Soup search results

[praosylen]

Doable:

Code: Select all

x = 57, y = 57, rule = B3/S23
14bo27bo$15bo25bo$13b3o25b3o4$18bo19bo$19bo17bo$17b3o17b3o4$20bo$2bo
15bobo33bo$obo16b2o6b3o24bobo$b2o51b2o2$8bo39bo$6bobo34bo4bobo$7b2o33b
o5b2o$20b2o13b2o5b3o$20b2o13b2o3$27b2o$27b2o2$14bo16b2o9bo$14bo9b2o5b
2o9bo$14bo9b2o16bo2$28b2o$28b2o3$20b2o13b2o$12b3o5b2o13b2o$7b2o5bo33b
2o$6bobo4bo34bobo$8bo39bo2$b2o51b2o$obo24b3o6b2o16bobo$2bo33bobo15bo$
36bo4$17b3o17b3o$19bo17bo$18bo19bo4$13b3o25b3o$15bo25bo$14bo27bo!

A way to put a tub inside of it:

Code: Select all

x = 57, y = 57, rule = B3/S23
14bo27bo$15bo25bo$13b3o25b3o4$18bo19bo$19bo17bo$17b3o17b3o4$20bo$2bo
15bobo33bo$obo16b2o6b3o24bobo$b2o51b2o2$8bo39bo$6bobo34bo4bobo$7b2o33b
o5b2o$20b2o13b2o5b3o$20b2o13b2o3$27b2o$27bobo$28bo$14bo10bo5b2o9bo$14bo9bobo3b
obo9bo$14bo9b2o5bo10bo$28bo$27bobo$28b2o3$20b2o13b2o$12b3o5b2o13b2o$7b2o5bo33b
2o$6bobo4bo34bobo$8bo39bo2$b2o51b2o$obo24b3o6b2o16bobo$2bo33bobo15bo$
36bo4$17b3o17b3o$19bo17bo$18bo19bo4$13b3o25b3o$15bo25bo$14bo27bo!

This may be the first-ever synthesis of a still life contiguously surrounded by another.

[Extrementhusiast]

A P4 I haven't seen before in at most 13 gliders:

Code: Select all

x = 19, y = 19, rule = B3/S23
7bo$6bo$6b3o2$2bo$3b2o7bo$2b2o8bobo$12b2o$10bo$9b2o$2o7bobo4bo$2o14bob
o$5bo10b2o$4bobo$5bo7bo$12b2o$12bobo$7b2o$7b2o!

[thunk]

This one also happens to be in jslife (p4-bil, column 4, row 4, third entry):

Code: Select all

x = 72, y = 96, rule = B3/S23
3$11b2obo$11bob2o18bob2o$33b2o2bob2ob2o10b2o$12b3o21bo3bobo10bo2bo$11b
o3bo2b2o13b2obo6bo9b2obo$7b2obob3obo2bo13bo2bob4obo12bob2o$8bobobobobo
bo17b3o3bo10b3o2bo$7bo2bob2o2bob2o13bo3b3o13bo4bo2bo$7b2o2bo3bo16bob4o
bo2bo11bob2ob3o$12b3o17bo6bob2o12b2obo$33bobo3bo17b2o2b3o$12b2obo16b2o
b2obo2b2o14bo2bo3bo$12bob2o23b2obo15bobobobo$59b2ob2o7$38bo$37bobo$14b
2o21bobo$11bo2bo2bo18b2ob2o17bo2bo$11b3o2b2o17bo5bo16b4o$34bobobobobo$
11b3ob3o15bo2bobobo2bo12b8o$7b2obo2b2obobob2o10bo3bo3bo3bo10bo8bo$8bob
o2bo3b2obo10bob3obobob3obo9bo3bobo2bo$8bob3obo3bo3bo6b3o4bobobo4b3o4b
2obo3b2obobob2o$6b2o3bobobobo3b2o5bo4b2o2bobo2b2o4bo4bobob2o2bo2bobo$
6bo3bo3bob3obo8b3o4bobobo4b3o5bobo2bo2b2obobo$8bob2o3bo2bobo10bob3obob
ob3obo6b2obobob2o3bob2o$7b2obobob2o2bob2o10bo3bo3bo3bo10bo2bobo3bo$11b
3ob3o15bo2bobobo2bo11bo8bo$34bobobobobo13b8o$11b2o2b3o17bo5bo$11bo2bo
2bo18b2ob2o17b4o$13b2o22bobo18bo2bo$37bobo$38bo6$15b2obo22b2o$15bob2o
22b2o2$16b3o16bo3b4o$15bo3bo14bobobo4bo11bo3b2o$12bo2bob2o14bo2bobo2b
2obo9bobobobo$11bobobob2o2bo12b2o2bo4bobob2o5bobobo$12bo2bobob2obob2o
12b3o2bobob2o4b2obo2bo$15bo2b3obobo9b4obobo3bo7bo2bob2o3b2o$6b2o2b5o7b
o2bo7bo3b2ob2o3bo9bo2bob2o2bo$6bo2bo7b5o2b2o7bo3bobob4o11b2ob2ob2o$7bo
bob3o2bo13b2obobo2b3o17bo$6b2obob2obobo2bo10b2obobo4bo2b2o13bob4o$10bo
2b2obobobo13bob2o2bobo2bo13bo4bo$13b2obo2bo15bo4bobobo16b3o$12bo3bo19b
4o3bo16b2o$13b3o$36b2o$13b2obo19b2o$13bob2o5$35b2o6b2o$34bo2bo4bo2bo$
33bobobo4bobobo$10b2ob2o17bo2bob2o2b2obo2bo15b2o$10b2obobo15bob3o8b3ob
o10b2o2bo$13bo2bo14bo4bob4obo4bo9bo2bobo2bo$10b3o2b2o15b3o3b4o3b3o7bo
2b2o2bob3o$6b2obo5bob2o15bob2o4b2obo8bo3b2o3bo$6b2obo2b3ob2obo16b2o4b
2o10bo3b3o3bo$9bobo3bo4bo15b2o4b2o11bo2b2obo3bo$6b3o2bo3bo2b3o13bob2o
4b2obo12bob4obo$6bo4bo3bobo14b3o3b4o3b3o11b6o$7bob2ob3o2bob2o10bo4bob
4obo4bo$8b2obo5bob2o10bob3o8b3obo$10b2o2b3o15bo2bob2o2b2obo2bo12bo2bo$
10bo2bo19bobobo4bobobo14b2o$11bobob2o17bo2bo4bo2bo$12b2ob2o18b2o6b2o!

[codeholic]

A new non-trivial double switch engine orbit of period 96 and it's very clean.

Code: Select all

x = 19, y = 19, rule = B3/S23
13bobo$12bo$13bo2bo$15b3o9$bo$obo$18bo$o2bo14bo$2b2o14bo$3bo$14b3o!

[Apple Bottom]

A new non-trivial double switch engine orbit of period 96 and it's very clean.

Sweet! I knew focussing all that effort on D4_x1 would pay off. (Well, no, actually I didn't; it was just serendipity.)

Also: Catagolue link, haul.

[Apple Bottom]

Copperhead in D2_+2.

Code: Select all

x = 16, y = 32, rule = B3/S23
obobboobboobobbo$
oobbooobobobobob$
obbooboobobbobbo$
bbbbobobboobbbbb$
obbbobobobbbbboo$
obbobbbbooobbbbb$
obboooboboobbboo$
oobbobboobbobobo$
oooooobbbbobbbbb$
bboobobbbbbobboo$
booooobbboobobbb$
ooboobooobbobbob$
bbooooobbobbobob$
bobooobbooobobbo$
obboooboobbbbobo$
booboobobbbbbbbo$
booboobobbbbbbbo$
obboooboobbbbobo$
bobooobbooobobbo$
bbooooobbobbobob$
ooboobooobbobbob$
booooobbboobobbb$
bboobobbbbbobboo$
oooooobbbbobbbbb$
oobbobboobbobobo$
obboooboboobbboo$
obbobbbbooobbbbb$
obbbobobobbbbboo$
bbbbobobboobbbbb$
obbooboobobbobbo$
oobbooobobobobob$
obobboobboobobbo!

[isaacg]

Copperhead in D2_+2.

Code: Select all

x = 16, y = 32, rule = B3/S23
obobboobboobobbo$
oobbooobobobobob$
obbooboobobbobbo$
bbbbobobboobbbbb$
obbbobobobbbbboo$
obbobbbbooobbbbb$
obboooboboobbboo$
oobbobboobbobobo$
oooooobbbbobbbbb$
bboobobbbbbobboo$
booooobbboobobbb$
ooboobooobbobbob$
bbooooobbobbobob$
bobooobbooobobbo$
obboooboobbbbobo$
booboobobbbbbbbo$
booboobobbbbbbbo$
obboooboobbbbobo$
bobooobbooobobbo$
bbooooobbobbobob$
ooboobooobbobbob$
booooobbboobobbb$
bboobobbbbbobboo$
oooooobbbbobbbbb$
oobbobboobbobobo$
obboooboboobbboo$
obbobbbbooobbbbb$
obbbobobobbbbboo$
bbbbobobboobbbbb$
obbooboobobbobbo$
oobbooobobobobob$
obobboobboobobbo!

Wow! It was so close to being the first spaceship discovered by soup.

[praosylen]

A lot of p7s recently:

Code: Select all

x = 31, y = 31, rule = B3/S23
oooobbboooboboobbbbbbobbooboooo$
oooooobbbooobobooobboboobbooboo$
oooooobbbbbbbboobboobobobbboobo$
ooobobobooobooboooboobooobobooo$
boooboooobooboooobbobbbobobobob$
booboboboooboobobobboooobbobbbo$
bbbooobbbooobooobobbobobbbbobbo$
obbbobbbbobbbbooooobobobbooooob$
obbooobbbooobbbbbobobobooobobob$
oobobooooobbbooobbobboobbobbobo$
boboooobobobooobooobobbooobobob$
oobbobobobbbbooooobbbbobbbooobb$
bbbobobbbboboboboboboobobbbbobb$
ooboooobbooobooboobooboooobobob$
oboboboobooooobbboooobbobboobob$
booooooobobobbbobbbobobooooooob$
boboobbobboooobbboooooboobobobo$
bobobooooboobooboobooobbooooboo$
bbobbbboboobobobobobobbbbobobbb$
bbooobbbobbbbooooobbbbobobobboo$
bobobooobboboooboooboboboooobob$
obobbobboobbobbooobbboooooboboo$
bobobooobobobobbbbbooobbbooobbo$
booooobbobobooooobbbbobbbbobbbo$
obbobbbbobobbobooobooobbbooobbb$
obbbobboooobbobobooboooboboboob$
bobobobobbbobboooobooboooobooob$
ooobobooobooboooboobooobobobooo$
oboobbboboboobboobbbbbbbboooooo$
ooboobboobobbooobobooobbboooooo$
ooooboobbobbbbbboobobooobbboooo!

[thunk]

Sweet! I knew focussing all that effort on D4_x1 would pay off. (Well, no, actually I didn't; it was just serendipity.)

Certainly, same for me too. I just prefer D8_1 and D8_4--the results, so far, have been a few unusual oscillator periods and a Puffer 1.

EDIT: In fact, I also concur with Apple Bottom that D4_x1 is a good idea-- take a look at this smol billiard table!

Code: Select all

x = 31, y = 31, rule = B3/S23
obboobboobbbboboboboobbbooobooo$
bobboboboooooooobbobooooobobooo$
bboooobbbbboooooooobboobboboooo$
oboobboboooobboobobobbbbooooobb$
ooobbbbbobbbooooboooobobooboboo$
bbobbobboboboboobooobbboboooobo$
bobobboobbbooobbbobbobobobooboo$
obbbbboobobooobbbobobooobobbbob$
oobooobbbbooobboboobobbooboboob$
bobobbbobobbbbboobobbobobbbboob$
bobobobbobobbbboooboobobobobboo$
booobbooobbooboobbboobbobooobbo$
boobooooobbobbbbobbbboobbooboob$
oooboboobbbbbboobbbbobooooooobo$
booooobbbbbobooooboboobbbbbbobb$
oooooobbooooboooooboooobboooooo$
bbobbbbbbooboboooobobbbbbooooob$
obooooooobobbbboobbbbbboobobooo$
booboobboobbbbobbbbobboooooboob$
obbooobobboobbbooboobbooobbooob$
oobboboboboobooobbbbobobbobobob$
boobbbbobobboboobbbbbobobbbobob$
booboboobboboobobbooobbbboooboo$
bobbbobooobobobbboooboboobbbbbo$
ooboobobobobbobbbooobbboobbobob$
oboooobobbboooboobobobobbobbobb$
ooboboobobooooboooobbbobbbbbooo$
bbooooobbbboboboobboooobobboobo$
oooobobboobboooooooobbbbboooobb$
ooobobooooobobboooooooobobobbob$
ooobooobbboobobobobbbboobboobbo!

Edit 2: Not actually new, see below:

[Dean Hickerson]

It seems to actually be new this time--or at least, absent from jslife.

It's in jslife with a slightly larger stator; look at the second item in the second row of o0006.lif:

Code: Select all

x = 11, y = 11, rule = B3/S23
5b2o$2bo2bobo$bobobobo$2bo2bob3o$10bo$4o3b4o$o$b3obo2bo$3bobobobo$3bob
o2bo$4b2o!

It's also in my old stamp collection; according to the comments there (for 6.2.3) it was found by David Buckingham in 1976 or earlier.

I'm surprised that the soup search found a smaller version than Buckingham did.

[thunk]

It's in jslife with a slightly larger stator; look at the second item in the second row of o0006.lif:
I'm surprised that the soup search found a smaller version than Buckingham did.

Of course. That was a bit dumb of me--I had actually looked at the version with long^3 boats found a few days earlier. But still a nice stator reduction.

[Scorbie]

A known p9, known p11, and an exciting new(?) p15 newly discovered in Catagolue's D8_1:
https://catagolue.appspot.com/census/b3s23/D8_1

[codeholic]

Another p96 double switch engine orbit. Is it new? No announcement from the twitterbot (yet?)

P. S. p15. Wow.

[thunk]

Another p96 double switch engine orbit. Is it new? No announcement from the twitterbot (yet?)

P. S. p15. Wow.

The p15 seems to be new--this one *definitely* is not in jslife.
From my haul here.

EDIT: The other yl_96 is from another of my hauls here. I think Michael Simkin discussed a two-switch engine puffer that left just one row of blocks in the sawtooth thread, but I don't think there's been a comprehensive enumeration of all the different SE orbits that would confirm that this is definitely new.

Also the GoLbot seems to have posted both--but they haven't been picked up by the main account yet.

[codeholic]

Here it is in its standard form.

Code: Select all

x = 25, y = 25, rule = B3/S23
6bo11bo$5bobo9bobo$3bo3b2o7b2o3bo$2bob2o13b2obo$3bo17bo$bobo7bobo7bobo
$o10bobo10bo$b2o8bobo8b2o$2bo6bobobobo6bo$8bobo3bobo$9bo5bo$5b4o7b4o2$
5b4o7b4o$9bo5bo$8bobo3bobo$2bo6bobobobo6bo$b2o8bobo8b2o$o10bobo10bo$bo
bo7bobo7bobo$3bo17bo$2bob2o13b2obo$3bo3b2o7b2o3bo$5bobo9bobo$6bo11bo!

And I guess, it is also the minimal stabilization.

Stabilizing one segment would be probably a challenging task.

P. S. But maybe two p5 sparkers will suffice.

[Apple Bottom]

The p15 seems to be new--this one *definitely* is not in jslife.
From my haul here.

Added to the LifeWiki: http://conwaylife.com/wiki/112P15

[mniemiec]

A P4 I haven't seen before in at most 13 gliders:

Code: Select all

x = 19, y = 19, rule = B3/S23
7bo$6bo$6b3o2$2bo$3b2o7bo$2b2o8bobo$12b2o$10bo$9b2o$2o7bobo4bo$2o14bob
o$5bo10b2o$4bobo$5bo7bo$12b2o$12bobo$7b2o$7b2o!

Nice! I saw this in the feed, but couldn't figure out a way to make it from the predecessor. Half of this resembles an Octagon IV. A tub and block can be made from 3 gliders, reducing this to 11:

Code: Select all

x = 27, y = 10
4bobo$o3boo$boobbo$oo$$20boo$20boo$bbo22bo$boo21bobo$bobo21bo!

[thunk]

Jason's p11 on r-bees:

Code: Select all

x = 31, y = 31, rule = B3/S23
bobbbobobobbobobobobbobobobbbob$
oobooobbobobbooooobbobobboooboo$
bboobobbobooboobooboobobboboobb$
boobboobobbbooooooobbboboobboob$
bobbbobbobbobobobobobbobbobbbob$
ooooobbbbbboobbobboobbbbbbooooo$
bbbobbbbbbobooobooobobbbbbbobbb$
obbbbbbbbooobbooobbooobbbbbbbbo$
boooobbbobbobbobobbobbobbboooob$
obbbbbbobbbooboboboobbbobbbbbbo$
boobbboobbbobobbbobobbboobbboob$
bboboobooooobbooobboooooboobobb$
obboboobbobbobbobbobbobboobobbo$
boooobobbbobbbooobbbobbboboooob$
oooobbooooboboboboboboooobboooo$
bobooobobbbooooooooobbbobooobob$
oooobbooooboboboboboboooobboooo$
boooobobbbobbbooobbbobbboboooob$
obboboobbobbobbobbobbobboobobbo$
bboboobooooobbooobboooooboobobb$
boobbboobbbobobbbobobbboobbboob$
obbbbbbobbbooboboboobbbobbbbbbo$
boooobbbobbobbobobbobbobbboooob$
obbbbbbbbooobbooobbooobbbbbbbbo$
bbbobbbbbbobooobooobobbbbbbobbb$
ooooobbbbbboobbobboobbbbbbooooo$
bobbbobbobbobobobobobbobbobbbob$
boobboobobbbooooooobbboboobboob$
bboobobbobooboobooboobobboboobb$
oobooobbobobbooooobbobobboooboo$
bobbbobobobbobobobobbobobobbbob!

Also this p4 looks pretty but isn't really that interesting:

Code: Select all

x = 32, y = 32, rule = B3/S23
bobbbobooooobobbbbobooooobobbbob$
obbbboooobobbbbbbbbbboboooobbbbo$
bbbobbboooobobboobboboooobbbobbb$
bbobboobobboboooooobobboboobbobb$
bbbbbbbbbboobboooobboobbbbbbbbbb$
oobobbbbboobboboobobboobbbbboboo$
bobobbobbbobbboooobbbobbbobbobob$
ooobbbbobooobboooobbooobobbbbooo$
oooobbbbooobboboobobbooobbbboooo$
obobboboobbobbboobbbobboobobbobo$
ooobooooobbboobbbboobbbooooobooo$
obboobbobobobbbbbbbbobobobboobbo$
bbobbbbbbbobboooooobbobbbbbbbobb$
obbobobbobobobbbbbbobobobbobobbo$
bbbooboobbbboboooobobbbbooboobbb$
bboooooooobbobobbobobboooooooobb$
bboooooooobbobobbobobboooooooobb$
bbbooboobbbboboooobobbbbooboobbb$
obbobobbobobobbbbbbobobobbobobbo$
bbobbbbbbbobboooooobbobbbbbbbobb$
obboobbobobobbbbbbbbobobobboobbo$
ooobooooobbboobbbboobbbooooobooo$
obobboboobbobbboobbbobboobobbobo$
oooobbbbooobboboobobbooobbbboooo$
ooobbbbobooobboooobbooobobbbbooo$
bobobbobbbobbboooobbbobbbobbobob$
oobobbbbboobboboobobboobbbbboboo$
bbbbbbbbbboobboooobboobbbbbbbbbb$
bbobboobobboboooooobobboboobbobb$
bbbobbboooobobboobboboooobbbobbb$
obbbboooobobbbbbbbbbboboooobbbbo$
bobbbobooooobobbbbobooooobobbbob!

[Scorbie]

Also this p4 looks pretty but isn't really that interesting:

Maybe one can make a strictly volatile p4 with this??

EDIT: pretty cool to see it extended.

[thunk]

Also this p4 looks pretty but isn't really that interesting:

Maybe one can make a strictly volatile p4 with this??

Wait, it's extensible!

Code: Select all

x = 53, y = 51, rule = B3/S23
3$23bo2bo$19b2ob2o2b2ob2o$18bo2bo6bo2bo$17bo5bo2bo5bo$16bo4bo6bo4bo$
16bo5b2o2b2o5bo$17bobo3bo2bo3bobo$16bo3bo8bo3bo$15b2obob2o6b2obob2o3$
15b2obob2o6b2obob2o$16bo3bo8bo3bo$10bo2bo3bobo10bobo3bo2bo$6b2ob2o2b2o
5bo8bo5b2o2b2ob2o$5bo2bo6bo4bo8bo4bo6bo2bo$4bo5bo2bo5bo10bo5bo2bo5bo$
3bo4bo6bo2bo12bo2bo6bo4bo$3bo5b2o2b2ob2o14b2ob2o2b2o5bo$4bobo3bo2bo22b
o2bo3bobo$3bo3bo34bo3bo$2b2obob2o32b2obob2o3$2b2obob2o32b2obob2o$3bo3b
o34bo3bo$4bobo3bo2bo22bo2bo3bobo$3bo5b2o2b2ob2o14b2ob2o2b2o5bo$3bo4bo
6bo2bo12bo2bo6bo4bo$4bo5bo2bo5bo10bo5bo2bo5bo$5bo2bo6bo4bo8bo4bo6bo2bo
$6b2ob2o2b2o5bo8bo5b2o2b2ob2o$10bo2bo3bobo10bobo3bo2bo$16bo3bo8bo3bo$
15b2obob2o6b2obob2o3$15b2obob2o6b2obob2o$16bo3bo8bo3bo$17bobo3bo2bo3bo
bo$16bo5b2o2b2o5bo$16bo4bo6bo4bo$17bo5bo2bo5bo$18bo2bo6bo2bo$19b2ob2o
2b2ob2o$23bo2bo!

[calcyman]

Possibly new p7 billiard table from D4_x1:

https://catagolue.appspot.com/object/xp ... 078c/b3s23

[Scorbie]

A lot of p7s recently:

Code: Select all

x = 31, y = 31, rule = B3/S23
oooobbboooboboobbbbbbobbooboooo$
oooooobbbooobobooobboboobbooboo$
oooooobbbbbbbboobboobobobbboobo$
ooobobobooobooboooboobooobobooo$
boooboooobooboooobbobbbobobobob$
booboboboooboobobobboooobbobbbo$
bbbooobbbooobooobobbobobbbbobbo$
obbbobbbbobbbbooooobobobbooooob$
obbooobbbooobbbbbobobobooobobob$
oobobooooobbbooobbobboobbobbobo$
boboooobobobooobooobobbooobobob$
oobbobobobbbbooooobbbbobbbooobb$
bbbobobbbboboboboboboobobbbbobb$
ooboooobbooobooboobooboooobobob$
oboboboobooooobbboooobbobboobob$
booooooobobobbbobbbobobooooooob$
boboobbobboooobbboooooboobobobo$
bobobooooboobooboobooobbooooboo$
bbobbbboboobobobobobobbbbobobbb$
bbooobbbobbbbooooobbbbobobobboo$
bobobooobboboooboooboboboooobob$
obobbobboobbobbooobbboooooboboo$
bobobooobobobobbbbbooobbbooobbo$
booooobbobobooooobbbbobbbbobbbo$
obbobbbbobobbobooobooobbbooobbb$
obbbobboooobbobobooboooboboboob$
bobobobobbbobboooobooboooobooob$
ooobobooobooboooboobooobobobooo$
oboobbboboboobboobbbbbbbboooooo$
ooboobboobobbooobobooobbboooooo$
ooooboobbobbbbbboobobooobbboooo!

Possibly new p7 billiard table from D4_x1:

https://catagolue.appspot.com/object/xp ... 078c/b3s23

It was mentioned before by A for awesome but I am not aure if it is new.

Here are some interesting low period discoveries.

A long known p5 (Mathematician? Forgot its name.)
http://catagolue.appspot.com/object/xp5 ... 3113/b3s23
http://catagolue.appspot.com/object/xp5 ... 1011/b3s23

Two related p6s. It looks interesting but my guess is that it is in jslife.
http://catagolue.appspot.com/object/xp6 ... y511/b3s23
http://catagolue.appspot.com/object/xp6 ... 0321/b3s23
There's another big new p6 that I have reported before in a close rule (I think it was b3/s238)

[drc]

Mathematician is correct.

[thunk]

A third Beluchenko's p37, this time on ponds:

Code: Select all

x = 31, y = 31, rule = B3/S23
ooobobbbbbooboboboboobbbbbobooo$
oboobbbbobbobbbbbbbobbobbbboobo$
oooobbobbooooobbbooooobbobboooo$
boobobbooboobbbbbbbooboobboboob$
obbooobbbbobooobooobobbbbooobbo$
bbbbooooooobbooooobbooooooobbbb$
bbobbobbooboooooooooboobbobbobb$
bbbobobboooobbooobboooobbobobbb$
bobobooobobobbbbbbbobobooobobob$
bbobbooooobbbobbbobbbooooobbobb$
oboooobobbooooobooooobboboooobo$
oooobbooobobbooooobbobooobboooo$
bbobobobbbobbbooobbbobbbobobobb$
obobooobbooobbooobbooobbooobobo$
bbbboooobbooooboboooobboooobbbb$
obbbbooobbbooooboooobbbooobbbbo$
bbbboooobbooooboboooobboooobbbb$
obobooobbooobbooobbooobbooobobo$
bbobobobbbobbbooobbbobbbobobobb$
oooobbooobobbooooobbobooobboooo$
oboooobobbooooobooooobboboooobo$
bbobbooooobbbobbbobbbooooobbobb$
bobobooobobobbbbbbbobobooobobob$
bbbobobboooobbooobboooobbobobbb$
bbobbobbooboooooooooboobbobbobb$
bbbbooooooobbooooobbooooooobbbb$
obbooobbbbobooobooobobbbbooobbo$
boobobbooboobbbbbbbooboobboboob$
oooobbobbooooobbbooooobbobboooo$
oboobbbbobbobbbbbbbobbobbbboobo$
ooobobbbbbooboboboboobbbbbobooo!

[drc]

10-13G? (one of my old discoveries)

Code: Select all

x = 19, y = 14, rule = B3/S23
2o$o$4bo$3b3o$2b2ob2o$3b3o$4bo5b2o4b3o$9bo4bo$8bo5bo2bo$8bo4b2o$8bo4bo
$9bo2bo3bobo$10b2o$15b2o!