Synthesising every natural still life

For discussion of specific patterns or specific families of patterns in Conway's Game of Life, both newly-discovered and well-known.
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KtT
Posts: 630
Joined: December 17th, 2022, 9:29 am

Re: Synthesising every natural still life

Post by KtT »

WhiteHawk wrote: October 28th, 2026, 7:02 pm
WhiteHawk wrote: October 27th, 2026, 1:39 pm EDIT: Simple (11g for all blocks and blinkers) but extremely dirty seed for xs30_rb8ogkczmk462acz11
Needs some kickbacks, but this should solve xs30_rb8ogkczmk462acz11! - 6gs for cleanup

Code: Select all

x = 35, y = 61, rule = B3/S23
o$b2o$2o5$2bobo$3b2o$3bo2$17bo11bo$18b2o8bo$17b2o9b3o$7b2o$8b2o$7bo$33b
o$21b2o9b2o$20bobo9bobo$bo19bo$b2o25b2o$obo24bo2bo$27bo2bo$21bo6b2o$10b
o3b2o4bobo$10bo3bobo4bo$10bo4bo6$10bo4bo$10bo3bobo4bo$10bo3b2o4bobo$21b
o6b2o$27bo2bo$obo24bo2bo$b2o25b2o$bo19bo$20bobo9bobo$21b2o9b2o$33bo$7b
o$8b2o$7b2o$17b2o9b3o$18b2o8bo$17bo11bo2$3bo$3b2o$2bobo5$2o$b2o$o!
EDIT: Yellow (needs reflectors), white (may need reflectors)

Code: Select all

x = 35, y = 61, rule = LifeHistory
A$.2A$2A5$2.A.A$3.2A$3.A2$17.A11.A$18.2A8.A$17.2A9.3A$7.2A$8.2A$7.A$33.
A$21.2A9.2A$20.A.A9.A.A$.A19.A$.2A25.2A$A.A24.A2.A$27.A2.A$21.A6.2A$10.
A3.2A4.A.A$10.A3.A.A4.A$10.A4.A6$10.A4.A$10.A3.A.A4.A$10.A3.2A4.A.A$21.
A6.2A$27.A2.A$E.E24.A2.A$.2E25.2A$.E19.A$20.A.A9.E.E$21.2A9.2E$33.E$7.
E$8.2E$7.2E$17.2C9.3A$18.2C8.A$17.C11.A2$3.A$3.2A$2.A.A5$2A$.2A$A!
42G:

Code: Select all

x = 619, y = 124, rule = B3/S23
499bo$500b2o$499b2o5$501bobo$502b2o$502bo2$516bo61bo$517b2o58bo$516b2o
59b3o8$27bobo$27b2o$28bo135bo$164bobo$164b2o3$28bo133bobo210bo$27bo134b
2o210bo$27b3o133bo210b3o5$93bo$93bobo$93b2o2$233bo$232bo211bobo$232b3o
209b2o$445bo$74b2o12bo48b2o69b2o71b2o66b2o68b2o124b2o$73bobo12bobo45b
obo68bobo70bobo65bobo67bobo123bobo$74bo13b2o47bo70bo72bo67bo69bo125bo
$426b2o124b2o$425bo2bo122bo2bo$425bo2bo122bo2bo$208bo72bo67bo69bo6b2o
117bo6b2o$o62bo3b2o57bo3b2o65bo3b2o4bobo60bo3b2o4bobo55bo3b2o4bobo57b
o3b2o4bobo113bo3b2o4bobo$o62bo3bobo56bo3bobo64bo3bobo4bo61bo3bobo4bo56b
o3bobo4bo58bo3bobo4bo114bo3bobo4bo$o62bo4bo57bo4bo65bo4bo67bo4bo62bo4b
o64bo4bo120bo4bo6$o62bo62bo4bo65bo4bo67bo4bo62bo4bo64bo4bo120bo4bo$o62b
o62bo3bobo64bo3bobo66bo3bobo4bo56bo3bobo4bo58bo3bobo4bo114bo3bobo4bo$
o62bo62bo3b2o65bo3b2o67bo3b2o4bobo55bo3b2o4bobo57bo3b2o4bobo113bo3b2o
4bobo$281bo67bo69bo125bo6b2o$551bo2bo$551bo2bo$506b2o44b2o$25b2o110bo
70bo72bo67bo69bo87b2o36bo$25bobo108bobo68bobo70bobo65bobo67bobo85bo37b
obo$25bo111b2o69b2o71b2o66b2o68b2o124b2o35bo$581b2o$161b3o212bo204bob
o$161bo192bo20b2o47bo75bo49bo$162bo191bo20bobo46bo75b2o48bo$354bo69bo
74bobo48bo$30b2o$30bobo$30bo470b2o$500bobo$502bo2$443b3o95bo$90b3o141b
o208bo96b2o$90bo142b2o209bo95bobo$91bo141bobo3$235b2o$235bobo$91bo143b
o271b3o$90b2o417bo$90bobo415bo2$305b3o244b2o$305bo245b2o$269b2o35bo246b
o63bo$268bobo345b2o$270bo345bobo2$516b2o62b3o$479bo37b2o61bo$479b2o35b
o64bo$478bobo$502bo$502b2o$501bobo5$499b2o$500b2o$499bo10$478b2o$477b
obo30b3o$479bo32bo$511bo!
WhiteHawk
Posts: 1520
Joined: July 10th, 2024, 5:34 pm

Re: Synthesising every natural still life

Post by WhiteHawk »

xs28_rb8n98czw230e913 in (EDIT: 18g)

Code: Select all

x = 339, y = 212, rule = B3/S23
166bo$166bobo$166b2o43$60bobo238bo36bo$60b2o240b2o32b2o$35bo25bo239b2o
13bo20b2o$36b2o278bobo$35b2o279b2o$306b2o$306b2o$obo311bo$b2o311bo$bo
42bo240bo28bo$42bobo241b2o21b2o$43b2o240b2o22bo$306b2obo2bo$71bo235bo
2b3o$71bobo230bo2bo$71b2o231b3ob3o6bo$307bo2bo5bobo4bo$291b2o11b2obo8b
obo3bo$291b2o11b2ob2o8bo4b3o7$317b2o$317bobo$318bo2$33bo10b2o$34bo9b2o
253b2o$32b3o264b2o5$305b2o$304b2o$306bo$38b2o$37b2o$39bo7$293b2o$293b
obo$294b2o96$153b2o$153bobo$153bo16$172b2o$171b2o$173bo!
Thinking about better ways to tackle the remaining SLs: Is there a list of Unsynthesized Natural Still-lifes with (A) Additional symmetry ocurrences, (B) More than 1 ocurrence in C1

EDIT: xs28_g8go0u1raicz122643 in 26g

Code: Select all

x = 360, y = 37, rule = B3/S23
100bo161bo$100bobo158bo$100b2o159b3o83bo9bo$347bobo7bobo$347b2o8b2o$81b
o$82bo$80b3o2$86bobo3bo107bo$35bo51b2o3bobo104bobo136b2o$35bobo49bo4b
2o13b2o77bo12bobo7b2o11b2o108b2o4b2o6b2o$35b2o70b2o77b2o12bo8b2o11b2o
107bo2bo11b2o$2bo182bobo143bobo$3bo28b2o159b3o134b2ob2o$b3o27b2o162bo
6b3o125bo$33bo65bo3b2o89bo19bo3b2o111b6o$94bo3bobo2b2o104bo3bobo2b2o117b
o$93bobo2bobo107bobo2bobo117b2ob2o$21bo67b2o2bobo3bo104b2o2bobo3bo119b
obo$16bo3bobo66b2o3bo109b2o3bo19bo90b2o11bo2bo$15bobo2bobo196b3o6bo91b
2o6b2o4b2o$15bobo3bo206b3o97b2o$16bo219bobo$85b2o113b2o11b2o8bo12b2o$
85b2o13b2o4bo93b2o11b2o7bobo12bo$4bo94bobo3b2o115bobo$5b2o27b3o64bo3b
obo115bo$4b2o28bo274b2o8b2o$35bo75b3o194bobo7bobo$b2o108bo198bo9bo$ob
o109bo$2bo2$92b2o66b3o$91bobo68bo$93bo67bo!
EDIT 2: Working way down the symmetric SLs, a pi+1/2TL+boat+block+ unfamiliar century predecessor = xs30_xmd1e8gz25t1cr11zx11

Code: Select all

x = 32, y = 25, rule = B3/S23
30b2o$30b2o$11bo$11bo$11bo2$13b3o4$7bo17b2o$6b3o16bobo$5b2o2bo16bo$9b
2o8b2o$4bo3bobo8b2o$8b2o11b2o$2bo4b2o11bo2bo$3o3b2o$2bo4b2o$8b2o$4bo3b
obo$9b2o$5b2o2bo$6b3o$7bo!
Serving currently as something of a stenographer within this community, mostly reducing the occasional gun, synthesis reduction, or providing discovery commentary. Will get software to begin searches eventually.

Pseudastur albicollis
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squareroot12621
Posts: 726
Joined: March 23rd, 2022, 4:53 pm

Re: Synthesising every natural still life

Post by squareroot12621 »

xs32_0mmgdb0brz3421079c in 27G (improvements welcome, as always):

Code: Select all

x = 160, y = 174, rule = B3/S23
14bo$15b2o$14b2o5$154bo$153bo$153b3o5$o$b2o$2o23$60bo$58bobo$59b2o6$76b
o$77b2o$76b2o$116bobo$116b2o$117bo3$115bobo$115b2o$116bo$98bobo$98b2o
$99bo2$63bobo6bo$64b2o7bo$64bo6b3o24bo$97bo$97b3o6$119bo$117b2o$118b2o
5$61bobo$62b2o$62bo4$67bo$67b2o$66bobo5$91b3o$91bo18b3o$92bo17bo$111b
o4$74b3o$76bo$75bo9$121bo$120b2o$120bobo2$66bo$66b2o$65bobo4$112b2o$111b
2o$113bo5$119b2o$118b2o$120bo$68b2o$69b2o$68bo16$20b3o$22bo$21bo2$8b2o
$9b2o$8bo7$141b3o13b3o$141bo15bo$142bo15bo8$21b3o$23bo$22bo!
Synthesis notes: ⵌstillˍlife ⵌpopulationˍ32 ⵌgliderˍsynthesis ⵌ27gˍsynthesis

Code: Select all

x = 982, y = 174, rule = LifeHistory
836.E$653.E183.2E$654.2E180.2E$653.2E4$976.A$777.E197.A$776.E198.3A$776.
3E4$822.E$639.E183.2E$640.2E180.2E$639.2E17$326.A$324.A.A119.A$325.2A
117.A.A$445.2A2$555.E326.E$556.2E141.A180.E.E$555.2E140.A.A181.2E$342.
A355.2A$343.2A117.A$342.2A119.2A$366.A.A93.2A$49.A316.2A118.A.A110.E$
47.A.A317.A118.2A110.E299.E$47.3A437.A110.3E114.A183.2E$47.A668.2A180.
2E$365.A.A347.2A221.A.A$43.2A3.D316.2A118.A.A251.A.A196.2A$43.2A3.D317.
A118.2A252.2A198.A$48.D299.A.A135.A54.E198.A$49.D292.2D4.2A118.A.A71.
2E$49.D291.D2.D4.A112.2D4.2A71.2E35.2A357.A.A$49.D117.2A109.A63.D.D116.
D2.D4.A107.A2.A157.A.A196.2A$50.D115.A2.A107.3A58.A4.D118.D.D112.A2.A
157.2A198.A$50.D116.A.A107.A.2A58.A109.A.A6.A4.D101.A2.A7.ACD2A158.A180.
A.A$51.D116.A111.2A55.3A8.A101.2A7.A95.A.A6.A3.A7.D2AD141.A.A196.2A$51.
D9.3D.3D.3D205.A.2A4.A49.3D9.A4.3D95.A6.3A8.A86.A2.A4.A5.A7.D.D135.2D
4.2A198.A$52.D10.D.D.D.D.D205.3A3.2A51.D.D8.3A105.3D9.A4.3D79.A3.A4.6A
9.D135.D2.D4.A$53.D7.3D.D.D.3D88.3A14.3A98.A4.A2.A50.2D117.D.D8.3A85.
A2.A4.3A.2A146.D.D167.E.E6.E$49.3D.D9.D.D.D3.D89.A.A119.A2.A66.D103.2D
96.3A7.7A130.A.A6.A4.D169.2E7.E$49.D.D2.D6.3D.3D.3D90.2A120.A.A65.D.D
118.D88.A.6AD2C14.3D113.2A7.A173.E6.3E24.A$49.3D3.D122.A173.2D99.A18.
D.D87.A4.A3.D.CA15.A112.A6.3A8.A197.A$51.D4.D120.A.A152.3D3.3D112.2A17.
2D88.A5.4A2D2.A11.2A.A116.3D9.A4.3D191.3A$49.3D5.D2.D116.2A152.2D.D3.
D.2D27.A82.CDC3.3D108.A2.3A.A10.AD.A118.D.D8.3A$58.D.D16.A79.3A3.3A164.
2D.D5.D.2D24.2A82.2D.D3.D.2D27.A65.2A17.2A11.D.DA119.2D$59.2D16.A78.2A
.A3.A.2A164.D.2D.D.2DAC26.2A80.2D.D5.D.2D24.2A66.2A29.A2DA136.D$57.4D
16.A77.2A.A5.A.2A164.2D.3D.DC.A108.D.2D.D.2D.D26.2A77.3D3.3D11.A.A116.
A18.D.D$156.A.2A.A.2A.A167.D.D.D.A111.2D.3D.2D105.2D.D3.D.2D2.2A12.2A
111.2A17.2D$157.2A.3A.2A168.D.D.D21.3A91.D.D.D2.3A101.2D.D5.D.2D4A123.
CDC3.3D227.A$61.2A7.2A87.A.A.A164.2A5.3D22.A93.D.D.D2.A18.3A83.D.2D.D
.CD.D.A2.A6.A5.2A108.2D.D3.D.2D27.A196.2A$60.4A.A4.2A3.3A81.A.A.A165.
2A5.D24.A93.3D4.A17.A86.2D.2DC.2D4.2A5.3A113.2D.D5.D.2D24.2A198.2A$60.
A4.2A7.A3.A81.3A165.A118.A.A6.D24.A73.D.3D.3D5.D.CAC3.A2.A6.A2.A113.D
.2D.D.2D.D26.2A$65.A7.A5.A81.A286.2A105.D.D3.D.D5.D.DAC4.A.A2.2A2.2A116.
2D.3D.2D$63.2A9.A3.A199.A169.A106.D.3D.D.D6.3D7.A2.2A122.D.D.D2.3A$75.
3A199.3A60.3A212.D.D.D.D.D7.D6.2A6.A120.D.D.D2.A18.3A$277.A.2A61.A32.
2D83.3A92.D.3D.3D14.A7.A121.3D4.A17.A149.E.E$164.2A59.C54.2A59.A34.D85.
A32.2D89.A113.A.A6.D24.A149.2E$78.A84.A2.A57.3C50.A.2A63.D9.3D19.D84.
A34.D204.2A181.E$77.A.A4.2A3.3A72.A.A57.C.2C49.3A3.2A58.3D30.D.3D.D81.
D9.3D19.D87.3A114.A$76.A2.A4.2A3.A2.A72.A61.2C49.A4.A.A57.D.2D29.D.D3.
D80.3D30.D.3D.D81.A2.A$77.2A10.A3.A73.3A2.A7.A43.C.2C4.D50.A62.2D28.D
.3D.D80.D.2D29.D.D3.D80.2A128.3A$93.A73.2A3.3A4.A.A42.3C3.2C111.D.2D29.
D3.D.D83.2D28.D.3D.D75.AC6.A2.3D123.A32.2D139.A$82.A6.A3.A73.2A4.A5.A
2.A42.C4.C.AD109.3D3.2D25.D.3D.D80.D.2D29.D3.D.D75.3D133.A34.D139.2A$
50.F30.4A4.A2.A76.2A2.A5.A.A48.C2.D110.D4.D.D24.D86.3D3.2D25.D.3D.D62.
2A8.A2.DACD4.2A8.A120.D9.3D19.D138.A.A$80.A3.2A3.3A80.A58.D.D115.D26.
D87.D4.D.D24.D68.2A7.A.A3.A2C3.A.2A5.A.A118.3D30.D.3D.D$81.2A3.A88.2A
194.A4.D92.D26.D77.A2.AD.CD7.A.A3.A.A118.D.2D29.D.D3.D$82.4A88.A.2A192.
2A4.D114.A4.D78.2A.3D3.2C10.A122.2D28.D.3D.D$A.A.A.A.4A.2A69.A285.A.A
2.2D113.2A4.D64.3E15.D2.A.CAD.A.2A124.D.2D29.D3.D.D$A.2A2.2A.A2.4A161.
A2.A56.2A74.7D170.A.A2.2D66.E19.AD3.2A126.3D3.2D25.D.3D.D157.3C$A.A.A
.5A3.A162.2A2.A7.2A46.A.A80.4D238.E154.D4.D.D24.D163.C18.3C$A3.A.2A.3A
.2A65.2A94.3A.A8.2A46.A86.2D126.A269.D26.D164.C17.C$.A3.5A.2A67.2A93.
2A51.2A96.2D124.2A95.2E193.A4.D183.C$3A4.A2.A.2A70.2A88.2A.A49.A.A98.
3D120.A.A96.2E33.2A156.2A4.D$A.A2.A8.2A67.4A86.2A3.A50.A84.A.A14.D217.
E35.2A156.A.A2.2D$4.A4.A2.3A72.A85.2A3.A136.2A15.D$A.3A2.A.2A.A2.A66.
A.A88.2A140.A17.2D27.2A341.A190.3A$.2A2.2A2.A.A2.2A65.A2.A90.3A157.2D
24.2A119.2A221.2A191.A$A9.A2.A.A65.3A.A251.D25.A117.2A221.A.A190.A$.2A
2.A3.2A.A2.A70.2A.A85.A162.D144.A$A8.4A69.A7.A83.2A163.2D$.A.A3.3A2.A
69.A4.2A2.A84.A154.D9.D244.3E13.3E$3A2.4A.2A2.2A67.2A88.3A154.3D8.D244.
E15.E132.2A$4A.A5.2A2.A69.3A2.A83.A155.D.2D8.D244.E15.E130.2A$88.2A243.
2D7.D146.2A245.A$330.D.2D9.D144.2A$330.3D10.D146.A$87.A243.D11.D110.2A
487.C$86.A256.D111.2A485.2C$86.2A255.D110.A287.2A198.C.C$344.D396.2A$
344.D217.3E178.A144.A$344.D219.E142.2A179.2A$319.A24.D218.E144.2A177.
A.A$319.2A386.A$318.A.A2$934.2C$933.2C$935.C5$941.2C$940.2C$942.C$890.
2A$891.2A$890.A$659.3E$661.E$660.E2$647.2E$648.2E$647.E7$764.3E13.3E$
764.E15.E$765.E15.E60.3A$844.A$843.A2$830.2A$831.2A$830.A2$660.3E$662.
E$661.E3$963.3C13.3C$963.C15.C$964.C15.C8$843.3A$845.A$844.A!
User avatar
qqd
Posts: 641
Joined: September 10th, 2022, 4:24 pm
Location: In a superposition of multiple different locations.

Re: Synthesising every natural still life

Post by qqd »

qqd wrote: October 19th, 2026, 1:14 pm ...
EDIT: A different still life, xs30_6970798cz69e0e913, in 16G:

Code: Select all

x = 173, y = 120, rule = B3/S23
2bo167bo$obo167bobo$b2o167b2o28$28bo115bo$26bobo115bobo$27b2o115b2o4$
111bo$110bo$110b3o2$60bo$61bo$59b3o12$64bo7bo$62bobo8bo$63b2o6b3o3$86b
o$84bobo$85b2o$112bo$112bobo$112b2o24$85b2o$85bobo$85bo$58b2o$57bobo$
59bo6$114b2o$114bobo$114bo4$66b3o$68bo$67bo10$24b2o121b2o$23bobo121bob
o$25bo121bo!
Reduced this one to 11G:

Code: Select all

x = 99, y = 75, rule = B3/S23
bo95bo$2bo93bo$3o93b3o20$57bobo$57b2o$58bo2$38bobo$39b2o$39bo3$40bo$41b
o14bo$39b3o3bo8b2o$46b2o7b2o$45b2o7$49b2o$49bobo$49bo2$45b2o$46b2o$45b
o24$2b3o89b3o$4bo89bo$3bo91bo!
Currently writing a utility in Lua that may be helpful for faster manual pattern manipulation.
User avatar
hibiscus
Posts: 471
Joined: August 26th, 2023, 3:30 am

Re: Synthesising every natural still life

Post by hibiscus »

Still lifes found naturally by Andrzej Okrasinski that have not appeared on Catagolue as of 13 December 2025

Code: Select all

x = 164, y = 166, rule = B3/S23
2b2o17b2o13b2ob2o12b2o14b2ob2o13b2ob2o11b2o16b2o14b2o16b2o$2b2o16bo2bo
11bobob2o12b2o15bobo13bobobobo9bo2bob2o11bo2bob2o10bo3bo13bobo$20b2obo
2b2o7bo34bo2bo12bobobobo10b3obobo10bo2bobo12b4o15bo$4o19bobobo8b5o12b
4o14bobo13bobobo16bo10b2ob2obo18bo9bo2b2o$o3bo15b2o2bo16bo10bo4bo12b2o
b2o10bobobo13b5o12bo2bob2o13b5o8bobobo$3b2o14bo2b2o12b5o10bob2obobo9bo
2bo13b2o3bo11bo17bobo13b2o2bo12b2o2bo$3bo14bobo14bo15bobob2obo9b2obo
19bo10bob2o15bo14bobobobo14b2ob2o$4b3o10bobo16b5o11bo4bo11bob2o17b2o
11bo2bo15b3o13bo2b2o15bobobo$7bo9b2o21bo12b4o12bo2bo31b2o18bo12b2o19bo
2bo$4b3o31b2o30b2o85b2o$3bo30b2o2bo14b2o$2bobo29bobobo14b2o$bobo33bo$b
2o4$5b2o13b2o15bo16bo17bo15b2o13b2o15b2o3bo11b2o3b2o10b2o2bobo$3bo2bo
12bo2bo13bobo14bobob2o11b3o14bo2bo11bobo2b2o10bobo2bobo11bo4bo9bobo2b
2obo$3b3o12bob3o13bo2bo12bo2bobobo9bo3b2o13b2o12bo2b3obo10bo3bobo11bob
3o11bo6bo$18b2o15b2ob2o12b2obobobo9b3o3bo27b2o4bo11b4ob2o11bo15b6o$b5o
15b2o12bo2bo16bob2o13b2obo10b4o14bob3o16bo15b2o$o4b3o10b4obo12bobo13b
3o14b2o3bo10bo4bo13bobo14b3obo11b4o2bo13b2o$obo5bo8bo6bo9bobobob2o9bo
16bo2b3o11b2o2bobo2b2o7b2o16bo2bo11bo5bobo11bo2bo$bobo3b2o8b2o2b3o10b
2o2bob2o10bo15bo2bo17bobo3bo6bo2bo16b2o12bobo4bo12bobo$2bobo16bo16bo
14bo15b2o19bob3o8b2o32b2o18bo$3bo33b2o13b2o38bo$90bobo$90b2o6$b2ob2o
14b2o18b2o15b2o11bo15b2o3b2o10bo19bo16b2o16b2o$2bobo15b2o12b2o4b2o11b
2obo2bo9bobo15bo3bo10bobo17bobo12bo2bobo16bo$bo3bo11bo16bo2bo14bobobob
2o8bo2b3o13bobobo11bobo15bo2bo11bobobobo13b3o$b2ob2o11b7o11b7o9bo4bo
11b3o3bo13b3o14b3o13bobo12bobobob2o11bo$23bo17bo9b6o14b4o29bo3bo11b2ob
2o12bo2bo13bobo$b7o9b2ob3o12b2o2bo28b2obo14b5o13b4obo9bo20bob2o10bobo$
o7bo8b2obo13bobo2b2o10b2o2b2o11b2obob2o10bo4bo16bobo10b5o14b2obobo8b2o
bob2o$b3o2bobo11bo14bo15b2o2bobo14bobo10bob3o14b2obob2o14bo17bobo8bobo
bobo$3bo2b2o12bobo33bo16bo12b2o16bo2bo12b2o2bobo17bo9bobobo2bo$21b2o
83b2o12b2o3bo29bo3b2o8$4b2o17b2o13b2o11b2o17b2o16bo17b2o12b2o18bo13b2o
$3bobo2b2o12bo2bo11bo2bo10bo5b2o10bo2bo14bobo15bo2bo12bo14b2obobo12bo
3bo$2bo2bobo2bo7b2obob2o12bobo13bo2bo2bo9b2obo14bo2bo14b3obo11bob2o12b
obo2bo12b4o$2b3o2bobo8b2obo14b2ob2o11b5o2bo12bob2o9b2ob2o13b2o4bo10b2o
bo13bo2bobo$7b2o12b4o10bo5bo15b2o10b2obob2o10bobo15bob3o12bo2bo13bobob
2o13b4o$3o15b2o4bo11b4obo12b3o13bobo13bobo15bobo12bobo3bo13b2obo13bo4b
o$o2bo13bo2b4o15bob2o10bo2bo11bo2bob3o9b2o2b2o12b2o14b2o3b2o16bo13b2o
2b2o$bobo13b2o15b3o16bobo12b2obo4bo10bobobo10bo2bo19bob2o10b2obob2o7b
2obo$2bo19b2o10bo2bo16bo16bo3b2o10bobobo10bobo20bo2bo10b2obo2bo7bo2bo$
22b2o12b2o33b2o13b2ob2o12bo22b2o15b2o9b2o8$2bo16b2o13b2o4b2o12b2o16b2o
19bo12bo15b2o16b2o20bo$bobob2o11bo2bo12bo2bobo2bo9b3obo11b2obobo12b2o
3b3o11bobo14bobo11b2obobo19bobo$2b2obo13b3o13b3obo2bo8bo5bo10bo3bo12bo
bo2bo13bo2bo16bo11b2obo21b2o$5bo34b2o9b5obo11b3o13bo4bob2o10bob2ob2o9b
4o15b2o18b2o$4ob2o12b3o13b5o15bob2o27b5ob2o9b2o2bob2o8bo4b3o9b2obo14b
2obo2bo$o2bo3bo10bo3bo12bo3bo13b2o14b3o33b2o12b4obo2bo8bo2bobo11bobob
2o$4b2obo9bob2obo15bo14bo14bo2b3o14bo16bo16bobobo11bobobo10bo$5bob2o8b
o3bo16bobo10bobo14bo5bo12bobo12b2obo13b2obo2bo10bobobobo11b5o$5bo2bo9b
3o18b2o10b2o16b5o14bo13b2ob2o12bo2bo13b2o3bo14bo2bo$6b2o63bo48b2o36b2o
$18b3o$18bo2bo$19bobo$20bo4$9bo7b2o15b2o22b2o11bo19b2o10b2o14b2o5b2o
10b2o14bo$5b2obobo7bo16bo2bo15b2obobo10bobo14b2obo2bo8bo2bo5b2o6bo2bo
2bo2bo8bo2bob2o9bobo$6bobobo7bob2o13bobobo14b2obo11bo2bo15bobo2bo9bo2b
o3bobo7bob4obo9b2obobobo9bobo$b2o3bo2bo7b2obobo11b2obo2bo17bo10b2ob2o
14bo2b2o11b2obobobo9bo4bo13bobo2bo10bo$2bo2b2o13bobo14bob2o11b6o12bo2b
o13b2o16bobob2o11b4o11b3o3b2o11bob2o$2bobo15bob2o10b2obo13bo3bo13bo2bo
32bo2bo27bo18b2o2bo$b2obo14b2o3bo9bo2bo13b2o16b2obobo12b4o15bobo13b2o
13bo16bo2b2o$o2bo17b2obo11bo15bo17bo2b2o11bo4bo15bo14b2o14bo14bobobo$o
bo18bobo13b3o12bobo13bobo14bobobobo44bobo14bobobobo$bo20bo16bo13b2o13b
2o15bobob2o45b2o16bo3b2o$86bo7$2b2o18b2o11b2o17bo17b2o15b2o14bo18b2ob
2o8b2o14b2o$2bo2bo16b2o10bo2bo14b5o14bo2bo15bo13bobo18bobobo6bo2bo13bo
bo$3b3o12b2o14b2obo13bo5bo13b4o12b3o13bo2bo17bo4bo7bobo14bobob2o$19b5o
13b3o11b5obo28bo17b2o18bob3o9b2ob2o13bobobob2o$b5o11bo5bo10b3o3bo14b2o
14b4o11b2o34bobobo13bo2bo11b2obobob2o$o4bo11b2ob2o12bo2b3o11b2o17bo3bo
14b2o13b4o13bobo16bobo15bobo$5o13bobo14bo15bo19bo2bobo9b2obo13bo4bo11b
obo16b2obobo10b2obobo$18bo2bo14b4o12bo17b2o3b2o10bobobo11b2o2bobo9bobo
21bobo9bo2bobobo$7o12bobo17bo13bo16bo16bo2b2o12bo2bobo9b2o23bobo9b2o3b
2o$o2bo2bo13bo15b3o15bo13bobo14bobo14bo5bo36b2o$36bo15bobo13b2o15b2o
15b2o$52b2o6$2bo3bo15bo12b2o18b2o16b2o15bo13b2o14bo26bo9bo$bobobobo13b
obo10bo2bo16bo2bo12b2o2bo2b2o10bobo13bo13bobo8bo7b2o3b2obobo7bobo$o2bo
bobo13bob3o8b2obo2bo14b2o13bo3bobobo9bobo12bo2b2o11bo2bo3b2obobo5bo2bo
bobobobo7bo2bo$b3o2bo11b2obo4bo10bobobo29b3o2bo11b2o13b2obobo11bobo4bo
bobo5bob2obobob2o9b2o$4b2o11bobob5o11bob2o12b4o19b2o8b2o4bo13bobo12bo
3bobob2o5b2obo2b2o$3bo13b2o17b2o14bo4bo11b3o13bobob4o10b3obo14b5o12bob
o13b4o$4b2o17b5o11b2o10bo2b2obo10bo3bo13bo2bo12bo3bo32bobo12bo3bo$6bo
16bo4bo7b2ob2o11b2ob2o11b2ob2o14b2o3b3o7b4o16b3o15bo12bo2bo$4b2o20bobo
6bobo15bo37bo3bo25bo2bo29b4o$4bo21b2o6bo2bo13bobo37b2ob2o6b2o18b2o$2bo
bo29bobo14b2o49b2o50b2o$2b2o31bo117bobo$154bo5$4b2o21b2o10bo21b2o9b2o
13b2o14b2o14b2o8bo7b2o5b2o12b2o$3bo2bo19bobo9bobo3b2o14bo2bo8bobo12bo
14bo2bo13bo2bo2bo2bobo5bo2bo3bob3o9bo2bo$3b2obo11b2o6b2o10bo2bobobo14b
obo6bo4bo13bo13b2obo14b6o2bobo5b2obo3bo4bo8b2obo$4bob2o9bo2bo3b2o13bob
obo14b2obo7b5o13b2o14bob2o22bo7bobobobo3b2o10bo$4bobo11bobo2bobo8bo2bo
bobob2o7b2o3bo2bo25bo16bo2bo13b9o8bobob2o14b2o$3b2obo2bo9bo3bo10b4ob2o
10bo2bobob2o9b3o15b2o15b2o13bo18bo14b2o2bo$6bobobo9b4o27bo2bobo11bo3bo
16bo29bobob4o26bo4bo$6bobobo23b2o16b2o2bo11b5o14b2obo13b4o12b2obo2bo
27b4o$3b2obob2o12b2o10b2o20bobo29bobo12bo4bo$b3obo16b2o33b2o9b2ob2o15b
ob2o12b2ob2o45b2o$o68bobo13b2obo16bobo45bobo$2o66bo2bo13bo2bo16bobo45b
2o$69b2o15b2o18bo5$2ob2o2b2ob2o6b2ob2ob2ob2o5b2o21b2o12b2o$o3bo2bo3bo
5bobob2ob2obo6bobob2o13b2o2bobo11bobo$b2o6b2o6bo9bo8bobobo4b2o6bo5bo8b
o4bo$3b6o9b7obo9bo2bo2b2o2bo7b5o9b5o$3bo4bo15b2o8bobo3b2ob2o$4bobo13b
2o12b2o18b3o11b3o$3b2ob2o12b2o31bo2bo11bo2bo$52bo2bo13b2obo$52b3o17bo$
69b2ob2o$52b3o15bo$51bo2bo13bobo$51b2o15b2o!
Slightly hesitant about including these but Andrzej did leave comments on Catagolue for some of these containing the soups, so...

Code: Select all

#C [[ ZOOM 8 TRACK -3/87 -1/87 ]]
x = 4, y = 5, rule = B35ay/S2-i3-e4ey5j
2bo$b2o$2obo$bobo$2b2o!
mreow
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