ConwayLife.com - A community for Conway's Game of Life and related cellular automata
Home  •  LifeWiki  •  Forums  •  Download Golly

Soup search results

For discussion of specific patterns or specific families of patterns, both newly-discovered and well-known.

Re: Soup search results

Postby mniemiec » August 2nd, 2017, 7:31 pm

wwei23 wrote:One of my 1x256 soups yielded this: ...

The natural method requires much expensive cleanup. Here is an artificial synthesis from 34 gliders. This might be reducible to 28 if suitable 3-glider sparks can be found:
x = 284, y = 49, rule = B3/S23
82bo$83bo$81b3o$85bo$85bobo$85boo$77bo$78boo$77boo$92bobo$92boo$93bo
80bobo$175boo$115bobo57bo$bbo112boo18bo15bo4bo8bo$obo82boo29bo17bobo
15boo3boo5bobo6boo$boo82bobobboo42boo15boo3boo6boo6boo$85bo3boo23b3o
57bo$3bo87bo24bo$3bobo109bo72bo19bo19bo17bo11bo19bo$3boo94boboo7bo8bob
oo16boboo26boboo14boboboo14boboboo14boboboo14boo8boboboo14boboboo$20b
ooboo15booboo15booboo15booboo13boboobo4bobo7boboobo14boboobo24boboobo
13bobobobo13bobobobo13bobobobo12boo9bobobobo13bobobobo$20bo3bo15bo3bo
15bo3bo15bo3bo13bo4bo5boo7bo4bo14bo4bo24bo4bo14bo4bo14bo4bo14bo4bo24bo
4bo14bo4bo$21b3o17b3o17b3o17b3o15b4o9boo5b4o10boo4b4o20boo4b4o16b4o10b
o5b4o16b4o26b4o16b4o$111bobo19boo28boo36bobo19boo28boo$21b3o17b3o17b3o
17b3o15b4o10bo5b4o16b4o26b4o16b4o9boo5b4o10boo4b4o20boo4b4o16b4o$20bo
3bo15bo3bo15bo3bo15bo3bo13bo4bo14bo4bo14bo4bo24bo4bo14bo4bo5boo7bo4bo
14bo4bo24bo4bo14bo4bo$20booboo15booboo15booboo15booboo13boboobo14boboo
bo14boboobo12boo10boboobo14boboobo4bobo7boboobo14boboobo24boboobo13bob
obobo$3boo94boboo16boboo16boboo14boo10boboo16boboo7bo8boboo16boboo26bo
boo14boboboo$3bobo150bo48bo72bo$3bo202bo$79bo124b3o57bo$boo74bobo144b
oo15boo3boo6boo6boo$obo64boo9boo7boo117bo17bobo15boo3boo5bobo6boo$bbo
44b3o17boo18boo116boo18bo15bo4bo8bo$47bo157bobo57bo$48bo216boo$44b3o
217bobo$46bo$45bo$86boo$85boo$87bo$78boo$77bobo$79bo$81b3o$81bo$82bo!
mniemiec
 
Posts: 777
Joined: June 1st, 2013, 12:00 am

Re: Soup search results

Postby wwei23 » August 3rd, 2017, 10:11 am

One of my 1x256X2+1 soups yielded a monogram(Actually two did, but I'm looking at this one right now.):
x = 507, y = 1, rule = B3/S23
o2bo2b3o2bob2o3bobobo2bo7bo5b2ob2ob4o2b2o3bobo5bo4b2o5bo2b5o2b2o3b5obo
2bo2b4ob3ob9o2b4ob2obobo2bo2b3ob5o6b2obobo2bo2b3obo2bo2b3o2b3o2bobo2b
3ob7o3bo2bo2bo2bo2b4obo2b5ob4obo4b4o5bob5obo5b4o4bob4ob5o2bob4o2bo2bo
2bo2bo3b7ob3o2bobo2b3o2b3o2bo2bob3o2bo2bobob2o6b5ob3o2bo2bobob2ob4o2b
9ob3ob4o2bo2bob5o3b2o2b5o2bo5b2o4bo5bobo3b2o2b4ob2ob2o5bo7bo2bobobo3b
2obo2b3o2bo2bo!

Note: If you saw empty code tags, it was because my computer was acting funky and I had to reopen the tab and edit the RLE in.
1/2-ominos removed:
x = 495, y = 1, rule = B3/S23
3o36b4o30b5o7b5o7b4ob3ob9o2b4o12b3ob5o17b3o7b3o2b3o7b3ob7o15b4o4b5ob4o
6b4o7b5o7b4o6b4ob5o4b4o15b7ob3o7b3o2b3o7b3o17b5ob3o12b4o2b9ob3ob4o7b5o
7b5o30b4o36b3o!

The essentials:
x = 59, y = 1, rule = B3/S23
5ob4o6b4o7b5o7b4o6b4ob5o!

64 gliders:
x = 1446, y = 69, rule = LifeHistory
1069.A$1069.A.A$1069.2A$1066.B$1065.BAB$1057.A7.ABA7.A310.A6.A31.A6.A
$246.A31.A341.A57.A379.A5.BABAB5.A312.A3.A.A31.A.A3.A$246.A.A29.A.A
337.A.A57.A.A375.3A5.2BA2B5.3A308.3A4.2A6.B17.B6.2A4.3A$246.2A30.2A
339.2A57.2A206.A175.9B320.3B3.5B15.5B3.3B$243.B31.B347.B51.B208.A.A
173.B2A7B2AB314.2B2A5B.5B4.2B3.2B4.5B.5B2A2B$242.BAB29.BAB345.BAB49.B
AB80.A127.2A172.BA2BA5BA2BAB312.3B2A17B.B.17B2A3B$234.A7.ABA29.ABA7.A
329.A7.ABA49.ABA7.A72.A.A300.B2A7B2AB213.A91.2B2.16BA21BA16B$19.A24.A
190.A5.BABAB27.BABAB5.A70.A44.A215.A5.BABAB47.BABAB5.A73.2A303.9B188.
A24.A.A89.5B.15BABA19BABA16B.2B$18.A24.A189.3A5.2BA2B27.2BA2B5.3A69.A
44.A80.A55.A75.3A5.2BA2B47.2BA2B5.3A199.2A177.2BA2B157.A30.A.A25.2A
89.21BABA19BABA21B$18.3A22.3A86.A33.A72.10B21.10B73.3A42.3A81.A53.A
82.9B43.9B205.2A177.BABAB156.A.A30.2A115.23BA7B3AB3A7BA22B$133.A2.2A
23.2A2.A71.B2A7B2AB19.B2A7B2AB85.2A21.2A88.3A3.2A9.2A21.2A9.2A3.3A78.
B2A7B2AB7.2A21.2A7.B2A7B2AB71.2A12.2A8.2A21.2A8.2A9.A75.2A8.2A21.2A8.
2A123.ABA9.2A8.2A21.2A8.2A10.B92.A.A9.2A8.2A21.2A8.2A92.35BA35B$5D.4D
6.4D7.5D7.4D6.4D.5D61.5D.4D.3A2.2C2D7.5D7.2D2C2.3A.4D.5D51.5D.DC2DA5B
C2DCB6.5D6.BC2DC5BA2DCD.5D61.5D.4D6.C2DC7.5D7.C2DC6.4D.5D71.5D.2C2D6.
C2DC7.5D7.C2DC6.2D2C.5D77.BA2BC4DBC2DCB5.C2DC7.5D7.C2DC5.BC2DCB4DC2BA
B69.A.A5.5D.C2DC6.C2DC7.5D7.C2DC6.C2DC.5DA.A68.5D.C2DC6.C2DC7.5D7.C2D
C6.C2DC.5D116.BAB2.5D.C2DC6.C2DC7.5D7.C2DC6.C2DC.5D2.BAB92.A3.5D.C2DC
6.C2DC7.5D7.C2DC6.C2DC.5D3.A80.7B5DB4D6B4D6BAC3DCA6B4D6B4DB5D7B$13.3A
22.3A196.B2A7B2A2B17.2B2A7B2AB76.3A6.2A21.2A11.3A91.2A21.2A95.B2A7B2A
B7.2A21.2A7.B2A7B2AB72.A12.2A8.2A21.2A8.2A8.2A75.2A8.2A9.A11.2A8.2A
124.B10.2A8.2A9.A11.2A8.2A9.ABA103.2A8.2A9.A11.2A8.2A9.A.A80.35BA35B$
15.A24.A198.12B17.12B78.A44.A215.9B43.9B237.BAB32.2A144.A31.BABAB123.
A32.A.A82.22BA7B3AB3A7BA23B$14.A24.A201.2BA2B3.B19.B3.2BA2B81.A44.A
216.2BA2B47.2BA2B239.BAB32.2A144.A31.2BA2B97.2A24.A33.A83.21BABA19BAB
A21B$241.BABAB27.BABAB343.BABAB47.BABAB146.2A89.11B202.9B95.A.A143.2B
.16BABA19BABA15B.5B$242.ABA29.ABA345.ABA49.ABA147.A.A87.3A10B199.B2A
7B2AB93.A149.16BA21BA16B2.2B$242.BAB29.BAB345.BAB49.BAB147.A80.2B8.
15B22.2A171.BA2BA5BA2BAB246.3B2A17B.B.17B2A3B$243.B31.B347.B51.B228.
2AB10.12B2A21.A.A171.B2A7B2AB248.2B2A5B.5B4.2B3.2B4.5B.5B2A2B$246.2A
30.2A339.2A57.2A223.A2BA3B7.12B2AB20.A175.9B254.3B3.5B15.5B3.3B$246.A
.A29.A.A337.A.A57.A.A221.BA2BA4B4.16B191.3A5.2BA2B5.3A242.3A4.2A6.B
17.B6.2A4.3A$246.A31.A341.A57.A223.2B2A5B2.18B193.A5.BABAB5.A246.A3.A
.A31.A.A3.A$898.3A26B2A4B190.A7.ABA7.A244.A6.A31.A6.A$900.A26B2A5B3A
194.BAB$899.A.32B.A197.B$900.34B.A199.2A$899.37B199.A.A$899.39B197.A$
901.37B$903.36B$904.2A2B.29B$904.2AB4.26B$911.27B$900.3A8.29B$902.A9.
30B$786.2A113.A14.15B3A9B$786.2A2.3A119.30B$644.3A3.3A137.A120.29B2.
3A$646.A3.A140.A119.27B4.A$645.A5.A252.2AB4.26B6.A$887.3A14.2A2B.29B$
655.3A231.A13.36B$655.A232.A12.37B3.3A$656.A242.39B3.A$899.37B6.A$
897.3A34B$899.A.32B$898.A2.26B2A5B$901.26B2A4B$902.2B2A5B2.18B$902.BA
2BA4B4.16B$903.A2BA3B7.12B2AB$904.2AB10.12B2A$898.3A4.2B8.15B$900.A
13.3A10B5.3A$899.A15.11B6.A$909.3A5.BAB13.A$911.A5.BAB17.3A$910.A7.A
18.A$938.A2$915.2A$914.A.A$916.A!
Last edited by wwei23 on August 3rd, 2017, 11:22 am, edited 1 time in total.
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby wwei23 » August 3rd, 2017, 10:32 am

AbhpzTa wrote:
toroidalet wrote:
wwei23 wrote:Done in 88 gliders:
way expensive synthesis

much cheaper synthesis of the seed:
x = 58, y = 21, rule = LifeHistory
13.A6.A3.A.A28.A$12.A6.A5.2A27.A$12.3A4.3A3.A28.3A5$33.D$4.2D4.D6.D
14.D.D5.2D10.D$3.D2.D3.D6.D14.D.D4.D2.D9.D$4.2D4.D2.2A2.D2.2A11.2D5.
2D10.D2.2A$.2A10.A.A4.A.A14.2A16.A.A$A.A10.A6.A15.A.A16.A$2.A35.A$8.
2A34.2A$8.A.A33.A.A$8.A35.A2$26.2A$25.A.A$27.A!

Did you know you can synthesize all the seed things in 2 gliders each?
Better essentials:
x = 17, y = 43, rule = B3/S23
9bo5b2o$10b3ob2o$9bo$9bo3bo$8b2o$8b2ob2o$9b3o3$2bo$bobo$o3bo3bo$o3bo2b
obo$o3bo3b2o$bobo$2bo$12b2o$8bo3b2o$7bobo$7bobo$8bo2$8bo$7bobo$7bobo$
8bo3b2o$12b2o$2bo$bobo$o3bo3b2o$o3bo2bobo$o3bo3bo$bobo$2bo3$9b3o$8b2ob
2o$8b2o$9bo3bo$9bo$10b3ob2o$9bo5b2o!

x = 13, y = 17, rule = B3/S23
3bo$3bo$2b2o$2b2o7b2o$o2bo3bo3b2o$obo3bobo$b2o3bobo$7bo2$7bo$b2o3bobo$
obo3bobo$o2bo3bo3b2o$2b2o7b2o$2b2o$3bo$3bo!

Or these (actually same):
x = 24, y = 21, rule = B3/S23
obobo17bo$b3o19bo$2bo18b3o$21b2o$b2o18b2o$o2bo16bobo$3o17b3o$21bo6$21b
o$3o17b3o$o2bo16bobo$b2o18b2o$21b2o$2bo18b3o$b3o19bo$obobo17bo!

I KNOW that my synthesis is horribly inefficient, but I was going for transparency. The others tend to involve perturbing active areas with gliders, which is horribly opaque. In addition to this, it's more transparent for me to start with blocks and add gliders to stable objects (Oscillators, including period 1, and spaceships). and build my way up. And I find it easier to start with 1-cell thick soups.
EDIT:
Because 1-cell-thick soups have a HUGE population-to-perimeter ratio, they tend to yield a LOT of objects. I searched almost 6 million soups, and got almost 300 million objects. 50-to-1.
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby wwei23 » August 4th, 2017, 10:04 am

I know how to extract 1x256 soups:
Here is one on Catagolue:
x = 16, y = 16, rule = B3/S23
obbboobbbbobbobo$
obobooobbobboobb$
oobbbobobobbbobo$
bbbobboooobbooob$
oobooobbbobooooo$
obbooooboboooobb$
obobbboooboobboo$
bbbbobobobbooobo$
ooboboobbobooboo$
bbbbbbbbboobooob$
oboobbboooboobbb$
boobboboboooobob$
obbbbbbbbobbobbo$
obooboooboobobob$
bbbobobobobboooo$
bobobooooobbbobo!

Now, because this is 16x16, this WILL NOT YIELD what you'tr looking for. One trick is to directly edit the RLE. The first line is:
x = 16, y = 16, rule = B3/S23

Change it to:
x = 256, y = 1, rule = B3/S23

So we have this:
x = 256, y = 1, rule = B3/S23
obbboobbbbobbobo$
obobooobbobboobb$
oobbbobobobbbobo$
bbbobboooobbooob$
oobooobbbobooooo$
obbooooboboooobb$
obobbboooboobboo$
bbbbobobobbooobo$
ooboboobbobooboo$
bbbbbbbbboobooob$
oboobbboooboobbb$
boobboboboooobob$
obbbbbbbbobbobbo$
obooboooboobobob$
bbbobobobobboooo$
bobobooooobbbobo!

Now, delete all the dollar signs and you're good to go(Also, I found that this pastes without the exclamation mark.):
x = 256, y = 1, rule = B3/S23
obbboobbbbobbobo
obobooobbobboobb
oobbbobobobbbobo
bbbobboooobbooob
oobooobbbobooooo
obbooooboboooobb
obobbboooboobboo
bbbbobobobbooobo
ooboboobbobooboo
bbbbbbbbboobooob
oboobbboooboobbb
boobboboboooobob
obbbbbbbbobbobbo
obooboooboobobob
bbbobobobobboooo
bobobooooobbbobo

EDIT:
Ooh la la!
x = 85, y = 1, rule = B3/S23
4o10b3o3b12o2b3o11b3o2b12o3b3o10b4o!
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby wwei23 » August 4th, 2017, 10:31 am

Also, 1x256X2+1 has already yielded four cloverleaf interchanges!
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby wwei23 » August 4th, 2017, 6:47 pm

This thing:
x = 53, y = 1, rule = B3/S23
7o6b5o2b3o7b3o2b5o6b7o!
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby AforAmpere » August 4th, 2017, 7:01 pm

Oh my gosh, please edit your posts! That was a quintuple post!
Things to work on:
- An Isotropic version of All_Speeds
- Find more ships in B2ek3-ajny4ajqr5a/S02ack3ackny4aq5y
- Find a p3 knightship in a Non-totalistic rule (someone please search the rules)
AforAmpere
 
Posts: 190
Joined: July 1st, 2016, 3:58 pm

Re: Soup search results

Postby mniemiec » August 4th, 2017, 9:00 pm

wwei23 wrote:This thing: ...

Nice. 12 gliders can make the key mechanism (four fleets):
x = 37, y = 21, rule = B3/S23
bo16bo$bbo15bobo$3o4bo10boo$8bo$6b3o3bo15bo3bo$13boo12bobobobo$5bo6boo
bbo10bobobobo$5boo9bobo6boobbobobboo$4bobo9boo6bo4bobo4bo$25b4o3b4o$$
25b4o3b4o$3boo9bobo7bo4bobo4bo$bbobo9boo9boobbobobboo$4bobboo6bo11bobo
bobo$6boo19bobobobo$8bo3b3o13bo3bo$12bo$boo10bo4b3o$obo15bo$bbo16bo!

(And, as AforAmpere mentioned, when making many small posts right after one another, it's easier on readers who receive notifications if you just edit your previous post to add new discoveries at the end, instead of making new posts for each, to avoid notifications being sent after every single one. If other people have already posted after you have, it's OK to create a new post.)
mniemiec
 
Posts: 777
Joined: June 1st, 2013, 12:00 am

Re: Soup search results

Postby wwei23 » August 5th, 2017, 8:54 am

Bzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzz...
x = 64, y = 4, rule = B3/S23
oobboobbboboobboobbobbobobbbooboobbbbobboboooooooboobbbobbbbbooo$
oobobbbbobobbbboboobobbooooboboboobbbbbooooobooooobboooboboooobb$
oboobbbbobobbobooboobboobooobobbboboooobbobbooboobbbbboobobbbobo$
bbobbbbobbboboobboobbboobobbbooboboooboooobbbooooboboooooobobbbb!
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby wwei23 » August 5th, 2017, 6:31 pm

Oooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooo
Laaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa
Laaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa
x = 43, y = 1, rule = B3/S23
3o6b3o10b4o3b3ob5o2b3o!
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby wwei23 » August 7th, 2017, 10:07 am

Which two 14 bit still lives have not appeared from soup?
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby muzik » August 7th, 2017, 10:27 am

wwei23 wrote:Which two 14 bit still lives have not appeared from soup?


viewtopic.php?f=7&t=2099&start=300#p45575
2c/n spaceships project (new)

Current priorities: see here
muzik
 
Posts: 2199
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

Re: Soup search results

Postby wwei23 » August 7th, 2017, 10:31 am

Big still life:
x = 45, y = 1, rule = B3/S23
3o3b4ob5o2b4ob4o2b5ob4o3b3o!
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby Apple Bottom » August 9th, 2017, 7:56 am

xs14_31248ge123 (Mark Niemiec's 14.241, Integral w/hook and extra long hook; König's 14.144) just appeared on Catagolue for the very first time, in D8_1.

Soup:

x = 31, y = 31, rule = B3/S23
booobooooboooboooboooboooobooob$
oboooooobbbobooooobobbboooooobo$
oobbobbbbboboobbboobobbbbbobboo$
oobbobbboobobobbboboboobbbobboo$
booobbbbbbbbobbbbbobbbbbbbbooob$
oobbboboooobbbooobbboooobobbboo$
oobbbbooooobobbbbbobooooobbbboo$
oobbboobbbbobooboobobbbboobbboo$
obbobooboobobbbobbbobooboobobbo$
bbboboobobbbobooobobbboboobobbb$
obobboobbbbbooooooobbbbboobbobo$
oobobbboobboobbobboobboobbboboo$
obobobobbooobooooobooobbobobobo$
booobbbobbobooooooobobbobbbooob$
oobbbobobooboooooooboobobobbboo$
oobbbobbooooooooooooooobbobbboo$
oobbbobobooboooooooboobobobbboo$
booobbbobbobooooooobobbobbbooob$
obobobobbooobooooobooobbobobobo$
oobobbboobboobbobboobboobbboboo$
obobboobbbbbooooooobbbbboobbobo$
bbboboobobbbobooobobbboboobobbb$
obbobooboobobbbobbbobooboobobbo$
oobbboobbbbobooboobobbbboobbboo$
oobbbbooooobobbbbbobooooobbbboo$
oobbboboooobbbooobbboooobobbboo$
booobbbbbbbbobbbbbobbbbbbbbooob$
oobbobbboobobobbboboboobbbobboo$
oobbobbbbboboobbboobobbbbbobboo$
oboooooobbbobooooobobbboooooobo$
booobooooboooboooboooboooobooob!


Haul (Apple Bottom): here

With this, every 14-bit still life has been on Catagolue in some symmetry. 617 out of 619 have been seen in C1; of the two missing, the other one, xs14_4ai3zwo9a4, has appeared numerous times in C2_4.
Living proof that a little knowledge is a dangerous thing.

Catagolue: Apple Bottom • Life Wiki: Apple Bottom • Twitter: @_AppleBottom_

Proud member of the Pattern Raiders!
User avatar
Apple Bottom
 
Posts: 575
Joined: July 27th, 2015, 2:06 pm

Re: Soup search results

Postby wwei23 » August 9th, 2017, 9:18 am

Ohh laa laa:
#C I HATE EIGHT CELL ROWS, THEY REQUIRE A SYNTHESIS THAT DOESN"T FIT!
x = 113, y = 1, rule = B3/S23
5o5b8ob3o6b3o7b3o10b3ob3ob3o10b3o7b3o6b3ob8o5b5o!

#C COME ON! AN ELEVEN CELL ROW?!
x = 103, y = 1, rule = B3/S23
3o2b11o7b4ob4ob5ob3ob4o9b4ob3ob5ob4ob4o7b11o2b3o!

#C This has a nine cell row, please no.
x = 36, y = 1, rule = B3/S23
4o3b3ob9o2b6o4b4o!

x = 13, y = 13, rule = B3/S23
b2o7b2o$o2bo2bo2bo2bo$obo3bo3bobo$bo3bobo3bo$6bo$6bo2$6bo$6bo$bo3bobo
3bo$obo3bo3bobo$o2bo2bo2bo2bo$b2o7b2o!

My 8 cell row synthesis:
x = 30, y = 1, rule = B3/S23
5o4b5o8b8o!

Generation 13 of 8 cell row:
x = 14, y = 3, rule = B3/S23
2bo8bo$2ob2o4b2ob2o$2bo8bo!

That's why it works. But not in the top, too crowded.
Never mind with the ohh laa laa, though. Here's oone that might be feasible(A cloverleaf interchange, with extra cells):
x = 67, y = 1, rule = LifeHistory
3A.4A2.3A.5A7.4A2.3A2.4A7.5A.3A2.4A.3A!

117 gliders:
x = 1970, y = 87, rule = LifeHistory
1902.A61.A$1903.A11.A35.A11.A$1901.3A12.A33.A12.3A$1914.3A33.3A$1906.
A4.B4.B33.B4.B4.A$1907.A.4B2.4B29.4B2.4B.A$1905.3A11B29.11B3A$1907.
13B27.13B$1906.17B21.17B$1906.16B2A19.2A16B$1905.17B2A19.2A17B$1906.
18B19.18B$768.A69.A837.A89.A139.18B19.18B$766.A.A69.A.A836.A89.A139.
20B13.20B$390.A25.A350.2A69.2A118.A69.A646.3A87.3A142.18B11.18B$388.A
.A25.A.A275.A261.A.A69.A.A107.A769.21B9.21B$306.A82.2A25.2A274.A.A
262.2A69.2A106.A.A762.A5.22B9.22B5.A$307.A85.B19.B279.2A77.A61.A126.B
63.B111.2A631.2A130.A4.25B3.25B4.A$305.3A84.BAB17.BAB355.A.A61.A.A
123.BAB61.BAB743.2A128.3A4.13B2A9B2A.2A9B2A13B4.3A$384.A7.ABA17.ABA7.
A348.2A61.2A116.A7.ABA61.ABA7.A871.13BA2BA7BABA.ABA7BA2BA13B$212.A26.
A145.A5.BABAB15.BABAB5.A531.A5.BABAB59.BABAB5.A29.A218.B81.B143.A69.A
191.2A54.A78.3A11BA2BA7BABA.ABA7BA2BA11B3A$138.A25.A46.A26.A144.3A5.
2BA2B15.2BA2B5.3A242.A192.A67.A23.3A5.2BA2B59.2BA2B5.3A27.A.A215.BAB
79.BAB36.A81.A23.A69.A191.2A52.A.A34.A40.3B.14B2A6B2A2BABA2B2A6B2A14B
.3B$136.A.A24.A47.3A24.3A53.A94.9B11.9B223.A24.A.A56.A134.A65.A30.9B
55.9B33.2A208.A7.ABA79.ABA7.A27.A.A79.A.A22.A69.A71.A174.2A34.A38.27B
A4BABA4BA27B$137.2A4.B19.3A123.2A2.A22.2A69.B2A7B2AB3.B3.B2A7B2AB57.
2A4.A4.2A77.2A4.A4.2A62.A18.B4.2A9.2A9.2A15.B18.A72.2A9.2A48.3A3.2A
21.2A9.2A21.2A3.3A26.B2A7B2AB3.B15.2A4.B4.2A15.B3.B2A7B2AB43.2A20.2A
9.2A20.2A39.2A12.2A4.A15.2A4.A4.2A15.A4.2A12.2A18.A5.BABAB10.2A4.B15.
2A4.B4.2A15.B4.2A10.BABAB5.A28.A.A11.2A4.A15.2A4.A4.2A15.A4.2A11.A.A
29.2A20.2A9.2A20.2A63.2A12.A7.2A9.2A20.2A33.2A20.2A9.2A20.2A3.B29.2A
20.2A9.2A11.A8.2A26.29B5A3B5A29B$3D.4D2.3D.5D7.4D2.3D2.4D7.5D.3D2.4D.
3D43.3D.4D2.3D.5D7.4D2.3C2.4D7.5D.3D2.4D.3D13.3D.4D2.3D.5D7.4D2.3C2.
4D7.5D.3D2.4D.3D13.3D.4D2.3D.5D2A2.3A4D2.3C2.4D5.2A5D.3D2.4D.3D33.3D.
4D2.3D.3DCDBA5BC2DCB.3C.BC2DC5BABDC3D.3D2.4D.3D13.3D.4D2.3D.5D7.C2DC
2.DCD2.C2DC7.5D.3D2.4D.3D23.3D.4D2.3D.5D7.C2DC2.DCD2.C2DC7.5D.3D2.4D.
3D33.3A7.3D.4D2.3C.5D7.C2DC2.3C2.C2DC7.5D.3C2.4D.3D7.3A43.3D.4D2.3C.
5D7.C2DC2.3C2.C2DC7.5D.3C2.4D.3D23.3D.2C2D2.3C.5D7.C2DC2.3C2.C2DC7.5D
.3C2.2D2C.3D27.BA2BAB3DBC2DCB.3C.5D7.C2DC2.3C2.C2DC7.5D.3C.BC2DCB3DBA
2BAB37.3D.C2DC2.3C.5D7.C2DC2.3C2.C2DC7.5D.3C2.C2DC.3D34.2A7.3D.C2DC2.
DCD.5D7.C2DC2.DCD2.C2DC7.5D.DCD2.C2DC.3D7.2A16.3A5.2BA2B5.3D.C2DC2.3C
.5D7.C2DC2.3C2.C2DC7.5D.3C2.C2DC.3D5.2BA2B5.3A27.A7.3D.C2DC2.DCD.5D7.
C2DC2.DCD2.C2DC7.5D.DCD2.C2DC.3D7.A19.3A3.3C.C2DC2.3C.5D7.C2DC2.3C2.C
2DC7.5D.3C2.C2DC.3C3.3A47.3C.C2DC2.3C.5D3A4.C2DC2.3C2.C2DC4.3A5D.3C2.
C2DC.3C23.3C.C2DC2.3C.5D7.C2DC2.3C2.C2DC7.5D.3C2.C2DC.3C23.3C.C2DC2.
3C.5D7.C2DC2.3C2.C2DC7.5D.3C2.C2DC.3C20.3B3DB4D2B3DB5D7B4DB.3D.B4D7B
5DB3D2B4DB3D3B$142.3B13.A47.3A24.3A151.B2A7B2AB3.B3.B2A7B2AB57.2A4.A
4.2A77.2A4.A4.2A66.A13.3B14.2A9.2A14.3B13.A50.2A24.2A9.2A24.2A51.2A9.
2A55.B2A7B2AB3.B15.2A4.B4.2A15.B3.B2A7B2AB27.2A14.2A20.2A9.2A20.2A53.
2A4.A15.2A4.A4.2A15.A4.2A36.9B8.2A4.B15.2A4.B4.2A15.B4.2A8.9B46.2A4.A
15.2A4.A4.2A15.A4.2A43.2A20.2A9.2A20.2A63.2A20.2A9.2A7.A12.2A33.2A20.
2A9.2A20.2A3.B29.2A8.A11.2A9.2A20.2A26.29B5A3B5A29B$124.A15.A10B6.A
50.A26.A153.9B11.9B229.A6.10BA37.A10B6.A50.A.A61.A.A120.9B55.9B28.A.A
215.B2A7B2AB69.B2A7B2AB128.3A6.A69.A6.3A88.A148.A34.2A38.27BA4BABA4BA
27B$125.A13.BA11B5.3A47.A26.A156.2BA2B15.2BA2B229.3A5.11BAB35.BA11B5.
3A50.A61.A124.2BA2B59.2BA2B32.A110.2A81.2A19.BA2BA5BA2BAB67.BA2BA5BA
2BAB105.2A22.A6.A69.A6.A149.2A88.A34.A.A39.3B.14B2A6B2A2BABA2B2A6B2A
14B.3B$123.3A4.2B8.A14B236.BABAB15.BABAB234.14BA8.2B17.2B8.A14B242.BA
BAB59.BABAB142.A.A81.A.A19.B2A7B2AB69.B2A7B2AB105.A.A21.A7.A69.A7.A
148.2A123.A44.3A11BA2BA7BABA.ABA7BA2BA11B3A$129.2AB10.12B2A236.ABA17.
ABA234.2A12B10.B2A15.2AB10.12B2A242.ABA61.ABA145.A81.A23.9B73.9B109.A
427.13BA2BA7BABA.ABA7BA2BA13B$128.A2BA3B7.12B2AB235.BAB17.BAB233.B2A
12B7.3BA2BA13.A2BA3B7.12B2AB241.BAB61.BAB124.2A127.2BA2B77.2BA2B368.
2A163.3A4.13B2A9B2A.2A9B2A13B4.3A$127.BA2BA4B4.16B237.B19.B235.16B4.
4BA2BAB11.BA2BA4B4.16B243.B63.B125.A.A126.BABAB77.BABAB138.2A73.2A
153.2A165.A4.25B3.25B4.A$127.2B2A5B2.18B233.2A25.2A231.18B2.5B2A2B11.
2B2A5B2.18B239.2A69.2A121.A129.ABA79.ABA47.2A83.2A4.A.A73.A.A4.2A312.
A5.22B9.22B5.A$126.26B2A4B230.A.A25.A.A228.4B2A26B9.26B2A4B236.A.A69.
A.A250.BAB79.BAB47.A.A81.A.A6.A73.A6.A.A318.21B9.21B$123.A2.26B2A5B
231.A25.A229.5B2A26B9.26B2A5B237.A69.A253.B81.B48.A85.A87.A61.3A87.3A
168.18B11.18B$124.A.32B489.32B9.32B558.2A87.2A280.A89.A167.20B13.20B$
122.3A34B4.A477.A4.34B7.34B4.A551.A.A87.A.A280.A89.A165.18B19.18B$
124.37B2.A.A345.A127.A.A2.37B5.37B2.A.A551.A87.A538.18B19.18B$124.39B
2A345.A129.2A39B5.39B2A1178.17B2A19.2A17B$40.A85.37B347.3A129.37B9.
37B547.3A97.3A531.16B2A19.2A16B$39.A88.36B477.36B13.36B548.A97.A533.
17B21.17B$39.3A87.2A2B.29B479.29B.2B2A15.2A2B.29B548.A99.A533.13B27.
13B$34.A94.2AB4.26B298.A182.26B4.B2A15.2AB4.26B1181.3A11B29.11B3A$33.
A102.27B298.A86.A49.A43.27B29.27B1182.A.4B2.4B29.4B2.4B.A$33.3A100.
29B294.3A87.A47.A42.29B29.29B1179.A4.B4.B33.B4.B4.A$137.20BA9B380.3A
2.2A39.2A2.3A38.9BA20B31.20BA9B1185.3A33.3A$126.A12.18BA10B384.2A39.
2A42.10BA16B39.16BA10B1171.3A12.A33.A12.3A$28.3A96.A9.20BA9B297.3A
171.9BA20B31.20BA9B1174.A11.A35.A11.A$30.A94.3A8.29B299.A175.29B29.
29B1175.A61.A$29.A106.27B302.A176.27B29.27B$129.2AB4.26B481.26B4.B2A
15.2AB4.26B$129.2A2B.29B479.29B.2B2A15.2A2B.29B$128.36B331.3A143.36B
13.36B$126.37B334.A144.37B9.37B$124.39B333.A145.39B5.39B$124.37B483.
37B5.37B$125.34B487.34B7.34B$126.32B489.32B9.32B$126.26B2A5B487.5B2A
26B9.26B2A5B$126.26B2A4B489.4B2A26B9.26B2A4B$127.2B2A5B2.18B493.18B2.
5B2A2B11.2B2A5B2.18B$127.BA2BA4B4.16B493.16B4.4BA2BAB11.BA2BA4B4.16B$
128.A2BA3B7.12B2AB491.B2A12B7.3BA2BA13.A2BA3B7.12B2AB$129.2AB10.12B2A
493.2A12B10.B2A15.2AB10.12B2A$123.3A4.2B8.A14B495.14BA8.2B17.2B8.A14B
$125.A13.BA11B5.3A485.3A5.11BAB35.BA11B5.3A$124.A15.A10B6.A489.A6.10B
A6.2A15.2A12.A10B6.A$142.3B13.A487.A13.3B7.A.A14.A.A14.3B13.A$142.3A
17.3A475.3A17.3A9.A16.A14.3A17.3A$137.2A4.B18.A479.A18.B37.2A4.B18.A$
136.A.A8.3A13.A477.A13.3A40.A.A24.A$138.A8.A509.A42.A$148.A507.A2$
630.2A63.3A17.3A6.3A8.2A$629.A.A65.A17.A8.A10.A.A$631.A22.2A40.A19.A
8.A9.A$653.A.A$626.2A27.A83.2A$625.A.A111.A.A$627.A111.A4$708.3A6.3A$
708.A8.A$709.A8.A!

69 gliders:
x = 1530, y = 49, rule = LifeHistory
1462.A61.A$1463.A11.A35.A11.A$1461.3A12.A33.A12.3A$1474.3A33.3A$1466.
A4.B4.B33.B4.B4.A$1467.A.4B2.4B29.4B2.4B.A$1465.3A11B29.11B3A$1467.
13B27.13B$1466.17B21.17B$1466.16B2A19.2A16B$1465.17B2A19.2A17B$41.A
301.A59.A1062.18B19.18B$40.A303.A57.A25.A69.A837.A129.18B19.18B$40.3A
299.3A57.3A21.A.A69.A.A836.A129.20B13.20B$280.A25.A120.2A69.2A118.A
69.A646.3A132.18B11.18B$37.A240.A.A25.A.A38.A51.A216.A.A69.A.A107.A
669.21B9.21B$36.A159.A82.2A25.2A40.A49.A218.2A69.2A106.A.A541.A120.A
5.22B9.22B5.A$36.3A158.A85.B19.B42.3A49.3A31.A61.A126.B63.B111.2A542.
A120.A4.25B3.25B4.A$195.3A84.BAB17.BAB125.A.A61.A.A123.BAB61.BAB652.
3A118.3A4.13B2A9B2A.2A9B2A13B4.3A$274.A7.ABA17.ABA7.A118.2A61.2A116.A
7.ABA61.ABA7.A771.13BA2BA7BABA.ABA7BA2BA13B$102.A26.A145.A5.BABAB15.B
ABAB5.A301.A5.BABAB59.BABAB5.A29.A218.B81.B143.A69.A100.3A44.A78.3A
11BA2BA7BABA.ABA7BA2BA11B3A$101.A26.A144.3A5.2BA2B15.2BA2B5.3A205.A
67.A23.3A5.2BA2B59.2BA2B5.3A27.A.A215.BAB79.BAB36.A81.A23.A69.A102.A
42.A.A34.A40.3B.14B2A6B2A2BABA2B2A6B2A14B.3B$101.3A24.3A53.A94.9B11.
9B212.A65.A30.9B55.9B33.2A208.A7.ABA79.ABA7.A27.A.A79.A.A22.A69.A101.
A44.2A34.A38.27BA4BABA4BA27B$179.2A2.A22.2A69.B2A7B2AB3.B3.B2A7B2AB
57.2A4.A4.2A77.2A9.2A48.3A3.2A21.2A9.2A21.2A3.3A26.B2A7B2AB3.B15.2A4.
B4.2A15.B3.B2A7B2AB43.2A20.2A9.2A20.2A39.2A12.2A4.A15.2A4.A4.2A15.A4.
2A12.2A18.A5.BABAB10.2A4.B15.2A4.B4.2A15.B4.2A10.BABAB5.A28.A.A11.2A
4.A15.2A4.A4.2A15.A4.2A11.A.A29.2A20.2A9.2A20.2A63.2A20.2A9.2A20.2A
23.2A20.2A9.2A11.A8.2A26.29B5A3B5A29B$3D.4D2.3D.5D7.4D2.3D2.4D7.5D.3D
2.4D.3D13.3D.4D2.3D.5D7.4D2.3C2.4D7.5D.3D2.4D.3D13.3D.4D2.3D.5D2A2.3A
4D2.3C2.4D5.2A5D.3D2.4D.3D33.3D.4D2.3D.3DCDBA5BC2DCB.3C.BC2DC5BABDC3D
.3D2.4D.3D13.3D.4D2.3D.5D7.C2DC2.DCD2.C2DC7.5D.3D2.4D.3D23.3D.4D2.3C.
5D7.C2DC2.3C2.C2DC7.5D.3C2.4D.3D23.3D.2C2D2.3C.5D7.C2DC2.3C2.C2DC7.5D
.3C2.2D2C.3D27.BA2BAB3DBC2DCB.3C.5D7.C2DC2.3C2.C2DC7.5D.3C.BC2DCB3DBA
2BAB37.3D.C2DC2.3C.5D7.C2DC2.3C2.C2DC7.5D.3C2.C2DC.3D34.2A7.3D.C2DC2.
DCD.5D7.C2DC2.DCD2.C2DC7.5D.DCD2.C2DC.3D7.2A16.3A5.2BA2B5.3D.C2DC2.3C
.5D7.C2DC2.3C2.C2DC7.5D.3C2.C2DC.3D5.2BA2B5.3A27.A7.3D.C2DC2.DCD.5D7.
C2DC2.DCD2.C2DC7.5D.DCD2.C2DC.3D7.A19.3A3.3C.C2DC2.3C.5D7.C2DC2.3C2.C
2DC7.5D.3C2.C2DC.3C3.3A47.3C.C2DC2.3C.5D7.C2DC2.3C2.C2DC7.5D.3C2.C2DC
.3C13.3C.C2DC2.3C.5D7.C2DC2.3C2.C2DC7.5D.3C2.C2DC.3C20.3B3DB4D2B3DB5D
7B4DB.3D.B4D7B5DB3D2B4DB3D3B$36.3A57.3A24.3A151.B2A7B2AB3.B3.B2A7B2AB
36.3A18.2A4.A4.2A18.3A30.2A24.2A9.2A24.2A51.2A9.2A55.B2A7B2AB3.B15.2A
4.B4.2A15.B3.B2A7B2AB27.2A14.2A20.2A9.2A20.2A53.2A4.A15.2A4.A4.2A15.A
4.2A36.9B8.2A4.B15.2A4.B4.2A15.B4.2A8.9B46.2A4.A15.2A4.A4.2A15.A4.2A
43.2A20.2A9.2A20.2A63.2A20.2A9.2A20.2A23.2A8.A11.2A9.2A20.2A26.29B5A
3B5A29B$36.A61.A26.A153.9B11.9B40.A49.A31.A.A61.A.A120.9B55.9B28.A.A
215.B2A7B2AB69.B2A7B2AB128.3A6.A69.A6.3A58.A78.A34.2A38.27BA4BABA4BA
27B$37.A59.A26.A156.2BA2B15.2BA2B41.A51.A32.A61.A124.2BA2B59.2BA2B32.
A110.2A81.2A19.BA2BA5BA2BAB67.BA2BA5BA2BAB105.2A22.A6.A69.A6.A59.A79.
A34.A.A39.3B.14B2A6B2A2BABA2B2A6B2A14B.3B$281.BABAB15.BABAB313.BABAB
59.BABAB142.A.A81.A.A19.B2A7B2AB69.B2A7B2AB105.A.A21.A7.A69.A7.A58.3A
112.A44.3A11BA2BA7BABA.ABA7BA2BA11B3A$282.ABA17.ABA315.ABA61.ABA145.A
81.A23.9B73.9B109.A327.13BA2BA7BABA.ABA7BA2BA13B$282.BAB17.BAB315.BAB
61.BAB124.2A127.2BA2B77.2BA2B278.3A152.3A4.13B2A9B2A.2A9B2A13B4.3A$
283.B19.B317.B63.B125.A.A126.BABAB77.BABAB138.2A73.2A63.A156.A4.25B3.
25B4.A$279.2A25.2A309.2A69.2A121.A129.ABA79.ABA47.2A83.2A4.A.A73.A.A
4.2A57.A154.A5.22B9.22B5.A$278.A.A25.A.A307.A.A69.A.A250.BAB79.BAB47.
A.A81.A.A6.A73.A6.A.A218.21B9.21B$280.A25.A311.A69.A253.B81.B48.A85.A
87.A61.3A158.18B11.18B$938.2A87.2A280.A157.20B13.20B$937.A.A87.A.A
280.A155.18B19.18B$939.A87.A438.18B19.18B$1465.17B2A19.2A17B$932.3A
97.3A431.16B2A19.2A16B$934.A97.A433.17B21.17B$933.A99.A433.13B27.13B$
1465.3A11B29.11B3A$1467.A.4B2.4B29.4B2.4B.A$1466.A4.B4.B33.B4.B4.A$
1474.3A33.3A$1461.3A12.A33.A12.3A$1463.A11.A35.A11.A$1462.A61.A!

63 gliders:
x = 1530, y = 49, rule = LifeHistory
1462.A61.A$1463.A11.A35.A11.A$1461.3A12.A33.A12.3A$1474.3A33.3A$1466.
A4.B4.B33.B4.B4.A$1467.A.4B2.4B29.4B2.4B.A$1465.3A11B29.11B3A$1467.
13B27.13B$1466.17B21.17B$1466.16B2A19.2A16B$1465.17B2A19.2A17B$41.A
301.A59.A1062.18B19.18B$40.A303.A57.A25.A69.A837.A129.18B19.18B$40.3A
299.3A57.3A21.A.A69.A.A836.A129.20B13.20B$427.2A69.2A835.3A132.18B11.
18B$37.A309.A51.A398.A669.21B9.21B$36.A159.A151.A49.A397.A.A541.A120.
A5.22B9.22B5.A$36.3A158.A85.B19.B42.3A49.3A31.A61.A126.B63.B111.2A
542.A120.A4.25B3.25B4.A$195.3A78.A5.BAB17.BAB5.A119.A.A61.A.A117.A5.B
AB61.BAB5.A646.3A118.3A4.13B2A9B2A.2A9B2A13B4.3A$277.A4.ABA17.ABA4.A
121.2A61.2A119.A4.ABA61.ABA4.A774.13BA2BA7BABA.ABA7BA2BA13B$102.A26.A
145.3A3.BABAB15.BABAB3.3A301.3A3.BABAB59.BABAB3.3A29.A218.B81.B143.A
69.A100.3A44.A78.3A11BA2BA7BABA.ABA7BA2BA11B3A$101.A26.A152.2BA2B15.
2BA2B213.A67.A31.2BA2B59.2BA2B35.A.A215.BAB79.BAB36.A81.A23.A69.A102.
A42.A.A34.A40.3B.14B2A6B2A2BABA2B2A6B2A14B.3B$101.3A24.3A53.A94.9B11.
9B212.A65.A30.9B55.9B33.2A208.A7.ABA79.ABA7.A27.A.A79.A.A22.A69.A101.
A44.2A34.A38.27BA4BABA4BA27B$179.2A2.A22.2A69.B2A7B2AB3.B3.B2A7B2AB
57.2A4.A4.2A77.2A9.2A48.3A3.2A21.2A9.2A21.2A3.3A26.B2A7B2AB3.B15.2A4.
B4.2A15.B3.B2A7B2AB43.2A20.2A9.2A20.2A39.2A12.2A4.A15.2A4.A4.2A15.A4.
2A12.2A18.A5.BABAB10.2A4.B15.2A4.B4.2A15.B4.2A10.BABAB5.A28.A.A11.2A
4.A15.2A4.A4.2A15.A4.2A11.A.A29.2A20.2A9.2A20.2A63.2A20.2A9.2A20.2A
23.2A20.2A9.2A11.A8.2A26.29B5A3B5A29B$3D.4D2.3D.5D7.4D2.3D2.4D7.5D.3D
2.4D.3D13.3D.4D2.3D.5D7.4D2.3C2.4D7.5D.3D2.4D.3D13.3D.4D2.3D.5D2A2.3A
4D2.3C2.4D5.2A5D.3D2.4D.3D33.3D.4D2.3D.3DCDBA5BC2DCB.3C.BC2DC5BABDC3D
.3D2.4D.3D13.3D.4D2.3D.5D7.C2DC2.DCD2.C2DC7.5D.3D2.4D.3D23.3D.4D2.3C.
5D7.C2DC2.3C2.C2DC7.5D.3C2.4D.3D23.3D.2C2D2.3C.5D7.C2DC2.3C2.C2DC7.5D
.3C2.2D2C.3D27.BA2BAB3DBC2DCB.3C.5D7.C2DC2.3C2.C2DC7.5D.3C.BC2DCB3DBA
2BAB37.3D.C2DC2.3C.5D7.C2DC2.3C2.C2DC7.5D.3C2.C2DC.3D34.2A7.3D.C2DC2.
DCD.5D7.C2DC2.DCD2.C2DC7.5D.DCD2.C2DC.3D7.2A16.3A5.2BA2B5.3D.C2DC2.3C
.5D7.C2DC2.3C2.C2DC7.5D.3C2.C2DC.3D5.2BA2B5.3A27.A7.3D.C2DC2.DCD.5D7.
C2DC2.DCD2.C2DC7.5D.DCD2.C2DC.3D7.A19.3A3.3C.C2DC2.3C.5D7.C2DC2.3C2.C
2DC7.5D.3C2.C2DC.3C3.3A47.3C.C2DC2.3C.5D7.C2DC2.3C2.C2DC7.5D.3C2.C2DC
.3C13.3C.C2DC2.3C.5D7.C2DC2.3C2.C2DC7.5D.3C2.C2DC.3C20.3B3DB4D2B3DB5D
7B4DB.3D.B4D7B5DB3D2B4DB3D3B$36.3A57.3A24.3A151.B2A7B2AB3.B3.B2A7B2AB
36.3A18.2A4.A4.2A18.3A30.2A24.2A9.2A24.2A51.2A9.2A55.B2A7B2AB3.B15.2A
4.B4.2A15.B3.B2A7B2AB27.2A14.2A20.2A9.2A20.2A53.2A4.A15.2A4.A4.2A15.A
4.2A36.9B8.2A4.B15.2A4.B4.2A15.B4.2A8.9B46.2A4.A15.2A4.A4.2A15.A4.2A
43.2A20.2A9.2A20.2A63.2A20.2A9.2A20.2A23.2A8.A11.2A9.2A20.2A26.29B5A
3B5A29B$36.A61.A26.A153.9B11.9B40.A49.A31.A.A61.A.A120.9B55.9B28.A.A
215.B2A7B2AB69.B2A7B2AB128.3A6.A69.A6.3A58.A78.A34.2A38.27BA4BABA4BA
27B$37.A59.A26.A156.2BA2B15.2BA2B41.A51.A32.A61.A124.2BA2B59.2BA2B32.
A110.2A81.2A19.BA2BA5BA2BAB67.BA2BA5BA2BAB105.2A22.A6.A69.A6.A59.A79.
A34.A.A39.3B.14B2A6B2A2BABA2B2A6B2A14B.3B$281.BABAB15.BABAB313.BABAB
59.BABAB142.A.A81.A.A19.B2A7B2AB69.B2A7B2AB105.A.A21.A7.A69.A7.A58.3A
112.A44.3A11BA2BA7BABA.ABA7BA2BA11B3A$282.ABA17.ABA315.ABA61.ABA145.A
81.A23.9B73.9B109.A327.13BA2BA7BABA.ABA7BA2BA13B$282.BAB17.BAB315.BAB
61.BAB124.2A127.2BA2B77.2BA2B278.3A152.3A4.13B2A9B2A.2A9B2A13B4.3A$
283.B19.B317.B63.B125.A.A126.BABAB71.3A3.BABAB138.2A73.2A63.A156.A4.
25B3.25B4.A$279.2A25.2A309.2A69.2A121.A129.ABA74.A4.ABA47.2A83.2A4.A.
A73.A.A4.2A57.A154.A5.22B9.22B5.A$278.A.A25.A.A307.A.A69.A.A250.BAB
73.A5.BAB47.A.A81.A.A6.A73.A6.A.A218.21B9.21B$280.A25.A311.A69.A253.B
81.B48.A85.A87.A61.3A158.18B11.18B$1309.A157.20B13.20B$1310.A155.18B
19.18B$954.3A509.18B19.18B$954.A510.17B2A19.2A17B$955.A510.16B2A19.2A
16B$1466.17B21.17B$1467.13B27.13B$1465.3A11B29.11B3A$1467.A.4B2.4B29.
4B2.4B.A$1466.A4.B4.B33.B4.B4.A$1474.3A33.3A$1461.3A12.A33.A12.3A$
1463.A11.A35.A11.A$1462.A61.A!
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby wwei23 » August 10th, 2017, 10:41 am

Does ANYONE want to search 1x256X2+1 with me? I an DEFINITELY contributing the lion's share here(Nearly 4 BILLION objects!). This is a good idea, because 50000 soups yields more than 2.5 million objects, since the perimeter of the bounding box to bounding box area ratio is huge. In short, a great way to contribute a lot of objects.
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby wwei23 » August 11th, 2017, 9:54 am

DAMN THESE 8 CELL ROWS!
x = 95, y = 1, rule = B3/S23
4ob8ob3o6b4ob3ob4ob3o15b3ob4ob3ob4o6b3ob8ob4o!
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby mniemiec » August 11th, 2017, 8:18 pm

wwei23 wrote:Here's oone that might be feasible(A cloverleaf interchange, with extra cells): ... 117 gliders: ... 69 gliders: ... 63 gliders: ...

When trying to synthesize objects that occur in soups, it's usually impractical to try to re-construct the whole soup. Instead, you should try to find a key predecessor that emerges from the soup and develops into the desired object. By synthesizing that predecessor directly, you can avoid having to do massive construction up front, and massive clean up at the end. In this case, the key predecessor is a forming pulsar hit by a four-bit spark in each corner, which can be synthesized from 15 gliders:
x = 67, y = 41, rule = B3/S23
33bo$18bobo11bo$18boo12b3o$19bo$$5bobo27bo$bbo3boo25boo$obo3bo27boo$b
oo6$58booboo$57bobobobo$57bobobobo$55boobbobobboo$14bobo5bo15boo14bo4b
obo4bo$15boo5bobo12boo15b5o3b5o$bo13bo6boo15bo$bboo14boo34b5o3b5o$boo
14boo35bo4bobo4bo$19bo35boobbobobboo$57bobobobo$57bobobobo$58booboo6$
38boo$5boo27bo3bobo$6boo25boo3bo$5bo27bobo$$21bo$6b3o12boo$8bo11bobo$
7bo!
mniemiec
 
Posts: 777
Joined: June 1st, 2013, 12:00 am

Re: Soup search results

Postby wwei23 » August 12th, 2017, 1:02 pm

mniemiec wrote:
wwei23 wrote:Here's oone that might be feasible(A cloverleaf interchange, with extra cells): ... 117 gliders: ... 69 gliders: ... 63 gliders: ...

When trying to synthesize objects that occur in soups, it's usually impractical to try to re-construct the whole soup. Instead, you should try to find a key predecessor that emerges from the soup and develops into the desired object. By synthesizing that predecessor directly, you can avoid having to do massive construction up front, and massive clean up at the end. In this case, the key predecessor is a forming pulsar hit by a four-bit spark in each corner, which can be synthesized from 15 gliders:
x = 67, y = 41, rule = B3/S23
33bo$18bobo11bo$18boo12b3o$19bo$$5bobo27bo$bbo3boo25boo$obo3bo27boo$b
oo6$58booboo$57bobobobo$57bobobobo$55boobbobobboo$14bobo5bo15boo14bo4b
obo4bo$15boo5bobo12boo15b5o3b5o$bo13bo6boo15bo$bboo14boo34b5o3b5o$boo
14boo35bo4bobo4bo$19bo35boobbobobboo$57bobobobo$57bobobobo$58booboo6$
38boo$5boo27bo3bobo$6boo25boo3bo$5bo27bobo$$21bo$6b3o12boo$8bo11bobo$
7bo!

I use only the essential parts of the soup.
Also, this object is much rarer than it seems:
x = 61, y = 1, rule = B3/S23
3o2b6o2b4o2b3ob3o9b3ob3o2b4o2b6o2b3o!

It makes four big loaves.
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby wwei23 » August 12th, 2017, 1:03 pm

wwei23 wrote:Does ANYONE want to search 1x256X2+1 with me? I an DEFINITELY contributing the lion's share here(Nearly 4 BILLION objects!). This is a good idea, because 50000 soups yields more than 2.5 million objects, since the perimeter of the bounding box to bounding box area ratio is huge. In short, a great way to contribute a lot of objects.

Update:
Nearly 6 billion objects.
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby toroidalet » August 12th, 2017, 1:27 pm

wwei23 wrote:I use only the essential parts of the soup.
Also, this object is much rarer than it seems:
soup

Still, it's better to find a synthesis for the active part that creates it.
This would help with the tetraloaf:
x = 21, y = 17, rule = B3/S23
2b2o13b2o$2b2o13b2o$ob2o2b3o3b3o2b2obo$bo17bo$4bo4bobo4bo$4bo4bobo4bo$
4bo4bobo4bo$6b3o3b3o2$6b3o3b3o$4bo4bobo4bo$4bo4bobo4bo$4bo4bobo4bo$bo
17bo$ob2o2b3o3b3o2b2obo$2b2o13b2o$2b2o13b2o!

x = 25, y = 13, rule = B3/S23
8b3o3b3o$b2o19b2o$obo3bo4bobo4bo3bobo$o5bo4bobo4bo5bo$obo3bo4bobo4bo3b
obo$b2o5b3o3b3o5b2o2$b2o5b3o3b3o5b2o$obo3bo4bobo4bo3bobo$o5bo4bobo4bo
5bo$obo3bo4bobo4bo3bobo$b2o19b2o$8b3o3b3o!
I have the best signature ever.
User avatar
toroidalet
 
Posts: 580
Joined: August 7th, 2016, 1:48 pm
Location: Somewhere on a planet called "Earth"

Re: Soup search results

Postby wwei23 » August 12th, 2017, 1:29 pm

Biggest asymmetrical at the time of this typing:
x = 93, y = 1, rule = B3/S23
3o10b5ob3o2b4o37b4o2b3ob5o10b3o!

This thing:
x = 113, y = 1, rule = B36/S23
3ob3o5b3o4b7o61b7o4b3o5b3ob3o!

Also:
x = 71, y = 1, rule = B36/S23
4ob7ob3o2b5o5b3ob3ob3ob3o5b5o2b3ob7ob4o!

P786384 predecessor:
x = 273, y = 1, rule = B36/S23
3ob3o5b3o4b7o221b7o4b3o5b3ob3o!
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby Gamedziner » August 12th, 2017, 7:48 pm

wwei23 wrote:This thing:
x = 113, y = 1, rule = B36/S23
3ob3o5b3o4b7o61b7o4b3o5b3ob3o!

Also:
x = 71, y = 1, rule = B36/S23
4ob7ob3o2b5o5b3ob3ob3ob3o5b5o2b3ob7ob4o!

P786384 predecessor:
x = 273, y = 1, rule = B36/S23
3ob3o5b3o4b7o221b7o4b3o5b3ob3o!

That's HighLife, not Life.
A base-2 ruler for all your measuring needs in CGOL:
32b32o$16b16o16b16o$8b8o8b8o8b8o8b8o$4b4o4b4o4b4o4b4o4b4o4b4o4b4o4b4o$2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o$bobobobobobobobobobobobobobobobobobobobobobobobobobobobobobobobo
Gamedziner
 
Posts: 325
Joined: May 30th, 2016, 8:47 pm

Re: Soup search results

Postby wwei23 » August 12th, 2017, 7:56 pm

Gamedziner wrote:
wwei23 wrote:This thing:
x = 113, y = 1, rule = B36/S23
3ob3o5b3o4b7o61b7o4b3o5b3ob3o!

Also:
x = 71, y = 1, rule = B36/S23
4ob7ob3o2b5o5b3ob3ob3ob3o5b5o2b3ob7ob4o!

P786384 predecessor:
x = 273, y = 1, rule = B36/S23
3ob3o5b3o4b7o221b7o4b3o5b3ob3o!

That's HighLife, not Life.

I already got a PM on that.
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

Re: Soup search results

Postby wwei23 » August 13th, 2017, 10:57 am

I now own the first two instances of an oscillator, unique so far to 1x256X2+1. Does anyone want to search with me?
https://catagolue.appspot.com/object/xp ... az06/b3s23
The soup fragment, it appears twice in the whole soup:
x = 51, y = 1, rule = B3/S23
10o15b3ob8o7b7o!
Replicator!
x = 3, y = 3, rule = B3/S234y
2bo$3o$bo!
User avatar
wwei23
 
Posts: 595
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

PreviousNext

Return to Patterns

Who is online

Users browsing this forum: No registered users and 5 guests