bo$356b2o863bobo33b2o$346bo875bo33bobo$346b
3o907bo1002bo$349bo905b2o5b2o994bobo$348b2o914bo994bobo$284b3o968b2o4b
o998b2o$285b3o28bo916b2o19bobo5b2o$315bobo908b2o4bobo20bo$314bobo908b
obo5bo22b3o1004b2o$308b2o4b2o33bo875bo32bo1004bo42bo$281b2o6b2o17bo39b
obo873b2o1035bobo41bobobo$281bo7bo19b3o37b2o935b3o972b2o19bo21bob2ob3o
$282b3ob2obo21bo19b2o285b2o1623b2o37b3o19bo7bo$284bobobo41bobo284b4o662b
2o958bobo39bo17b2o6b2o$287bo42bo285b2ob2o661bo2bo958bo33b2o4b2o$329b2o
286b2o664b2o992bobo$1273bo1002bobo$1086bobo184b3o1001bo28b3o$332b2o753b
2o187bo145bo884b3o$332bobo286bo2bo5b2o455bo187b2o144bo822b2o$333bobo284b
o8b4o578b3o207b3o820bo$334bo285bo3bo3b2ob2o579b3o28bo1001b3o$b2o5bo2b
o608b4o5b2o611bobo1002bo$4o8bo1228bobo992b2o$2ob2o3bo3bo290bo931b2o4b
2o33bo958bo2bo$2b2o5b4o289bobo903b2o6b2o17bo39bobo958b2o$303bobo902bo
7bo19b3o37b2o$304b2o903b3ob2obo21bo19b2o972b3o$1211bobobo41bobo1035b2o
$13b2o1199bo42bo1004bo32bo$12b4o291b2o947b2o1004b3o22bo5bobo$12b2ob2o
290bo42bo1914bo20bobo4b2o$14b2o289bobo41bobobo1903b2o5bobo19b2o$305b2o
19bo21bob2ob3o903b2o998bo4b2o$287b2o37b3o19bo7bo902bobo994bo$287bobo39b
o17b2o6b2o903bobo994b2o5b2o$288bo33b2o4b2o931bo1002bo$321bobo1938bobo
33bo$320bobo1939b2o33bobo$321bo28b3o877bo1066bobo$351b3o875bobo1066bo
$288b2o940bobo$288bo942b2o1067b3o$289b3o$291bo$280b2o952b2o$279bo2bo951b
o42bo$280b2o950bobo41bobobo$1232b2o19bo21bob2ob3o$276b3o935b2o37b3o19b
o7bo$339b2o873bobo39bo17b2o6b2o$306bo32bo875bo33b2o4b2o$306b3o22bo5bo
bo908bobo$309bo20bobo4b2o908bobo$301b2o5bobo19b2o916bo28b3o$303bo4b2o
968b3o$300bo914b2o$301b2o5b2o905bo$308bo907b3o$306bobo33bo875bo$306b2o
33bobo863b2o$341bobo862bo2bo$342bo864b2o2$344b3o856b3o$1266b2o$1096bo
136bo32bo$1094bobo136b3o22bo5bobo$1095b2o139bo20bobo4b2o133bobo$1228b
2o5bobo19b2o140b2o$1230bo4b2o163bo$1227bo$1228b2o5b2o$1235bo$1233bobo
33bo$1233b2o33bobo$1268bobo$1269bo2$1271b3o10$1099bobo$1100b2o293bo$1100b
o293bo$1394b3o36$456b2o$455b2o$457bo3$461b2o$460b2o$462bo3$466b2o$154b
3o308b2o$156bo310bo$155bo$447b2o$150b2o295bobo21b2o$151b2o294bo22b2o$
150bo321bo2$201b2o$202b2o276b2o$156b2o43bo278bobo$155bobo322bo$157bo$
462b3o$152b2o308bo24b3o$153b2o308bo23bo$152bo335bo$215b3o$217bo274b2o
$114b2o100bo274b2o$115b2o8b2o366bo11bo$114bo11b2o376b2o$119b3o3bo84b3o
291bobo851b3o249b2o$121bo90bo284b2o861bo248b2o$120bo90bo285bobo859bo251b
o$116b2o379bo$115bobo15b3o7b2o1191bo$117bo17bo6bobo60b3o1128b2o258b3o
$134bo9bo42bo19bo294b2o831bobo258bo$149b2o36b2o17bo295bobo1092bo$148b
obo35bobo313bo$128b3o19bo$130bo69b3o$129bo72bo$201bo$519b2o765b3o289b
2o$156bo361b2o768bo288b2o$156b2o37b3o322bo766bo291bo$155bobo39bo$196b
o4$445bo$444b2o24b3o$434b2o8bobo23bo$145bo44b2o241b2o36bo$145b2o44b2o
242bo12b2o$120bo23bobo43bo257bobo$120b2o316b2o8bo$119bobo316bobo23bo$
438bo24b2o$463bobo$186bo$186b2o$185bobo292b3o$461bo18bo$460b2o19bo$181b
3o276bobo$183bo$182bo3$176b2o$177b2o$176bo2130b3o409b2o$460b2o1847bo408b
2o$459b2o1847bo411bo$171b2o288bo791bo$172b2o1078b2o1031bo$171bo7b2o1071b
obo1030b2o418b3o$178bobo284b2o1817bobo418bo$180bo283b2o2240bo$466bo808b
2o$454b2o819bobo$454bobo818bo$454bo2$2235b3o449b2o$2237bo448b2o$456b2o
24b3o1751bo451bo$455b2o25bo$457bo25bo$460bo$459b2o$164b3o286b2o4bobo$
166bo286bobo$165bo287bo7$1473b2o$1325bo146b2o$1324b2o148bo$1324bobo2$
1478b2o$1477b2o$1479bo3$1483b2o$991b3o488b2o$993bo490bo$992bo$1464b2o
$987b2o475bobo21b2o$988b2o474bo22b2o$987bo501bo872bo$2361b2o$1038b2o1321b
obo$1039b2o456b2o$993b2o43bo458bobo$992bobo502bo886b2o$994bo1389bobo$
1479b3o902bo$989b2o488bo24b3o$990b2o488bo23bo$989bo515bo$1052b3o$1054b
o454b2o$951b2o100bo454b2o$952b2o8b2o546bo11bo$951bo11b2o556b2o$956b3o
3bo84b3o471bobo$958bo90bo464b2o$957bo90bo465bobo$953b2o559bo$952bobo15b
3o7b2o$954bo17bo6bobo60b3o$971bo9bo42bo19bo474b2o$986b2o36b2o17bo475b
obo$985bobo35bobo493bo$965b3o19bo$967bo69b3o1542b2o$966bo72bo1394bo146b
2o$1038bo1394b2o148bo$1536b2o895bobo$993bo541b2o$993b2o37b3o502bo1049b
2o$992bobo39bo1551b2o$1033bo1554bo3$2592b2o$1462bo477b3o648b2o$1461b2o
24b3o452bo650bo$1451b2o8bobo23bo453bo$982bo44b2o421b2o36bo1084b2o$982b
2o44b2o422bo12b2o469b2o635bobo21b2o$957bo23bobo43bo437bobo469b2o634bo
22b2o$957b2o496b2o8bo470bo661bo$956bobo496bobo23bo$1455bo24b2o505b2o$
1480bobo505b2o616b2o$1023bo918b2o43bo618bobo$1023b2o916bobo662bo$1022b
obo472b3o443bo$1478bo18bo1090b3o$1477b2o19bo439b2o648bo24b3o$1018b3o456b
obo459b2o648bo23bo$1020bo917bo675bo$1019bo981b3o$2003bo614b2o$1900b2o
100bo614b2o$1013b2o886b2o8b2o706bo11bo$1014b2o884bo11b2o716b2o$1013bo
891b3o3bo84b3o631bobo$1477b2o428bo90bo624b2o$1476b2o428bo90bo625bobo$
1008b2o468bo423b2o719bo$1009b2o890bobo15b3o7b2o$1008bo7b2o885bo17bo6b
obo60b3o$1015bobo464b2o436bo9bo42bo19bo634b2o$1017bo463b2o452b2o36b2o
17bo635bobo$1483bo450bobo35bobo653bo$1471b2o441b3o19bo$1471bobo442bo69b
3o$1471bo443bo72bo$1987bo$2645b2o$326b3o1613bo701b2o$325bo2bo1144b2o24b
3o440b2o37b3o662bo$328bo1143b2o25bo441bobo39bo$320bo7bo1145bo25bo481b
o$319b3o3bobo1149bo$319bob2o1153b2o$320b3o678b3o466b2o4bobo$320b2o681b
o466bobo1098bo$1002bo467bo1099b2o24b3o$2560b2o8bobo23bo$1931bo44b2o581b
2o36bo$1931b2o44b2o582bo12b2o$319b3o1584bo23bobo43bo597bobo$318bo2bo1584b
2o656b2o8bo$321bo1583bobo656bobo23bo$321bo2242bo24b2o$318bobo2268bobo
$1972bo$1972b2o$1971bobo632b3o$2587bo18bo$2586b2o19bo$1967b3o616bobo$
1969bo$1968bo3$1962b2o$1086b3o874b2o$1088bo873bo$1087bo1498b2o$2585b2o
$1957b2o628bo$1958b2o$1957bo7b2o$1964bobo624b2o$1966bo623b2o$2592bo$2580b
2o$2580bobo$2580bo4$2582b2o24b3o$2581b2o25bo$1095bo1487bo25bo$1095b2o
1489bo$1094bobo1488b2o$1950b3o626b2o4bobo$1952bo626bobo$1951bo627bo9$
1099b3o$1101bo$1100bo9$2035b3o$2037bo$2036bo16$2044bo$2044b2o$2043bob
o12$2048b3o$2050bo$2049bo!
2024-01-31:
Crosspost from discord: Runny nose in 14G by Goldtiger997 morning of January 30.

Code: Select all

x = 49, y = 47, rule = B3/S23
3bo$bobo$2b2o6$8bo$9bo$7b3o$43bo$41b2o$42b2o3bo$46bo$46b3o$2bo$obo$b2o
8$7b2o15bo$6bobo14bobo$8bo14b2o$47bo$23b2o20b2o$22bobo21b2o$23bo3$5b2o
$4bobo$6bo3$41b3o$41bo$42bo2$46b2o$45b2o$47bo!

User avatar
KtT
Posts: 182
Joined: December 17th, 2022, 9:29 am

Re: Synthesising Oscillators

Post by KtT » January 31st, 2024, 10:43 am

[The cost of a canonical variant and a cheapest variant of p82 pi-heptomino hassler can be reduced by 1 glider:

Code: Select all

x = 302, y = 57, rule = B3/S23
3b2o59b2o77b2o65b2o61b2o$4bo60bo78bo66bo62bo$3bo60bo78bo66bo62bo$3b2o
11bo47b2o11bo65b2o11bo53b2o11bo49b2o11bo$b2o11b3o45b2o11b3o63b2o11b3o
51b2o11b3o47b2o11b3o$o2b2o8bo47bo2b2o8bo65bo2b2o8bo53bo2b2o8bo49bo2b2o
8bo$bobo9b2o45bobobo9b2o63bobobo9b2o51bobobo9b2o47bobobo9b2o$2obobo4b
o7b2o41b2obobo4bo7b2o59b2obobo4bo7b2o47b2obobo4bo7b2o43b2obobo4bo7b2o
$4b2o3bobo6bo46b2o3bobo6bo64b2o3bobo6bo52b2o3bobo6bo48b2o3bobo6bo$8bo
2bo4bobo50bo2bo4bobo68bo2bo4bobo56bo2bo4bobo52bo2bo4bobo$9b2o5b2o52b2o
5b2o70b2o5b2o58b2o5b2o54b2o5b2o4$292bobo$292b2o$293bo9$88bo193bobo$86b
2o85bo108b2o$87b2o2b2o11bo68bobo107bo$91bobo8b2o69b2o$91bo11b2o116bo60b
2o$219bobo59bobo$171bo48b2o61bo$171bobo$171b2o57bobo$98bo5bobo123b2o$
96b2o6b2o62b2o61bo$87b2o8b2o6bo62b2o120b2o$27b2o58b2o137bo62bo2bo$27b
obo196bobo3b2o55bobo3b2o$27bo142bo55b2o4bobob2o52bo4bobob2o$23b2o144b
obo62bobobo47b2o9bobobo$22bobo141b2o2bo62b2o2bo49bo8b2o2bo$24bo129b3o
8bo2b2o54b2o9b2o47b3o11b2o$156bo9b2o55b2o8b2o49bo11b2o$155bo11bo57bo8b
o62bo$166bo66bo62bo$166b2o65b2o61b2o2$82bo$82b2o$81bobo4$107bo$106b2o
$106bobo!
2024-02-01:
P67 Herschel loop in 106G, down from 108G:

Code: Select all

x = 200, y = 75, rule = B3/S23
51bobo144bo$52b2o143bo$52bo144b3o2$193bo$191b2o$192b2o2$176b2o$176b2o
$192b3o$192bo$193bo3$189b2o$65bo122b2o$66bo123bo$64b3o$69bobo$29b2o38b
2o73b2o36b2o$29bo19b2o19bo73bo19b2o16bobo$30bo17bobo12bo81bo17bobo18b
o$29b2o17bo12b2o81b2o17bo20b2o$47b2o4b2o7b2o98b2o4b2o$52bobo112bobo$52b
o114bo$51b2o113b2o7b2o$18b2o41b3o69b2o40b2o$18bobo40bo71bobo$20bo41bo
72bo$20b2o113b2o12$50b2o113b2o$9bo41bo114bo$10bo40bobo112bobo$8b3o41b
2o71b2o40b2o$19b2o104b2o7b2o$19bo114bo$17bobo112bobo$8b2o7b2o4b2o107b
2o4b2o$9b2o12bo17b2o73b2o20bo17b2o$8bo12bobo17bo75bo18bobo17bo$bo19b2o
19bo74bobo16b2o19bo$b2o38b2o75b2o36b2o$obo$5b3o$5bo105bo$6bo105b2o$111b
2o3$108bo$109bo$107b3o$124b2o$124b2o2$108b2o$109b2o$108bo2$19bo82b3o$
18b2o84bo$18bobo82bo!

Chris857
Posts: 257
Joined: June 10th, 2020, 11:26 pm

Re: Synthesising Oscillators

Post by Chris857 » February 4th, 2024, 2:34 am

C_R_116 wrote:
February 2nd, 2024, 5:39 pm
Stupid p60 block hassler:

Code: Select all

x = 42, y = 25, rule = B3/S23
11b4o12b4o$10bo4bo10bo4bo$10bo3bobo8bobo3bo$11bo3bobo6bobo3bo$17bo6bo$
17bo6bo$14bo2bo6bo2bo$15b2o8b2o2$9bo22bo$7bobo22bobo$6bobo11b2o11bobo$
2o3bo2bo11b2o11bo2bo3b2o$2o4bobo24bobo4b2o$7bobo22bobo$9bo22bo2$15b2o
8b2o$14bo2bo6bo2bo$17bo6bo$17bo6bo$11bo3bobo6bobo3bo$10bo3bobo8bobo3bo
$10bo4bo10bo4bo$11b4o12b4o!
p60 block hassler in 30G.

Code: Select all

x = 607, y = 122, rule = B3/S23
341bo$339b2o$340b2o3$256bobo$257b2o$257bo$339bo$337b2o$256bo81b2o$257b
2o84bo$256b2o84bo$342b3o7$604bo$604bobo$541bo62b2o$542bo$540b3o3$597b
o$597bobo$597b2o$554bo$555b2o$554b2o3$187bo$187bobo$187b2o8$46b2o108b
2o118b2o$46b2o108b2o118b2o3$45b3o107b3o117b3o$45b2obo2b2o102b2obo2b2o
112b2obo2b2o$47b2o2b2o104b2o2b2o114b2o2b2o$47b2o108b2o118b2o3$287b2o117b
2o19b2o137b2o19b2o$287b2o117b2o19b2o137b2o19b2o3$157b2o118b2o126b3o19b
3o135b3o19b3o$157b2o2b2o114b2o2b2o122b2obo2b2o9b2o2bob2o135b2obo2b2o9b
2o2bob2o$155b2obo2b2o112b2obo2b2o124b2o2b2o9b2o2b2o139b2o2b2o9b2o2b2o
$155b3o117b3o129b2o17b2o139b2o17b2o3$156b2o118b2o139b2o158b2o$156b2o118b
2o139b2o158b2o3$407b2o158b2o17b2o$407b2o2b2o154b2o2b2o9b2o2b2o$405b2o
bo2b2o152b2obo2b2o9b2o2bob2o$405b3o157b3o19b3o3$406b2o158b2o19b2o$190b
2o214b2o158b2o19b2o$190bobo$190bo20$3o$2bo84b2o465b2o$bo84b2o467b2o$5b
2o81bo465bo$6b2o589b2o$5bo591bobo$87bo509bo$86b2o$86bobo$540b3o$472b3o
67bo$3b2o381b2o84bo68bo62b2o$4b2o381b2o84bo130bobo$3bo382bo81b2o134bo
$467b2o$469bo$387bo$387b2o$386bobo3$470b2o$469b2o$471bo!
Nihonium reduced by 1G, to 46G.

Code: Select all

x = 138, y = 89, rule = B3/S23
128bo$128bobo$128b2o3$53bobo$54b2o$54bo2$o7bobo$b2o6b2o63bo$2o7bo64bo
bo$74b2o2$4bobo$5b2o$5bo56$132bo$131b2o$131bobo2$62b2o$61bobo64bo7b2o
$63bo63b2o6b2o$127bobo7bo2$83bo$82b2o$82bobo3$8b2o$7bobo$9bo!
p90 pre-pulsar hassler down 1G, from 16G to 15G.

Code: Select all

x = 103, y = 116, rule = B3/S23
82bo$80b2o$81b2o5$83bo$83bobo$83b2o7$98bo$98bobo$90bo7b2o$88b2o$89b2o
3$100bobo$100b2o$101bo2$71bo$70bo$70b3o11$91bobo$91b2o$92bo31$10bo$10b
2o$9bobo11$30b3o$32bo$31bo2$bo$b2o$obo18b3o$23bo$22bo63b2o$86bobo$86b
o$3b2o$2bobo$4bo7$18b2o$17bobo$19bo5$20b2o$21b2o$20bo!
A p32 honey farm hassler down 2G to 37G.

Code: Select all

x = 40, y = 34, rule = B3/S23
9bo$10b2o$9b2o2$36bo$34b2o$35b2o4$10bobo$11b2o$11bo3$b3o$b3o$b3o$4b3o
$4b3o$4b3o7$3o$b3o34bo$37b2o$8b2o27bobo$8b2o$b3o$3o!
2024-02-05:
141P134 in 93G.

Code: Select all

x = 2237, y = 108, rule = B3/S23
242bo$243b2o$242b2o$337bo$337bobo$256bobo78b2o$257b2o$257bo5$334bo$332b
2o$333b2o4$324bo$322b2o$323b2o2$708bo$706bobo$707b2o2$736bo$735bo$735b
3o1286bo$2022bobo$2023b2o4$113bo301bo$114bo299bo$112b3o299b3o2$4bo1746b
o133bo$2bobo111bobo291b2o1340bo130bobo$3b2o112b2o291b2o1338b3o131b2o$
117bo694bo12b2o118b2o98b2o98b2o118b2o128b2o108b2o128b2o148b2o118b2o148b
2o138b2o$810bobo8b2obobo114b2obobo94b2obobo94b2obobo114b2obobo124b2ob
obo104b2obobo124b2obobo144b2obobo114b2obobo144b2obobo134b2obobo$404b2o
88b2o108b2o128b2o75b2o9bobo9b2o104bobobo9b2o84bobobo9b2o84bobobo9b2o104b
obobo9b2o114bobobo9b2o94bobobo9b2o114bobobo9b2o134bobobo9b2o104bobobo
9b2o134bobobo9b2o124bobobo9b2o$38bo119bo149bo95bobob2o8bo75bobob2o8bo
95bobob2o8bo115bobob2o8bo71bobo2bo8bobob2o8bo91bobo2bo8bobob2o8bo71bo
bo2bo8bobob2o8bo71bobo2bo8bobob2o8bo91bobo2bo8bobob2o8bo101bobo2bo8bo
bob2o8bo81bobo2bo8bobob2o8bo101bobo2bo8bobob2o8bo107bo13bobo2bo8bobob
2o8bo78bo12bobo2bo8bobob2o8bo121bobo2bo8bobob2o8bo111bobo2bo8bobob2o8b
o$37bobo117bobo147bobo96bobo8bobo76bobo8bobo96bobo8bobo116bobo8bobo70b
2o2b2o10bobo8bobo91bo2b2o10bobo8bobo71bo2b2o10bobo8bobo71bo2b2o10bobo
8bobo91bo2b2o10bobo8bobo101bo2b2o10bobo8bobo81bo2b2o10bobo8bobo101bo2b
2o10bobo8bobo104bobo14bo2b2o10bobo8bobo78b2o11bo2b2o10bobo8bobo121bo2b
2o10bobo8bobo111bo2b2o10bobo8bobo$38bo119bo149bo96b2obo9bo76b2obo9bo96b
2obo9bo116b2obo9bo86b2obo9bo106b2obo9bo86b2obo9bo86b2obo9bo106b2obo9b
o87bo6bobo19b2obo9bo96b2obo9bo84bo31b2obo9bo106b2o28b2obo9bo78b2o26b2o
bo9bo136b2obo9bo126b2obo9bo$408bob2o86bob2o106bob2o126bob2o96bob2o116b
ob2o96bob2o96bob2o116bob2o95bo6b2o22bob2o106bob2o89bobo34bob2o146bob2o
116bob2o146bob2o136bob2o$36b5o115b5o145b5o94b4o2bo4b5o74b4o2bo4b5o94b
4o2bo4b5o114b4o2bo4b5o84b4o2bo4b5o104b4o2bo4b5o84b4o2bo4b5o84b4o2bo4b
5o104b4o2bo4b5o84b3o6bo20b4o2bo4b5o94b4o2bo4b5o81b2o31b4o2bo4b5o134b4o
2bo4b5o104b4o2bo4b5o134b4o2bo4b5o124b4o2bo4b5o$36bo4bo114bo4bo144bo4b
o93bo3b2o5bo4bo73bo3b2o5bo4bo93bo3b2o5bo4bo113bo3b2o5bo4bo83bo3b2o5bo
4bo103bo3b2o5bo4bo83bo3b2o5bo4bo83bo3b2o5bo4bo103bo3b2o5bo4bo113bo3b2o
5bo4bo93bo3b2o5bo4bo113bo3b2o5bo4bo133bo3b2o5bo4bo103bo3b2o5bo4bo133b
o3b2o5bo4bo123bo3b2o5bo4bo$39bo2bo116bo2bo146bo2bo93b3o10bo2bo73b3o10b
o2bo93b3o10bo2bo113b3o10bo2bo83b3o10bo2bo103b3o10bo2bo83b3o10bo2bo83b
3o10bo2bo103b3o10bo2bo113b3o10bo2bo93b3o10bo2bo113b3o10bo2bo133b3o10b
o2bo103b3o10bo2bo133b3o10bo2bo103b2o18b3o10bo2bo$39b2obo2bo113b2obo2b
o143b2obo2bo92bo10b2obo2bo72bo10b2obo2bo92bo10b2obo2bo112bo10b2obo2bo
57b3o22bo10b2obo2bo102bo10b2obo2bo82bo10b2obo2bo82bo10b2obo2bo102bo10b
2obo2bo112bo10b2obo2bo92bo10b2obo2bo112bo10b2obo2bo132bo10b2obo2bo102b
o10b2obo2bo132bo10b2obo2bo100b2o20bo10b2obo2bo$42bobobo115bobobo145bo
bobo105bobobo85bobobo91bobo11bobobo86b2o23bobo5bo5bobobo58bo22bobo5bo
5bobobo101bobo5bo5bobobo81bobo5bo5bobobo81bobo5bo5bobobo101bobo5bo5bo
bobo111bobo5bo5bobobo91bobo5bo5bobobo111bobo5bo5bobobo131bobo5bo5bobo
bo101bobo5bo5bobobo117bo13bobo5bo5bobobo107bo13bobo5bo5bobobo$42bo2bo
116bo2bo146bo2bo106bo2bo86bo2bo93b2o11bo2bo88b2o23b2o4bobo4bo2bo58bo24b
2o4bobo4bo2bo103b2o4bobo4bo2bo83b2o4bobo4bo2bo83b2o4bobo4bo2bo103b2o4b
obo4bo2bo80bo32b2o4bobo4bo2bo93b2o4bobo4bo2bo113b2o4bobo4bo2bo133b2o4b
obo4bo2bo103b2o4bobo4bo2bo117bobo13b2o4bobo4bo2bo107bobo13b2o4bobo4bo
2bo$41b2o101bo16b2o125b2o4bo16b2o108b2o88b2o108b2o90bo31bo2bo2b2o92bo
2bo2b2o112bo2bo2b2o92bo2bo2b2o92bo2bo2b2o112bo2bo2b2o84bo37bo2bo2b2o102b
o2bo2b2o122bo2bo2b2o142bo2bo2b2o112bo2bo2b2o119bobo20bo2bo2b2o109bobo
20bo2bo2b2o$143bobo141bo2bo2bobo450b2o98b2o118b2o98b2o98b2o118b2o87b3o
38b2o108b2o128b2o148b2o118b2o124b2o22b2o114b2o22b2o$144bobo141bobo3bo
bo$145b2o142bo5b2o413b2o$709bobo660bobo$711bo359bo99bo119bo81b2o46bo109b
o129bo149bo119bo149bo139bo$1071bobo97bobo84bo32bobo79bo47bobo107bobo127b
obo147bobo74b3o40bobo147bobo137bobo$1070bobo90b3o4bobo86bo23b3o4bobo120b
3o4bobo107bobo127bobo147bobo77bo39bobo147bobo137bobo$708b2o362bo91b3o
5bo84b3o24b3o5bo121b3o5bo109bo129bo149bo76bo42bo149bo139bo$514bo192bo
bo1188bob2o146bob2o136bob2o$513b2o194bo568b3o127b3o485b3ob2o144b3ob2o
134b3ob2o$488b2o23bobo763b3o127b3o483bo149bo139bo$487bobo769bobo634b3o
b2o144b3ob2o134b3ob2o$489bo770b2o636bobo147bobo137bobo$339b3o918bo524b
2o91b2o18bobo4b2o141bobo4b2o131bobo4b2o$339bo648b3o58bo735b2o90bobo19b
o5b2o119b2o21bo5b2o132bo5b2o$340bo647bo60b2o22b2o804bo145bobo$961b2o26b
o58bobo22bobo951bo$602bo359b2o109bo$602b2o357bo553b2o128b2o148b2o118b
2o148b2o138b2o$116bo484bobo352b2o446b2o86b2o21bo129bo3b2o144bo3b2o114b
o3b2o144bo3b2o134bo3b2o$6b3o107b2o513b3o323b2o31b2o155b2o254bo2bo2b2o
82b2o21bo2b2o125bo2bobo144bo2bobo114bo2bobo144bo2bobo134bo2bobo$8bo106b
obo513bo324bo33bobo153bobo24b2o229b2o4bo81bo20b3o4bo122b3o4bo142b3o4b
o112b3o4bo142b3o4bo132b3o4bo$bo5bo588bo35bo357bo157bo24bobo230b4o103b
o2b4o123bo2b4o143bo2b4o113bo2b4o143bo2b4o133bo2b4o12b2o$b2o326bo266b2o
575bo232bo109bo12b2o115bo149bo119bo149bo139bo14b2o$obo325b2o265bobo809b
o109bo11bobo115bo149bo119bo149bo139bo15bo$328bobo819b2o254b2o108b2o11b
o116b2o113bo34b2o118b2o148b2o138b2o$1080b2o69b2o602b2o4b2o$1080bobo67b
o605b2o2bobo424bo46b2o$1080bo353b3o318bo431b2o45bobo$1434bo751bobo45b
o$1429b2o4bo312bo$1429bobo316b2o480bo$1286b2o141bo185b2o130bobo479b2o
$1286bobo325bobo612bobo$1286bo329bo$1254bo499b3o$1254b2o5b2o493bo43b2o
$1253bobo4bobo492bo44bobo376b2o$1262bo23b2o512bo379b2o$1286bobo890bo$
1286bo8$1554b2o$1554bobo$1374b3o177bo$1376bo$1375bo!

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Hdjensofjfnen
Posts: 1743
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Re: Synthesising Oscillators

Post by Hdjensofjfnen » February 5th, 2024, 3:30 am

Crossposting carsoncheng's nifty 6G synthesis of a pentadecathlon on elevener:
carsoncheng wrote:
February 3rd, 2024, 6:08 am
Pentadecathlon on elevener in 6G (3G pentadecathlon + 3G conversion), down from 10G:

Code: Select all

x = 19, y = 23, rule = B3/S23
obo$b2o$bo4$16b3o$16bobo$16b3o$16b3o$16b3o$16b3o$16bobo$16b3o2$3o$2bo
$bo3$14b2o$13b2o$15bo!
https://discord.com/channels/3579222555 ... 5115897876

Code: Select all

x = 5, y = 9, rule = B3-jqr/S01c2-in3
3bo$4bo$o2bo$2o2$2o$o2bo$4bo$3bo!

Code: Select all

x = 7, y = 5, rule = B3/S2-i3-y4i
4b3o$6bo$o3b3o$2o$bo!

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KtT
Posts: 182
Joined: December 17th, 2022, 9:29 am

Re: Synthesising Oscillators

Post by KtT » February 5th, 2024, 7:45 am

115P106 in 52G, down from 55G:

Code: Select all

x = 19, y = 46, rule = B3/S23
12bobo$12b2o$13bo2$17bo$16bo$6b3o7b3o$8bo$2o5bo4b3o$b2o9bo$o12bo2$8b2o
$9b2o$8bo24$14b2o$9b2o4bo$9b2o3bo$13bo$9b5obo$9bo4bobo$11bo2bobo$10b2o
3bo!
22P4.3 in 47G, down from 48G:

Code: Select all

x = 505, y = 42, rule = B3/S23
144bo$145b2o$144b2o12bobo336bo$158b2o337bobo$55bo98bo4bo320bo16b2o$53b
obo96bobo326bo7bo$54b2o3bo93b2o324b3o8b2o$49bo8bo49bo48bo331b2o$50bo7b
3o3bobo39bobo47bo$48b3o13b2o41b2o3bo43b3o343bobo$65bo45bo390b2o$111b3o
389bo$2bo11bo$obo10bo181bo45bo46bo41bo50bo52bo53bo14bo$b2o10b3o91b2o47b
2o36bobo43bobo44bobo39bobo48bobo4bo45bobo4bo46bobo4bo7bo$10bo94bo2bo46b
o2bo35bo2bo42bo2bo43bo2bo38bo2bo10bo36bo2bo2bobo34bo9bo2bo2bobo45bo2b
o2bobo6b3o$9bo95b3o47b3o37b3o43b3o44b3o39b3o9bo38b3o2b2o33bobo10b3o2b
2o47b3o2b2o$9b3o39b2o48b2o48b2o38b2o44b2o45b2o40b2o10b2o2b3o32b2o43b2o
6b2o52b2o$4bobo44bo2bob2o43bo2bob2o43bo2bob2o33bo2bob2o39bo2bob2o40bo
2bob2o35bo2bob2o4b2o38bo2bob2o46bo2bob2o47bo2bob2o$5b2o45b4obo44b4obo
44b4obo34b4obo40b4obo41b4obo36b4obo6bo38b4obo47b4obo48b4obo$5bo11bo50b
2o349b3o58b3o$15b2o35b2o14bobo31b2o48b2o38b2o44b2o4bo40b2o4bo35b2o4bo
7b3o34b2o4bo36bo9b2o4bo47b2o4bo$16b2o33bo2bo13bo32bo2bo46bo2bo36bo2bo
10bo31bo2bo2bobo38bo2bo2bobo33bo2bo2bobo6bo35bo2bo2bobo34bo9bo2bo2bob
o36bo8bo2bo2bobo$51bobo47bobo47bobo37bobo10bo32bobo3b2o3bobo33bobo3b2o
34bobo3b2o8bo34bobo3b2o45bobo3b2o38b2o6bobo3b2o$52bo49bo49bo39bo7b2o2b
3o31bo9b2o35bo41bo50bo52bo43b2o8bo$199b2o48bo40b2o40b2o49b2o51b2o52b2o
$4b2o195bo87bobo39bo2bo47bo2bo49bo2bo50bo2bo6b3o$3bobo245b3o36bo40bob
o48bobo45b2o3bobo38b2o6b2o3bobo7bo$5bo5b2o190b3o34b3o8bo41bobo36bo43b
2o5bo46b2o4bo38bobo6b2o4bo9bo$10b2o191bo38bo9bo40b2o80bobo99bo$12bo191b
o36bo52bo82bo$289b3o88b2o$289bo90bobo90bo26b2o$290bo89bo92b2o6b2o17bo
bo$472bobo5bobo11b3o3bo$482bo11bo$486bo8bo$486b2o$485bobo$477bo$477b2o
$476bobo!
2024-02-06:
dvgrn wrote:
October 3rd, 2020, 5:57 pm
Yup, that certainly works. There's all kinds of room for a 90-degree kickback -- see the circled pairs of gliders below:

Code: Select all

x = 220, y = 99, rule = B3/S23
89bo$68bobo19bo$69b2o17b3o$69bo6$78bo11bobo58bo$76bobo9bo5bo56bobo$77b
2o28bo43b2o$87bo7bo12bo$90bobo13b3o$87bo3b2o2bo15bo$91bo20b2o$87bo23b
2o$95bo$87bo68bo$154b2o$95bo59b2o$87bo2$94bo$86bo2$94bo$78bo7bo$79b2o$
78b2o13bo$85bo2$93bo$85bo67bobo$153b2o$92bo61bo$84bo102bo$188bo$92bo
93b3o$84bo$191b2o$91bo98bo2bo$83bo107b2o2$91bo55bobo47b2o8b2o$19bobo
61bo63b2o48bobo6bobo$6bo13b2o64b3o2bo56bo50bo6bo$7b2o11bo7bo59bo105bo
2bob2o4b2obo2bo$6b2o19bo55bo3bo3bo14bo5bo4bo5bo70b4o3bo2bo3b4o$3o24b3o
76bo5bo4bo5bo74bob2o2b2obo$2bo19b2o60bo5bo15bo5bo4bo5bo70b4o3bo2bo3b4o
$bo7bo11b2o63bobo105bo2bob2o4b2obo2bo$8b2o13bo57bo117bo6bo$8bobo70b2o
114bobo6bobo$80bobo114b2o8b2o$133bobo$131bo5bo75b2o$212bo2bo$130bo3bo
3bo74b2o$133bo$130bo2b3o81b3o$138bo78bo$130bo87bo$75bo$75b2o61bo$74bob
o53bo2$137bo$129bo$150b2o$137bo11b2o$129bo21bo2$136bo$128bo2$136bo$
128bo$73b2o$74b2o59bo$73bo53bo2$117b2o16bo$116b2o8bo3bo$118bo10b2o3bo$
121b3o5bobo$121bo4bo7bo$77b2o43bo28b2o$76bobo48bo5bo17bobo$78bo50bobo
19bo6$160bo$139b3o17b2o$139bo19bobo$140bo!
There also turned out to be slightly cheaper ways to do setup and cleanup, so this is 32 gliders in all. Some more improvements might be possible. I feel like there's some tricky way to save a glider on the two 3G pi constructions, but wasn't able to figure anything out there.
I found a cheaper cleanup that lowers the synthesis cost of the cheapest variant of sombreros to 30G:

Code: Select all

x = 159, y = 99, rule = B3/S23
71bo86bo$72b2o82b2o$71b2o84b2o7$78bo72bo$76bobo72bobo$77b2o28bo43b2o$
108bo$90bobo13b3o$91b2o18bo$91bo20b2o$111b2o2$156bo$154b2o$155b2o7$78b
o$79b2o$78b2o4$153bobo$153b2o$154bo9$147bobo$19bobo125b2o$6bo13b2o64b
3o59bo$7b2o11bo7bo59bo$6b2o19bo59bo18bo5bo4bo5bo$3o24b3o76bo5bo4bo5bo
$2bo19b2o82bo5bo4bo5bo$bo7bo11b2o$8b2o13bo57bo$8bobo70b2o$80bobo4$134b
o$133bo$133b3o3$75bo$75b2o$74bobo4$150b2o$149b2o$151bo7$73b2o$74b2o$73b
o2$117b2o$116b2o12bo$118bo10b2o$121b3o5bobo$121bo$77b2o43bo28b2o$76bo
bo72bobo$78bo72bo7$71b2o84b2o$72b2o82b2o$71bo86bo!
A canonical variant of sombreros and siesta in 37G, down from 38G(fixed RLE on 2024-02-07):

Code: Select all

x = 259, y = 377, rule = B3/S23
127bo111bo$125bobo111bobo$126b2o111b2o29$41bo$39bobo$40b2o7$141bo$79b
o62b2o$79bobo59b2o$63bo3bo11b2o125bobo$64bobo139b2o$62b3ob3o112b2ob2o
21bo$159bobo19b2ob2o$155bo3b2o14bo15bo$156bo3bo14bo15bo$154b3o18bo15b
o$81b3o76bo$81bo77bo$82bo76b3o4$63bo3bo$64bobo$62b3ob3o112b2ob2o$181b
2ob2o$37b3o$39bo170b2o$6bo31bo171bobo$4b2o198b2o4bo$5b2o197bobo$2bo62b
o138bo$obo62bo116b3o$b2o62bo3$3o63bo$2bo63bo116b3o$bo64bo96bo$161bobo
$157bo4b2o$93bo61bobo$92bo63b2o$92b3o$182b2ob2o$63b3ob3o112b2ob2o$65b
obo$64bo3bo4$49bo156b3o$50bo157bo$48b3o156bo$176bo15bo18b3o$176bo15bo
14bo3bo$176bo15bo14b2o3bo$182b2ob2o19bobo$63b3ob3o90bo21b2ob2o$65bobo
92b2o$51b2o11bo3bo90bobo$50bobo172b2o$52bo171b2o$226bo7$90b2o$90bobo$
90bo29$127b2o111b2o$126bobo111bobo$128bo111bo100$144bo111bo$142bobo111b
obo$143b2o111b2o29$59bo$57bobo$58b2o7$158bo$97bo61b2o$97bobo58b2o$81b
o3bo11b2o124bobo$82bobo138b2o$80b3ob3o111b2ob2o21bo$176bobo19b2ob2o$172b
o3b2o14bo15bo$173bo3bo14bo15bo$171b3o18bo15bo$99b3o75bo$99bo76bo$100b
o75b3o4$2bo78bo3bo$obo79bobo$b2o77b3ob3o111b2ob2o$198b2ob2o$55b3o$57b
o169b2o$56bo170bobo$221b2o4bo$221bobo$83bo137bo$83bo115b3o$83bo5$83bo
$83bo115b3o$83bo95bo$22bo154bobo$23b2o148bo4b2o$22b2o86bo60bobo$109bo
62b2o$109b3o$21b2o175b2ob2o$22b2o56b3ob3o111b2ob2o$21bo60bobo$81bo3bo
4$66bo155b3o$67bo156bo$65b3o155bo$192bo15bo18b3o$192bo15bo14bo3bo$192b
o15bo14b2o3bo$198b2ob2o19bobo$80b3ob3o89bo21b2ob2o$82bobo91b2o$68b2o11b
o3bo89bobo$67bobo171b2o$69bo170b2o$242bo7$107b2o$107bobo$107bo29$143b
2o111b2o$142bobo111bobo$144bo111bo!
Last edited by KtT on February 7th, 2024, 9:01 am, edited 1 time in total.

User avatar
Extrementhusiast
Posts: 1966
Joined: June 16th, 2009, 11:24 pm
Location: USA

Re: Synthesising Oscillators

Post by Extrementhusiast » February 6th, 2024, 7:10 pm

EvinZL wrote:
January 26th, 2024, 9:35 am
MathAndCode wrote:
January 25th, 2024, 11:56 pm
Here is an eleven-glider synthesis based on it, which is a two-glider improvement.

Code: Select all

RLE
This should be at most 10 gliders, and can probably be reduced to 9 in a similar manner:

Code: Select all

RLE
Done:

Code: Select all

x = 23, y = 28, rule = B3/S23
2bobo$3b2o$3bo2$6bo$bo2b2o$2bo2b2o$3o$13bo$4bo8bobo$5b2o6b2o$4b2o5$20b
obo$14b3o3b2o$14bo6bo$15bo3$10b2o$11b2o$10bo$15bo$15b2o$14bobo!
I Like My Heisenburps! (and others)

Chris857
Posts: 257
Joined: June 10th, 2020, 11:26 pm

Re: Synthesising Oscillators

Post by Chris857 » February 7th, 2024, 12:55 am

Pseudo-barberpole on Jason's p22 in 20G, down from 22G, by starting with Jason's p22 and using the 10G edgy pseudo-barberpole synth.

Code: Select all

x = 194, y = 53, rule = B3/S23
8bobo$9b2o$9bo2$40bo$7bo30b2o$8bo30b2o$6b3o$47bo$10bo36bobo$11b2o34b2o
$10b2o5$55bobo$55b2o$56bo10$2o16b2o$bo18bo$bob2o12bo3bo$2bo13bo5bo$6b
o2b2o5b2obo$7bob2o5b2o2bo$4bo5bo13bo148b2o$5bo3bo12b2obo147bo$6bo18bo
149b2o$7b2o16b2o165bo$150b2o24bobo12bo$151bo39b3o$151bobo13b3o8bobo$152b
2o3bo8bo3bo16b2o$156bob2o6bo4bo8bobo3bo2bo$155bo4bo6b2obo11bo4b2o$156b
o3bo8bo3b2o9bo$48b3o106b3o13bobo7b2o$48bo126bo$49bo125b2o2$52bo$51b2o
6bo$51bobo4b2o$58bobo!

User avatar
KtT
Posts: 182
Joined: December 17th, 2022, 9:29 am

Re: Synthesising Oscillators

Post by KtT » February 8th, 2024, 10:28 am

54P94 in 20G, down from 21G:

Code: Select all

x = 321, y = 48, rule = B3/S23
316bo$315bo$315b3o3$3bo$4b2o66bo58bo58bo49bo62bo$3b2o65b3o56b3o56b3o47b
3o60b3o$69bo58bo58bo49bo62bo$69b2o50b2o5b2o50b2o5b2o41b2o5b2o54b2o5b2o
$b2o118b2o57b2o48b2o61b2o$obo$2bo3$56bo74bo$54b2o74bo168bo$55b2o73b3o
166bobo$299b2o$112b2o57b2o10bo37b2o10bo50b2o$57b2o53b2o12bo44b2o10bo37b
2o10bo50b2o9b3o$56b2o66b2o57bo49bo$58bo46bo19b2o$103bobo$104b2o74b2o48b
2o61b2o$124b2o54bobo47bobo60bobo22b3o$124bobo54bobo47bobo15bo44bobo21b
o$124bo57bo49bo15bo46bo23bo$248b3o59b2o$310b2o2$36b2o213b3o$37b2o100b
2o110bo$36bo101b2o112bo$140bo$177b2o48b2o61b2o$177b2o5bo42b2o11bo49b2o
$184bobo52bo$184b2o53b3o59b2o$231b2o61b2o5b2o$232bo62bo$182b2o45b3o10b
3o47b3o$181b2o46bo12bo49bo$183bo59bo2$107b2o$106bobo$108bo!
46P10 in 38G, down from 40G:

Code: Select all

x = 535, y = 43, rule = B3/S23
512bo$513b2o$512b2o5$523bo$523bobo$518bo4b2o$519b2o$450bo67b2o$bo449b
2o$2bo447b2o$3o53bo38bo42bo45bo48bo42bo48bo50bo64bo14bobo55bo$8bo48b2o
37b2o41b2o7bo36b2o47b2o38bobo46bobo51b2o63b2o12b2o57b2o15b3o$8bobo38b
o5b2o37b2o41b2o9bobo32b2o47b2o41bobo46bobo48b2o63b2o15bo55b2o17bo$4bo
3b2o3bo33bobo7bo38bo42bo8b2o35bo48bo40bo48bo52bo64bo72bo17bo$5bo7bobo
32b2o444bobo$3b3o7b2o76bo42bo45bo48bo40bo48bo52bo64bo57b2o13bo$89bobo
40bobo4b2o37bobo4b2o2b2o36bobo4b2o2b2o31b2o3b2o2b2o38b2o3b2o2b2o39bob
o4b2o2b2o52bobo4b2o2b2o47bo12bobo4b2o2b2o$52bo37bobo40bobo2bobo38bobo
2bobo2b2o37bobo2bobo2b2o29b2o4bobo2b2o36b2o4bobo2b2o40bobo2bobo2b2o53b
obo2bobo2b2o61bobo2bobo2b2o$50bobo37bo42bo4b2o39bo4b2o42bo4b2o36bo3b2o
43bo3b2o45bo4b2o16bo41bo4b2o66bo4b2o$51b2o339b2o57bo7bo$238b2o40b2o47b
2o50b2o10b2o51b2o3bo5b2o44bobo13b2o3bo$138b2o44b2o47b2o2bo2bo34b2o2bo
bo42b2o2bobo45b2o2bobo58b2o2bobo3bo6b2o44b2o8b2o2bobo4b2o$53b2o83b2o44b
2o47b2o2bo2bo34b2o2b2o43b2o2b2o46b2o2b2o59b2o2b2o57bo9b2o2b2o3b2o$47b
o6b2o94b3o85b2o151bo70b2o61bo$47b2o4bo45bo4b2o44bo239b2o69b2o$46bobo50b
2o3bobo37b2o5bo89b3o73bo10bo53bo7bobo54bo15bo37b3o16bo$98bobo3bo39b2o
95bo73bobo10bo51bobo62bobo55bo14bobo$242bo73b2o10bo52bobo62bobo53bo16b
obo$147b2o37b3o192bo64bo72bo$100b2o45bobo38bo3bo$100bobo44bo39bo3b2o89b
3o$100bo90bobo88bo35b3o$200bo77b2o3bo36bo7b2o$199b2o76bobo39bo7bobo$199b
obo77bo49bo179b2o$509bobo$331b2o176bo$331bobo$331bo!

Chris857
Posts: 257
Joined: June 10th, 2020, 11:26 pm

Re: Synthesising Oscillators

Post by Chris857 » February 9th, 2024, 1:26 am

p16 century shuttle (wiki page) in 18G.

Code: Select all

x = 221, y = 56, rule = B3/S23
137bobo$137b2o$15bo89bo32bo76bo$14bobo87bobo107bobo$8b3o4bo82b3o4bo102b
3o4bo$9b3o87b3o28bo78b3o$129bo83b3o$129b3o81bobo$103bob2o105bo2bo$103b
2obo105b2o2$217b3o$213bo4b3o$212bobo$213bo3$26b2o$5b2o18b2o$2o2bobo20b
o$b2o3bo$o$26b3o$26bo$27bo3$210b2o$210b2o3$205b3o$207bo$206bo3$131b3o
$131bo$71b3o58bo$73bo$72bo3$71b3o72b3o$73bo72bo$72bo74bo2$125bo$124b2o
$124bobo$72b3o$74bo$73bo$123bo$122b2o$122bobo!
2024-02-10:
Reduced by 1G, now 17G, with a cheaper tub insertion.

Code: Select all

x = 78, y = 50, rule = B3/S23
66bobo$66b2o$34bo32bo$33bobo$27b3o4bo$28b3o28bo$58bo$58b3o$32bob2o$32b
2obo26$16b3o$18bo41b3o$17bo42bo$3o58bo$2bo46b2o$bo46b2o6bo$50bo4b2o$55b
obo$75b3o$75bo$76bo2$16bo$16b2o$15bobo!
Rewatching the synthesis, I realized the tub synth reflected a glider that didn't need reflecting, so down another 1G to 16G.

Code: Select all

x = 78, y = 50, rule = B3/S23
66bobo$66b2o$34bo32bo$33bobo$15bo11b3o4bo$16b2o10b3o28bo$15b2o41bo$58b
3o$32bob2o$32b2obo27$60b3o$60bo$3o58bo$2bo$bo54bo$55b2o$55bobo$75b3o$
75bo$76bo2$16bo$16b2o$15bobo!
A p27 honey farm hassler in 95G. Edit: must have miscounted - 96G.

Code: Select all

x = 1383, y = 222, rule = B3/S23
284bobo$285b2o$285bo26$160bo$161bo$159b3o2$1314bo$1315bo$1313b3o2$90b
o395bo$89bo396bobo877bo$89b3o394b2o829bo47bo$1318b2o45b3o$1291bo25b2o
$1292bo79bo$90bobo1188bobo6b3o77b2o$90b2o1190b2o87b2o$91bo220bo969bo$
313b2o50bobo$147bo164b2o51b2o5bo943bo$54bo93bo217bo4bo804bo102bo34bob
o$52bobo91b3o222b3o800b2o101bobo35b2o$53b2o449bo670b2o101b2o$173bo330b
obo865bo$174bo7b2o320b2o793bo72bobo$172b3o7b2o971bo141bobo72b2o$330bo
822bobo18bo123b2o$328bobo453bo369b2o17bo$329b2o451b2o389b3o$783b2o$1153b
obo206bo$462bo691b2o205bo$462b2o690bo206b3o$462b2o518bo50bo$463bo516b
obo49bo$482bo498b2o49b3o$482bobo507bo$482b2o509bo$991b3o331b2o$1325bo
$1323bobo$71b2o1250b2o$70b2o$72bo376b2o248b2o148b2o158b2o158b2o158b2o
$169b3o278bo249bo149bo159bo18bo140bo159bo$168b3o279bob2obo26b2o216bob
2obo144bob2obo154bob2obo13bobo138bob2obo154bob2obo$449b2obob2o26b2o215b
2obob2o143b2obob2o153b2obob2o13b2o138b2obob2o21bo3bo127b2obob2o44bo$53b
3o1139b2o3bo166bo12bobo$55bo133bo259b3o247b3o147b3o157b3o157b3o24b2o2b
3o126b3o34bo13b2o$54bo133bobo258bo2bo246bo2bo146bo2bo156bo2bo156bo2bo
156bo2bo33b3o$188b2o3b2o256b2o248b2o148b2o158b2o158b2o158b2o41bobo$192b
o2bo261b2o668bobo244b2o$182b2o9bobo106b2o128b2o23bobo222b2o148b2o158b
2o134b2o5bo16b2o158b2o61bo$183bo10bo108bo129bo24bo224bo149bo159bo134b
o4bobo17bo159bo$182bo119bo129bo249bo149bo159bo141b2o16bo159bo$182b2o2b
2o114b2o2b2o59bo64b2o2b2o18bo225b2o2b2o50bobo91b2o2b2o154b2o2b2o154b2o
2b2o6b2o146b2o2b2o6b2o$185bobo117bobo58b2o67bobo17bobo227bobo50b2o95b
obo157bobo157bobo6b2o149bobo6b2o20b2o$180b4obo114b4obo60bobo61b4obo18b
o2bo222b4obo53bo90b4obo154b4obo154b4obo15b2o137b4obo15b2o13bo$180bo2b
ob2o113bo2bob2o123bo2bob2o18b2o223bo2bob2o143bo2bob2o153bo2bob2o153bo
2bob2o14b2o137bo2bob2o14b2o14b3o$1349bo2$1305bo$366b2o490b2obo2bo153b
2obo2bo137b2o14b2obo2bo120b3o14b2o14b2obo2bo$45bo315b2o3bobo490bob4o154b
ob4o137b2o15bob4o123bo13b2o15bob4o$45b2o313b2o4bo490bobo157bobo149b2o
6bobo127b2o20b2o6bobo$44bobo315bo494b2o2b2o154b2o2b2o146b2o6b2o2b2o146b
2o6b2o2b2o$862bo159bo159bo16b2o141bo$850bo10bo159bo159bo17bobo4bo134b
o$849bobo9b2o158b2o158b2o16bo5b2o72bo61b2o$849bo2bo352bobo71b2o$82b2o
108b2o118b2o128b2o248b2o148b2o6b2o3b2o145b2o158b2o114bobo41b2o$82bo2b
o106bo2bo116bo2bo126bo2bo246bo2bo34bo111bo2bo8bobo145bo2bo156bo2bo120b
3o33bo2bo$83b3o107b3o117b3o127b3o247b3o33bo113b3o9bo147b3o126b3o2b2o24b
3o107b2o13bo34b3o$729b3o402bo3b2o132bobo12bo$79b2obob2o103b2obob2o113b
2obob2o123b2obob2o243b2obob2o143b2obob2o138b2o13b2obob2o127bo3bo21b2o
bob2o108bo44b2obob2o$79bob2obo104bob2obo114bob2obo124bob2obo244bob2ob
o144bob2obo29b3o106bobo13bob2obo154bob2obo154bob2obo$84bo109bo119bo129b
o249bo149bo28b3o109bo18bo159bo159bo$84b2o108b2o118b2o128b2o248b2o148b
2o158b2o158b2o158b2o2$1330b2o$1329bobo$1329bo$1021b3o304b2o$1021bo$1022b
o$980b3o49b2o$982bo49bobo$981bo50bo$1180bo110b3o$1179b2o112bo$1179bob
o110bo$2o$b2o1156b3o$o1160bo17b2o$1160bo18bobo173b2o$861b2o316bo101b2o
72bobo$861b2o12b3o402bobo72bo$875bo406bo$876bo3b3o275b2o215b2o$880bo15b
3o260b2o177b2o35bobo$881bo14bo261bo179bobo34bo$897bo440bo2$693bo678bo
$693b2o587b2o87b2o$692bobo588b2o77b3o6bobo$1282bo79bo$1336b2o25bo$738b
2o547b3o45b2o$693b3o4b2o35b2o550bo47bo$695bo5b2o36bo548bo$694bo5bo2$1339b
3o$736b2o601bo$736bobo601bo$736bo$883b3o$883bo$884bo73$590b3o$592bo$591b
o!
2024-02-11:
A p27 traffic light hassler in 41G. A 61G synthesis has previously existed for this version with a more complicated catalyst.

Code: Select all

x = 581, y = 114, rule = B3/S23
247bobo$248b2o$248bo12$252bo$253b2o$252b2o4$517bo$515bobo4bo$516b2o5b
2o$522b2o4$bo$2bo$3o$535bo$536bo$20b2o118b2o158b2o118b2o112b3o13b2o$15b
2o2bobo113b2o2bobo153b2o2bobo113b2o2bobo123b2o2bobo$15bo3bo4bo110bo3b
o4bo150bo3bo4bo110bo3bo4bo120bo3bo4bo$16b3ob5o111b3ob5o151b3ob5o111b3o
b5o121b3ob5o9bo$18bobo117bobo157bobo117bobo127bobo12bo5bo$18bobob3o113b
obob3o153bobob3o113bobob3o123bobob3o8b3o2bo4bobo$19b2obo2bo113b2obo2b
o153b2obo2bo113b2obo2bo123b2obo2bo12b3o2b2o$24b2o118b2o158b2o118b2o128b
2o18bo6$142bo159bo130bo$141bobo157bobo128bo$141bo2bo156bo2bo127b3o$142b
2o158b2o3$302bo$301bobo106b2o109bo18b2o$302bobo105bo2bob2o104b2o2b3o12b
o2bob2o$303b2o106b3obobo102bobo4bo2b3o8b3obobo$415bobo108bo5bo12bobo$
411b5ob2o112bo9b5ob3o$411bo4bo124bo4bo3bo$414bobo127bobo2b2o$414b2o128b
2o13b3o$559bo$560bo$128b2o$127bobo$129bo$40b2o$40bobo$40bo103b3o$144b
o427b2o$145bo425b2o5b2o$573bo4bobo$431b2o145bo$430b2o$432bo2$148b2o$147b
2o$149bo3$266bo$266b2o$265bobo4$326b2o$325b2o$327bo2$260bo$260b2o$259b
obo3$250b3o$252bo$251bo63b2o$315bobo$315bo12$232b3o$234bo$233bo!
A p16 pi hassler in 74G.

Code: Select all

x = 999, y = 783, rule = B3/S23
791b2o$791b3o$790bob2o$790b3o$791bo43$713bo166bobo$714b2o164b2o$713b2o
166bo3$721bo$722bo132bo$720b3o131bo20bo$854b3o18bobo$875b2o4$761bo$762b
2o$761b2o$864bo$731bo131bo$729bobo131b3o$730b2o7$721bo$719bobo$720b2o
13$455bo$455bobo$455b2o3$425bo$423bobo25bobo$424b2o25b2o414bobo$452bo
414b2o$418bobo447bo$419b2o$419bo$271bo$272b2o$271b2o3$292bo$273bo18bo
bo$274bo17b2o$272b3o2$292bobo$292b2o$33bobo257bo101bo76bo$33b2o361bo73b
2o$34bo359b3o74b2o$317bobo481bo$311bo5b2o81bo398b3o$311bobo4bo82b2o72b
o322bo$311b2o87b2o29b2o41bo316b2o5b2o$432bo41b3o315bo$432bobo357bobo$
433b2o358b2o3$12b2o118b2o158b2o148b2o358b2o122b2o$11bobo117bobo128bo3b
o24bobo147bobo7bo349bobo7bo113b2ob2o$2o9b2o107b2o9b2o130bo3b2o11b2o9b
2o137b2o9b2o6b3o338b2o9b2o6b3o114b4o$obo117bobo138b3o2b2o12bobo147bob
o15bo341bobo15bo118b2o$b2o118b2o158b2o148b2o15b2o331b2o8b2o15b2o$782b
o$782bobo$783b2o$811b2o$811bobo$813bo$133b2o158b2o131b2o15b2o341b2o15b
2o8b2o$133bobo157bobo12b2o2b3o112bo15bobo221b2o118bo15bobo$134b2o147b
2o9b2o11b2o3bo111b3o6b2o9b2o220b4o114b3o6b2o9b2o$282bobo24bo3bo110bo7b
obo231b2ob2o113bo7bobo$282b2o148b2o234b2o122b2o3$441b2o358b2o$441bobo
357bobo$399b3o41bo359bo$263b2o136bo41b2o29b2o320b2o5b2o$257bo4bobo135b
o72b2o322bo$257b2o5bo210bo318b3o$256bobo535bo$403b2o74b3o$38b2o364b2o
73bo$37b2o243bo120bo76bo$39bo242b2o$32b3o246bobo$32bo$33bo267b3o$105b
2o175b2o17bo$104bobo39b2o133bobo18bo$106bo38b2o136bo$147bo2$108bo194b
2o$108b2o192b2o$107bobo194bo$456bo$455b2o$455bobo269bo$423bo303b2o$423b
2o25b2o274bobo$422bobo25bobo$450bo3$419b2o$418bobo$420bo13$874b2o$874b
obo$874bo7$864b2o$730b3o131bobo$732bo131bo$731bo$833b2o$832b2o$834bo4$
719b2o$718bobo18b3o$720bo20bo131b3o$740bo132bo$874bo3$714bo166b2o$714b
2o164b2o$713bobo166bo43$804bo$803b3o$802b2obo$802b3o$803b2o118$881bo$
879b2o$880b2o34$633bo326bobo$634b2o324b2o$633b2o326bo3$641bo$642bo292b
o$640b3o291bo20bo$934b3o18bobo$955b2o4$681bo$682b2o$681b2o$944bo$651b
o291bo$649bobo291b3o$650b2o7$641bo$639bobo$640b2o20$947bobo$947b2o$948b
o17$819bobo$820b2o$820bo12$597bobo176bo$598b2o176bobo$598bo177b2o58$700b
2o$701b2o$700bo178b3o$879bo$880bo3$801bo$799b3o$798bo$791b2o5b2o$792b
o$792bobo$793b2o3$802b2o$801bobo7bo$790b2o9b2o6b3o$790bobo15bo$781b2o
8b2o15b2o$782bo$782bobo$783b2o$811b2o$811bobo$813bo$786b2o15b2o8b2o$787b
o15bobo$784b3o6b2o9b2o$784bo7bobo$792b2o3$801b2o$801bobo$803bo$796b2o
5b2o$797bo$794b3o$794bo3$715bo$716bo$714b3o178bo$893b2o$894b2o58$818b
2o177bo$817bobo176b2o$819bo176bobo12$775bo$774b2o$774bobo17$647bo$647b
2o$646bobo20$954b2o$954bobo$954bo7$944b2o$650b3o291bobo$652bo291bo$651b
o$913b2o$912b2o$914bo4$639b2o$638bobo18b3o$640bo20bo291b3o$660bo292bo
$954bo3$634bo326b2o$634b2o324b2o$633bobo326bo34$714b2o$715b2o$714bo!
And a monomer of the p16 in 28G.

Code: Select all

x = 492, y = 220, rule = B3/S23
261bo$259bobo$260b2o$93bo$94bo$92b3o$29bo89bo79bo99bo89bo99bo$28bobo87b
obo77bobo97bobo87bobo97bobo$27bo3bo85bo3bo75bo3bo95bo3bo85bo3bo95bo3b
o$26bo3bo85bo3bo75bo3bo95bo3bo85bo3bo95bo3bo$25bo3bo85bo3bo75bo3bo95b
o3bo85bo3bo95bo3bo$24bo3bo85bo3bo75bo3bo95bo3bo85bo3bo95bo3bo$25bobo87b
obo77bobo97bobo87bobo97bobo$26bo89bo79bo99bo89bo99bo4$113b2o78b2o98b2o
88b2o22bo75b2o$113bobo77bobo97bobo87bobo20bo76bobo$114b2o78b2o98b2o88b
2o20b3o75b2o3$182bo190b2o98b2o6b3o$183bo189b2o98b2o5bo3bo$181b3o7b2o98b
2o88b2o97b2ob2o$191bobo97bobo87bobo$176bobo14bo99bo89bo102b2o$177b2o14b
2o92bo5b2o82bo5b2o92bo8bo$177bo108b2o88b2o98b2o5bo3b3o$286b2o88b2o98b
2o4bobo4bo$286bo89bo99bo5bo2bo$483b2o3$479b2o$180b3o295bobo5b3o$41b2o
139bo297bo5bo$2o39bobo137bo305bo$b2o38bo362bo$o402b2o70b2o$133b2o268b
obo68bobo$39bo92b2o129b2o211bo$38b2o55b3o36bo127bobo$38bobo56bo166bo$
96bo6$413b2o$412b2o$414bo3$420b2o$420bobo$420bo3$383b3o$383bo2bo$383b
o$383bo$384bobo3$380b3o$380bo2bo$380bo$380bo$381bobo26$437bo$436bo$436b
3o17$389bo$388bobo$387bo3bo$386bo3bo$385bo3bo$384bo3bo$385bobo$386bo4$
383b2o$383bobo$384b2o3$373b2o$373b2o$381b2o$381bobo$383bo$377bo5b2o$376b
2o$376b2o$376bo5$350bobo$351b2o$351bo31$361bo72bo$362b2o69b2o$361b2o38b
o31bobo$401bobo$401b2o8$443b2o$442b2o$444bo3$450b2o$450bobo$450bo2$413b
2o$413bobo$413bo2$355bo$355b2o$354bobo12$361b2o$360bobo$362bo!
A p16 century hassler in 35G, assuming 10G Charity's p16.

Code: Select all

x = 535, y = 81, rule = B3/S23
257bo$255bobo$256b2o$391bo$300bo88bobo$300bobo87b2o$300b2o2$421bo$393b
obo25bobo$394b2o25b2o$394bo$426bobo$426b2o$427bo$297bo$296bo$296b3o$160b
o$158b2o$159b2o2$39bo$38bo$38b3o2$2bo$obo$b2o2$47b2o108b2o138b2o118b2o
86bo11b2o$47b2o84bo23b2o114bo23b2o118b2o86b3o9b2o$132bobo137bobo233bo
$132bobo137bobo232b2o$48bo4b3o77bo24bo4b3o107bo24bo4b3o93b2o17bo4b3o73b
2o17bo4b3o$47bobo3b3o101bobo3b3o131bobo3b3o92bo2bo15bobo3b3o72bo2bo15b
obo3b3o$46bo6b3o100bo6b3o130bo6b3o93bo2bo13bo6b3o73bo2bo13bo6b3o$47bo
bo6b3o72b2o24bobo6b3o102b2o24bobo6b3o86bo6bo14bobo6b3o66bo6bo14bobo6b
3o$48bo7b3o72b2o25bo7b3o102b2o6b2o17bo7b3o85bobo3bo2bo14bo7b3o65bobo3b
o2bo14bo7b3o$49bo6b3o100bo6b3o110b2o18bo6b3o86b2o3b3o16bo6b3o66b2o3b3o
16bo6b3o$48bobo107bobo137bobo117bobo97bobo$49bo109bo119b2o18bo95b2o3b
3o16bo75b2o3b3o16bo$131b2o138b2o6b2o113bobo3bo2bo90bobo3bo2bo$131b2o138b
2o122bo6bo92bo6bo$399bo2bo96bo2bo$398bo2bo96bo2bo$133bo139bo125b2o98b
2o$132bobo137bobo$132bobo137bobo$5bo127bo139bo$5b2o$4bobo4$5b2o$6b2o$
5bo521b3o$527bo$528bo$159b2o371b3o$158b2o332b3o25b2o10bo$160bo333bo24b
2o12bo$296b3o194bo27bo$296bo$297bo205b2o$504b2o$503bo4$521b3o$521bo$522b
o$300b2o223b2o$300bobo186bo35bobo$300bo188b2o28b2o4bo$488bobo27b2o$256b
2o262bo$255bobo$257bo!
A p50 pi hassler in 23G.

Code: Select all

x = 484, y = 86, rule = B3/S23
479bo$478bo$478b3o9$429bo$430b2o$429b2o3$202bo$200bobo$201b2o4$115bo207b
o$116b2o204bo79bo$115b2o36bo168b3o75bobo$152bo248b2o$152b3o5$29bo$2o26b
o10bo70b2o88b2o98b2o128b2o$bo26b3o7bo72bo89bo99bo129bo$bobo34b3o70bob
o87bobo97bobo127bobo$2b2o108b2o88b2o98b2o128b2o4$321b2o128b2o10b2o$196b
2o98b2o22bobo103b2o22bobo9b2o$197bo99bo22b2o105bo22b2o12bo4b2o$197bob
o24b2o71bobo24b2o87bo13bobo24b2o12b2o$198b2o24bobo71b2o24bobo87b2o12b
2o24bobo13bo$226bo99bo86b2o4bo12b2o22bo$226b2o98b2o92b2o9bobo22b2o$419b
2o10b2o4$130b2o88b2o98b2o128b2o$130bobo87bobo97bobo127bobo$132bo89bo99b
o129bo$132b2o88b2o98b2o128b2o6$89b3o$91bo389b2o$33b2o55bo36b2o70b3o279b
obo$32b2o92b2o73bo279bo$34bo93bo71bo4$321b2o$321bobo$321bo3$453b2o$452b
2o$454bo9$403b3o$405bo$404bo!
p39 glider loop in 91G.

Code: Select all

x = 1466, y = 144, rule = B3/S23
1344bobo$1345b2o$1345bo3$149bo$147b2o$148b2o1201bo$1349bobo$1350b2o4$
1391bo$bo1387b2o$2bo1387b2o$3o423bobo933bo$426b2o935bo$427bo933b3o$35b
o$33bobo$34b2o1137bo$1171bobo189bobo$136bo1035b2o190b2o$136bobo1225bo
$136b2o1278bo$1414b2o$1415b2o$357bo270bobo396bo$358bo270b2o397b2o$356b
3o270bo397b2o2$39bo199bo139bo139bo139bo103bobo13bo119bo159bo149bo179b
o$38bobo197bobo137bobo137bobo137bobo103b2o12bobo117bobo123bo33bobo147b
obo177bobo$38bob3o195bob3o135bob3o108bobo24bob3o135bob3o101bo13bob3o115b
ob3o122bo32bob3o145bob3o175bob3o$35b2obo4bo191b2obo4bo117bo13b2obo4bo
108b2o21b2obo4bo131b2obo4bo111b2obo4bo111b2obo4bo119b3o29b2obo4bo141b
2obo4bo171b2obo4bo$35bobobobobo86bo104bobobobobo115bobo13bobobobobo108b
o22bobobobobo131bobobobobo102bobo6bobobobobo111bobobobobo151bobobobob
o141bobobobobo171bobobobobo$37bobob2o86bo107bobob2o117b2o15bobob2o4b2o
128bobob2o4b2o128bobob2o4b2o98b2o8bobob2o4b2o108bobob2o4b2o148bobob2o
4b2o138bobob2o4b2o168bobob2o4b2o$36bobo90b3o104bobo64bo72bobo8bo128bo
bo8bo128bobo8bo99bo8bobo8bo108bobo8bo148bobo8bo138bobo8bo168bobo8bo$37b
o199bo63b2o74bo7bobo129bo7bobo129bo7bobo109bo7bobo109bo7bobo149bo7bob
o139bo7bobo169bo7bobo$225bo76b2o81b2o138b2o105bobo30b2o118b2o118b2o158b
2o148b2o178b2o$226bo406b2o$224b3o406bo242bo3bo$877bo3b2o10b2ob2o155b2o
b2o145b2ob2o167b2o6b2ob2o$875b3o2b2o11b2ob2o155b2ob2o145b2ob2o167b2o6b
2ob2o$783b2o118b2o158b2o148b2o178b2o38bobo$495bobo287bo119bo159bo149b
o179bo27bo9b2o$496b2o284bo119bo159bo149bo179bo30bobo8bo$496bo286b2o118b
2o158b2o132b2o14b2o162b2o14b2o28b2o$1196bobo177bobo$1196bo179bo$533b3o
96b3o31b2o5b3o110b2o5b3o110b2o5b3o150b2o5b3o54bo64b2o19b2o5b3o149b2o19b
2o5b3o$532b3o99bo33bo3b3o113bo3b3o113bo3b3o135b2o16bo3b3o54bo70b2o16b
o3b3o155b2o16bo3b3o$98bo476bobo55bo31bo119bo119bo51bobo91bo13bo63b3o69b
o13bo165bo13bo$98bobo474b2o89b2o118b2o118b2o43bo5b2o89b3o15b2o130b3o15b
2o55bo104b3o15b2o$98b2o476bo374bobo4bo89bo76bo72bo74bobo102bo$767b2o182b
2o170b2o148b2o$495b3o132bo137b2o354b2o$497bo132b2o135bo$496bo76bo55bo
bo86bobo$572bo145b2o102bo$43b3o526b3o144bo100b2o202b2o$45bo775b2o54b2o
146b2o148b2o$44bo448bo377bo4bobo145bo76bo72bobo74bo179bo$493b2o187b2o
118b2o67b2o5bo43b2o158b2o15b3o74bo55b2o15b3o160b2o15b3o$60b2o430bobo189b
o31bo87bo65bobo51bo93b3o63bo13bo135bo13bo165bo13bo$59b2o474b3o137b3o3b
o33bo79b3o3bo113b3o3bo98bo54b3o3bo16b2o125b3o3bo16b2o155b3o3bo16b2o$61b
o472b3o137b3o5b2o31b3o76b3o5b2o110b3o5b2o95bo54b3o5b2o140b3o5b2o19b2o
149b3o5b2o19b2o$1253bo179bo$1251bobo177bobo$573bo231b2o118b2o158b2o148b
2o14b2o132b2o28b2o14b2o$572b2o233bo119bo159bo149bo137bo8bobo30bo$572b
obo229bo119bo159bo149bo140b2o9bo27bo$805b2o118b2o158b2o148b2o137bobo38b
2o$932b2ob2o11b2o2b3o137b2ob2o145b2ob2o175b2ob2o6b2o$932b2ob2o10b2o3b
o139b2ob2o145b2ob2o175b2ob2o6b2o$283b3o430bo232bo3bo$283bo431b2o$206b
2o76bo118b2o138b2o138b2o30bobo85b2o118b2o158b2o148b2o178b2o$207b2o63b
o129bobo7bo129bobo7bo129bobo7bo109bobo7bo109bobo7bo149bobo7bo139bobo7b
o169bobo7bo$206bo64bobo128bo8bobo128bo8bobo128bo8bobo108bo8bobo8bo99b
o8bobo148bo8bobo138bo8bobo168bo8bobo$267b2obobo128b2o4b2obobo15b2o111b
2o4b2obobo128b2o4b2obobo108b2o4b2obobo8b2o98b2o4b2obobo148b2o4b2obobo
138b2o4b2obobo168b2o4b2obobo$266bobobobobo131bobobobobo13bobo115bobob
obobo22bo108bobobobobo111bobobobobo6bobo102bobobobobo151bobobobobo141b
obobobobo171bobobobobo$266bo4bob2o131bo4bob2o13bo117bo4bob2o21b2o108b
o4bob2o111bo4bob2o111bo4bob2o151bo4bob2o29b3o109bo4bob2o171bo4bob2o$267b
3obo135b3obo135b3obo24bobo108b3obo115b3obo13bo101b3obo155b3obo32bo112b
3obo175b3obo$269bobo137bobo137bobo137bobo117bobo12b2o103bobo157bobo33b
o113bobo177bobo$270bo139bo139bo139bo119bo13bobo103bo159bo149bo179bo2$
431b3o286bo400b2o$431bo287b2o399b2o$432bo286bobo400bo$1393b2o$1394b2o
$1393bo$101b2o1342bo$101bobo1172b2o166b2o$101bo1174bobo165bobo$1276bo
3$362bo1083b3o$362b2o1082bo$361bobo1083bo$1418b2o$1419b2o$1418bo4$1458b
2o$1458bobo$1458bo$38bo$38b2o$37bobo2$1464bo$1463b2o$1463bobo10$148b2o
$147b2o$149bo11$26b2o$25bobo$27bo!
Should reduce this p56 honey farm hassler by 7G to 97G using cheaper Kok's Galaxies.

Code: Select all

x = 1011, y = 158, rule = B3/S23
518bo$519bo$517b3o8$620bo$619bo$619b3o7$336bo$242bobo89b2o$243b2o90b2o
$243bo$246bo$247b2o$246b2o4$341bo$339b2o$340b2o11$898bo$898bobo$898b2o
3$10bobo$11b2o$11bo3$obo476bo$b2o474b2o245bo114bo124bo43bo$bo441bo34b
2o245bo114bo121bobo43bobo$444bo278b3o112b3o122b2o43b2o$442b3o2$105bo607b
o139bo$103b2o608bo47bo91bo$104b2o607bo46bo92bo$760b3o219b2ob6o$100bob
o613bo139bo125b2ob6o$100b2o613bobo137bobo124b2o$101bo614bo139bo125b2o
5b2o$975b3o4b2o5b2o4b3o$876bo105b2o5b2o$875bobo111b2o$442b2ob6o111b2o
b6o121b2ob6o131b2ob6o35bo75b2ob6o21b6ob2o$442b2ob6o111b2ob6o121b2ob6o
131b2ob6o111b2ob6o21b6ob2o$442b2o118b2o128b2o138b2o45bo72b2o$442b2o5b
2o111b2o5b2o9b2o110b2o5b2o9b2o120b2o5b2o9b2o27bo72b2o5b2o$442b2o5b2o111b
2o5b2o8bobo110b2o5b2o8bobo120b2o5b2o8bobo27bo72b2o5b2o$442b2o5b2o111b
2o5b2o8bo112b2o5b2o8bo122b2o5b2o8bo102b2o5b2o$449b2o118b2o7b2o119b2o7b
2o129b2o7b2o109b2o$442b6ob2o111b6ob2o121b6ob2o131b6ob2o111b6ob2o$442b
6ob2o111b6ob2o121b6ob2o131b6ob2o111b6ob2o$64b2o238b2o158b2o118b2o128b
2o138b2o118b2o$64bo239bo159bo119bo129bo139bo119bo$66bo239bo159bo119bo
129bo139bo119bo$65b2o238b2o158b2o118b2o128b2o138b2o118b2o2$60b2o238b2o
158b2o118b2o128b2o138b2o118b2o$58bo2bo8b2o226bo2bo8b2o146bo2bo8b2o106b
o2bo8b2o116bo2bo8b2o126bo2bo8b2o106bo2bo8b2o$58b2o8bo2bo226b2o8bo2bo146b
2o8bo2bo106b2o8bo2bo116b2o8bo2bo126b2o8bo2bo106b2o8bo2bo$68b2o238b2o158b
2o118b2o128b2o138b2o118b2o2$63b2o238b2o158b2o118b2o128b2o138b2o118b2o
$63bo239bo159bo119bo129bo139bo119bo$65bo239bo159bo119bo129bo139bo119b
o$64b2o238b2o158b2o118b2o128b2o138b2o118b2o$79b2ob6o231b2ob6o151b2ob6o
111b2ob6o121b2ob6o131b2ob6o111b2ob6o$79b2ob6o231b2ob6o151b2ob6o111b2o
b6o121b2ob6o131b2ob6o111b2ob6o$79b2o238b2o158b2o118b2o128b2o138b2o118b
2o$79b2o5b2o231b2o5b2o151b2o5b2o111b2o5b2o121b2o5b2o131b2o5b2o111b2o5b
2o$79b2o5b2o231b2o5b2o151b2o5b2o111b2o5b2o9b3o109b2o5b2o131b2o5b2o111b
2o5b2o$79b2o5b2o231b2o5b2o151b2o5b2o111b2o5b2o9bo111b2o5b2o19bo111b2o
5b2o111b2o5b2o$86b2o238b2o158b2o118b2o10bo117b2o18b2o118b2o118b2o$79b
6ob2o201b2ob6o21b6ob2o121b2ob6o21b6ob2o81b2ob6o21b6ob2o91b2ob6o21b6ob
2o18bobo80b2ob6o21b6ob2o81b2ob6o21b6ob2o$79b6ob2o201b2ob6o21b6ob2o121b
2ob6o21b6ob2o81b2ob6o21b6ob2o91b2ob6o21b6ob2o101b2ob6o21b6ob2o81b2ob6o
21b6ob2o$289b2o158b2o118b2o128b2o138b2o118b2o$289b2o5b2o151b2o5b2o111b
2o5b2o121b2o5b2o131b2o5b2o111b2o5b2o$289b2o5b2o151b2o5b2o111b2o5b2o121b
2o5b2o131b2o5b2o111b2o5b2o$289b2o5b2o151b2o5b2o111b2o5b2o121b2o5b2o131b
2o5b2o111b2o5b2o$296b2o158b2o118b2o128b2o138b2o118b2o$289b6ob2o151b6o
b2o111b6ob2o121b6ob2o131b6ob2o111b6ob2o$289b6ob2o151b6ob2o111b6ob2o121b
6ob2o131b6ob2o111b6ob2o2$783b3o$783bo$784bo3$231b2o$232b2o$231bo4$325b
2o$324b2o$326bo$329bo$236b2o90b2o$237b2o89bobo$236bo15$5bo$5b2o$4bobo
2$b2o$2b2o$bo4$105bo$104b2o$104bobo3$95bo$94b2o$94bobo!
2024-02-12:
Two p40 traffic light hasslers: stabilized with tub in 58G; stabilized with blinker in 54G.

Code: Select all

x = 1056, y = 196, rule = B3/S23
238bo$o237bobo355bo$b2o235b2o355bo$2o56bo536b3o$57bo497bo$57b3o142bo353b
o339bo$203b2o36bo312b3o116bo222bobo$202b2o35b2o432bobo220b2o$240b2o404b
obo24b2o$647b2o152bo$647bo151b2o$800b2o2$1041bo$649bobo388bo$514bo135b
2o144bo243b3o$513bo136bo143b2o$50bo462b3o279b2o$48b2o423bo581bo$49b2o
423bo566bo11b2o$472b3o566bobo10b2o$770bo99bo139bo30b2o$117bo651bobo97b
obo137bobo$118b2o649bobo97bobo137bobo$117b2o648b3ob2o94b3ob2o134b3ob2o
$139bo524b2o100bo99bo139bo9b2o$137b2o525b2o101b3ob2o94b3ob2o134b3ob2o
3b2o$138b2o164b2o78b2o88b2o88b2o88b2o113bob2o96bob2o136bob2o$303bobo77b
obo87bobo87bobo87bobo$304bo79bo89bo89bo89bo220b2o104bo33b2o$874bo2bo104b
2o30bo2bo$119b2o98b2o78b2o78b2o88b2o88b2o88b2o108b2o98b2o14bobo103b2o
16b2o14bobo$119bobo97bobo77bobo77bobo22bo64bobo87bobo87bobo107bobo97b
obo14bo122bobo14bo$121bo99bo79bo79bo20b2o67bo89bo89bo109bo99bo139bo$121b
2o98b2o78b2o78b2o20b2o66b2o88b2o88b2o108b2o98b2o138b2o$123bo99bo4b2o73b
o4b2o14bobo56bo4b2o83bo4b2o83bo4b2o83bo4b2o103bo4b2o93bo4b2o133bo4b2o
$121b2obo96b2obo2bo2bo70b2obo2bo2bo13b2o55b2obo2bo2bo80b2obo2bo2bo80b
2obo2bo2bo80b2obo2bo2bo100b2obo2bo2bo90b2obo2bo2bo111bobo16b2obo2bo2b
o$120bo2bo96bo2bo4b2o70bo2bo4b2o15bo54bo2bo4b2o80bo2bo4b2o2b3o75bo2bo
4b2o2b3o75bo2bo4b2o2b3o95bo2bo4b2o2b3o75bo9bo2bo4b2o2b3o108b2o15bo2bo
4b2o2b3o$120b2o98b2o78b2o78b2o88b2o88b2o88b2o100bo7b2o86bobo9b2o121bo
16b2o$582b2o88b2o76bobo29b2o65b2o31b2o138b2o$582b2o88b2o77b2o29b2o98b
2o138b2o5$566b2o88b2o108b2o29b2o67b2o138b2o$566b2o88b2o108b2o29bobo66b
2o31b2o105b2o$58b2o88b2o98b2o78b2o78b2o88b2o88b2o88b2o108b2o7bo90b2o9b
obo126b2o16bo$56bo2bo86bo2bo90b2o4bo2bo70b2o4bo2bo54bo10b3o2b2o4bo2bo
75b3o2b2o4bo2bo75b3o2b2o4bo2bo75b3o2b2o4bo2bo95b3o2b2o4bo2bo85b3o2b2o
4bo2bo9bo115b3o2b2o4bo2bo15b2o$55bob2o86bob2o90bo2bo2bob2o70bo2bo2bob
2o55b2o13bo2bo2bob2o80bo2bo2bob2o80bo2bo2bob2o80bo2bo2bob2o100bo2bo2b
ob2o90bo2bo2bob2o130bo2bo2bob2o16bobo$56bo89bo93b2o4bo73b2o4bo56bobo14b
2o4bo83b2o4bo83b2o4bo83b2o4bo103b2o4bo93b2o4bo133b2o4bo$57b2o88b2o98b
2o56b2o20b2o78b2o88b2o88b2o88b2o108b2o98b2o138b2o$58bo89bo99bo57b2o20b
o79bo89bo89bo89bo109bo99bo139bo$58bobo87bobo97bobo54bo22bobo77bobo87b
obo87bobo87bobo107bobo82bo14bobo122bo14bobo$59b2o88b2o98b2o78b2o78b2o
88b2o88b2o88b2o108b2o81bobo14b2o121bobo14b2o16b2o$872bo2bo136bo2bo30b
2o$325bo79bo89bo89bo89bo197b2o138b2o33bo$324bobo77bobo87bobo87bobo87b
obo$49b3o78b2o192b2o78b2o88b2o88b2o88b2o101b2obo96b2obo136b2obo$49bo81b
2o531b2o111b2ob3o94b2ob3o129b2o3b2ob3o$50bo79bo533b2o117bo99bo128b2o9b
o$151b2o624b2ob3o94b2ob3o134b2ob3o$150b2o626bobo97bobo137bobo$61bo90b
o625bobo97bobo137bobo$60b2o717bo99bo107b2o30bo$60bobo432b3o476b2o10bo
bo$495bo479b2o11bo$496bo477bo$454b3o296b2o$456bo222bo74b2o$455bo222b2o
73bo233b3o$678bobo308bo$988bo2$748b2o$682bo66b2o$681b2o65bo$228b2o425b
2o24bobo$229b2o35b2o386bobo195b2o$228bo36b2o326b3o60bo194bobo$267bo325b
o259bo$594bo$552b3o$230b2o322bo$229bobo321bo$231bo45$1043bobo$1043b2o
$1044bo2$1040bo$1040bobo$1040b2o5$1010bo$1009bobo$1009bobo$1007b3ob2o
$1006bo9b2o$1007b3ob2o3b2o$1009bob2o2$1015b2o$1014bo2bo$999b2o14bobo$
982bo16bobo14bo$983b2o16bo$982b2o17b2o$1003bo4b2o$1001b2obo2bo2bo$1000b
o2bo4b2o2b3o$1000b2o$1022b2o$1022b2o5$1006b2o$1006b2o$1028b2o$1015b3o
2b2o4bo2bo$1019bo2bo2bob2o$1020b2o4bo$1027b2o17b2o$1028bo16b2o$1013bo
14bobo16bo$1012bobo14b2o$1012bo2bo$1013b2o2$1017b2obo$1012b2o3b2ob3o$
1012b2o9bo$1017b2ob3o$1018bobo$1018bobo$1019bo5$988b2o$987bobo$989bo2$
985bo$985b2o$984bobo!
Saves another 8G on the p56 HF hassler through cheaper blinkers, down to 89G.

Code: Select all

x = 94, y = 94, rule = B3/S23
17bo$18b2o$17b2o14$29bo$30b2o59bobo$29b2o60b2o$92bo5$54b2ob6o$54b2ob6o
$54b2o$54b2o5b2o$54b2o5b2o$54b2o5b2o12bobo$61b2o12b2o$24b2ob6o21b6ob2o
13bo$24b2ob6o21b6ob2o$24b2o$24b2o5b2o$24b2o5b2o$24b2o5b2o$31b2o$24b6o
b2o$24b6ob2o$46b2o$46bo$48bo$47b2o2$42b2o$40bo2bo8b2o$40b2o8bo2bo$50b
2o2$45b2o$45bo$47bo$46b2o$61b2ob6o$61b2ob6o$61b2o$61b2o5b2o$61b2o5b2o
$61b2o5b2o$68b2o$31b2ob6o21b6ob2o$17bo13b2ob6o21b6ob2o$17b2o12b2o$16b
obo12b2o5b2o$31b2o5b2o$31b2o5b2o$38b2o$31b6ob2o$31b6ob2o5$bo$b2o60b2o
$obo59b2o$64bo14$75b2o$74b2o$76bo!
1G reduction for this p16 traffic light hassler, down to 19G. (swaps a boat OTT turner with 180 degree kickback)

Code: Select all

x = 104, y = 101, rule = B3/S23
89bo$87b2o$88b2o3$92bobo$92b2o$93bo3$2bo15bo$obo16bo79bo$b2o14b3o63bo
14bo$82bo7bobo5b3o$82b3o5b2o$7bobo81bo$8b2o$8bo3$30bo$31bo$29b3o52$76b
o$75b2o$75bobo6$86b2o$86bobo6bo$86bo7b2o$12bo81bobo$12b2o5b3o$3b3o5bo
bo7bo$5bo14bo63b3o14b2o$4bo79bo16bobo$85bo15bo3$10bo$10b2o$9bobo3$14b
2o$15b2o$14bo!
Should reduce p71 honey farm hassler (wiki) by 7G, down to 68G.

Code: Select all

x = 457, y = 66, rule = B3/S23
446bo3bo$444b2o3bo$356bobo86b2o2b3o$357b2o5bo$357bo4bobo$363b2o7$19b2o
78b2o98b2o88b2o90bo17b2o37bo$18bobo77bobo97bobo87bobo91bo15bobo37bobo
$14b2o2bo75b2o2bo12b2o81b2o2bo12b2o71b2o2bo12b2o77b3o11b2o2bo12b2o25b
2o$14bobob2o74bobob2o11bo82bobob2o11bo72bobob2o11bo92bobob2o11bo$16bo
79bo12bobo84bo12bobo74bo12bobo94bo12bobo$16b4o76b4o9b2o85b4o9b2o75b4o
9b2o95b4o9b2o$14b2o3bo74b2o3bo94b2o3bo32bo51b2o3bo104b2o3bo$13bo2b3o74b
o2b3o94bo2b3o31b2o51bo2b3o104bo2b3o$13b2obo76b2obo77bo18b2obo21b2o11b
2o50b2obo21b2o83b2obo21b2o$16bo79bo78bo20bo21bo67bo21bo87bo21bo$16b2o
78b2o75b3o20b2o18bobo67b2o18bobo87b2o18bobo$216b2o59bo28b2o108b2o$267b
o10bo$268bo7b3o$266b3o13$134b3o$134bo$97b2o36bo$98b2o295b2o$35b2o20b3o
37bo17b2o98b2o88b2o87bobo18b2o$36bo20bo58bo99bo89bo87bo21bo$2o34bob2o
18bo57bob2o96bob2o86bob2o83b2o21bob2o$b2o31b3o2bo74b3o2bo94b3o2bo84b3o
2bo104b3o2bo$o32bo3b2o74bo3b2o94bo3b2o84bo3b2o104bo3b2o$33b4o76b4o96b
4o75b2o9b4o95b2o9b4o$36bo79bo99bo74bobo12bo94bobo12bo$33b2obobo74b2ob
obo94b2obobo72bo11b2obobo92bo11b2obobo$34bo2b2o75bo2b2o95bo2b2o71b2o12b
o2b2o64b2o25b2o12bo2b2o11b3o$32bobo77bobo97bobo87bobo67bobo37bobo15bo
$32b2o78b2o98b2o58b2o28b2o70bo37b2o17bo$273b2o$272bo5$448b2o$448bobo4b
o$448bo5b2o$361b3o2b2o86bobo$363bo3b2o$362bo3bo!
2024-02-13:
Should reduce this p24 honey farm hassler by 2G, to 66G, with a cheaper second chucklebait.

Code: Select all

x = 100, y = 80, rule = B3/S23
98bo$o96bo$b2o94b3o$2o15$43bo$42bobo$40b3obo$39bo4bob2o$39bobobobobo$
40b2obobo$44bobo$45bo7$19bo$20bo$18b3o3$33b2o$33b2o$40b2o$40b2o3$42bo
$42bo$42bo$47b2o$46bo2bo$46bobo$47bo12$12b2o$11bobo$13bo$2o$b2o$o11$62b
2o$62bobo$62bo!

User avatar
KtT
Posts: 182
Joined: December 17th, 2022, 9:29 am

Re: Synthesising Oscillators

Post by KtT » February 13th, 2024, 11:58 am

A cheapest variant of 120P34 in 70G, down from 71G:

Code: Select all

x = 142, y = 77, rule = B3/S23
35bo$36bo$34b3o6$50bo$49bo$49b3o2$38bobo$39b2o$39bo3bobo$43b2o$44bo$49b
o$48bo$48b3o82b2o$131bo2bo$52bo78b3o$52bobo$52b2o10bo66b5o$bo62bobo64b
o4bo$2bo61b2o68bo2bo$3o131b2obo2b2o$130bo6bobobo$128bobo6bobo$39b2o19b
o68b2o5b2ob2o$40b2o16b2o$39bo19b2o$131b3o$131bo$61b2o69bo$60b2o$62bo4$
21bo$22b2o$21b2o100bo$124bo$122b3o$23b2o19bo$24b2o16b2o$23bo19b2o70b2o
b2o5b2o$116bobo6bobo$114bobobo6bo$81b3o30b2o2bob2o$18b2o61bo36bo2bo$17b
obo62bo36bo4bo$19bo10b2o88b5o$29bobo$31bo90b3o$121bo2bo$33b3o85b2o$35b
o$34bo$39bo$39b2o$38bobo3bo$43b2o$43bobo2$32b3o$34bo$33bo6$47b3o$47bo
$48bo!
Its canonical variant in 95G:

Code: Select all

x = 1300, y = 59, rule = B3/S23
524bo$523bo$248bo274b3o$246bobo$247b2o$31bo57bo59bo57bo77bo73bo57bo57b
o41bobo13bo57bo57bo57bo57bo57bo57bo57bo57bo57bo57bo79bo82bo$30bobo55b
obo57bobo55bobo75bobo71bobo55bobo55bobo41b2o2bobo7bobo55bobo55bobo55b
obo55bobo55bobo55bobo55bobo46bobo6bobo55bobo55bobo77bobo80bobo$31bo57b
o59bo57bo77bo73bo57bo57bo42bo3b2o9bo57bo57bo57bo57bo57bo45bo11bo57bo41b
obo3b2o8bo57bo57bo79bo82bo$258bobo262bo344bo113b2o4bo$29b5o53b5o55b5o
53b5o49b2o22b5o69b5o53b5o53b5o53b5o53b5o53b5o53b5o53b5o53b5o38bo3b3o8b
5o53b5o40bo12b5o53b5o53b5o75b5o78b5o$29bo4bo52bo4bo54bo4bo52bo4bo48bo
23bo4bo68bo4bo52bo4bo52bo4bo52bo4bo47b2o3bo4bo47b2o3bo4bo47b2o3bo4bo47b
2o3bo4bo36bo10b2o3bo4bo35bobo9b2o3bo4bo47b2o3bo4bo47b2o3bo4bo39b2o6b2o
3bo4bo39b2o6b2o3bo4bo61b2o6b2o3bo4bo47bo16b2o6b2o3bo4bo$32bo2bo54bo2b
o56bo2bo54bo2bo74bo2bo70bo2bo54bo2bo54bo2bo54bo2bo46bo7bo2bo46bo7bo2b
o46bo7bo2bo46bo7bo2bo36b2o8bo7bo2bo35b2o9bo7bo2bo46bo7bo2bo46bo7bo2bo
38bo7bo7bo2bo38bo7bo7bo2bo60bo7bo7bo2bo44bobo16bo7bo7bo2bo$32b2obo2bo
51b2obo2bo53b2obo2bo51b2obo2bo71b2obo2bo67b2obo2bo51b2obo2bo51b2obo2b
o51b2obo2bo41bobo7b2obo2bo41bobo7b2obo2bo40b2obo7b2obo2bo40b2obo7b2ob
o2bo32b2o6b2obo7b2obo2bo40b2obo7b2obo2bo37b2ob2obo7b2obo2bo37b2ob2obo
7b2obo2bo36b3ob2obo7b2obo2bo36b3ob2obo7b2obo2bo43bo14b3ob2obo7b2obo2b
o42b2o3b2o12b3ob2obo7b2obo2bo$35bobobo53bobobo55bobobo53bobobo73bobob
o69bobobo53bobobo46bo6bobobo47bo5bobobo40b2o5bo5bobobo35bo4b2o5bo5bob
obo39bobo5bo5bobobo39bobo5bo5bobobo39bobo5bo5bobobo39bobo5bo5bobobo35b
obobobo5bo5bobobo31b2o2bobobobo5bo5bobobo37bobobo5bo5bobobo37bobobo5b
o5bobobo43b2o14bobobo5bo5bobobo45bo2bo7bo5bobobo5bo5bobobo$35bo2bo54b
o2bo56bo2bo54bo2bo74bo2bo70bo2bo54bo2bo45bobo6bo2bo47bobo4bo2bo47bobo
4bo2bo37bo9bobo4bo2bo41bo5bobo4bo2bo41bo5bobo4bo2bo41bo5bobo4bo2bo34b
3o4bo5bobo4bo2bo37bo3bo5bobo4bo2bo31bobo3bo3bo5bobo4bo2bo41bo5bobo4bo
2bo41bo5bobo4bo2bo43b2o18bo5bobo4bo2bo46bo2bo8bo7bo5bobo4bo2bo$34b2o56b
2o58b2o56b2o51bo24b2o72b2o56b2o49b2o5b2o39b3o8bo2bo2b2o50bo2bo2b2o38b
3o9bo2bo2b2o50bo2bo2b2o50bo2bo2b2o50bo2bo2b2o39bo10bo2bo2b2o50bo2bo2b
2o36bo13bo2bo2b2o50bo2bo2b2o50bo2bo2b2o72bo2bo2b2o50b2o7b3o13bo2bo2b2o
$261bobo257bo9b2o56b2o56b2o56b2o56b2o56b2o43bo12b2o56b2o56b2o56b2o56b
2o78b2o81b2o$18bobo241b2o256bo117b3o$19b2o245bo80bobo123b3o162bo235bo
57bo57bo57bo57bo56b3o20bo82bo$19bo244b2o82b2o123bo165bo173bo58b3o55b3o
55b3o55b3o55b3o58bo18b3o75bo4b3o$7bo6b3o248b2o60bo20bo125bo339b2o55bo
57bo57bo57bo57bo60bo18bo78b2o2bo$5bobo8bo311bo14b3o463b2o2b2o56b2o56b
2o56b2o56b2o56b2o78b2o67bo8bobo2b2o$6b2o7bo56bo59bo193b3o16bo458bo3bo
bo441b2o$2bo68bobo57bobo210bo460b2o3bo440bobo$obo68bo2bo56bo2bo637b2o
30b2o$b2o69b2o58b2o633bo3b2o515bobo$767bobo3bo514b2o$129b2o632b2o2b2o
52b2o56b2o56b2o56b2o56b2o56b2o78b2o81b2o2bobo8bo$128bobo334bo296b2o58b
o57bo57bo57bo57bo57bo18bo60bo82bo2b2o$130bo335bo239bo57bo54b3o55b3o55b
3o55b3o55b3o55b3o18bo58b3o80b3o4bo$83bo380b3o240bo111bo57bo57bo57bo57b
o57bo20b3o56bo82bo$83bo509bo111b3o$26bo56bo118bo138b2o180b2o56b2o9bo46b
2o56b2o56b2o56b2o56b2o56b2o12bo43b2o56b2o56b2o78b2o81b2o$24b2o45b2ob2o
55b2ob2o53b2ob2o8bobo62b2ob2o69bo2b2o56b2o56b2o5b2o49b2o2bo2bo50b2o2b
o2bo8b3o39b2o2bo2bo50b2o2bo2bo9b3o38b2o2bo2bo50b2o2bo2bo50b2o2bo2bo50b
2o2bo2bo10bo39b2o2bo2bo50b2o2bo2bo13bo36b2o2bo2bo72b2o2bo2bo23b2o50b2o
2bo2bo13b3o7b2o$25b2o45bobo57bobo55bobo9b2o64bobo71bobo54bo2bo54bo2bo
6bobo45bo2bo4bobo47bo2bo4bobo47bo2bo4bobo47bo2bo4bobo9bo37bo2bo4bobo5b
o41bo2bo4bobo5bo41bo2bo4bobo5bo41bo2bo4bobo5bo4b3o34bo2bo4bobo5bo3bo37b
o2bo4bobo5bo3bo3bobo31bo2bo4bobo5bo18b2o43bo2bo4bobo5bo16bo2bo46bo2bo
4bobo5bo7bo8bo2bo$70bobobo9b3o43bobobo53bobobo73bobobo22bo46bobobo53b
obobo53bobobo6bo46bobobo5bo47bobobo5bo47bobobo5bo5b2o40bobobo5bo5b2o4b
o35bobobo5bo5bobo39bobobo5bo5bobo39bobobo5bo5bobo39bobobo5bo5bobo39bo
bobo5bo5bobobobo35bobobo5bo5bobobobo2b2o31bobobo5bo5bobobo14b2o43bobo
bo5bo5bobobo13bo2bo45bobobo5bo5bobobo5bo7bo2bo$10bo17b2o40b2o2bob2o6b
o45b2o2bob2o50b2o2bob2o70b2o2bob2o18b2o46b2o2bob2o51bo2bob2o51bo2bob2o
51bo2bob2o51bo2bob2o51bo2bob2o7bobo41bo2bob2o7bobo41bo2bob2o7bob2o6b2o
32bo2bob2o7bob2o40bo2bob2o7bob2o40bo2bob2o7bob2o40bo2bob2o7bob2ob2o37b
o2bob2o7bob2ob2o37bo2bob2o7bob2ob3o14bo43bo2bob2o7bob2ob3o12b2o47bo2b
ob2o7bob2ob3o12b2o3b2o$11bo16bobo43bo2bo7bo48bo2bo54bo2bo8b2o64bo2bo18b
obo49bo2bo54bo2bo54bo2bo54bo2bo54bo2bo54bo2bo7bo46bo2bo7bo46bo2bo7bo8b
2o36bo2bo7bo46bo2bo7bo46bo2bo7bo9b2o35bo2bo7bo46bo2bo7bo46bo2bo7bo7bo
60bo2bo7bo7bo63bo2bo7bo7bo16bobo$9b3o16bo46bo4bo54bo4bo52bo4bo4b2o66b
o4bo68bo4bo52bo4bo52bo4bo52bo4bo52bo4bo52bo4bo3b2o47bo4bo3b2o47bo4bo3b
2o10bo36bo4bo3b2o47bo4bo3b2o47bo4bo3b2o9bobo35bo4bo3b2o47bo4bo3b2o47b
o4bo3b2o6b2o61bo4bo3b2o6b2o64bo4bo3b2o6b2o16bo$76b5o55b5o53b5o6bo66b5o
69b5o53b5o53b5o53b5o53b5o53b5o53b5o53b5o53b5o53b5o53b5o8b3o3bo38b5o53b
5o12bo40b5o75b5o78b5o$590bo350bo111bo4b2o$78b3o57b3o55b3o75b2obo70b2o
bo54b2obo54bo57bo57bo9b2o3bo42bo57bo57bo57bo57bo57bo11bo45bo57bo8b2o3b
obo41bo79bo82bo$77bo2bo56bo2bo54bo2bo74bo2b2o69bo2b2o53bo2b2o4bo48bob
o55bobo55bobo7bobo2b2o41bobo55bobo55bobo55bobo55bobo55bobo55bobo55bob
o6bobo46bobo77bobo80bobo$77b2o58b2o56b2o76b2o72b2o56b2o6bo50bo57bo57b
o13bobo41bo57bo57bo57bo57bo57bo57bo57bo57bo79bo82bo$413b3o$16b2o$15bo
bo383b2o6b3o176b3o$17bo382bobo6bo180bo$326b2o74bo7bo178bo$325bobo$327b
o$30b2o$29b2o$31bo3$31b2o$31bobo$31bo!

carsoncheng
Posts: 475
Joined: June 11th, 2022, 11:24 pm

Re: Synthesising Oscillators

Post by carsoncheng » February 15th, 2024, 4:59 am

xp3_s471174sz11744711 (Cross) in 12G, down from 15G:

Code: Select all

x = 42, y = 42, rule = B3/S23
26bo$26bobo$26b2o4$33bo$31b2o$6bobo23b2o$7b2o$7bo3$bo19bobo$2bo18b2o$
3o19bo3$13bo$14b2o$13b2o$27b2o$26b2o$28bo3$19bo19b3o$19b2o18bo$18bobo
19bo3$34bo$33b2o$8b2o23bobo$9b2o$8bo4$14b2o$13bobo$15bo!

Chris857
Posts: 257
Joined: June 10th, 2020, 11:26 pm

Re: Synthesising Oscillators

Post by Chris857 » February 16th, 2024, 1:35 am

Chris857 wrote:
July 7th, 2023, 1:01 am
74P34 reduced from 34G to 30G with cheaper pi synths which allowed for cheaper and more staged eater synths.

Code: Select all

x = 364, y = 135, rule = B3/S23
245bo$243bobo$244b2o5$249bo$250b2o$249b2o4$325bo$324bo$324b3o2$260bob
o$261b2o$261bo5$245bo$246bo13bo$244b3o14b2o$260b2o$250bo$251b2o83bo$250b
2o84bobo$336b2o2$353bo$351b2o$352b2o3$356bo$355bo$355b3o$111bo$112b2o
$111b2o4$127bo$127bobo$127b2o2$110bo$111b2o192bo$110b2o191b3o$302bo$302b
2o8$135b2o178b2o$135bo179bo$133bobo177bobo$133b2o178b2o2$2b2o108b2o178b
2o$bobo107bobo177bobo$bo109bo179bo$2o108b2o178b2o8$303b2o$304bo$135b2o
164b3o$41b3o90b2o165bo$41bo94bo$4b2o36bo$5b2o111b2o$4bo112bobo$119bo4$
134b2o$133b2o$135bo$249b3o$251bo$250bo3$253b2o$254b2o$253bo2$269b2o$268b
obo84b2o$270bo83b2o$356bo$345b2o$344b2o14b3o$346bo13bo$361bo5$345bo$344b
2o$344bobo2$280b3o$282bo$281bo4$356b2o$355b2o$357bo5$361b2o$361bobo$361b
o!
It ruins the nice symmetry of the activation step, but reduced to 26G.

Code: Select all

x = 338, y = 109, rule = B3/S23
313bo$312bo$312b3o5$327bo$325b2o$326b2o3$330bo$329bo$329b3o12$29bo109b
o139bo$27b3o107b3o137b3o$26bo100b2o7bo130b2o7bo$26b2o100bo7b2o130bo7b
2o$128bobo137bobo$129b2o138b2o2$264b2o$265bo$265bobo$266b2o$39b2o108b
2o138b2o$39bo109bo139bo$37bobo107bobo137bobo$37b2o108b2o138b2o2$16b2o
108b2o138b2o$15bobo107bobo137bobo$15bo109bo139bo$14b2o108b2o138b2o2$3o
$2bo$bo36b2o$37b2o$39bo$107b3o$27b2o80bo27b2o138b2o$28bo79bo29bo6b2o131b
o$25b3o107b3o6b2o129b3o$25bo109bo10bo128bo22$242b2o85b2o$241bobo84b2o
$243bo86bo$236b2o$235bobo82b2o12b3o$237bo81b2o13bo$321bo13bo5$319bo$318b
2o$318bobo2$254b3o$256bo$255bo4$330b2o$329b2o$331bo5$335b2o$335bobo$335b
o!
2024-02-17:
Another 26G synth of it.

Code: Select all

x = 541, y = 65, rule = B3/S23
257bo$257bobo$257b2o7$331bo$329b2o147bobo3bo$330b2o147b2o4bo$479bo3b3o
$488bo42bo$404bo84b2o38b2o$402b2o84b2o40b2o$403b2o$179bo128bo69bo119b
o$177b2o129b3o67b3o117b3o33bo$141bo36b2o131bo69bo7b2o110bo7b2o22bo$142b
o167b2o68b2o7bo110b2o7bo23b3o$140b3o244bobo117bobo$102bo284b2o118b2o$
100b2o$64bo36b2o409b2o$65bo446bo$63b3o444bobo$510b2o$7b2o68b2o78b2o68b
2o68b2o68b2o118b2o$8bo69bo79bo69bo69bo69bo119bo$8bobo67bobo77bobo67bo
bo67bobo67bobo117bobo$9b2o68b2o78b2o68b2o68b2o68b2o118b2o6$229b2o29bo
38b2o68b2o118b2o$228bobo28b2o37bobo34b3o30bobo117bobo$228bo30bobo36bo
26b3o7bo32bo119bo$227b2o68b2o26bo10bo30b2o118b2o$326bo$162b2o68b2o68b
2o68b2o118b2o$161bobo67bobo67bobo67bobo34b3o80bobo$89b2o70bo7b2o60bo7b
2o60bo7b2o60bo7b2o17b3o7bo82bo7b2o$89bo70b2o7bo60b2o7bo60b2o7bo60b2o7b
o18bo10bo80b2o7bo$90b3o77b3o67b3o67b3o67b3o16bo100b3o21bo8b2o$92bo79b
o69bo69bo69bo119bo20b2o7b2o$523bobo8bo2$538b3o$516b2o20bo$b2o512b2o22b
o$obo514bo$2bo2$31bo$30b2o$30bobo4$2b2o$bobo$3bo!
This synthesizes all the eaters in 20G, so we could get another improvement if the pi heptominoes could be inserted as the last step in 5G or less.

Code: Select all

x = 214, y = 46, rule = B3/S23
199bo$112bo84b2o$110b2o86b2o$111b2o$32bo123bo$31bo10bo114bo$31b3o7bo113b
3o$11bo29b3o47bo79bo$11b3o77b3o77b3o$14bo79bo79bo7b2o$13b2o78b2o78b2o
7bo$180bobo$180b2o6$2o78b2o78b2o$bo79bo79bo$bobo77bobo77bobo$2b2o78b2o
78b2o2$103b2o78b2o$103bobo77bobo$105bo79bo$105b2o78b2o$2b2o78b2o78b2o
$bobo77bobo77bobo$bo79bo79bo$2o78b2o78b2o2$5b2o78b2o78b2o$4bobo77bobo
77bobo$4bo7b2o22b2o46bo7b2o70bo7b2o$3b2o7bo22b2o46b2o7bo70b2o7bo$13b3o
21bo55b3o77b3o$15bo79bo79bo$128b3o$106b3o19bo$106bo22bo$107bo2$211b3o
$211bo$212bo!

User avatar
KtT
Posts: 182
Joined: December 17th, 2022, 9:29 am

Re: Synthesising Oscillators

Post by KtT » February 17th, 2024, 12:03 pm

A canonical form of 116P101 in 43G, down from 50G:

Code: Select all

x = 346, y = 47, rule = B3/S23
11bobo$3bo7b2o$bobo8bo$2b2o340bo$63b2o59b2o55b2o61b2o63b2o32bo$5bobo3b
o48b2o2bo56b2o2bo52b2o2bo58b2o2bo60b2o2bo32b3o$6b2o2bo47b3ob2o55b3ob2o
51b3ob2o57b3ob2o59b3ob2o$6bo3b3o44bo60bo13b2o41bo13b2o47bo13b2o49bo13b
2o20bo$58b3ob2o55b3ob2o7bo43b3ob2o7bo49b3ob2o7bo51b3ob2o7bo19b2o$14b3o
43bob2o8bo48bob2o5bobo45bob2o5bobo51bob2o5bobo53bob2o5bobo20b2o$bo12b
o56b2o57b2o55b2o61b2o63b2o$b2o12bo55bobo$obo63b3o125bo$68bo125bobo34b
o106b3o$67bo126b2o36bo105bo$230b3o106bo$253b2o63b2o$191b3o59b2o45b2o16b
2o$191bo41b3o64b2o33b2o$192bo42bo98b2o$234bo101bo4$171bo$172bo$170b3o
84bo$175bo80bo$175bobo78b3o61b2o$175b2o60b2o63b2o16b2o$114bo122b2o63b
2o$104bo10b2o142b3o$62bo42b2o3b2o2b2o143bo$61bo42b2o3bobo148bo$23bobo
35b3o47bo$10bo12b2o31bobo107b2o61b2o63b2o$11bo12bo32b2o61b2o43bobo9b2o
49bobo9b2o51bobo9b2o$9b3o45bo8b2obo49bobo5b2obo34bo10bobo5b2obo40bo10b
obo5b2obo42bo10bobo5b2obo$66b2ob3o47bo7b2ob3o31b2o10bo7b2ob3o37b2o10b
o7b2ob3o39b2o10bo7b2ob3o$13b3o3bo52bo45b2o13bo41b2o13bo47b2o13bo49b2o
13bo$15bo2b2o46b2ob3o55b2ob3o51b2ob3o57b2ob3o59b2ob3o$14bo3bobo44bo2b
2o56bo2b2o52bo2b2o58bo2b2o60bo2b2o$65b2o59b2o55b2o61b2o63b2o$22b2o$13b
o8bobo$13b2o7bo$12bobo!
Its cheapest form in 41G, down from 42G:

Code: Select all

x = 188, y = 57, rule = B3/S23
86bobo$86b2o$87bo$152bo$152b3o$86bo68bo$87bo66b2o$85b3o7bo$95bobo$95b
2o$87bobo$30b2o55b2o12b2o69b2o$30b2o56bo12b2o69b2o$84bo75b2o$41bo40b2o
28bo38bo8b2o21bo$40bobo40b2o26bobo37b3o28bobo$40bobo49b3o16bobo40bo27b
obo$39b2ob3o47bo17b2ob3o37b2o26b2ob3o$45bo39b2o6bo22bo70bo$9bobo27b2o
b3o40bobo22b2ob3o65b2ob3o$bo7b2o28b2obo42bo24b2obo67b2obo$2bo7bo$3o$79b
ob2o67bob2o$8b2o67b3ob2o65b3ob2o$9b2o65bo70bo$8bo29b2o37b3ob2o26b2o37b
3ob2o26b2o$2b2o34bo40bobo27bo40bobo27bo$3b2o34b3o37bobo28b3o37bobo28b
3o$2bo38bo38bo31bo38bo21b2o8bo$11b2o88b2o70b2o$11bobo5b2o69b2o8bobo58b
2o$12bo6b2o69b2o10bo58b2o$105b3o$105bo$106bo10$171bo$171b2o$170bobo$182b
o$176b2o3b2o$175bobo3bobo$177bo3$185b2o$185bobo$185bo!

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confocaloid
Posts: 3058
Joined: February 8th, 2022, 3:15 pm

Re: Synthesising Oscillators

Post by confocaloid » February 18th, 2024, 2:52 pm

68G conversion from octagon 2 to a framed octagon 2, using methods from viewtopic.php?p=178143#p178143 and viewtopic.php?p=178205#p178205 Reductions likely possible:

Code: Select all

x = 1118, y = 55, rule = B3/S23
829bo$828bo$828b3o$706bo$707bo$705b3o23bo$701bo27b2o$432bo190bo78b2o
26b2o108bo$430b2o189b2o78b2o111bo25bobo$431b2o189b2o104bo86bo24b2o86bo
61bo$726b2o85b3o111bo63b2o16bo$727b2o88bo91bo17b3o60b2o4bo10b2o$709bo
107bobo69bo6bobo8bobo84bobo11b2o20bobo$5bo23bo75bo23bo75bo23bo477bobo
107b2o68bobo7b2o9b2o85b2o33b2o$6b2o21bobo74b2o21bobo74b2o21bobo187bo
288b2o178b2o7bo133bo$5b2o22b2o74b2o22b2o74b2o22b2o186b2o201bo$418b2o
199bo292bobo114bo$619b3o200b2o89b2o113bo$2bo11bo87bo11bo87bo11bo87bo
11bo105bo94bo99bobo203b2o90bo15bo98b3o$obo11bobo83bobo11bobo83bobo11bo
bo83bobo11bobo102b2o92bobo9bo86bo3b2o205bo103b2o$b2o11b2o85b2o11b2o85b
2o11b2o85b2o11b2o103bobo4b2o86b2o9bobo82bobo3bo311b2o72b2o$425b2o98b2o
84b2o389b2o$427bo2$406b2ob2o95b2ob2o95b2ob2o95b2ob2o4b2o89b2ob2o3b2o
90b2ob2ob2o92b2ob2ob2ob2o3b2o81b2ob2ob2ob2ob2o$406b2ob2o95b2ob2o95b2ob
2o95b2ob2o3bobo89b2ob2o3bobo89b2ob2ob2o88b2o2b2ob2ob2ob2o3b2o80bobob2o
b2ob2obobo$517b2o5bobo188bo99bo186b2o98b2o12b2o$518bo5b2o92b2o98b2o98b
2o74b2o$102b2o98b2o98b2o12b2o84b2o12b2o84b2o12bo8bo76b2o12bo2bo82b2o
12bo2bo82b2o12bo2bo75b2o5b2o12b2o84b2o12b2o84b2o12b2o$8bo2bo90b2o4bo2b
o90b2o4bo2bo90b2o4bo2bo4b2o84b2o4bo2bo4b2o84b2o4bo2bo4b2o84b2o4bo2bo4b
2o84b2o4bo2bo4b2o84b2o4bo2bo4b2o76bo7b2o4bo2bo4b2o11bo72b2o4bo2bo4b2o
12bo71b2o4bo2bo4b2o$7bob2obo94bob2obo94bob2obo94bob2obo94bob2obo94bob
2obo14bo79bob2obo94bob2obo94bob2obo94bob2obo15bo78bob2obo16b2o76bob2ob
o$8bo2bo90b2o4bo2bo90b2o4bo2bo90b2o4bo2bo4b2o84b2o4bo2bo4b2o84b2o4bo2b
o4b2o9bobo72b2o4bo2bo4b2o84b2o4bo2bo4b2o84b2o4bo2bo4b2o84b2o4bo2bo4b2o
10b3o71b2o4bo2bo4b2o11bobo70b2o4bo2bo4b2o$8bo2bo90b2o4bo2bo90b2o4bo2bo
90b2o4bo2bo4b2o84b2o4bo2bo4b2o84b2o4bo2bo4b2o9b2o73b2o4bo2bo4b2o84b2o
4bo2bo4b2o84b2o4bo2bo4b2o71b3o10b2o4bo2bo4b2o70bobo11b2o4bo2bo4b2o84b
2o4bo2bo4b2o$7bob2obo94bob2obo94bob2obo94bob2obo94bob2obo94bob2obo94bo
b2obo94bob2obo94bob2obo78bo15bob2obo76b2o16bob2obo94bob2obo$8bo2bo90b
2o4bo2bo90b2o4bo2bo90b2o4bo2bo4b2o84b2o4bo2bo4b2o84b2o4bo2bo4b2o8bo75b
2o4bo2bo4b2o84b2o4bo2bo4b2o84b2o4bo2bo4b2o72bo11b2o4bo2bo4b2o7bo63bo
12b2o4bo2bo4b2o84b2o4bo2bo4b2o$102b2o98b2o98b2o12b2o84b2o12b2o84b2o12b
2o7b2o75b2o12b2o84b2o12b2o84b2o12b2o84b2o12b2o5b2o77b2o12b2o84b2o12b2o
$525bobo396b2o$1016b2o84b2o12b2o$206b2ob2ob2o92b2ob2ob2o92b2ob2ob2o92b
2ob2ob2o92b2ob2ob2o92b2ob2ob2o92b2ob2ob2o92b2ob2ob2o84b2o3b2ob2ob2ob2o
2b2o84bobob2ob2ob2obobo$206b2ob2ob2o92b2ob2ob2o92b2ob2ob2o92b2ob2ob2o
92b2ob2ob2o92b2ob2ob2o92b2ob2ob2o92b2ob2ob2o84b2o3b2ob2ob2ob2o89b2ob2o
b2ob2ob2o3$1016b2o$890b2o124b2o$891b2o$890bo15bo82b3o$905b2o84bo$905bo
bo82bo2$45b3o97b3o97b3o674bo7b2o56bo$45bo99bo99bo664b2o9b2o7bobo55b2o
33b2o$46bo99bo99bo663bobo8bobo6bo56bobo20b2o11bobo$890b3o17bo100b2o10b
o4b2o$892bo117bo16b2o$891bo137bo!
Without the oscillator, the same steps give 68G xs72_ml303303303303lmzddy8ddzrbg0gg0gg0gg0gbrz011011011011011.
Edit: processed in j6199292844
127:1 B3/S234c User:Confocal/R (isotropic CA, incomplete)
Unlikely events happen.
My silence does not imply agreement, nor indifference. If I disagreed with something in the past, then please do not construe my silence as something that could change that.

User avatar
KtT
Posts: 182
Joined: December 17th, 2022, 9:29 am

Re: Synthesising Oscillators

Post by KtT » February 19th, 2024, 11:34 am

Variant of gourmet in 51G, down from 52G:

Code: Select all

x = 32, y = 28, rule = B3/S23
bo$2bo$3o$14bo$15bo$13b3o4$18bo$19bo8bo$17b3o7bobo$27b2o$21b2o$20bobo
$22bo$16bo$16b2o$15bobo12b2o$29bobo$29bo$28b2o$23bo$21bobo4b2o$22bobo
2bobo$22bo5bo$29b3o$31bo!

Chris857
Posts: 257
Joined: June 10th, 2020, 11:26 pm

Re: Synthesising Oscillators

Post by Chris857 » February 20th, 2024, 1:30 am

p171 pi-heptomino hassler (wiki) in 48G.

Code: Select all

x = 928, y = 124, rule = B3/S23
209bo461bo$210b2o457bobo$209b2o72bo386b2o$281b2o$282b2o4$19bo190bo68b
obo$17bobo188bobo68b2o$18b2o189b2o69bo$30bobo$31b2o$31bo$103bobo$103b
2o$104bo$31bobo$32b2o$32bo4$267bobo$267b2o$268bo263bo$533b2o311bo$194b
o337b2o313b2o$192bobo651b2o$193b2o$573bo$265bo268bo38bobo349bobo$90bo
bo170b2o270bo37b2o350b2o$90b2o172b2o267b3o390bo$91bo$573bobo346bo$10b
o562b2o346bo$11b2o561bo346b3o$2bo7b2o$obo$b2o867b2o$870b2o$697bo$404b
2o178b2o109bobo26b2o158b2o$405bo179bo110b2o27bo159bo$266bo135b3o11bo165b
3o11bo125b3o11bo145b3o11bo$265bobo134bo12bobo164bo12bobo124bo12bobo144b
o12bobo$260bo4bobo142bo4bobo172bo4bobo132bo4bobo152bo4bobo$11bo246b3o
3b2ob3o138b3o3b2ob3o168b3o3b2ob3o128b3o3b2ob3o148b3o3b2ob3o$12bo244bo
12bo136bo12bo166bo12bo126bo12bo146bo12bo$10b3o244b2o5b2ob3o137b2o5b2o
b3o167b2o5b2ob3o127b2o5b2ob3o147b2o5b2ob3o$264b2obo146b2obo176b2obo136b
2obo156b2obo2$692b2o158b2o$693bo159bo$693bobo157bobo$694b2o158b2o2$611b
o139bo159bo$609b3o137b3o157b3o$608bo139bo159bo$608b2o138b2o158b2o$378b
2o178b2o138b2o158b2o$379bo179bo139bo159bo$376b3o177b3o137b3o157b3o$376b
o179bo139bo159bo2$752b2o158b2o$752bobo157bobo$754bo159bo$754b2o158b2o
2$240bob2o146bob2o176bob2o136bob2o156bob2o$95b3o140b3ob2o5b2o137b3ob2o
5b2o167b3ob2o5b2o127b3ob2o5b2o147b3ob2o5b2o$95bo141bo12bo136bo12bo166b
o12bo126bo12bo146bo12bo$96bo141b3ob2o3b3o138b3ob2o3b3o168b3ob2o3b3o128b
3ob2o3b3o148b3ob2o3b3o$240bobo4bo142bobo4bo172bobo4bo132bobo4bo152bob
o4bo$240bobo147bobo177bobo12bo124bobo12bo144bobo12bo$241bo149bo179bo11b
3o125bo11b3o145bo11b3o$582bo139bo27b2o130bo$582b2o138b2o26bobo129b2o$
750bo$896b2o$105b2o789b2o$105bobo$96b2o7bo$95b2o496bo250b3o$97bo495b2o
251bo$592bobo250bo$16bo$16b2o374b2o238b3o206bo$15bobo375b2o198b2o37bo
208b2o$392bo199bobo38bo206bobo$594bo$463b2o$463bobo454b2o$463bo170b2o
283b2o$633b2o286bo$389bo245bo$389b2o$388bobo4$75bo$74b2o$74bobo$3bo$3b
2o$2bobo$76bo$75b2o$75bobo$88b2o287bo69b2o$88bobo286b2o68bobo$88bo287b
obo68bo4$374b2o$375b2o$374bo72b2o327b2o$446b2o328bobo$448bo327bo!
Chris857 wrote:
November 10th, 2023, 2:34 am
Chris857 wrote:
May 14th, 2023, 2:28 pm
p26 honey farm hassler in 34G (all 3 block placement variants). Edit: one of the clocks was in the wrong phase in original posted synth.
Should reduce cost to 31G.

Should reduce the three p26 honey farm hassler block-placement variants another 2G to 29G.
Down yet again to 27G (all three variants).

Code: Select all

x = 278, y = 45, rule = B3/S23
12bo6bo63bobo16bo6bo62bo6bo82bo6bo$12b3o4bobo62b2o16b3o4bobo60b3o4bob
o70bo9b3o4bobo$15bo2bobo63bo20bo2bobo64bo2bobo61bo10bo11bo2bobo$14b2o
4bo83b2o4bo63b2o4bo62bo7b3o10b2o4bo5b2o$obo238b3o32bo$b2o271bobo$bo272b
2o$94bo$95b2o$94b2o13$202b3o$110b2o63bo4b2o20bo62bo4b2o$110bo54b2o8bo
bo2bo22bo61bobo2bo$111b3o52b2o6bobo4b3o80bobo4b3o$113bo51bo10bo6bo82b
o6bo5$247b2o$91b3o154b2o$93bo153bo$92bo2$114b3o$114bo$115bo3$3b2o$2bo
bo78b2o$4bo79b2o$83bo!

User avatar
KtT
Posts: 182
Joined: December 17th, 2022, 9:29 am

Re: Synthesising Oscillators

Post by KtT » February 20th, 2024, 10:54 am

Sailboat in 97G, down from 98G:

Code: Select all

x = 94, y = 29, rule = B3/S23
70bo$71bo$69b3o2$80bobo$80b2o$75bobo3bo$76b2o$76bo3$5bo79bo$4bobo61bo
15bobo$5bo63bo15bo$67b3o$3b5o48bo26b5o$3bo4bo36bo8bobo8bo17bo4bo$6bo2b
o36bo8b2o6bobo20bo2bo$6b2obo2bo31b3o17b2o20b2obo2bo$2bo6bobobo69bo5bo
bobo$obo6bo2bo69bobo4bo2bo$b2o5b2o50bo21bo2bo2b2o$61b2o20b2o$60b2o$3b
3o$3bo72bo$4bo53b2o15b2o$59b2o14bobo$58bo!
Its cheapest form in 49G, down from 50G:

Code: Select all

x = 39, y = 40, rule = B3/S23
9b2o$7bo2bo$7b3o2$7b5o$7bo4bo$10bo2bo$10b2obo2b2o$13bobobo$13bobo$12b
2ob2o$24bo$5bobo14b2o$6b2o15b2o$6bo2$21b2o$20b2o$22bo3$17b2o17b3o$17b
obo6b2o8bo$17bo8bobo8bo$26bo$13b3o$13bo$14bo4$6bo$5b2o$bo3bobo$b2o$ob
o2$11b3o$11bo$12bo!

User avatar
muzik
Posts: 5652
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

Re: Synthesising Oscillators

Post by muzik » February 20th, 2024, 1:18 pm

Are there any ways that a single clock can be synthesised in a two-sided or three-sided way? Trying to synthesise this double-suppressed unix variant:

Code: Select all

x = 15, y = 15, rule = B3/S23
2bo$obo$bobo2b2o$bo4b2o3$5b3o$5b2obo2b2o$7b2o2b2o$7b2o2$12bo$13b2o$11b
2o$13bo!

User avatar
Extrementhusiast
Posts: 1966
Joined: June 16th, 2009, 11:24 pm
Location: USA

Re: Synthesising Oscillators

Post by Extrementhusiast » February 20th, 2024, 4:13 pm

muzik wrote:
February 20th, 2024, 1:18 pm
Are there any ways that a single clock can be synthesised in a two-sided or three-sided way? Trying to synthesise this double-suppressed unix variant:

Code: Select all

x = 15, y = 15, rule = B3/S23
2bo$obo$bobo2b2o$bo4b2o3$5b3o$5b2obo2b2o$7b2o2b2o$7b2o2$12bo$13b2o$11b
2o$13bo!
This should help:
Extrementhusiast wrote:
June 27th, 2018, 7:58 pm
Stray electrical currents can be used to keep time perfectly!

Code: Select all

x = 145, y = 65, rule = B3/S23
56bo$57bo$55b3o$83bo$83bobo$83b2o9$41bo$39bobo$b2o37b2o19b2o74b2o$b2o
58b2o74b2o3$2obo56b2obo72b2obo$bobo14bo42bobo73bobo$2bo13b2o44bo75bo$b
2o14b2o42b2o6b2o66b2o$b2o58b2o5bo2bo65b2o4bo$b2o58b2o4bob2o66b2o2bobo$
13bo52bobo40b2o31bobo$12b2o52bobo39b2ob2o29bo$8b2o2bobo52bo41b4o$9b2o
99b2o$8bo3$13b3o$13bo$14bo2$64bobo$65b2o$65bo2$64b3o$66bo$65bo4$45b2o$
46b2o39b3o$45bo41bo$88bo12$92b3o$92bo$93bo!
Some assembly required; batteries not included.
I Like My Heisenburps! (and others)

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