Synthesising Oscillators

For discussion of specific patterns or specific families of patterns, both newly-discovered and well-known.
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KtT
Posts: 182
Joined: December 17th, 2022, 9:29 am

Re: Synthesising Oscillators

Post by KtT » January 1st, 2024, 12:18 am

84P87 in 35G, down from 36G:

Code: Select all

x = 112, y = 15, rule = B3/S23
76b2o$23b2o51b2o$22b2o$16bo7bo14b2o69b2o$17b2o20bo40b2o28bo$16b2o19bo
bo39bo2bo25bobo$37b2o41bobo25b2o$81bo18bo$2b2o11b2o56b2o23bobo$bobo10b
2o56bobo24b2o$bo14bo55bo$2o69b2o$101b3o$101bo$102bo!

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

Re: Synthesising Oscillators

Post by Chris857 » January 1st, 2024, 1:07 am

KtT wrote:
January 1st, 2024, 12:18 am
84P87 in 35G, down from 36G:
Should drop the cost down to 34G.

Code: Select all

x = 535, y = 165, rule = B3/S23
140bo$141b2o$140b2o9$67bo$67bobo85bobo$67b2o87b2o127bo152bo12bobo72bo
$156bo128bobo151b2o10b2o61b2o8b2o$285b2o151b2o12bo61b2o9b2o2$389bo56b
obo$263bo119bobo3bobo54b2o7b2o69b2o$261bobo120b2o3b2o50bobo3bo6bo2bo67b
o2bo$262b2o120bo57b2o10bo2bo57b2o8bo2bo$442bo12b2o58b2o9b2o$511b2o$511b
2o2$257b2o98b2o69b2o69b2o$257b2o98b2o69b2o69b2o2$61b2o138b2o88b2o98b2o
69b2o69b2o$61bo139bo59b2o28bo69b2o28bo40b2o28bo40b2o28bo$59bobo137bob
o58bo2bo25bobo68bo2bo13bo11bobo39bo2bo13bo11bobo39bo2bo13bo11bobo$59b
2o138b2o60bobo25b2o70bobo3bo8bobo10b2o41bobo3bo8bobo10b2o41bobo3bo8bo
bo10b2o$192bo69bo19bo79bo3bobo7bobo3bo50bo3bobo7bobo3bo50bo3bobo7bobo
3bo$24b2o138b2o25bobo60b2o25bobo70b2o10bobo8bo3bobo41b2o10bobo8bo3bob
o41b2o10bobo8bo3bobo$23bobo137bobo25bo2bo58bobo25bo2bo68bobo11bo13bo2b
o39bobo11bo13bo2bo39bobo11bo13bo2bo$23bo139bo28b2o59bo28b2o69bo28b2o40b
o28b2o40bo28b2o$22b2o138b2o88b2o98b2o69b2o69b2o2$196b2o88b2o98b2o69b2o
69b2o$196b2o88b2o98b2o69b2o69b2o2$516b2o$265b2o249b2o$264bobo163b2o12b
o56b2o9b2o$266bo93bo68bo2bo10b2o55bo2bo8b2o$354b2o3b2o68bo2bo6bo3bobo
54bo2bo$353bobo3bobo68b2o7b2o60b2o$355bo82bobo2$434bo12b2o53b2o9b2o$68b
o365b2o10b2o55b2o8b2o$67b2o87b2o130b2o143bobo12bo53bo$67bobo85bobo130b
obo$157bo130bo9$83b2o$82b2o$84bo36$o$b2o$2o9$67bo$15bobo49bobo$16b2o49b
2o$16bo14$61b2o$61bo$59bobo$59b2o2$24b2o$23bobo$23bo$22b2o14$68bo$16b
2o49b2o$15bobo49bobo$17bo9$83b2o$82b2o$84bo!

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

Re: Synthesising Oscillators

Post by carsoncheng » January 1st, 2024, 9:34 am

xp60_75777757zx8oogzzw75777757 (p60 type-2 toadflipper) in 8G, down from 10G:

Code: Select all

x = 32, y = 22, rule = B3/S23
2bobo19bo$3b2o18bo$3bo19b3o3$15bo$bo14b2o$2bo12b2o$3o5$29b3o$15b2o12b
o$14b2o14bo$16bo3$6b3o19bo$8bo18b2o$7bo19bobo!

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

Re: Synthesising Oscillators

Post by Chris857 » January 4th, 2024, 12:13 am

New p78 pi hassler in 46G. Edit: realized I don't actually need to synth the blinker, 44G.

Code: Select all

x = 854, y = 161, rule = B3/S23
418bo$416b2o$417b2o14$352bo$350bobo$351b2o6$230bo$230bobo423bo$230b2o
288bo135bobo$519bo136b2o$519b3o2$201bobo311bo$202b2o309b2o$74bo127bo311b
2o$62bo10bo$60b2o11b3o155bo$61b2o19bo148bobo$82bobo146b2o139bo$82b2o288b
obo$10bo361b2o376bo$11bo45bo690b2o$9b3o44bo692b2o$56b3o292bo129bo139b
o99bo99bo29bobo$351b3o127b3o137b3o9b2o86b3o9b2o86b3o9b2o16b2o$354bo129b
o139bo8bo90bo8bo90bo8bo18bo$353b2o128b2o138b2o6bobo89b2o6bobo89b2o6bo
bo$487bo139bo3b2o94bo3b2o3b2o89bo3b2o3b2o$486bobo137bobo97bobo7b2o88b
obo7b2o$7b2o198b2o138b2o128b2o7bo2bo127b2o7bo2bo87b2o7bo2bo87b2o7bo2b
o$8bo2b2o195bo2b2o135bo2b2o125bo2b2o4b2o129bo2b2o4b2o89bo2b2o4b2o89bo
2b2o4b2o$7bo4bo194bo4bo134bo4bo124bo4bo121bo12bo4bo94bo4bo94bo4bo$7b5o
195b5o135b5o125b5o120bobo12b5o95b5o95b5o$603b2o$7b3o197b3o137b3o121bo
5b3o137b3o97b3o97b3o$7bo2bo196bo2bo136bo2bo121b2o3bo2bo136bo2bo96bo2b
o96bo2bo7b3o$8b2o198b2o138b2o121b2o5b2o138b2o98b2o98b2o3$468bo$469bo44b
3o$467b3o44bo$515bo3$234b2o138b2o128b2o5b2o131b2o98b2o98b2o$233bo2bo136b
o2bo126bo2bo3b2o131bo2bo96bo2bo96bo2bo$234b3o137b3o127b3o5bo131b3o97b
3o97b3o$659b2o$232b5o135b5o125b5o135b5o12bobo80b5o95b5o$231bo4bo134bo
4bo124bo4bo134bo4bo12bo81bo4bo94bo4bo$231b2o2bo135b2o2bo119b2o4b2o2bo
129b2o4b2o2bo89b2o4b2o2bo89b2o4b2o2bo$235b2o138b2o117bo2bo7b2o127bo2b
o7b2o87bo2bo7b2o87bo2bo7b2o$495bobo137bobo88b2o7bobo88b2o7bobo$496bo134b
2o3bo89b2o3b2o3bo89b2o3b2o3bo$369b2o128b2o129bobo6b2o89bobo6b2o89bobo
6b2o$369bo129bo130bo8bo70bo19bo8bo90bo8bo$370b3o127b3o126b2o9b3o67b2o
17b2o9b3o86b2o9b3o$372bo129bo139bo66bobo30bo99bo2$810b2o$350b2o459b2o
$349bobo458bo$211b2o138bo$210bobo$212bo2$241bo226b2o$240b2o227b2o$240b
obo225bo2$462b3o$464bo141b2o$54b3o155b2o249bo141bobo$54bo156bobo393bo
$55bo157bo2$11b3o$13bo$12bo$78b2o$78bobo290b2o$78bo292bobo$371bo7$b2o
$obo$2bo5$305b2o$306b2o$305bo4$721bo29bobo$721b3o9b2o16b2o$724bo8bo18b
o$723b2o6bobo$727bo3b2o3b2o$726bobo7b2o$717b2o7bo2bo$718bo2b2o4b2o$717b
o4bo$717b5o2$717b3o$717bo2bo$718b2o9$744b2o$743bo2bo$744b3o2$742b5o$741b
o4bo$735b2o4b2o2bo$734bo2bo7b2o$726b2o7bobo$726b2o3b2o3bo$730bobo6b2o
$730bo8bo$729b2o9b3o$742bo2$710b2o$711b2o$710bo!

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

Re: Synthesising Oscillators

Post by KtT » January 4th, 2024, 2:12 am

P76 pi-heptomino hassler in 25G, down from 26G:

Code: Select all

x = 437, y = 34, rule = B3/S23
52bo$53b2o$52b2o244bo$299b2o$35bo208bo53b2o$36b2o205bo$35b2o206b3o$240b
o$241bo$239b3o57b2o$131b2o44b2o10b2o44b2o10b2o44b2o3bo2bo3b2o44b2o10b
2o45b2o10b2o$121bo8bo2bo42bo2bo8bo2bo42bo2bo8bo2bo42bo2bo3b2o3bo2bo42b
o2bo8bo2bo43bo2bo2b4o2bo2bo$121bobo7b3o42b3o10b3o42b3o10b3o42b3o10b3o
42b3o10b3o43b3o2b6o2b3o$58bobo60b2o5b3o48b3o4b3o48b3o4b3o48b3o4b3o48b
10o49b10o$58b2o56bobo9bo2bo46bo2bo4bo2bo46bo2bo4bo2bo46bo2bo4bo2bo46b
o2b6o2bo47bo10bo$59bo57b2o11b2o46b2o8b2o46b2o8b2o46b2o8b2o46b2o2b4o2b
2o47b2o8b2o$117bo123bo58bo$240bobo56bobo$62bo177bobo56bobo$62bobo176b
o58bo$57bo4b2o241b2o$58b2o118bobo116b2o6bobo47b2o16bo40b2o14b3o$57b2o
120b2o2b3o3bo106bobo6bo49b2o15bo41b2o5bo$120b2o57bo3bo4b2o108bo73b3o45b
o7bo5bo$119b2o63bo3bobo229b3o5bo5bo$121bo254b3o35b2o12bo5bo$o112b2o261b
o38b2o$b2o111b2o7b3o251bo36bo$2o101b2o8bo9bo$68b2o32bobo19bo17b2o56b2o
56b2o56b2o56b2o57b2o$68bo35bo37bo57bo57bo57bo57bo58bo$2b3o64b3o71b3o55b
3o55b3o55b3o55b3o56b3o$4bo66bo73bo57bo57bo57bo57bo58bo$3bo!
EDIT: This synthesis is invalid:

Code: Select all

x = 32, y = 37, rule = LifeHistory
6.A$7.2A$6.2A5$7.2A$.2A3.A2.A3.2A$A2.A3.2A3.A2.A$3A10.3A$3.3A4.3A$2.A
2.A4.A2.A$2.2A8.2A$8.A$7.A.A$7.A.A$8.A$13.2A$5.2A6.ABA$4.A.A6.A3B$6.A
7.4B$15.4B$16.4B$17.4B$18.4B$19.4B$20.4B2A$21.3BA$22.3B3A$23.4BA$24.4B
$25.4B$26.4B$27.2B2D$28.BDBD$29.DB!

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

Re: Synthesising Oscillators

Post by carsoncheng » January 5th, 2024, 12:53 am

xp2_2lm069a4z12430352 in 10G:

Code: Select all

x = 125, y = 26, rule = B3/S23
59bo$57b2o$58b2o5$62b2o58bo$62bobo57bobo$62bo45bo3bo9b2o$107bobobo
bo4b2o$obo3b2o43b2o7bo45bo2bob2o5b2o$b2o3bobo33bobo5bo2bo6b2o45b2o
$bo4bo35b2o6bo2bo5bobo49b2o$43bo7b2o47b2o5b2obo2bo$100b2o4bobobobo
$41bo54b2o9bo3bo$39bobo53bobo$40b2o55bo5$44b2o$45b2o$44bo!
xp3_4ac0fhozy43hu06a4 in 9G:

Code: Select all

x = 62, y = 26, rule = B3/S23
44bobo$45b2o$45bo4$52bo$52bobo$52b2o2$obo36bo9b2o$b2o37b2o6bo2bo$b
o37b2o7b2obo$7bo41bob2o7b2o$6bo42bo2bo6b2o$2bo3b3o41b2o9bo$2b2o$bo
bo43b2o$46bobo$48bo4$55bo$54b2o$54bobo!
xp5_660u1jzy0110gu2zy7j1u0oozy711 in 13G:

Code: Select all

x = 132, y = 40, rule = B3/S23
125bo$124bobo$124bo2bo$125b2o2$129b3o$129bo$130bo$54bo$54bobo$54b
2o$5bobo$5b2o45bo61b2o6b2o$6bo43bobo61bobob2o2b2o$51b2o63bob2o$58b
o57bo8b2o$58bobo53bobo8bobo$51bo6b2o54b2o9bo$obo48bo58b2o$b2o48bo
59bo$bo3bobo39bo63bo$5b2o40bo63b2o$6bo32b2o6bo49bo9b2o$38bobo54bob
o8bobo$40bo55b2o8bo$46b2o55b2obo$46bobo50b2o2b2obobo$46bo52b2o6b2o
2$43b2o$42bobo$44bo$92bo$93bo$91b3o2$96b2o$95bo2bo$96bobo$97bo!
xp5_69arahrrharaic in 9G (3G pentadecathlon + symmetric conversion), down from 10G:

Code: Select all

x = 38, y = 41, rule = B3/S23
6bo$7bo$5b3o7$obo23bo$b2o21b2o$bo23b2o8$16bo4bo$14b2ob4ob2o$16bo4bo8$
11b2o23bo$12b2o21b2o$11bo23bobo7$30b3o$30bo$31bo!

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

Re: Synthesising Oscillators

Post by KtT » January 5th, 2024, 10:48 am

Antiphase why bother in 7G, down from 8G:

Code: Select all

x = 105, y = 52, rule = B3/S23
102bobo$102b2o$103bo5$o$b2o63b2o13bo$2o64b2o12bobo$7b2o64b3o5b2o$7bob
o$7bo$82b2o$81b2o$83bo6$19b3o$19bo6b3o$20bo5bo$27bo25$60bo$60b2o$59bo
bo!

User avatar
HerscheltheHerschel
Posts: 589
Joined: September 4th, 2023, 5:23 am

Re: Synthesising Oscillators

Post by HerscheltheHerschel » January 5th, 2024, 1:00 pm

Double killer toads in 6g:

Code: Select all

x = 17, y = 26, rule = B3/S23
o15bo$b2o11b2o$2o13b2o4$12bo$10b2o$11b2o9$11b2o$10b2o$12bo4$2o13b2o$b
2o11b2o$o15bo!
Last edited by HerscheltheHerschel on January 10th, 2024, 10:56 am, edited 1 time in total.
superstrings, fuses, waves, wicks, and agars are cool
30P5H2V0 IS A BAD, UNMEMORIZABLE NAME
moved to new account hth

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

Re: Synthesising Oscillators

Post by Chris857 » January 6th, 2024, 12:46 am

Should lower the cost of this p100 LOM hassler from 38G to 35G.

Code: Select all

x = 484, y = 84, rule = B3/S23
148bobo$149b2o63bo$149bo64bobo$214b2o27$39bo$37b2o$bo36b2o$2bo46bo149b
o139bo109bo$3o45bobo147bobo137bobo107bobo$49bobo147bobo119bo17bobo89b
o17bobo$46b2obo146b2obo119b2o15b2obo89b2o15b2obo$49bob2o146bob2o112b2o
4b2o16bob2o82b2o4b2o16bob2o$47bobo147bobo115b2o3bo16bobo85b2o3bo16bob
o$48bobo147bobo137bobo107bobo$49bo149bo139bo109bo28bo$478bobo$478b2o3$
216b2o138b2o108b2o$216bo139bo109bo$214bobo137bobo107bobo$214b2o138b2o
108b2o2$169b2o138b2o108b2o$168bobo137bobo107bobo$168bo139bo109bo$167b
2o138b2o108b2o5$35bo149bo139bo109bo$34bobo147bobo137bobo107bobo$35bob
o147bobo137bobo107bobo16bo$32b2obo146b2obo136b2obo106b2obo16b2o$35bob
2o146bob2o136bob2o106bob2o15b2o$33bobo147bobo137bobo107bobo17bo$34bob
o45b3o99bobo137bobo107bobo$35bo46bo102bo24b2o113bo109bo$45b2o36bo125b
2o$46b2o163bo$45bo98b2o183b3o27b2o$143bobo185bo27bobo$145bo66b3o115bo
23b2o3bo$212bo141bobo$213bo140bo$326b3o$328bo$327bo6$481b2o$481bobo$481b
o!
2024-01-07:
p56 R-pentomino hassler in 84G.

Code: Select all

x = 1413, y = 123, rule = B3/S23
1388bo$1388bobo$1388b2o4$1375bo$1375bobo$1375b2o12$1053bo$1051bobo$1052b
2o273bo$1325bobo$1326b2o$706bo72bo$3bobo701bo69b2o$4b2o699b3o70b2o$4b
o714bo$720b2o$707bo11b2o$708b2o224bo$707b2o226b2o$934b2o237bo$704bo466b
obo$50b2o108b2o118b2o128b2o108b2o108b2o73bo34b2o102bo15b2o98b2o118b2o
90b2o36b2o148b2o$50bobo2b2o103bobo2b2o25bo87bobo2b2o123bobo2b2o103bob
o2b2o103bobo2b2o66b3o34bobo2b2o98b2o13bobo2b2o93bobo2b2o113bobo2b2o123b
obo2b2o143bobo2b2o43bo$52bo3bo105bo3bo25bobo87bo3bo125bo3bo105bo3bo105b
o3bo105bo3bo97b2o16bo3bo72bobo20bo3bo115bo3bo125bo3bo145bo3bo43bobo$48b
4ob3o102b4ob3o26b2o84b4ob3o122b4ob3o102b4ob3o102b4ob3o102b4ob3o112b4o
b3o74b2o16b4ob3o112b4ob3o122b4ob3o142b4ob3o44b2o$48bo2bobo104bo2bobo114b
o2bobo124bo2bobo104bo2bobo104bo2bobo104bo2bobo114bo2bobo76bo17bo2bobo
114bo2bobo124bo2bobo41bo102bo2bobo$51bobob3o103bobob3o113bobob3o123bo
bob3o103bobob3o103bobob3o103bobob3o113bobob3o93bobob3o113bobob3o123bo
bob3o35b2o106bobob3o$52b2obo2bo103b2obo2bo113b2obo2bo123b2obo2bo103b2o
bo2bo103b2obo2bo103b2obo2bo113b2obo2bo93b2obo2bo113b2obo2bo123b2obo2b
o35b2o106b2obo2bo36bo$57b2o26bo81b2o118b2o128b2o108b2o78bo29b2o108b2o
118b2o98b2o118b2o116b2o10b2o136b2o10b2o35bo$32bo52bobo207bobo238bo71b
o596b2o148b2o47b3o$33b2o50b2o164bo43b2o128bo108b2o70b3o$32b2o218bo43b
o75bo51bo110b2o713bo$250b3o120b2o49b3o175bo165bo479b2o$372b2o117bo108b
obo165bobo337bo140b2o$489bobo109b2o165b2o338bobo233bo$490b2o616b2o233b
obo$876b2o86b2o10b2o106b2o10b2o116b2o10b2o115bo2bo17b2o10b2o$875bo2bo
84bo2bo8bo2bo104bo2bo8bo2bo114bo2bo8bo2bo115b2o17bo2bo8bo2bo$876bobo85b
obo9bobo105bobo9bobo115bobo9bobo135bobo9bobo$874b2obo87bo8b2obo107bo8b
2obo117bo8b2obo137bo8b2obo$487bobo384b3o97b3o117b3o127b3o147b3o$488b2o
359b2o23b2o73b2o23b2o93b2o23b2o103b2o23b2o123b2o23b2o$488bo359b3o97b3o
117b3o127b3o147b3o$847bob2o96bob2o116bob2o8bo117bob2o8bo137bob2o8bo$846b
obo97bobo117bobo9bobo115bobo9bobo135bobo9bobo$846bo2bo96bo2bo116bo2bo
8bo2bo114bo2bo8bo2bo134bo2bo8bo2bo17b2o$847b2o98b2o118b2o10b2o116b2o10b
2o136b2o10b2o17bo2bo$1055b2o322bobo$715b2o337bobo323bo$714bobo339bo117b
2o$716bo458b2o$1174bo2$627bo590b2o98b3o47b2o$408bo108b2o107bobo107b2o
118b2o98b2o118b2o128b2o10b2o100bo35b2o10b2o$278b2ob2o124bobob2o104bob
ob2o103bo2bob2o103bo2bob2o113bo2bob2o93bo2bob2o113bo2bob2o86b2o35bo2b
ob2o106bo36bo2bob2o$159b2o116bobobobo124b2obobo104b2obobo103b3obobo103b
3obobo113b3obobo93b3obobo113b3obobo86b2o35b3obobo143b3obobo$158bo2bob
o2bo110bo3bobo2bo124bobo2bo104bobo2bo104bobo2bo104bobo2bo114bobo2bo17b
o76bobo2bo114bobo2bo82bo41bobo2bo144bobo2bo$158b4ob4o111b4ob4o121b4ob
4o101b4ob4o102b3ob4o102b3ob4o112b3ob4o16b2o74b3ob4o112b3ob4o122b3ob4o
96b2o44b3ob4o$162bo119bo124bo4bo104bo4bo105bo3bo105bo3bo115bo3bo20bob
o72bo3bo16b2o97bo3bo125bo3bo99bobo43bo3bo$158b2o2bobo113b2o2bobo122bo
bo2bobo102bobo2bobo103b2o2bobo103b2o2bobo34b3o76b2o2bobo93b2o2bobo13b
2o98b2o2bobo123b2o2bobo99bo43b2o2bobo$158b2o3b2o113b2o3b2o123b2o3b2o98b
2o3b2o3b2o108b2o108b2o34bo83b2o98b2o15bo102b2o128b2o36b2o110b2o$512bo
2bo264bo470bobo$512bo2bo373b2o360bo$513b2o261b2o110b2o$775b2o113bo$764b
2o11bo$763b2o$765bo$705b2o70b3o$706b2o69bo$705bo72bo$40b3o1354b2o$42b
o1354bobo$41bo1069b2o284bo$382bo728bobo$382b2o727bo$381bobo$250b3o$252b
o$251bo2$31b2o$30bobo46b2o$32bo46bobo$79bo$541b2o$540b2o$542bo805b2o$
1347bobo$1349bo4$1335b2o$1334bobo$3o1333bo$2bo368b3o$bo371bo$372bo4$5b
2o$4bobo$6bo$93b2o$93bobo$93bo!
2024-01-08:
58P37 (wiki) in 23G, down from 24G.

Code: Select all

x = 337, y = 82, rule = B3/S23
289bo$287bobo$288b2o3$323bo$291bobo29bobo$292b2o29b2o$292bo$328bobo$328b
2o$329bo4bobo$334b2o$335bo2$290bobo$291b2o$291bo2$326bo$101bo111bo111b
o$102b2o109bobo109b3o$101b2o36bo73b2o$138bo$138b3o6$322b2o$322bo$320b
obo$320b2o5$97b2o78b2o118b2o$98bo79bo119bo$98bobo77bobo19b2o96bobo19b
2o$99b2o78b2o19bobo96b2o19bobo$202bo119bo$202b2o118b2o5$19b2o78b2o78b
2o118b2o$18bobo77bobo77bobo117bobo$18bo79bo79bo119bo$17b2o78b2o78b2o118b
2o6$3o$2bo$bo36b2o$37b2o254b3o$39bo191b2o62bo$209b2o19b2o62bo$208b2o22b
o$210bo118bo$328b2o$328bobo2$285bo$285b2o$284bobo4bo$291b2o$290bobo$328b
o$296b2o29b2o$295bobo29bobo$297bo3$331b2o$331bobo$331bo!
p23 R-pentomino hassler in 71G, down from 85G.

Code: Select all

x = 324, y = 71, rule = B3/S23
101bo$102b2o$101b2o3$109bo203bo$110bo202bobo$108b3o202b2o$222bo$223b2o
$222b2o13bo80bo$235bobo68bo9b2o$229bo6b2o61bo4b2o11b2o$227bobo68bo6b2o
$228b2o68b3o2$2bo238bobo$3b2o114bo122b2o$2b2o113bobo122bo$118b2o$26b2o
16bo101b2o128b2o$26bobo2b2o10bo102bobo2b2o95bo27bobo2b2o$4bobo16bo4bo
3bo10b3o97bo4bo3bo96bo23bo4bo3bo$5b2o16b5ob3o111b5ob3o95b3o23b5ob3o$5b
o21bobo117bobo127bobo$23b3obobo113b3obobo123b3obobo$22bo2bob2o113bo2b
ob2o123bo2bob2o$22b2o16bo101b2o128b2o$38b2o112bo129bo$39b2o110bobo15b
obo73bo2bobo7bo5bo16bobo$150bo2bo15b2o72bobo3b2o5bobo5b3o13bo2bo$151b
2o17bo73b2o3bo7b2o8bo13b2o$148bo117b2o10bo$148bo129bo$148bo129bo2$137b
o129bo$137bo129bo$137bo129bo10b2o$115bo17b2o128b2o13bo8b2o7bo3b2o$115b
2o15bo2bo126bo2bo13b3o5bobo5b2o3bobo$5b2o107bobo15bobo127bobo16bo5bo7b
obo2bo$6b2o125bo129bo$5bo16b2o118b2o128b2o$17b2obo2bo113b2obo2bo123b2o
bo2bo$16bobob3o113bobob3o123bobob3o$16bobo21bo95bobo127bobo$14b3ob5o16b
2o93b3ob5o121b3ob5o23b3o$3o10bo3bo4bo16bobo91bo3bo4bo120bo3bo4bo23bo$
2bo10b2o2bobo113b2o2bobo123b2o2bobo27bo$bo16b2o118b2o128b2o$166b2o$42b
2o122bobo134bo$41b2o123bo135b2o$43bo258bobo2$245b3o68b2o$239b2o6bo68b
obo$227b2o11b2o4bo61b2o6bo$228b2o9bo68bobo$227bo80bo13b2o$321b2o$323b
o$175b3o53b2o$175bo54bobo$176bo55bo3$183b2o$182b2o$184bo!

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

Re: Synthesising Oscillators

Post by KtT » January 9th, 2024, 7:57 am

112P15 in 50G, down from 52G:

Code: Select all

x = 229, y = 67, rule = B3/S23
172bobo41bobo$173b2o41b2o$173bo6bobo25bobo6bo$181b2o25b2o$181bo27bo6$
162bo65bo$163b2o61b2o$162b2o19bo43b2o$184b2o$183b2o3bobo14bo$188b2o14b
o$112bobo74bo3bobo8b3o$113b2o78b2o$57bobo53bo3bobo44bo29bo31bo$57b2o58b
2o46b2o57b2o$58bo59bo45b2o18bo22bo17b2o$21bo86b2o72b2o17b3o2b2o6bobo$
19b2o31bo56b2o67bo4b2o16bo4bobo5b2o$20b2o31b2o53bo67bobo23bo12bo$52b2o
123b2o$183bo9bo3bo$183bobo6bobobobo14b2o$54b2o127b2o7bobobobo13b2o$55b
2o136bo3bo16bo$54bo$75b2o39b2o11b2o57b2o11b2o$11bobo60bo2bo37bo2bo9bo
2bo55bo2bo9bo2bo7b2o$12b2o61b2o39b2o11b2o57b2o11b2o7b2o$12bo165bo33bo
$75b2o39b2o11b2o48b2o7b2o11b2o$74bo2bo37bo2bo9bo2bo46b2o7bo2bo9bo2bo$
18b2o55b2o39b2o11b2o57b2o11b2o$18bobo$18bo48bo3bo49bo3bo50bo16bo3bo$66b
obobobo47bobobobo50b2o13bobobobo7b2o$bo64bobobobo47bobobobo49b2o14bob
obobo6bobo$b2o64bo3bo49bo3bo67bo3bo9bo$obo209b2o$175bo12bo23bobo$175b
2o5bobo4bo16b2o4bo$174bobo6b2o2b3o17b2o$164b2o17bo22bo18b2o$165b2o57b
2o$164bo31bo29bo$196b2o$184b3o8bobo3bo$186bo14b2o$185bo14bobo3b2o$205b
2o$162b2o43bo19b2o$163b2o61b2o$162bo65bo6$181bo27bo$181b2o25b2o$173bo
6bobo25bobo6bo$173b2o41b2o$172bobo41bobo!

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

Re: Synthesising Oscillators

Post by carsoncheng » January 10th, 2024, 12:59 am

xp30_252y1252z04r4x4r4zz252y1252 (Eureka) in 10G, down from 11G:

Code: Select all

x = 37, y = 40, rule = B3/S23
bo33bo$2bo31bo$3o31b3o11$6bo23bo$7bo21bo$5b3o21b3o13$19b3o$19bo$bo18b
o14bo$b2o31b2o$obo13b3o15bobo$18bo$17bo3$4b2o25b2o$5b2o23b2o$4bo27bo!
EDIT: Quickly reduced to 9G (4G xs8_252y1252 + 5G conversion):

Code: Select all

x = 29, y = 27, rule = B3/S23
o27bo$b2o23b2o$2o25b2o11$13bo$14b2o$13b2o2$11bo6b2o$12bo4b2o$10b3o6bo
5$10bo7bo$9bobo5bobo$10bo7bo!
Last edited by carsoncheng on January 18th, 2024, 12:12 am, edited 1 time in total.

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

Re: Synthesising Oscillators

Post by KtT » January 10th, 2024, 10:13 am

Ellison p4 HW emulator in 48G, down from 50G:

Code: Select all

x = 28, y = 33, rule = B3/S23
3b2o$3b2o$7bo$b7o$o$2o2b2o$5bo$5bob2o$6bo2bo$8bobo$2o7b2o$bo$o$2o$11b
o$10bo$10b3o3$9bo7b3o$8b2o7bo$8bobo7bo9$25b2o$25bobo$25bo!

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

Re: Synthesising Oscillators

Post by Chris857 » January 10th, 2024, 10:22 am

KtT wrote:
January 10th, 2024, 10:13 am
Ellison p4 HW emulator in 48G, down from 50G:

Code: Select all

x = 28, y = 33, rule = B3/S23
3b2o$3b2o$7bo$b7o$o$2o2b2o$5bo$5bob2o$6bo2bo$8bobo$2o7b2o$bo$o$2o$11b
o$10bo$10b3o3$9bo7b3o$8b2o7bo$8bobo7bo9$25b2o$25bobo$25bo!
That looks like the wrong orientation for the tail of the boat-with-tail? (comparing to the other steps showing on catagolue)

User avatar
HerscheltheHerschel
Posts: 589
Joined: September 4th, 2023, 5:23 am

Re: Synthesising Oscillators

Post by HerscheltheHerschel » January 10th, 2024, 11:27 am

5g killer toads + block:

Code: Select all

x = 20, y = 11, rule = B3/S23
obo$b2o$bo2$7bo4bo$7b2o2b2o5bo$6bobo2bobo3b2o$17bobo$bo$b2o$obo!
5g killer toads + tl:

Code: Select all

x = 20, y = 11, rule = B3/S23
obo$b2o$bo2$7bo4bo$7b2o2b2o$6bobo2bobo$17b2o$bo15bobo$b2o14bo$obo!
superstrings, fuses, waves, wicks, and agars are cool
30P5H2V0 IS A BAD, UNMEMORIZABLE NAME
moved to new account hth

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

Re: Synthesising Oscillators

Post by KtT » January 10th, 2024, 11:39 am

Chris857 wrote:
January 10th, 2024, 10:22 am
That looks like the wrong orientation for the tail of the boat-with-tail? (comparing to the other steps showing on catagolue)
I realized that is a wrong synthesis but I couldn't fix it.

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

Re: Synthesising Oscillators

Post by Chris857 » January 12th, 2024, 1:33 am

Chris857 wrote:
December 9th, 2023, 11:46 pm
I've been attempting a synthesis of either gourmet or popover
Near miss. This gets the pi in the correct spot with gliders on the correct lanes, but the eater and the the reaction envelope are just a bit too big. I also ran across a few others with tighter envelopes but the gliders were on the wrong lanes.

Code: Select all

x = 147, y = 132, rule = LifeHistory
22$78.2B$77.3B47.A$76.4B46.A$75.4B47.3A$60.2A6.2A4.4B$55.A4.A7.A4.4B$
54.A.A4.3A.2A.A3.4B$54.A.A6.A.A.A3.4B$52.3A.2A8.A3.4B$51.A17.4B$52.3A
.2A10.4B47.2A$54.A.2A9.2BAB3.2A3.2A38.C$66.B2AB2A.A2.A2.2A36.2D.2CA$60.
A4.2B2AB2A2.A.A40.2D.2DA$59.A.A3.6B4.A$55.2A2.A2.A2.5B$55.2A3.2A3.4B9.
2A.A$64.4B10.2A.3A$63.4B17.A$62.4B3.A8.2A.3A28.2A$61.4B3.A.A.A6.A.A29.
A.A$60.4B3.A.2A.3A4.A.A31.A$59.4B4.A7.A4.A$58.4B4.2A6.2A$57.4B$56.4B$
55.4B$55.3B$55.2B12$78.2B$77.A2B47.B$76.A3B46.3B$75.B3A46.4B$60.2A6.2A
4.4B46.4B$55.A4.A7.A4.4B46.4B$54.A.A4.3A.2A.A3.4B46.4B$54.A.A6.A.A.A3.
4B46.4B$52.3A.2A8.A3.4B45.5B$51.A17.4B45.5B$52.3A.2A10.B2AB46.4B$54.A
.2A9.2BCB3.2A3.2A36.2BC.2B$66.B2DB2C2A2.A2.2A35.B2CB2C2B$60.A4.2B2DB2D
A.A.A40.2CB2CB$59.A.A3.6B4.A41.4B$55.2A2.A2.A2.5B46.4B$55.2A3.2A3.4B9.
2A.A33.4B$64.4B10.2A.3A30.4B$63.4B17.A28.4B$62.2A2B3.A8.2A.3A28.4B$61.
ABAB3.A.A.A6.A.A29.4B$60.3BA3.A.2A.3A4.A.A30.2B$59.4B4.A7.A4.A$58.4B4.
2A6.2A$57.4B$56.4B$55.4B$55.3B$55.2B13$77.B$76.3B$75.4B$60.2A6.2A4.4B
$55.A4.A7.A4.4B$54.A.A4.3A.2A.A3.4B$54.A.A6.A.A.A3.4B$52.3A.2A8.A2.5B
$51.A16.5B$52.3A.2A10.4B$54.A.2A9.2BC.2B.2A3.2A$66.B2CB2C2B2.A2.2A$60.
A6.2CB2CB.A.A$59.A.A5.4B4.A$55.2A2.A2.A3.4B$55.2A3.2A3.4B9.2A.A$64.4B
10.2A.3A$63.4B17.A$62.4B3.A8.2A.3A$61.4B3.A.A.A6.A.A$62.2B3.A.2A.3A4.
A.A$67.A7.A4.A$66.2A6.2A!
Should improve p67 B-heptomino hassler by 12G to 169G.

Code: Select all

x = 344, y = 88, rule = B3/S23
210b2o$209b3o$209b3o$209b3o$209b2obo$210b3o$211bo4$140bo$139bo$139b3o
2$190bo$188bobo$135bobo51b2o$135b2o$136bo57bo$195b2o$194b2o5bo$134bo64b
obo$20b2o88b2o21bo66b2o18b2o98b2o$19bobo87bobo21b3o83bobo97bobo$19bo4b
o84bo4bo104bo4bo94bo4bo$17b2ob5o82b2ob5o102b2ob5o92b2ob5o$18bobo87bob
o107bobo97bobo$18bobob3o83bobob3o103bobob3o93bobob3o$19b2obo2bo83b2ob
o2bo103b2obo2bo93b2obo2bo$24b2o88b2o108b2o98b2o2$151b4o$150b6o$26b2o88b
2o31b2ob4o70b2o98b2o$26b2o88b2o32b2o74b2o98b2o$230bo82b3o14bo$230bo99b
o$17b2o88b2o108b2o11bo86b2o11bo$11b2o3bo2bo7bo73b2o3bo2bo7bo93b2o3bo2b
o7bo83b2o3bo2bo7bo$11b2o4b2o7bobo11bo60b2o4b2o7bobo11bo80b2o4b2o7bobo
11bo70b2o4b2o7bobo11bo$6b2o18bobo9b3o55b2o18bobo9b3o75b2o18bobo9b3o65b
2o18bobo9b3o$2b2obobo19bo9bo3b2o49b2obobo19bo9bo3b2o69b2obobo19bo9bo3b
2o59b2obobo19bo9bo3b2o$3bobo31b4o2bo49bobo31b4o2bo69bobo31b4o2bo59bob
o31b4o2bo$3bob2o33bob2o49bob2o33bob2o69bob2o33bob2o59bob2o33bob2o$2ob
o33b2obo49b2obo33b2obo69b2obo33b2obo59b2obo33b2obo$o2b4o31bobo49bo2b4o
31bobo69bo2b4o31bobo59bo2b4o31bobo$b2o3bo9bo19bobob2o49b2o3bo9bo19bob
ob2o69b2o3bo9bo19bobob2o59b2o3bo9bo19bobob2o$3b3o9bobo18b2o55b3o9bobo
18b2o75b3o9bobo18b2o65b3o9bobo18b2o$3bo11bobo7b2o4b2o60bo11bobo7b2o4b
2o80bo11bobo7b2o4b2o70bo11bobo7b2o4b2o$16bo7bo2bo3b2o73bo7bo2bo3b2o93b
o7bo2bo3b2o83bo7bo2bo3b2o$25b2o88b2o108b2o98b2o2$118b3o107b3o97b3o$16b
2o88b2o108b2o64b2o32b2o$16b2o88b2o108b2o60b4ob2o31b2o$278b6o$279b4o2$
18b2o88b2o108b2o98b2o$18bo2bob2o83bo2bob2o103bo2bob2o93bo2bob2o$19b3o
bobo83b3obobo103b3obobo93b3obobo$23bobo87bobo107bobo97bobo$19b5ob2o82b
5ob2o102b5ob2o92b5ob2o$19bo4bo84bo4bo104bo4bo94bo4bo$22bobo87bobo107b
obo73b3o21bobo$22b2o18b2o68b2o108b2o76bo21b2o$42bobo254bo$42bo5b2o$47b
2o$49bo247bo$297b2o$53b2o241bobo$53bobo$53bo2$292b3o$294bo$293bo4$32b
o$31b3o$31bob2o$32b3o$32b3o$32b3o$32b2o!
2024-01-13:
BobShemyakin wrote:
December 8th, 2018, 3:58 pm
mniemiec wrote:One of the soups for 18P2.359 suggests a 28-glider synthesis
https://catagolue.appspot.com/object/xp ... x111/b3s23
reduced to 24G:

Bob Shemyakin
Fixed alignment issues from this synth, now in 23G, and a synth should actually show up on catagolue.

Code: Select all

x = 324, y = 52, rule = B3/S23
3bo279bobo$bobo280b2o$2b2o280bo$33bo$32bo$32b3o$8bobo$9b2o$9bo$156bo3b
o$109bo47bo2bobo$108bo46b3o2b2o$108b3o2$87b2o15b2o51b2o56b2o78b2o$86b
o2bo13bo2bo49bo2bo55bo2bo76bo2bo$86b3o14bobo50b3o57b3o16bo60b3o$104bo
129bo$86b3o67b3o57b3o15b3o59b3o$85bo2bo66bo2bo46bo9bo2bo76bo2bo$84bob
o67bobo49bo7bobo77bobo$84b2o68b2o48b3o7b2o25bo52b2o$240bo64b2o$240b3o
37b2o22bo2bo$279bobo23b2o$281bo$321bo$296b2o23bobo$200b3o92bo2bo22b2o
$202bo93b2o$27b2o68b2o68b2o32bo25b2o7b3o68b2o$3o23bobo67bobo67bobo57b
obo7bo69bobo$2bo21bo2bo66bo2bo66bo2bo56bo2bo9bo66bo2bo$bo22b3o67b3o67b
3o39b3o15b3o77b3o$208bo$24b3o67b3o67b3o40bo16b3o77b3o$23bo2bo66bo2bo66b
o2bo57bo2bo76bo2bo$24b2o68b2o68b2o60b2o78b2o3$161b2o2b3o$160bobo2bo$162b
o3bo7$318bo$317b2o$317bobo!
Another 12G off the p67 B hassler, down to 157G.

Code: Select all

x = 76, y = 76, rule = B3/S23
3bo$bobo70bo$2b2o66bo2bo$68b2o3b3o$69b2o$2bobo$3b2o$3bo6$21bo$19bobo$
20b2o$36b2o$35bobo$35bo4bo$33b2ob5o20bo$34bobo23bo$34bobob3o19b3o$35b
2obo2bo$40b2o10$56bo$22b2o30b3o$18b2obobo29bo3b2o$19bobo31b4o2bo$19bo
b2o33bob2o$16b2obo33b2obo$16bo2b4o31bobo$17b2o3bo29bobob2o$19b3o30b2o
$19bo10$34b2o$34bo2bob2o$13b3o19b3obobo$15bo23bobo$14bo20b5ob2o$35bo4b
o$38bobo$38b2o$54b2o$54bobo$54bo6$72bo$71b2o$71bobo$5b2o$3o3b2o$2bo2b
o66b2o$bo70bobo$72bo!

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

Re: Synthesising Oscillators

Post by KtT » January 13th, 2024, 8:15 am

A cheapest variant of David Hilbert in 92G, down from 96G:

Code: Select all

x = 96, y = 47, rule = B3/S23
61bobo27bobo$62b2o27b2o$62bo29bo19$20bo$6bo11b2o$7bo11b2o$5b3o2bobo$2b
o8b2o$obo8bo61bo$b2o70bobo18bo$57b2o14b2o18b2o$57bobo23b3o7bobo$58b2o
9b2o12bo5b2o$62bo5b2o14bo3b2o$58b5o7bo19bo$58bo$60bo$59b2o9$3b2o19b2o
$2bobo19bobo$4bo19bo!

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

Re: Synthesising Oscillators

Post by Chris857 » January 13th, 2024, 8:24 pm

112P57 down 10G to 120G.

Code: Select all

x = 170, y = 69, rule = B3/S23
160bo$158b2o$159b2o2$36bo$36bobo90bo$36b2o89bobo28bo$128b2o27bo$157b3o
2$127bobo$128b2o$128bo34bo$161b2o$162b2o$167bo$97bo69bobo$12bo85bo23b
o28bo5bo9b2o$12bo83b3o23bo28bobob2o$12bo109bo19bo8b2o3b2o$8bo2b2o105b
o2b2o18bo$8bo109bo8bo13b3o$8bo4bo104bo4bo3b3o$10b2o108b2o8bo$11b2obo106b
2obo4b2o$obo6bo4b2o97bo5bo4b2o$b2o6b2o103b2o3b2o$bo111b2o14$39bo106b2o
$30b2o6b2o100b2o3b2o$25b2o4bo6bobo94b2o4bo5bo$26bob2o100b2o4bob2o$29b
2o99bo8b2o$27bo4bo98b3o3bo4bo$32bo84b3o13bo8bo$28b2o2bo86bo18b2o2bo$28b
o74b2o3b2o8bo19bo$28bo75b2obobo28bo23b3o$28bo63b2o9bo5bo28bo23bo$91bo
bo69bo$93bo$97b2o$98b2o$97bo34bo$131b2o$131bobo2$101b3o$103bo27b2o$3b
2o97bo28bobo$2bobo126bo$4bo2$100b2o$101b2o$100bo!

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

Re: Synthesising Oscillators

Post by KtT » January 14th, 2024, 7:48 am

P196 pi-heptomino hassler in 23G, down from 24G:

Code: Select all

x = 238, y = 43, rule = B3/S23
86bo73bo$87b2ob2o68bobo$86b2o2bobo67b2o$90bo64bo$97bo55bobo10bo66bo$97b
obo54b2o9bobo64bobo$97b2o66bobo55b2o7bobo$89bo74b2ob3o53b2o6b2ob3o$87b
obo80bo66bo$88b2o74b2ob3o61b2ob3o$164b2obo63b2obo$99b2o$98b2o$89b3o8b
o71bo$89bo81bo$90bo80b3o2$211bobo13bo6b2o$168b3o41b2o14b2o4b2o$168bo43b
o14b2o$169bo$138bo$139bo73b2o14bo$137b3o66b2o4b2o14b2o$70bo135b2o6bo13b
obo$68b2o$56bo12b2o63b3o$54bobo79bo$55b2o78bo2$21bo$21bobo116bob2o63b
ob2o$21b2o115b3ob2o61b3ob2o$137bo66bo$18b2o43bo11b2o61b3ob2o6b2o53b3o
b2o6b2o$17b2o44b2o10b2o63bobo7b2o55bobo7b2o$19bo42bobo75bobo64bobo$57b
o83bo66bo$57b2o9b2o$56bobo9bobo$2o67bo$b2o$o!

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

Re: Synthesising Oscillators

Post by carsoncheng » January 18th, 2024, 12:11 am

xp12_llhahllxe044exe440exllhahll (double carnival shuttle) in 26G (18G xp4_llhahllwey9ewllhahll + 8G symmetric conversion), down from 37G:

Code: Select all

x = 33, y = 37, rule = B3/S23
31bo$30bo$14bobobo11b3o$14bobobo$14bo3bo$15bobo$14bo3bo$14bobobo$14bo
bobo$30bo$29bo$15b3o11b3o$bobo2bobo$2b2o3b2o$2bo4bo8$25bo4bo$24b2o3b2o
$24bobo2bobo$b3o11b3o$3bo$2bo$14bobobo$14bobobo$14bo3bo$15bobo$14bo3b
o$14bobobo$3o11bobobo$2bo$bo!
EDIT: Reduced to 22G (14G xp4_hv4a4vhyfhv4a4vh + 8G symmetric conversion):

Code: Select all

x = 31, y = 33, rule = B3/S23
27bo$12b3ob3o8bobo$15bo11b2o$12b2o3b2o$15bo$12b3ob3o7$bo5bo$2bo2bobo$
3o3b2o13bo$19b2o$9b2o9b2o$10b2o$9bo13b2o3b3o$23bobo2bo$23bo5bo7$12b3o
b3o$15bo$12b2o3b2o$2b2o11bo$bobo8b3ob3o$3bo!
EDIT: xp6_y131u86246z3lkcw66z056 (30P6.1) in 18G (14G xs30_y131e86246z3lkcw66z056 + 4G conversion), down from 20G:

Code: Select all

x = 19, y = 24, rule = B3/S23
5b2o$5bobob2obo$7bobob2o$7b2o2$2o$o5b2o$b3o2b2o$3bo$b2o11bo$bo11bo$2b
o10b3o$b2o$10bo$9b2o$9bobo$16b2o$16bobo$16bo3$13b3o$15bo$14bo!

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

Re: Synthesising Oscillators

Post by Chris857 » January 18th, 2024, 12:08 pm

Chris857 wrote:
December 9th, 2023, 11:46 pm
I've been attempting a synthesis of either gourmet or popover
Finally, I have a successful synthesis of a couple hybrids of gourmet+popover (number 1, 3/4 gourmet, number 2, 1/2 gourmet, number 3, 1/4 gourmet). Unfortunately not a synthesis of the canonical form of either. Turns out a single glider colliding with a clock put the pi in the right spot with good clearance.

Eh, looks like something is up with the HWSS-involving steps, I posted about it here.

Code: Select all

x = 1423, y = 425, rule = B3/S23
1079bo$1080bo$1078b3o37bobo$1118b2o$1119bo2$1076bobo$1077b2o$1077bo234b
2o$1312b3o$1118bo193b3o$1118bobo191b3o$513bo604b2o191bob2o$511b2o798b
3o$479bo32b2o570bo36bobo188bo$480b2o603b2o34b2o$479b2o358bo244b2o36bo
$840bo$838b3o2$167bo245bo67bobo28bo348bobo$167bobo243bobo66b2o28bobo320b
o25b2o$137bo29b2o244b2o67bo29b2o319bobo26bo363bobo$68bo69bo695b2o390b
2o$69b2o65b3o1088bo99bo$68b2o789bobo372bo90b2o$100bobo756b2o371b2o86b
o5b2o$100b2o758bo372b2o85bobo$101bo1218b2o2$1317bo103bo$1315b2o103bo$
172bo812bo330b2o102b3o$172bobo809bo$172b2o810b3o$567b2o78b2o88b2o98b2o
108b2o6b2o120b2o6b2o100b2o6b2o100b2o6b2o90b2o6b2o8b2o$567bo79bo89bo99b
o109bo7bo121bo7bo101bo7bo101bo7bo91bo7bo8bo2bo$394bobo171b3o77b3ob2o84b
3ob2o94b3ob2o104b3ob2obo122b3ob2obo102b3ob2obo102b3ob2obo92b3ob2obo9b
2o$394b2o174bo79bobobo85bobobo95bobobo105bobobo15bo109bobobo105bobobo
105bobobo95bobobo$395bo257bo89bo99bo109bo16bobo110bo109bo109bo99bo4b3o
$389bo580b2o$389bobo$389b2o810b2o108b2o3b2o88bo4b2o3b2o$75bo69bo109bo
109bo119bo79bo79bo89bo99bo109bo129bo109bo14bo2bo91bo14bo2bo2b2o77bo8b
2ob2obo2bo2b2o$75b3o67b3o107b3o107b3o117b3o77b3o77b3o87b3o97b3o107b3o
127b3o107b3o13bobo91b3o13bobo81b3o6b2ob2o2bobo$78bo69bo3b3o103bo5bo103b
o5bo113bo5bo73bo5bo73bo5bo10bo72bo5bo93bo5bo103bo5bo123bo5bo103bo5bo7b
o95bo5bo7bo85bo13bo$77bobo67bobo107bobo2bobo102bobo2bobo112bobo2bobo72b
obo2bobo72bobo2bobo9bo72bobo2bobo12bo79bobo2bobo102bobo2bobo122bobo2b
obo102bobo2bobo102bobo2bobo92bobo$77b2o68b2o108b2o4bobo101b2o4bobo111b
2o4bobo71b2o4bobo71b2o4bobo8b3o70b2o4bobo11bobo77b2o4bobo101b2o4bobo121b
2o4bobo9b2obo88b2o4bobo9b2obo88b2o4bobo9b2obo78b2o16b2obo$263bo109bo119b
o79bo79bo89bo13b2o84bo109bo129bo11b2ob3o92bo11b2ob3o92bo11b2ob3o94b2o
b3o$77b2o68b2o108b2o108b2o118b2o78b2o78b2o88b2o98b2o108b2o128b2o22bo85b
2o22bo85b2o22bo75b2o22bo$77bo69bo109bo109bo119bo8bo70bo8bo70bo8bo80bo
8bo3bo86bo8bo100bo8bo120bo8bo8b2ob3o86bo8bo8b2ob3o86bo8bo8b2ob3o76bo8b
o8b2ob3o$75bobo67bobo107bobo107bobo117bobo7bobo67bobo7bobo67bobo7bobo
77bobo7bobobobo83bobo7bobobo95bobo7bobobo115bobo7bobobo6bobo86bobo7bo
bobo6bobo86bobo7bobobo6bobo76bobo7bobobo6bobo$75b2o68b2o108b2o108b2o118b
2o7bob2o67b2o7bob2o67b2o7bob2o77b2o7bob2ob2o84b2o7bob2ob3o93b2o7bob2o
b3o113b2o7bob2ob3o4bobo86b2o7bob2ob3o4bobo86b2o7bob2ob3o4bobo76b2o7bo
b2ob3o4bobo$494bo79bo79bo89bo99bo7bo101bo7bo121bo7bo4bo96bo7bo4bo96bo
7bo4bo86bo7bo4bo$493b2o78b2o78b2o88b2o98b2o6b2o100b2o6b2o12bo107b2o6b
2o100b2o6b2o100b2o6b2o90b2o6b2o$974b2o4b2o$667b2o305bobo2b2o$592b2o73b
obo311bo$368b2o222bobo60b3o9bo87bo$368b2o222bo64bo85bo10b2o232bo$176b
2o478bo86b2o9bobo230b2o$176bobo563bobo242bobo$176bo1052b3o$1229bo$980b
3o247bo$955b2o23bo$954bobo24bo$956bo7$392b3o$392bo$393bo2$277b3o$277b
o$278bo117b3o$236b3o157bo$238bo158bo$237bo106b2o$343bobo60b3o$345bo60b
o$407bo84$919bo$920bo$918b3o37bobo$958b2o$959bo2$916bobo$917b2o$917bo
404b2o$1322b3o$958bo363b3o$958bobo361b3o$958b2o361bob2o$1321b3o$924bo
36bobo358bo$925b2o34b2o$924b2o36bo6$683bo442bobo$658bo24bobo440b2o$659b
o23b2o442bo209bo$657b3o399bo74bo200b2o$1060bo71b2o196bo5b2o$1058b3o72b
2o195bobo$650bobo677b2o$651b2o$651bo675bo93bo$1325b2o93bo$658bo136bo530b
2o92b3o$659b2o2bobo128bo$658b2o4b2o128b3o$157b2o6b2o80b2o6b2o90b2o6b2o
70b2o6b2o60b2o6b2o60b2o6b2o87bo12b2o6b2o70b2o6b2o150b2o6b2o160b2o6b2o
120b2o6b2o80b2o6b2o80b2o6b2o8b2o$157bo7bo81bo7bo91bo7bo71bo7bo61bo7bo
61bo7bo101bo7bo66bo4bo7bo146bo4bo7bo156bo4bo7bo116bo4bo7bo76bo4bo7bo76b
o4bo7bo8bo2bo$158b3ob2obo82b3ob2obo92b3ob2obo72b3ob2obo62b3ob2obo62b3o
b2obo102b3ob2obo65bobo4b3ob2obo145bobo4b3ob2obo155bobo4b3ob2obo115bob
o4b3ob2obo75bobo4b3ob2obo75bobo4b3ob2obo9b2o$160bobobo85bobobo95bobob
o75bobobo65bobobo65bobobo105bobobo66bobo6bobobo15bo130bobo6bobobo156b
obo6bobobo116bobo6bobobo76bobo6bobobo76bobo6bobobo$163bo89bo99bo79bo69b
o69bo109bo65b3ob2o8bo16bobo126b3ob2o8bo155b3ob2o8bo115b3ob2o8bo75b3ob
2o8bo75b3ob2o8bo4b3o$748bo31b2o126bo169bo129bo89bo89bo$239bobo507b3ob
2o154b3ob2o164b3ob2o124b3ob2o84b3ob2o84b3ob2o$240b2o509bob2o156bob2o166b
ob2o16b2o108bob2o16b2o3b2o63bob2o16b2o3b2o63bob2o11bo4b2o3b2o$240bo859b
o2bo126bo2bo2b2o82bo2bo2b2o76b2ob2obo2bo2b2o$1087bo13bobo113bo13bobo73b
o13bobo73bo6b2ob2o2bobo$254bo99bo79bo69bo10bo58bo109bo79bo159bo161bob
o5bo7bo113bobo5bo7bo73bobo5bo7bo73bobo13bo$252bobo97bobo77bobo67bobo9b
o57bobo12bo94bobo77bobo157bobo161bo2bo2bobo117b2o2bo2bo2bobo77b2o2bo2b
o2bobo77b2o2bo2bo$253bobo97bobo77bobo67bobo8b3o56bobo11bobo93bobo77bo
bo157bobo9b2obo148b2o4bobo9b2obo103b2o3b2o4bobo9b2obo63b2o3b2o4bobo9b
2obo63b2o3b2o16b2obo$253bo99bo79bo69bo69bo13b2o94bo79bo159bo11b2ob3o152b
o11b2ob3o112bo11b2ob3o72bo11b2ob3o84b2ob3o$668b2o271bo169bo129bo89bo89b
o$350bo79bo75bo69bo3bo86bobo16bo79bo159bo8b2ob3o155bo8b2ob3o115bo8b2o
b3o68b3o4bo8b2ob3o68b3o4bo8b2ob3o$349bobo77bobo73bobo67bobobobo87bo15b
obobo75bobobo155bobobo6bobo156bobobo6bobo116bobobo6bobo76bobobo6bobo76b
obobo6bobo$349bobo77bobo12bobo57bob2o66bob2ob2o103bob2ob3o72bob2ob3o152b
ob2ob3o4bobo155bob2ob3o4bobo115bob2ob3o4bobo75bob2ob3o4bobo75bob2ob3o
4bobo$350bo79bo13b2o58bo69bo109bo7bo71bo7bo151bo7bo4bo156bo7bo4bo116b
o7bo4bo76bo7bo4bo76bo7bo4bo$445bo57b2o68b2o108b2o6b2o70b2o6b2o12bo137b
2o6b2o160b2o6b2o120b2o6b2o80b2o6b2o80b2o6b2o$145b3o505b3o128b2o4b2o$147b
o369b2o136bo128bobo2b2o$146bo26b2o342bobo134bo136bo$172b2o331b3o9bo67b
o$174bo332bo65bo10b2o212bo$178b2o326bo66b2o9bobo210b2o$144b2o31b2o58b
o192b2o140bobo222bobo$143bobo33bo57b2o191b2o623b2o72b3o$145bo90bobo817b
2o71bo76b2o$790b3o262bo74bo74bobo$446b2o317b2o23bo271bo137b2o5bo$446b
obo315bobo24bo270b2o137b2o$446bo319bo294bobo136bo6$450bo436bo36b2o265b
3o$449b2o436b2o34b2o268bo$449bobo434bobo36bo266bo2$890b2o$889bobo$891b
o325bo$1216b3o$369b3o560bo282b2obo$369bo561b2o282b3o$370bo560bobo281b
3o$328b3o126b3o755b3o$330bo126bo432bo325b2o$329bo128bo431b2o$889bobo37b
3o$929bo$930bo81$779bo$780bo$778b3o37bobo$818b2o$819bo2$776bobo$777b2o
$777bo544b2o$1322b3o$818bo503b3o$818bobo501b3o$818b2o501bob2o$1321b3o
$784bo36bobo498bo$785b2o34b2o$784b2o36bo6$33bo1152bobo$8bo24bobo1150b
2o$9bo23b2o1152bo149bo$7b3o869bo314bo140b2o$880bo311b2o136bo5b2o$878b
3o312b2o135bobo$obo517bobo807b2o$b2o517b2o$bo519bo805bo93bo$1325b2o93b
o$8bo696bo620b2o92b3o$9b2o2bobo431bobo255bobo$8b2o4b2o431b2o161bobo92b
2o$14bo12b2o6b2o90b2o6b2o100b2o6b2o90b2o6b2o70b2o6b2o21bo48b2o6b2o70b
2o6b2o23b2o55b2o6b2o100b2o6b2o120b2o6b2o90b2o6b2o130b2o6b2o150b2o6b2o
80b2o6b2o8b2o$27bo7bo86bo4bo7bo96bo4bo7bo86bo4bo7bo66bo4bo7bo66bo4bo7b
o66bo4bo7bo25bo50bo4bo7bo9bobo84bo4bo7bo116bo4bo7bo86bo4bo7bo126bo4bo
7bo146bo4bo7bo76bo4bo7bo8bo2bo$28b3ob2obo85bobo4b3ob2obo95bobo4b3ob2o
bo85bobo4b3ob2obo65bobo4b3ob2obo65bobo4b3ob2obo65bobo4b3ob2obo75bobo4b
3ob2obo9b2o84bobo4b3ob2obo115bobo4b3ob2obo85bobo4b3ob2obo125bobo4b3ob
2obo145bobo4b3ob2obo75bobo4b3ob2obo9b2o$30bobobo86bobo6bobobo96bobo6b
obobo86bobo6bobobo66bobo6bobobo26bo39bobo6bobobo66bobo6bobobo76bobo6b
obobo11bo84bobo6bobobo116bobo6bobobo86bobo6bobobo126bobo6bobobo146bob
o6bobobo76bobo6bobobo$33bo85b3ob2o8bo95b3ob2o8bo85b3ob2o8bo65b3ob2o8b
o25b2o38b3ob2o8bo65b3ob2o8bo75b3ob2o8bo95b3ob2o8bo115b3ob2o8bo85b3ob2o
8bo125b3ob2o8bo145b3ob2o8bo75b3ob2o8bo4b3o$118bo109bo99bo79bo41b2o36b
o79bo89bo109bo129bo99bo139bo159bo89bo$119b3ob2o104b3ob2o94b3ob2o74b3o
b2o74b3ob2o74b3ob2o13b2o69b3ob2o13b2o89b3ob2o124b3ob2o94b3ob2o134b3ob
2o154b3ob2o84b3ob2o$121bob2o106bob2o96bob2o76bob2o76bob2o76bob2o15bo70b
ob2o15bo90bob2o126bob2o16b2o78bob2o16b2o118bob2o16b2o138bob2o16b2o3b2o
63bob2o11bo4b2o3b2o$587bo89bo242bo2bo96bo2bo136bo2bo156bo2bo2b2o76b2o
b2obo2bo2b2o$237bo85bo13bo79bo79bo79bo10b2o77bo10b2o97bo129bo13bobo83b
o13bobo123bo13bobo143bo13bobo73bo6b2ob2o2bobo$34bo99bo101bobo5bo76bob
o12bobo5bo6bobo62bobo5bo71bobo5bo71bobo5bo81bobo5bo101bobo5bo121bobo5b
o7bo83bobo5bo7bo123bobo5bo7bo143bobo5bo7bo73bobo13bo$32bobo97bobo101b
o2bo2bobo77b2o12bo2bo2bobo6b2o63bo2bo2bobo71bo2bo2bobo71bo2bo2bobo81b
o2bo2bobo101bo2bo2bobo121bo2bo2bobo87b2o2bo2bo2bobo127b2o2bo2bo2bobo147b
2o2bo2bo2bobo77b2o2bo2bo$33bobo97bobo101b2o4bobo91b2o4bobo6bo64b2o4bo
bo71b2o4bobo71b2o4bobo81b2o4bobo101b2o4bobo9b2obo108b2o4bobo9b2obo73b
2o3b2o4bobo9b2obo113b2o3b2o4bobo9b2obo133b2o3b2o4bobo9b2obo63b2o3b2o16b
2obo$33bo99bo109bo99bo79bo79bo79bo89bo6bo102bo6bo4b2ob3o112bo6bo4b2ob
3o82bo6bo4b2ob3o122bo6bo4b2ob3o142bo6bo4b2ob3o79bo4b2ob3o$18b2o660bo109b
o10bo118bo10bo88bo10bo128bo10bo148bo10bo78bo10bo$17bobo319b3o77b3o77b
3o4bo17b2o53b3o4bo82b3o4bo3bo98b3o4bo3bo4b2ob3o108b3o4bo3bo4b2ob3o78b
3o4bo3bo4b2ob3o118b3o4bo3bo4b2ob3o138b3o4bo3bo4b2ob3o68b3o8bo4b2ob3o$
19bo485bobo16bobo58bobo87bobo107bobo8bobo116bobo8bobo86bobo8bobo126bo
bo8bobo146bobo8bobo77b2o8bobo$504bo2bo16bo59bo2bo86bo2bo106bo2bo8bobo
115bo2bo8bobo85bo2bo8bobo125bo2bo8bobo145bo2bo8bobo76bo2bo7bobo$505b2o
13bo64b2o88b2o108b2o10bo117b2o10bo87b2o10bo127b2o10bo147b2o10bo77bobo
9bo$519b2o884bo$3b3o413bob2o76bob2o16bobo57bob2o86bob2o28bo77bob2o126b
ob2o96bob2o136bob2o156bob2o86bob2o2bo$5bo411b3ob2o74b3ob2o74b3ob2o84b
3ob2o27b2o75b3ob2o124b3ob2o94b3ob2o134b3ob2o3b2o149b3ob2o3b2o79b3ob2o
2bo2bo$4bo411bo79bo79bo89bo33bobo73bo129bo99bo139bo9b2o148bo9b2o78bo9b
2o$417b3ob2o74b3ob2o74b3ob2o84b3ob2o104b3ob2o124b3ob2o94b3ob2o134b3ob
2o154b3ob2o84b3ob2o$419bobo77bobo77bobo87bobo107bobo127bobo97bobo137b
obo157bobo87bobo$419bobo77bobo77bobo87bobo36b2o69bobo127bobo97bobo137b
obo157bobo87bobo$420bo79bo79bo89bo36b2o71bo129bo99bo139bo159bo89bo$709b
o165b2o312b3o$876b2o311bo$701b2o172bo314bo$110b2o589bobo178bo$109bobo
496b2o64b3o24bo180b2o$111bo33b2o75bo384b2o67bo204bobo$144b2o76b2o221b
3o161bo65bo$140bo5bo74bobo221bo$139b2o113b2o76b2o112bo$139bobo111b2o68b
3o7b2o$255bo69bo6bo$324bo2$355b3o$355bo680b2o$328bo27bo678b2o$328b2o707b
o$327bobo666b2o$995bobo$997bo$1033bo$1032b2o$1032bobo!
edit: hopefully this works

Code: Select all

x = 245, y = 443, rule = B3/S23
207bobo$207b2o$208bo23$234bo$232b2o$227bo5b2o$227bobo$227b2o2$224bo$222b
2o$223b2o25$146b3o$148bo$147bo3$148b3o$150bo$149bo11$164b2o6b2o$164bo
7bo$165b3ob2obo$167bobobo$170bo3$178b2o3b2o$162bo14bo2bo2b2o$162b3o13b
obo$165bo5bo7bo$164bobo2bobo$164b2o4bobo9b2obo$170bo11b2ob3o$164b2o22b
o$164bo8bo8b2ob3o$162bobo7bobobo6bobo$162b2o7bob2ob3o4bobo$171bo7bo4b
o$170b2o6b2o75$217bobo$217b2o$218bo23$244bo$242b2o$237bo5b2o$237bobo$
237b2o2$234bo$232b2o$233b2o25$156b3o$158bo$157bo3$158b3o$160bo$159bo11$
64b2o6b2o100b2o6b2o$59bo4bo7bo96bo4bo7bo$58bobo4b3ob2obo95bobo4b3ob2o
bo$58bobo6bobobo96bobo6bobobo$56b3ob2o8bo95b3ob2o8bo$55bo109bo$56b3ob
2o104b3ob2o$58bob2o16b2o3b2o83bob2o16b2o3b2o$77bo2bo2b2o102bo2bo2b2o$
64bo13bobo93bo13bobo$63bobo5bo7bo93bobo5bo7bo$59b2o2bo2bo2bobo97b2o2b
o2bo2bobo$59b2o3b2o4bobo9b2obo83b2o3b2o4bobo9b2obo$70bo11b2ob3o92bo11b
2ob3o$88bo109bo$73bo8b2ob3o88b3o4bo8b2ob3o$72bobobo6bobo96bobobo6bobo
$71bob2ob3o4bobo95bob2ob3o4bobo$71bo7bo4bo96bo7bo4bo$70b2o6b2o100b2o6b
2o11$94bo$93bo$93b3o3$96bo$95bo$95b3o29$15b2o$14bobo$9b2o5bo$10b2o$9b
o6$3o$2bo$bo15$35bo$35b2o180bobo$34bobo180b2o$218bo23$244bo$242b2o$237b
o5b2o$237bobo$237b2o2$234bo$232b2o$233b2o25$156b3o$158bo$157bo3$158b3o
$160bo$159bo11$174b2o6b2o$169bo4bo7bo$168bobo4b3ob2obo$168bobo6bobobo
$166b3ob2o8bo$165bo$166b3ob2o$168bob2o16b2o3b2o$187bo2bo2b2o$174bo13b
obo$173bobo5bo7bo$169b2o2bo2bo2bobo$169b2o3b2o4bobo9b2obo$180bo6bo4b2o
b3o$187bo10bo$176b3o4bo3bo4b2ob3o$182bobo8bobo$181bo2bo8bobo$182b2o10b
o2$176bob2o$174b3ob2o3b2o$173bo9b2o$174b3ob2o$176bobo$176bobo$177bo!
2024-01-19:
MathAndCode wrote:
September 10th, 2021, 12:51 am
Freywa wrote:
September 9th, 2021, 11:52 pm
The new SKOP32 is almost too easy to build, in 14 gliders:
(Where's a gourmet synthesis when you need it?)
Interestingly, that oscillator can support gourmet.

Code: Select all

x = 30, y = 31, rule = B3/S23
22bo$20b3o$19bo$19b2o$27b3o$27b3o$27b3o$16b3o5b3o$15bo2bo5b3o$5bo10b3o
5b3o$4bobo$3bo3bo$2bo3bo$bo3bo22b2o$o3bo5b2o15bobo$bobo6b2o15bo$2bo23b
2o2$26b2o$10bo14bobo$10b3o7b3o3bo$13bo6bo2bo3b3o$12bobo14bo$12b2o7bo2$
12b2o7bo$12bo$10bobo7bobobo$10b2o7bob2ob3o$19bo7bo$18b2o6b2o!
And synthesis for this other variant with a p32 honey farm hassler support.

Code: Select all

x = 937, y = 83, rule = B3/S23
840bo$839bo$839b3o$799bo$800bo$798b3o101bo$900bobo$901b2o2$796bobo5bo
$797b2o6bo120bo$797bo5b3o98bobo19bobo$723bo181b2o19b2o$723bobo179bo$723b
2o206bobo$931b2o$932bo4$903bo$828bobo73bo$828b2o72b3o29bobo$496bobo80b
obo225bo21bo104b2o$497b2o81b2o22bo99bo103b2o125bo$497bo35bo46bo23bobo
97bobo100b2o$532bo71b2o98b2o$532b3o396bo$502bobo77bo348bobo$503b2o78b
o347b2o$279bo42bo180bo77b3o$278bo7bobo34bo126bo476bobo$278b3o5b2o33b3o
124b2o457bo19b2o$287bo157bo3b2o455b3o19bo$443b2o460b3obo$113bo330b2o460b
o3bo$113bobo568b3o220bo3bo$113b2o793bob3o$839b3o67b3o17b3o$838bo71bo17b
o$838bo3bo85bo3bo$838bo2bobo84bo2bobo$6b2o78b2o88b2o68b2o78b2o88b2o88b
2o68b2o88b2o148b2o22bobo2bo60b2o22bobo2bo$6bobo77bobo87bobo67bobo77bo
bo87bobo87bobo67bobo87bobo15b2o130bobo15b2o5bo3bo60bobo15b2o5bo3bo$8b
o79bo89bo69bo79bo89bo89bo69bo89bo15b2o132bo15b2o9bo62bo15b2o9bo$8b2o78b
2o88b2o68b2o78b2o88b2o88b2o68b2o88b2o29b2o117b2o22b3o63b2o22b3o$698b2o
$8b2o78b2o88b2o68b2o78b2o88b2o88b2o68b2o7b2o79b2o7b2o21bo98b3o16b2o7b
2o79b2o7b2o$8bobo77bobo87bobo67bobo77bobo87bobo87bobo14bo52bobo5bo2bo
5bo72bobo5bo2bo5bo115bo16bobo5bo2bo5bo72bobo5bo2bo5bo$9bo79bo89bo69bo
79bo89bo89bo13b3o53bo6bobo4b3o73bo6bobo4b3o114bo18bo6bobo4b3o73bo6bob
o4b3o$6b3o77b3o87b3o67b3o77b3o87b3o13bo73b3o13bo53b3o8bo4bo73b3o8bo4b
o19b2o112b3o8bo4bo73b3o8bo4bo$6bo79bo89bo69bo79bo89bo14bobo72bo14bobo
52bo14bobo72bo14bobo17b2o113bo14bobo72bo14bobo$432b2o88b2o68b2o88b2o19b
o128b2o88b2o2$342b2o88b2o18b2o68b2o68b2o88b2o148b2o88b2o$184bo69bo79b
o8bo80bo8bo18bobo59bo8bo60bo8bo80bo8bo140bo8bo80bo8bo$91bo89bobobo65b
obobo75bobobo7bobo75bobobo7bobo16bo58bobobo7bobo55bobobo7bobo75bobobo
7bobo135bobobo7bobo75bobobo7bobo$89b3o87b3ob2o64b3ob2obo72b3ob2obo7b2o
73b3ob2obo7b2o73b3ob2obo7b2o53b3ob2obo7b2o73b3ob2obo7b2o133b3ob2obo7b
2o73b3ob2obo7b2o$88bo89bo69bo7bo71bo7bo81bo7bo81bo7bo61bo7bo81bo7bo141b
o7bo81bo7bo$88b2o88b2o68b2o6b2o70b2o6b2o80b2o6b2o19b3o58b2o6b2o60b2o6b
2o80b2o6b2o140b2o6b2o80b2o6b2o$447bo$279b2o167bo$278b2o$280bo4bo$284b
2o$284bobo2$201bo$200b2o$200bobo2$175b2o$3bo29b2o139bobo26bo$3b2o28bo
bo140bo25b2o$2bobo28bo168bobo2$179b3o$181bo$2o178bo$b2o$o32b2o$32b2o$
34bo!
And save a few gliders on the above synths when adding loafs.

Code: Select all

x = 261, y = 58, rule = B3/S23
o109bo119bo$b2o108b2o118b2o$2o108b2o118b2o2$22bobo107bobo117bobo$8bo13b
2o94bo13b2o104bo13b2o$9bo13bo95bo13bo105bo13bo$7b3o107b3o117b3o2$28bo
bo107bobo117bobo$28b2o108b2o118b2o$29bo109bo119bo8$3b2o6b2o100b2o6b2o
110b2o6b2o$3bo7bo96bo4bo7bo106bo4bo7bo$4b3ob2obo95bobo4b3ob2obo105bob
o4b3ob2obo$6bobobo96bobo6bobobo106bobo6bobobo$9bo95b3ob2o8bo105b3ob2o
8bo$104bo119bo$105b3ob2o114b3ob2o$107bob2o116bob2o$bo$b3o229bo$4bo5bo
109bo111bobo5bo$3bobo2bobo107bobo111bo2bo2bobo$3b2o4bobo9b2obo94bobo9b
2obo98b2o4bobo9b2obo$9bo11b2ob3o92bo11b2ob3o102bo6bo4b2ob3o$3b2o22bo109b
o108bo10bo$3bo8bo8b2ob3o95bo8b2ob3o98b3o4bo3bo4b2ob3o$bobo7bobobo6bob
o96bobobo6bobo106bobo8bobo$b2o7bob2ob3o4bobo95bob2ob3o4bobo105bo2bo8b
obo$10bo7bo4bo96bo7bo4bo107b2o10bo$9b2o6b2o100b2o6b2o$235bob2o$233b3o
b2o$232bo$233b3ob2o$235bobo$235bobo$236bo$102bo$102b2o$101bobo2$122b3o
$108bo13bo$108b2o13bo$107bobo2$130b2o$129b2o$131bo!

MathAndCode
Posts: 5143
Joined: August 31st, 2020, 5:58 pm

Re: Synthesising Oscillators

Post by MathAndCode » January 19th, 2024, 6:58 pm

Chris857 wrote:
January 18th, 2024, 12:08 pm
Finally, I have a successful synthesis of a couple hybrids of gourmet+popover (number 1, 3/4 gourmet, number 2, 1/2 gourmet, number 3, 1/4 gourmet). Unfortunately not a synthesis of the canonical form of either. Turns out a single glider colliding with a clock put the pi in the right spot with good clearance.And synthesis for this other variant with a p32 honey farm hassler support.
I have improved your syntheses.

Code: Select all

x = 1918, y = 658, rule = B3/S23
1201bo$407bo791b2o$406bo793b2o$406b3o$394bo794bo$395b2o793b2o112bo$
394b2o793b2o104bo6b2o$1295bo7b2o$412bo882bo$402bo7b2o$402bobo6b2o878b
3o3b3o$402b2o$503bo99bo99bo99bo99bo99bo99bo99bo91bo7bo99bo99bo99bo99bo
99bo36bo62bo$14bo487bobo97bobo97bobo97bobo97bobo97bobo97bobo97bobo90bo
6bobo97bobo97bobo97bobo97bobo97bobo33b2o62bobo$13bo388bo99bobo97bobo
97bobo97bobo97bobo97bobo97bobo97bobo90bo6bobo97bobo97bobo97bobo97bobo
97bobo34b2o61bobo$13b3o385bo99b2ob3o94b2ob3o81bo12b2ob3o94b2ob3o94b2ob
3o94b2ob3o94b2ob3o94b2ob3o94b2ob3o94b2ob3o94b2ob3o94b2ob3o94b2ob3o94b
2ob3o94b2ob3o$obo398b3o103bo99bo79bo19bo99bo99bo99bo99bo99bo99bo88b2o
9bo88b2o9bo88b2o9bo88b2o9bo88b2o9bo27bo60b2o9bo$b2o487bo10b2ob3o94b2ob
3o75bo4b3o11b2ob3o94b2ob3o94b2ob3o94b2ob3o94b2ob3o94b2ob3o94b2ob3o89b
2o3b2ob3o89b2o3b2ob3o89b2o3b2ob3o89b2o3b2ob3o89b2o3b2ob3o26b2o61bobo2b
2ob3o$bo489b2o8b2obo96b2obo75bobo18b2obo96b2obo96b2obo96b2obo96b2obo
96b2obo96b2obo96b2obo96b2obo96b2obo96b2obo96b2obo29b2o61b3ob2obo$223bo
67bobo105bobo11bo72b2o2b2o97bo91b2o1215b2o$221b2o69b2o4bo101b2o10b2o
71bobo99bobo7b2o98b2o87bo10b2o87bo10b2o87bo10b2o87bo10b2o87bo10b2o87bo
10b2o87bo10b2o87bo10b2o87bo10b2o87bo10b2o87bo10b2o87bo11b2o$107b2o98b
2o13b2o68bo6b2o6b2o91bo6b2o3bobo72bo19b2o79b2o6bo2bo7b2o65bo21bo2bo7b
2o76bobo8bo2bo7b2o76bobo8bo2bo7b2o76bobo8bo2bo7b2o76bobo8bo2bo7b2o76bo
bo8bo2bo7b2o76bobo8bo2bo7b2o76bobo8bo2bo7b2o76bobo8bo2bo7b2o76bobo8bo
2bo7b2o76bobo8bo2bo7b2o76bobo8bo2bo7b2o76bobo7bo2bo8b2o$106bobo97bobo
89b2o6bobo97bobo97bobo87bobo7bobo66b2o19bobo7bobo76bobo8bobo7bobo76bob
o8bobo7bobo76bobo8bobo7bobo76bobo8bobo7bobo76bobo8bobo7bobo76bobo8bobo
7bobo76bobo8bobo7bobo76bobo8bobo7bobo76bobo8bobo7bobo76bobo8bobo7bobo
76bobo8bobo7bobo76bobo8b2o8bobo$106bo99bo99bo99bo99bo90bo8bo67b2o21bo
8bo76b3ob2o8bo8bo76b3ob2o8bo8bo76b3ob2o8bo8bo76b3ob2o8bo8bo76b3ob2o8bo
8bo76b3ob2o8bo8bo76b3ob2o8bo8bo68bobo5b3ob2o8bo8bo76b3ob2o8bo8bo76b3ob
2o8bo8bo76b3ob2o8bo8bo76b3ob2o17bo$105b2o98b2o98b2o98b2o98b2o78b3o17b
2o85b3o10b2o75bo9b3o10b2o75bo9b3o10b2o75bo9b3o10b2o75bo9b3o10b2o75bo9b
3o10b2o75bo9b3o10b2o75bo9b3o10b2o69b2o4bo9b3o10b2o75bo9b3o10b2o75bo9b
3o10b2o75bo9b3o10b2o75bo9b3o10b2o$296b2o190b3o96bo99b2o94b3ob2o94b3ob
2o94b3ob2o94b3ob2o94b3ob2o94b3ob2o94b3ob2o87bo6b3ob2o94b3ob2o94b3ob2o
94b3ob2o94b3ob2o$205b2o88bobo7b2o89bo8b2o83bo5bo8b2o79bo9bo8b2o74bobo
2b2o8bo8b2o78bob2o7bo8b2o78bob2o7bo8b2o78bob2o7bo8b2o78bob2o7bo8b2o78b
ob2o7bo8b2o78bob2o7bo8b2o63bobo12bob2o7bo8b2o78bob2o7bo8b2o78bob2o7bo
8b2o78bob2o7bo8b2o78bob2o7bo8b2o78bob2o16b2o$204bobo90bo6bobo89bobo5bo
bo82bo6bobo5bobo89bobo5bobo75b2o4bo7bobo5bobo89bobo5bobo89bobo5bobo89b
obo5bobo89bobo5bobo89bobo5bobo89bobo5bobo64b2o23bobo5bobo89bobo5bobo
89bobo5bobo89bobo5bobo89bobo5bobo97bobo$102bo102bo99bo89bobo7bo89bobo
7bo89bobo7bo76bo12bobo7bo89bobo7bo85bo3bobo7bo71bo13bo3bobo7bo85bo3bob
o7bo85bo3bobo7bo85bo3bobo7bo65bo19bo3bobo7bo74bo10bo3bobo7bo85bo3bobo
7bo85bo3bobo7bo85bo3bobo7bo85bo13bo$102b2o202b3o88bo8b3o88bo8b3o88bo8b
3o68b2o18bo8b3o88bo8b3o81bobo4bo8b3o66bobo12bobo4bo8b3o81bobo4bo8b3o
81bobo4bo8b3o81bobo4bo8b3o81bobo4bo8b3o71bo9bobo4bo8b3o81bobo4bo8b3o
81bobo4bo8b3o81bobo4bo8b3o81bobob3ob2o6b3o$101bobo189b2o13bo99bo99bo
99bo67bobo29bo99bo81bo2bo14bo67b2o12bo2bo14bo81bo2bo14bo81bo2bo14bo81b
o2bo14bo81bo2bo14bo71bo9bo2bo14bo77b2o2bo2bo14bo77b2o2bo2bo14bo77b2o2b
o2bo14bo77b2o2bo2b3o3bo8bo$292bobo383bo212b2o98b2o98b2o98b2o98b2o98b2o
98b2o93b2o3b2o93b2o3b2o93b2o3b2o93b2o3b2o3b3o$294bo709b2o114bobo353b3o
3b3o$994bo9bobo87bo25b2o72bo99bo99bo99bo99bo99bo99bo99bo8b3o$994bo9bo
89bo26bo72bo5bo93bo5bo93bo5bo79bo13bo5bo93bo5bo93bo5bo93bo5bo93bo5bo$
788bo205bo99bo99bo4bobo92bo4bobo92bo4bobo78bo13bo4bobo92bo4bobo92bo4bo
bo92bo4bobo92bo4bobo14b2o$788b2o209bo198bo2bo96bo2bo73bo22bo2bo78bo17b
o2bo96bo2bo96bo2bo96bo2bo96bo2bo14b2o$204bobo580bobo5b2o202b2o117bo80b
2o98b2o74b2o22b2o98b2o98b2o98b2o98b2o98b2o$205b2o2bobo583bobo200bobo
108b3o5b2o255bobo$205bo3b2o584bo297bob2o14bo5bobo73bob2o96bob2o96bob2o
96bob2o96bob2o96bob2o96bob2o96bob2o$210bo578b3o108b2o189b3ob2o13bo80b
3ob2o94b3ob2o94b3ob2o94b3ob2o94b3ob2o94b3ob2o94b3ob2o3b2o89b3ob2o3b2o$
789bo110bobo187bo99bo99bo99bo99bo99bo99bo99bo9b2o88bo9b2o$790bo109bo
190b3ob2o94b3ob2o94b3ob2o94b3ob2o94b3ob2o94b3ob2o94b3ob2o94b3ob2o94b3o
b2o$890b3o200bobo97bobo97bobo97bobo97bobo97bobo97bobo6bo90bobo97bobo$
892bo200bobo97bobo97bobo97bobo97bobo97bobo97bobo6bo90bobo97bobo$891bo
202bo99bo99bo99bo99bo99bo99bo7bo91bo99bo$1902bo$1698b3o3b3o195b2o$
1111b3o787bobo$1111bo590bo$1112bo580b2o7bo$1607b2o85b2o6bo$1606b2o85bo
129b3o$1608bo214bo$986b2o836bo$977b3o7b2o607b2o$979bo6bo610b2o229b2o$
978bo617bo230b2o6b2o$1829bo4b2o$1009b3o824bo$1009bo$982bo27bo$982b2o$
981bobo136$419bo$419bobo$419b2o171bo$590bobo$591b2o3$491bo$492bo$490b
3o98bo$590bobo$590bobo91bo$591bo3b2o88b2o605bo$495bo99b2o87b2o605bo$
14bo481bo8bo772bo12b3o$13bo269bo210b3o7bobo769bobo$13b3o265bobo220b2o
590bobo178b2o$obo279b2o214b2o494bo95bobo3b2o$b2o494bobo493bo97b2o4bo
172bo$bo497bo489bo3b3o95bo179b2o$223bo269bo105b2o98b2o98b2o98b2o86bobo
9b2o98b2o90b2o6b2o69b2o19b2o6b2o90b2o6b2o90b2o6b2o90b2o6b2o90b2o6b2o$
221b2o270b2o97b2o5bo92b2o5bo99bo99bo88b2o9bo99bo91bo7bo91bo7bo86bo4bo
7bo86bo4bo7bo86bo4bo7bo86bo4bo7bo$107b2o98b2o13b2o83b2o98b2o83bobo12b
2o83b2o2b2obo7b2o83b2o2b2obo7b2o87b2obo7b2o87b2obo7b2o87b2obo7b2o84b2o
b2obo7b2o83b3ob2obo7b2o83b3ob2obo7b2o76bobo4b3ob2obo7b2o76bobo4b3ob2ob
o7b2o76bobo4b3ob2obo7b2o76bobo4b3ob2obo7b2o$106bobo97bobo97bobo97bobo
97bobo87bobo7bobo87bobo7bobo87bobo7bobo87bobo7bobo87bobo7bobo79b2o2bob
obobo7bobo85bobobo7bobo68bobo3bo10bobobo7bobo76bobo6bobobo7bobo76bobo
6bobobo7bobo76bobo6bobobo7bobo76bobo6bobobo7bobo$106bo99bo86bobo10bo
99bo99bo90bo8bo90bo8bo90bo8bo82bo7bo8bo83b3o4bo8bo80bobo3bo3bo8bo90bo
8bo71b2o4b2o11bo8bo76b3ob2o8bo8bo76b3ob2o8bo8bo68bobo5b3ob2o8bo8bo76b
3ob2o8bo8bo$105b2o98b2o86b2o10b2o98b2o98b2o98b2o98b2o98b2o83b2o13b2o
85bo12b2o82bo15b2o98b2o71bo4b2o20b2o75bo22b2o75bo22b2o69b2o4bo22b2o75b
o22b2o$294bo105bo99bo99bo99bo99bo88b2o9bo90bo8bo99bo99bo99bo82b3ob2o
11bo82b3ob2o11bo75bo6b3ob2o11bo82b3ob2o11bo$205b2o82bo15b2o82bo8bobo4b
2o91bobo4b2o91bobo4b2o91bobo4b2o91bobo4b2o91bobo4b2o91bobo4b2o91bobo4b
2o91bobo4b2o91bobo4b2o78bob2o9bobo4b2o63bobo12bob2o9bobo4b2o78bob2o9bo
bo4b2o78bob2o9bobo4b2o$204bobo80bobo14bobo82b2o8bobo2bobo92bobo2bobo
92bobo2bobo92bobo2bobo92bobo2bobo92bobo2bobo92bobo2bobo92bobo2bobo92bo
bo2bobo92bobo2bobo92bobo2bobo64b2o26bobo2bobo92bobo2bobo92bobo2bobo$
102bo102bo82b2o15bo82bobo8bo5bo93bo5bo93bo5bo93bo5bo93bo5bo93bo5bo93bo
5bo93bo5bo93bo5bo81b3o9bo5bo93bo5bo65bo19bo7bo5bo74bo10bo7bo5bo85bo7bo
5bo$102b2o202b3o97b3o97b3o97b3o97b3o97b3o97b3o97b3o97b3o97b3o80bo16b3o
97b3o81bobo13b3o71bo9bobo13b3o81bobo13b3o$101bobo204bo99bo99bo99bo99bo
99bo99bo99bo99bo99bo79bo19bo99bo81bo2bo14bo71bo9bo2bo14bo77b2o2bo2bo
14bo$815bo675b2o98b2o93b2o3b2o$814bo761b3o3b3o$814b3o456b2o$1000bo99bo
99bo71bobo25bo99bo99bo79bo19bo99bo$903bo95bobobo95bobobo95bobobo70bo
24bobobo95bobobo95bobobo76bo18bobobo95bobobo$903b3o94b2ob3o94b2ob3o94b
2ob3o92bob2ob3o92bob2ob3o69bo22bob2ob3o74bo17bob2ob3o92bob2ob3o$204bob
o597b2o100bo99bo99bo85b2o12bo91bo7bo91bo7bo68b2o21bo7bo91bo7bo91bo7bo$
205b2o2bobo591bobo99b2o98b2o98b2o86b2o10b2o90b2o6b2o90b2o6b2o67bobo20b
2o6b2o90b2o6b2o90b2o6b2o$205bo3b2o594bo386bo$210bo$1198b3o$1190b2o6bo$
1191b2o6bo183b2o$1190bo191bobo$813b3o378b2o188bo$813bo380bobo201bo$
814bo379bo202b2o$315b2o1072b2o6bobo$315bobo1070bobo$315bo1074bo$285b3o
$287bo1116b3o$286bo1117bo269b2o$1405bo269b2o$1674bo2$1670b2o$1669bobo$
1671bo4$1709b2o$1669b2o38bobo$1668bobo38bo$1670bo2$1713b2o$1713bobo$
1713bo130$1301bo$907bo391b2o$906bo393b2o$906b3o$894bo394bo$895b2o393b
2o112bo$894b2o393b2o104bo6b2o$1185bo209bo7b2o$912bo273bo208bo$902bo7b
2o272b3o$902bobo6b2o478b3o3b3o$902b2o$1003bo99bo99bo99bo91bo7bo99bo99b
o99bo99bo$14bo987bobo97bobo97bobo97bobo90bo6bobo97bobo97bobo97bobo97bo
bo33bobo$13bo888bo99bobo97bobo97bobo97bobo90bo6bobo97bobo97bobo72bo24b
obo97bobo33b2o$13b3o885bo99b2ob3o94b2ob3o94b2ob3o94b2ob3o94b2ob3o94b2o
b3o94b2ob3o71b2o4bo16b2ob3o94b2ob3o32bo$obo485bo412b3o103bo99bo99bo99b
o99bo88b2o9bo88b2o9bo69b2o6b2o9b2o9bo88b2o9bo$b2o483b2o513b2ob3o94b2ob
3o80bo13b2ob3o94b2ob3o94b2ob3o89b2o3b2ob3o89b2o3b2ob3o77b2o10b2o3b2ob
3o89b2o3b2ob3o26bobo$bo387bo97b2o512b2obo96b2obo73bobo5bo14b2obo96b2ob
o96b2obo96b2obo96b2obo96b2obo96b2obo28b2o$223bo67bobo93bobo509bobo11bo
265b2o5b3o645bo$221b2o69b2o4bo89b2o510b2o10b2o265bo117b2o98b2o98b2o98b
2o98b2o98b2o$107b2o98b2o13b2o68bo6b2o6b2o84bo13b2o98b2o98b2o98b2o98b2o
91bo6b2o3bobo92b2o98b2o98b2o87bo2bo7b2o87bo2bo7b2o87bo2bo7b2o87bo2bo7b
2o87bo2bo7b2o87bo2bo7b2o$106bobo97bobo89b2o6bobo84bobo10bobo97bobo97bo
bo97bobo97bobo97bobo97bobo97bobo97bobo87bobo7bobo87bobo7bobo87bobo7bob
o87bobo7bobo87bobo7bobo87bobo7bobo$106bo99bo99bo86b2o11bo84b2o13bo84b
2o13bo99bo99bo99bo99bo99bo69bo29bo90bo8bo90bo8bo90bo8bo90bo8bo71b2o17b
o8bo90bo8bo$105b2o98b2o98b2o98b2o83bo2bo11b2o83bo2bo11b2o98b2o98b2o98b
2o98b2o98b2o69b2o27b2o98b2o98b2o98b2o98b2o72b2o24b2o85b3o10b2o$296b2o
193b2o98b2o582bobo500bo$205b2o88bobo7b2o89bo8b2o89bo8b2o73b2o14bo8b2o
89bo8b2o89bo8b2o89bo8b2o89bo8b2o89bo8b2o89bo8b2o89bo8b2o89bo8b2o89bo8b
2o89bo8b2o89bo8b2o89bo8b2o$204bobo90bo6bobo89bobo5bobo89bobo5bobo72bob
o14bobo5bobo82bo6bobo5bobo82bo6bobo5bobo82bo6bobo5bobo82bo6bobo5bobo
82bo6bobo5bobo82bo6bobo5bobo82bo6bobo5bobo82bo6bobo5bobo82bo6bobo5bobo
82bo6bobo5bobo66b2o14bo6bobo5bobo82bo6bobo5bobo$102bo102bo99bo89bobo7b
o89bobo7bo74bo14bobo7bo83b3o3bobo7bo79bo3b3o3bobo7bo83b3o3bobo7bo83b3o
3bobo7bo83b3o3bobo7bo83b3o3bobo7bo83b3o3bobo7bo83b3o3bobo7bo83b3o3bobo
7bo83b3o3bobo7bo68b2o13b3o3bobo7bo83b3o3bobo7bo$102b2o202b3o88bo8b3o
88bo8b3o88bo8b3o83bo4bo8b3o77bo5bo4bo8b3o83bo4bo8b3o83bo4bo8b3o83bo4bo
8b3o83bo4bo8b3o83bo4bo8b3o83bo4bo8b3o83bo4bo8b3o83bo4bo8b3o64bo18bo4bo
8b3o83bo4bo8b3o$101bobo189b2o13bo99bo99bo99bo76bo5bobo14bo75b3o4bobo
14bo82bobo14bo82bobo14bo82bobo14bo82bobo14bo82bobo14bo82bobo14bo82bobo
14bo82bobo14bo82bobo14bo82bobo14bo$292bobo391b2o3b2o98b2o98b2o98b2o98b
2o98b2o98b2o98b2o98b2o98b2o98b2o98b2o$294bo286bo103b2o433bobo$580b2o
209b2o98b2o98b2o98b2o27b2o69b2o98b2o98b2o98b2o98b2o98b2o98b2o$580bobo
208bobo97bo99bo99bo29bo69bo8bo90bo8bo90bo8bo90bo8bo90bo8bo90bo8bo90bo
8bo$471b3o318bo96bobo97bobo97bobo97bobo7bobo87bobo7bobo87bobo7bobo87bo
bo7bobo87bobo7bobo87bobo7bobo87bobo7bobo$473bo311b3o101b2o92bobo3b2o6b
o91b2o98b2o7bo2bo87b2o7bo2bo87b2o7bo2bo87b2o7bo2bo87b2o7bo2bo87b2o7bo
2bo87b2o7bo2bo$204bobo265bo222b2o90bo196b2o10b2o120bo80b2o98b2o98b2o
98b2o98b2o98b2o98b2o$205b2o2bobo482b2o90bo7bo189bo11bobo110b3o5b2o$
205bo3b2o476bo8bo96b2o298bob2o14bo5bobo73bob2o96bob2o96bob2o96bob2o96b
ob2o96bob2o96bob2o$210bo476b2o104bobo295b3ob2o13bo80b3ob2o94b3ob2o94b
3ob2o94b3ob2o94b3ob2o94b3ob2o3b2o89b3ob2o3b2o$686bobo305b3o93bo99bo99b
o99bo99bo99bo99bo9b2o88bo9b2o$996bo94b3ob2o94b3ob2o94b3ob2o94b3ob2o94b
3ob2o94b3ob2o94b3ob2o94b3ob2o$995bo97bobo97bobo97bobo97bobo97bobo97bob
o6bo90bobo97bobo$1093bobo97bobo97bobo97bobo97bobo97bobo6bo90bobo97bobo
$1094bo99bo99bo99bo99bo99bo7bo91bo99bo$994b2o$985b2o6bobo602b3o3b3o$
986b2o7bo115b3o$985bo125bo490bo$1112bo480b2o7bo$1002b2o503b2o85b2o6bo
220b2o$1001b2o503b2o85bo229bobo$556b2o445bo504bo314bo$557b2o430b3o$
556bo434bo504b2o330bo$990bo506b2o328b2o6bo$1496bo330bobo4b2o$1834bobo
123$1482bobo$1483b2o$1483bo2$1611bo$1610bo$1610b3o7$1583bo$1400bo183b
2o$1398bobo182b2o$1399b2o$1409bo190b2o$1409bobo187bo2bo$1409b2o188bo2b
o$1296bo303b2o7bo$916bobo84bobo291b2o281bo28bobo$916b2o62bo22b2o65bo
225b2o114bo168b2o26b2o$881bo35bo60bobo23bo63bobo243bobo87bo5b2o168b2o$
882bo96b2o88b2o243b2o88bobo4b2o$880b3o432bo88b2o$910bobo89bo581bo$910b
2o89bo583bo$712bo198bo89b3o579b3o$711bo62bo633b2o$711b3o61b2o631bobo
176bo$774b2o3bo389bo238bo97b3o79b2o16b3o$14bo765b2o388bo335b3o78b2o17b
3o$13bo367bo397b2o387b3o335b3o97b3o$13b3o363bobo706b3o412b3o16b2o79b3o
$obo377b2o1021b3o97b3o16bobo78b3o$b2o1181bo99bo99bo99bo18b3o16bo61bo
18b3o$bo1174b2o5bobo97bobo97bobo97bobo97bobo$223bo952b2o4bo3bo95bo3bo
95bo3bo95bo3bo95bo3bo$221b2o958bo3bo95bo3bo95bo3bo95bo3bo95bo3bo$107b
2o98b2o13b2o83b2o98b2o98b2o98b2o98b2o98b2o98b2o98b2o98b2o71bo3bo22b2o
71bo3bo22b2o71bo3bo22b2o71bo3bo22b2o71bo3bo22b2o$106bobo97bobo97bobo
97bobo97bobo97bobo97bobo97bobo97bobo97bobo80b2o15bobo70bo3bo5b2o15bobo
70bo3bo5b2o15bobo70bo3bo5b2o15bobo70bo3bo5b2o15bobo70bo3bo5b2o15bobo$
106bo99bo99bo99bo99bo99bo99bo99bo99bo99bo82b2o15bo73bobo6b2o15bo73bobo
6b2o15bo73bobo6b2o15bo73bobo6b2o15bo73bobo6b2o15bo$105b2o98b2o98b2o98b
2o98b2o98b2o98b2o98b2o98b2o98b2o67b2o29b2o74bo23b2o74bo23b2o74bo23b2o
74bo23b2o74bo23b2o$1075b2o$205b2o98b2o98b2o98b2o98b2o98b2o98b2o98b2o
89b2o7b2o67bo21b2o7b2o89b2o7b2o89b2o7b2o89b2o7b2o89b2o7b2o89b2o7b2o$
204bobo97bobo97bobo97bobo97bobo97bobo97bobo82bo14bobo82bo5bo2bo5bobo
82bo5bo2bo5bobo82bo5bo2bo5bobo82bo5bo2bo5bobo82bo5bo2bo5bobo82bo5bo2bo
5bobo82bo5bo2bo5bobo$102bo102bo99bo99bo99bo99bo99bo99bo83b3o13bo83b3o
4bobo6bo83b3o4bobo6bo83b3o4bobo6bo83b3o4bobo6bo83b3o4bobo6bo83b3o4bobo
6bo83b3o4bobo6bo$102b2o202b3o97b3o97b3o97b3o97b3o83bo13b3o83bo13b3o83b
o4bo8b3o62b2o19bo4bo8b3o83bo4bo8b3o83bo4bo8b3o83bo4bo8b3o83bo4bo8b3o
83bo4bo8b3o$101bobo204bo99bo99bo99bo99bo82bobo14bo82bobo14bo82bobo14bo
63b2o17bobo14bo82bobo14bo82bobo14bo82bobo14bo82bobo14bo82bobo14bo$315b
o475b2o98b2o98b2o78bo19b2o98b2o98b2o98b2o98b2o98b2o$314bo$314b3o272bo
101b2o78b2o18b2o98b2o98b2o98b2o98b2o98b2o98b2o98b2o98b2o$500bo89bo9bo
90bo8bo69bobo18bo8bo90bo8bo90bo8bo90bo8bo90bo8bo90bo8bo90bo8bo90bo8bo
90bo8bo$403bo95bobobo84b3o8bobobo85bobo7bobobo68bo16bobo7bobobo85bobo
7bobobo85bobo7bobobo85bobo7bobobo85bobo7bobobo85bobo7bobobo85bobo7bobo
bo85bobo7bobobo85bobo7bobobo$403b3o94b2ob3o92bob2ob3o83b2o7bob2ob3o83b
2o7bob2ob3o83b2o7bob2ob3o83b2o7bob2ob3o83b2o7bob2ob3o83b2o7bob2ob3o83b
2o7bob2ob3o83b2o7bob2ob3o83b2o7bob2ob3o83b2o7bob2ob3o$204bobo97b2o100b
o99bo91bo7bo91bo7bo91bo7bo91bo7bo91bo7bo91bo7bo91bo7bo91bo7bo91bo7bo
91bo7bo91bo7bo$205b2o2bobo91bobo99b2o98b2o90b2o6b2o90b2o6b2o68b3o19b2o
6b2o90b2o6b2o90b2o6b2o90b2o6b2o90b2o6b2o90b2o6b2o90b2o6b2o90b2o6b2o90b
2o6b2o$205bo3b2o94bo471bo$210bo565bo3$581b2o$580bobo11b2o$313b3o266bo
11bobo$313bo169bo110bo$314bo168b2o$482bobo2$508b2o$481bo26bobo$481b2o
25bo$480bobo2$503b3o$503bo$504bo!
I am tentatively considering myself back.

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

Re: Synthesising Oscillators

Post by KtT » January 21st, 2024, 5:52 am

48P22.1 in 32G, down from 36G:

Code: Select all

x = 84, y = 84, rule = B3/S23
57bo$57bobo$57b2o14$39bobo$39b2o$40bo$21bobo$22b2o$22bo41bo$62b2o$63b
2o$bo33bo$2bo30b2o$3o25bobo3b2o$29b2o$29bo16bo10bo$45bobo7b2o$31bobo11b
o2bo7b2o$32b2o12b2o5bo$32bo18b2o$52b2o4bo$57b2o$30bo26bobo$29bobo$28b
o2bo$29b2o$66b2o$65b2o$67bo$16bo$17b2o$16b2o$53b2o$52bo2bo$52bobo$24b
obo26bo$25b2o$25bo4b2o$31b2o18bo$30bo5b2o12b2o$26b2o7bo2bo11bobo$27b2o
7bobo$26bo10bo16bo$53b2o$48b2o3bobo25b3o$49b2o30bo$48bo33bo$19b2o$20b
2o$19bo41bo$60b2o$60bobo$43bo$43b2o$42bobo14$25b2o$24bobo$26bo!

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

Re: Synthesising Oscillators

Post by Chris857 » January 23rd, 2024, 12:27 am

p39 pi hassler (dimer form) in 33G.

Code: Select all

x = 948, y = 143, rule = B3/S23
270bo$271b2o$270b2o5$280bo$281b2o$280b2o19$866bo$864b2o$865b2o2$719bo
bo$719b2o$720bo7bobo$728b2o$724bo4bo$723bo$705bo17b3o$706bo$640bo63b3o
$640bobo$640b2o4$832b2o98b2o$832bo99bo$506bo326bo99bo$441b2o61b2o95b2o
98b2o118b2o9b2o87b2o9b2o$418bo23bo62b2o95bo99bo119bo99bo$419b2o20bo159b
o99bo119bo99bo$418b2o21b4o67bo88b4o96b4o116b4o96b4o$444bo65b2o92bo99b
o119bo99bo$439b3o69b2o86b3o97b3o117b3o97b3o$70bo367bo2bo156bo2bo96bo2b
o116bo2bo38bobo55bo2bo$71b2o96bo268b2o158b2o98b2o118b2o40b2o56b2o11b3o
$70b2o95b2o692bo69bo$168b2o761b3o$582bo$580bobo137b2o118b2o98b2o$581b
2o137b2o118b2o98b2o7$o89bo58b2o178b2o4b2o112b2o4b2o152b2o4b2o92b2o4b2o
112b2o4b2o92b2o4b2o$o89bo58bobo177bobo3b2o112bobo3b2o152bobo3b2o92bob
o3b2o112bobo3b2o92bobo3b2o$o89bo59bo179bo119bo159bo99bo119bo99bo2$5bo
89bo59bo179bo119bo159bo99bo119bo99bo$5bo89bo53b2o4bo173b2o3bobo112b2o
3bobo152b2o3bobo92b2o3bobo112b2o3bobo92b2o3bobo$5bo89bo53b2o4bo173b2o
4b2o112b2o4b2o152b2o4b2o92b2o4b2o112b2o4b2o92b2o4b2o7$643b2o59b2o118b
2o98b2o$643bobo58b2o118b2o98b2o$643bo$76b2o854b3o$77b2o95b2o628bo129b
o$76bo96b2o451b2o98b2o76b2o40b2o84b3o11b2o$175bo448bo2bo96bo2bo75bobo
38bo2bo96bo2bo$273b2o349b3o97b3o117b3o97b3o$274b2o345bo99bo119bo99bo$
273bo92b2o253b4o96b4o116b4o96b4o$365b2o257bo99bo119bo99bo$279b2o86bo255b
o99bo119bo99bo$280b2o341b2o98b2o107b2o9b2o87b2o9b2o$279bo552bo99bo$833b
o99bo$832b2o98b2o4$584b2o$583bobo$585bo133b3o$719bo$700b3o17bo$702bo$
696bo4bo$696b2o$695bobo7bo$705b2o$704bobo2$799b2o$800b2o$799bo19$504b
2o$503b2o$505bo5$514b2o$513b2o$515bo!
And a cheaper version with eaters instead of snakes in 29G.

Code: Select all

x = 197, y = 87, rule = B3/S23
196bo$194b2o$49bo145b2o$49bobo$49b2o9$60bo$60bobo$60b2o3$160bo$160b3o
$163bo$151b2o9b2o$21b2o129bo$22bo128bo$21bo129b4o$21b4o129bo$24bo124b
3o$19b3o126bo2bo38bobo$18bo2bo126b2o40b2o$18b2o171bo3$2bo167b2o$obo167b
2o$b2o5$52bo$51b2o106b2o4b2o$29b2o4b2o14bobo105bobo3b2o$29bobo3b2o123b
o$30bo$165bo$35bo123b2o3bobo$29b2o3bobo122b2o4b2o$12bobo14b2o4b2o$13b
2o$13bo4$154b2o$63b2o89b2o$63bobo$63bo$134bo$134b2o40b2o$46b2o85bobo38b
o2bo$44bo2bo126b3o$44b3o124bo$41bo129b4o$41b4o129bo$44bo128bo$43bo118b
2o9b2o$43b2o117bo$163b3o$165bo5$4b2o$3bobo$5bo9$15b2o112b2o$14bobo113b
2o$16bo112bo!

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

Re: Synthesising Oscillators

Post by KtT » January 23rd, 2024, 10:57 am

P41 pi-heptomino hassler in 181G, down from 185G:

Code: Select all

x = 140, y = 60, rule = B3/S23
137bobo$137b2o$138bo$132bobo$132b2o$133bo$130bo$128b2o$129b2o5$6b2o16b
o66b2o16bo$5bobo14b3o65bobo14b3o$b2o2bo10bo4bo3b2o59b2o2bo10bo4bo3b2o
$bobob2o7b3o3bob2o3bo58bobob2o7b3o3bob2o3bo$3bo9bo6bobob3o12bo48bo9bo
6bobob3o$3b4o6b2o4b2obobo14bobo46b4o6b2o4b2obobo$b2o3bo16bo15b2o45b2o
3bo16bo$o2b3o30bo48bo2b3o$2obo31bo49b2obo$3bo19b2o10b3o50bo19b2o$3b2o
18bo64b2o18bo$21bobo82bobo$21b2o83b2o9$32b2o83b2o$31bobo82bobo$31bo18b
2o64bo18b2o$30b2o19bo50b3o5bo4b2o19bo$51bob2o49bo4bobo24bob2o$49b3o2b
o48bo6b2o22b3o2bo$31bo16bo3b2o45b2o15bo16bo3b2o$30bobob2o4b2o6b4o46bo
bo14bobob2o4b2o6b4o$28b3obobo6bo9bo48bo12b3obobo6bo9bo$27bo3b2obo3b3o
7b2obobo58bo3b2obo3b3o7b2obobo$28b2o3bo4bo10bo2b2o59b2o3bo4bo10bo2b2o
$30b3o14bobo65b3o14bobo$30bo16b2o66bo16b2o5$9b2o$10b2o$9bo$6bo$6b2o$5b
obo$bo$b2o$obo!

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