Still Life Synthesis Thread

[wwei47]

Code: Select all

x = 42, y = 36, rule = B3/S23
20bo$20bobo$20b2o$5bo$6bo$4b3o4$bo$2bo13b2o$3o14bo3b2o$16bo4bo$16b2o5b
o3b2o$22b4o2bo$26b2o11bobo$17b2ob4obo8bo4b2o$17b2obo2bobo6b2o6bo$24bo
8b2o$5bo$5b2o8b2o3bo$4bobo8bobobobo$12bo3bo3bobo$11bobo7bobo$11bo2bo7b
obo$2b2o8b2o9bobo$bobo20bo$3bo3$36bo$3b3o29b2o$5bo29bobo$4bo11bo$16b2o
$15bobo!
[[ STOP 173 ]]

The long barge activation simply adds a domino to prevent it from turning into that dock. Without it, you can replace the G+boat+loaf with a G+ship and a 2G cleanup:

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x = 41, y = 40, rule = B3/S23
33bo$33bobo$33b2o$16bo$17bo$15b3o4$12bo$13bo$11b3o14b2o$29bo3b2o$28bo
4bo$28b2o5bo3b2o$34b4o2bo$38b2o$29b2ob4obo$29b2obo2bobo$36bo2$16bo$16b
2o$15bobo$27b2o$27bobo$28b2o2$14b3o$16bo4bo$15bo5b2o$20bobo6$b2o$obo$
2bo!

EDIT: Long^3 barge

[praosylen]

Code: Select all

rle + command

The long barge activation simply adds a domino to prevent it from turning into that dock. Without it, you can replace the G+boat+loaf with a G+ship and a 2G cleanup:

Code: Select all

x = 41, y = 40, rule = B3/S23
33bo$33bobo$33b2o$16bo$17bo$15b3o4$12bo$13bo$11b3o14b2o$29bo3b2o$28bo
4bo$28b2o5bo3b2o$34b4o2bo$38b2o$29b2ob4obo$29b2obo2bobo$36bo2$16bo$16b
2o$15bobo$27b2o$27bobo$28b2o2$14b3o$16bo4bo$15bo5b2o$20bobo6$b2o$obo$
2bo!

EDIT: Long^3 barge

...or use this 2G version instead:

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x = 15, y = 9, rule = B3/S23
2bo$obo4b2o$b2o4bo$9bo3b2o$2b2o4b4o2bo$bobo8b2o$3bo2b4obo$6bo2bobo$10b
o!

[MathAndCode]

And another predecessor that might end up being 8~9G (which I'm too lazy to try to assemble):

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x = 16, y = 20, rule = B3/S23
2bo$o2bo$2obo$2o2b2o$6bo$3b2o$3b3o4$13bo$12bobo$12bo2bo$12b4o4$4b2o$3b
obo$5bo!

I found an eight-glider solution.

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x = 114, y = 44, rule = B3/S23
7bobo$8b2o$8bo3$16bo$14b2o$4bobo8b2o$5b2o$5bo4$90bo$89bobo$89bobo$90b
o6$17bo$16bo$16b3o2$99bo$99b3o$97b2o3bo$15b3o78bo2b2obo$15bo81bo2bobo
bo7b2o$16bo81b2o3b2o6b2o$113bo5$38bo$37b2o$37bobo2$bo$b2o$obo!

It's conceivable that there is a three-glider collision that creates a butterfly and some junk that cleans up the other beehive. I'm currently having spark_search.py look for such a collision.



Edit: The spark_search run has finished without finding any such three-glider collisions.

[May13]

Reduction of xs21 synthesis from 13G to 10G, and related xs17 from 10G to 7G:

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x = 62, y = 32, rule = LifeHistory
5.A$6.A$4.3A3$42.A$23.A16.A.A$A.A19.A18.2A$.2A19.3A$.A5$8.A$9.2A$8.2A
$60.A$61.A$59.3A$45.A$3.2A39.A.A$4.2A39.A2.A9.3A$3.A42.2A.A10.A$48.A
10.A$46.2A$46.A$7.3A33.2A.A$9.A33.A.A$8.A13.2A$22.A.A$22.A!

Edit: need help to complete this synthesis using 10 or less gliders:

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x = 20, y = 32, rule = B3/S23
bo$bo$bo2$3o$obo$obo$bo3$7b2o$9b3o$9b3o$10bo2$3b2o$2bo2bo$3b2o12$17b2o
$17bobo$17bo!
[[ AUTOFIT ]]

It looks pretty easy to complete.
This still life is a part of synthesis of the most expensive xs18 (xs18_bt0gbdz1221).
Another xs18 which also requires 30G is xs18_j5o6picz11.
Edit 2: recipe for making xs18_j5o6picz11, just need to prepare reagents:

Code: Select all

x = 60, y = 19, rule = B3/S23
58bo$21b2o5bo28bo$20bo2bo4bo28b3o$21b2o5bo3$17bo$16bobo9b2o$15bo2bo8bo
bo$16b2o9bobo$27b2o$34b2o$34b2o4$3o$2bo$bo!

It's probably possible to clean B-sequence and beehive with 1 glider (left side of posted pattern)

[ihatecorderships]

Useless, but I tried.

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x = 26, y = 24, rule = LifeHistory
14.A3B2.A$B12.A3B.A.A$AB11.3A3.2A$B2A$2A19.A$21.A.A$21.2A$16.3D$4.A.A
9.D2.D$5.2A9.D3.D$5.A11.D.D$18.D$9.3D$9.D2.D11.A$9.D3.D9.2A$10.D.D10.
A.A$11.D$7.2A$6.A.A$8.A2$9.2A$9.A.A$9.A!

(invalid xs37 synthesis without cleanup)

[mniemiec]

Useless, but I tried. ... (invalid xs37 synthesis without cleanup)

This can be fixed by using the 180-degree 2-glider House collision.
Also, by using the 3-glider block+glider one, one can do this to both sides.
(The cis version would be a bit trickier).

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x = 54, y = 65, rule = B3/S23
15bo5bo$14bo5bo$bo12b3o3b3o$bboo$boo45boo$47bobbo$19boo18boo7bobo$18bo
bo17bobbo3bo3boboo$5bobo12bo17bobbobbobo3bobbo$6boo31boo3bobbo3bobo$6b
o34b3oboobo3bo$41bobbobbobo$42bobobbobbo$25bo13bo3bobooboo$24boo12bobo
3bobbo$24bobo11bobbo3bobo$39boobo3bo$8boo31bobo$7bobo31bobbo$9bo32boo
$$10boo$10bobo$10bo16$16bo5bo$15bo5bo$o14b3o3b3o$boo$oo$48boo$47bobbo$
39boo7bobo$4bobo11boo18bobbo3bo3boboo$5boo10bobo18bobbobbobo3bobbo$5bo
13bo19boo3bobbo3bobo$41b3oboobo3bo$41bobbobbobo$42bobobbobbo$39bo3bob
oob3o$8bo17bo11bobo3bobbo3boo$6bobo16boo11bobbo3bobobbobbo$7boo16bobo
11boobo3bo3bobbo$41bobo7boo$41bobbo$9bo32boo$7bobo20boo$8boo19boo$5boo
7b3o14bo$4bobo9bo$6bo8bo!

[wwei47]

This is actually pretty crazy. While working on a component to solve xs21_39s0gz32gv056, I ended up with a bizarre, oddball, scenario with a B inserter on the left. The usual two methods fail:

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x = 33, y = 41, rule = B3/S23
14bo$13bobo$13b2o5$9bo$9b2o$2b2o4bobo$2ob2o$4o$b2o18$24b2o$22b2ob2o$
22b4o$23b2o3$31b2o$18b4o8bobo$17bo3bo10bo$21bo$17bo2bo!

Now, it seems the only way to get the B in is to mutate it from an XWSS by removing the backend. Except you can't put an LWSS, MWSS, or HWSS above in the right position, since it's too close to the LWSS below. You could use an MWSS or HWSS below in a way that interacts with an XWSS above as a 2XWSS flotilla, but the cleanup appears like it would put a block in a very annoying position for anyone who's trying to use said component:

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x = 53, y = 24, rule = B3/S23
9bo30bo$7bobo31bo$8b2o29b3o2$5b2o29b2o$7bo30bo$7bo30bo$5b3o4b2o22b3o4b
2o$10bo2bo27bo2bo$10b2obob2o24b2obob2o$b3o7bobo2bo14b4o7bobo2bo$5o6bob
obo14b6o6bobobo$3ob2o6bobo15b4ob2o6bobo$3b2o8bo6b2o12b2o8bo6b2o$9bo11b
o18bo11bo$8bobo7bo20bobo7bo$7bo2bo4bo2b2o18bo2bo4bo2b2o$7bobo4b2o4b2o
16bobo4b2o4b2o$8bo5bobo22bo5bobo2$4b2o29b2o$5b2o5b2o4bo17b2o5b2o4bo$4b
o6bo2bo2b2o16bo6bo2bo2b2o$12b2o2b2o25b2o2b2o!

While this is perfectly fine for xs21_39s0gz32gv056, if we weld something above in only a slightly cumbersome way, the cleanup doesn't fit at all.

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x = 53, y = 26, rule = B3/S23
13b2ob2o25b2ob2o$14bob2o26bob2o$10bo3bo25bo3bo$11bob2ob2o23bob2ob2o$9b
3o2bob2o21b3o2bob2o$14bo29bo$6b2o5b2o21b2o5b2o$8bo5bob2o20bo5bob2o$8bo
5bob2o20bo5bob2o$6b3o4b2o21b3o4b2o$11bo2bo26bo2bo$11b2obob2o23b2obob2o
$b4o7bobo2bo13b4o7bobo2bo$6o6bobobo13b6o6bobobo$4ob2o6bobo14b4ob2o6bob
o$4b2o8bo6b2o11b2o8bo6b2o$10bo11bo17bo11bo$9bobo7bo19bobo7bo$8bo2bo4bo
2b2o17bo2bo4bo2b2o$8bobo4b2o4b2o15bobo4b2o4b2o$9bo5bobo21bo5bobo2$5b2o
28b2o$6b2o5b2o4bo16b2o5b2o4bo$5bo6bo2bo2b2o15bo6bo2bo2b2o$13b2o2b2o24b
2o2b2o!

However, if you are sufficiently crazy enough, you can even deal with that, too.
...
I am 100% serious when saying that I was able to get much better clearance by using an escorted OWSS flotilla.

Code: Select all

x = 50, y = 49, rule = B3/S23
9bo$10bo$8b3o4$26b2o$22b2o3bo$22bo4bob2o$23bo2b2obo$21bobo3bobo$4b4o
13b2o4bob2o$3bo3bo17b2obo$7bo18bobo$3bo2bo19bob2o$2bo24bo$o5bo21b2o$7b
o21bo$o6bo21bob2o$b7o20b2ob2o$26bo2bo$26b2obob2o16bo$2b2o23bobo2bo14b
2o$b4o22bobobo16b2o$b2ob2o22bobo$3b2o24bo$25bo$24bobo$23bo2bo$23bobo$
24bo2$43b3o$28b2o13bo$27bo2bo13bo$28b2o$39bo$38b2o$38bobo2$12b2o$13b2o
26b2o$12bo28bobo$41bo4b2o$25b2o18b2o$24bobo20bo$26bo13b2o$39b2o$41bo!

And yes, I was able to tweak a synthesis for a different flotilla to synthesize this one.

Code: Select all

x = 23, y = 30, rule = B3/S23
6bo$4bobo$5b2o$20bobo$20b2o$21bo2$5bo$3bobo6b2o$4b2o6b2o$17bo$15b2o$
16b2o2$9b2o$8bobo$9bo3$b2o$obo$2bo5b2o$8b2o3$15b3o$15bo$2bo13bo$2b2o$b
obo!

[gooddogtyson]

Edit: need help to complete this synthesis using 10 or less gliders:

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x = 20, y = 32, rule = B3/S23
bo$bo$bo2$3o$obo$obo$bo3$7b2o$9b3o$9b3o$10bo2$3b2o$2bo2bo$3b2o12$17b2o
$17bobo$17bo!
[[ AUTOFIT ]]

xs17_o861ticz23 completed in 10 gliders:

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x = 43, y = 51, rule = B3/S23
o$b2o$2o3$8bo22bo$9b2o20bobo$8b2o21b2o3$8b2o$9b2o$8bo$3bo$3b2o$2bobo7$
13b2o$14b2o16bo$13bo17b2o$31bobo7$5b2o$6b2o$5bo$26b2o$25b2o$27bo11$41b
2o$40b2o$42bo!

i don't see any obvious improvements, but i doubt this is optimal

[cvojan]

xs40_gbb8bp6gwc4oz123x69d1dd in 12G:

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x = 91, y = 55, rule = B3/S23
45bo$44bo$44b3o3$41bobo$41b2o$42bo$45b3o$45bo$46bo$89bo$88bo$34bo53b3o
$35bo$33b3o5$36b3o$38bo$37bo10$53bo$52bo$52b3o5$55b3o$55bo$3o53bo$2bo$
bo$44bo$45bo$43b3o$48bo$48b2o$47bobo3$44b3o$46bo$45bo!

[MathAndCode]

Edit 2: recipe for making xs18_j5o6picz11, just need to prepare reagents:

Code: Select all

x = 60, y = 19, rule = B3/S23
58bo$21b2o5bo28bo$20bo2bo4bo28b3o$21b2o5bo3$17bo$16bobo9b2o$15bo2bo8bo
bo$16b2o9bobo$27b2o$34b2o$34b2o4$3o$2bo$bo!

Here is a completed synthesis:

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x = 504, y = 45, rule = B3/S23
226bo$227bo$225b3o14$116bo$117bo17bo$115b3o17bobo$135b2o3$257b2o$7bo
248bo2bo3b3o$8bo248b2o242bo$6b3o107b2o263b2o2b2o114bobo$115bo2bo258bo
3bo2bobo114b2o$116b2o135bo122bobo3b2o$252bobo121bobo5b2o$251bo2bo122bo
4b2o2bo$112bo139b2o128bo2bo$111bobo269b2o$13b2o95bo2bo$13bobo95b2o281b
2o$13bo258bo120bo2bo101b2o2b2o$2o269b2o121bobo97bo3bo2bobo$b2o268bobo
116bo4bo97bobo3b2o$o389bo102bobo5b2o$261b3o126bo103bo4b2o2bo$263bo235b
o2bo$262bo237b2o$399b3o$258b2o139bo$257bobo140bo$259bo!

[cvojan]

10g xs40_69baicz651j8mkl3zx122643

Code: Select all

x = 67, y = 42, rule = B3/S23
$38bo$37bo$37b3o$66bo$64b2o$65b2o2$41bo$40bo$40b3o2$29b2o$28bobo$30bo
2$43bo$42b2o$42bobo6$22bobo$23b2o$23bo2$36bo$36bobo$36b2o2$24b3o$26bo$
25bo2$2o$b2o$o$27b3o$29bo$28bo!

EDIT: 18g xs40_0j5c5jz345d5l596zx65156

Code: Select all

x = 81, y = 69, rule = B3/S23
74bo3bo$72b2o4bobo$73b2o3b2o13$31bo$32bo$30b3o2$36bo$34b2o$35b2o3$22bo
7b2o$23bo5bobo5bobo$21b3o7bo5b2o$38bo4$18b3o7b2o$20bo6bobo$19bo9bo2$
51bo9bo$51bobo6bo$51b2o7b3o4$42bo$42b2o5bo7b3o$41bobo5bobo5bo$49b2o7bo
3$44b2o$45b2o$44bo2$48b3o$48bo$49bo13$b2o3b2o$obo4b2o$2bo3bo!

[MathAndCode]

EDIT: 18g xs40_0j5c5jz345d5l596zx65156

You ought to stage your syntheses. For example, if you had staged that synthesis, you probably would have noticed that each boat can be made with a two-glider collision.

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x = 405, y = 75, rule = B3/S23
374bobo$375b2o$375bo6$162bobo$163b2o105bo$63bo99bo104bobo$61bobo205b2o
$62b2o$71b2o$71bobo$72bo3$271b2o$271bobo$272bo4$265b2o111b2o10bo$265b
2o111bobo7b2o$379bo9b2o3$202b2o$202bobo167b2o$203bo168b2o3$403bo$402bo
$402b3o2$372b3o$374bo$o372bo$b2o$2o288bo$289bobo111b2o$290b2o111b2o4$
386b2o9bo$387b2o7bobo$386bo10b2o$7b3o$7bo$8bo212bo$220bobo$221b2o7$
223b2o$119bo103bobo104bo$118b2o103bo105b2o$118bobo208bobo7$401bo$400b
2o$400bobo!

However, in this particular case, that turns out to be irrelevant due to a three-glider collision.

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x = 163, y = 75, rule = B3/S23
132bobo$133b2o$133bo22$58b2o76b2o10bo$58bobo75bobo7b2o$10bo48bo77bo9b
2o$11bo$9b3o2$52b2o76b2o$52b2o76b2o2$5b2o80bobo$6b2o79b2o72bo$5bo82bo
71bo$160b3o2$130b3o$132bo$131bo3$bo82bo76b2o$b2o79b2o77b2o$obo80b2o3$
144b2o9bo$145b2o7bobo$78b3o63bo10b2o$78bo$79bo20$159bo$158b2o$158bobo!

However, this is another demonstration of my point: If the first synthesis had already been submitted to Catagolue, adding the latter synthesis would require less work if the first synthesis had been staged.

[Extrementhusiast]

15-in-11 has now been officially achieved.

[May13]

While searching for 10G xs15 synthesis, I accidentally found xs20:

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x = 27, y = 59, rule = B3/S23
25bo$24bo$24b3o5$24bo$5b3o3b3o9bobo$19bo2bo$9bo8bobo2bo$9bo8bobo3b2o$
9bo9bo11$25bo$24bo$24b3o5$24bo$11b3o9bobo$19bo2bo$9bo8bobo2bo$9bo8bobo
3b2o$9bo9bo11$25bo$24bo$2bo21b3o$obo$b2o3$24bo$11b3o9bobo$19bo2bo$9bo
8bobo2bo$9bo8bobo3b2o$9bo9bo!

[dvgrn]

While searching for 10G xs15 synthesis, I accidentally found xs20...

Wow, nice find! That xs20 costs 12 gliders on Catagolue, and you've got it in at most 10:

Code: Select all

x = 135, y = 22, rule = LifeHistory
5.5B66.A49.B$4.7B64.A49.3B$3.D3BDBD65.3A46.4B$2.2BD2B2DB113.4B$.B3D3B
D113.4B$.9B111.4B$10B.DBD106.4B$.10B2DB106.4B9.A$3.9BD105.5B3.B5.A$5.
7B8.A54.C41.5B3.3A4.3A$5.6B8.A52.2DC2B33.B2.B3.11B$4.5B3A7.3A37.3A9.D
2B3C32.2A12BA5BA$4.7B56.A2.D5B31.3ABA4B2A5BA5BAB$6.BAB48.A8.A.A2.DBD
2B30.A4BA4BA6BA5BA$6.BAB48.A8.A.A3.D2BC30.2A2B.AB2ABA11B$7.A49.A9.A5.
BC2B30.B4.2ABA9B3A$73.B3C38.12B$22.3A48.5B43.7B$22.A50.6B43.7B$23.A
49.4BC45.5B$74.2B2CB45.5B$76.CBC47.3B!

I checked the obvious 9G possibilities -- two-blinkers-plus-beehive in 3G, or beehive-plus-phi-spark in 3G -- but nothing came up, and I didn't see anything else to try.

[bubblegum]

I checked the obvious 9G possibilities -- two-blinkers-plus-beehive in 3G, or beehive-plus-phi-spark in 3G -- but nothing came up, and I didn't see anything else to try.

There was the positioning of the green glider in the second step, which with a lucky collision might've gotten rid of the TL, but I tried those and nothing turned up either.

[Kazyan]

popseq was able to find a 4G replacement for the phi spark and beehive:

Code: Select all

x = 29, y = 38, rule = B3/S23
bo$2bo$3o8$26bo$26bobo$26b2o7$24b3o2$28bo$15bo12bo$13b2o13bo$14b2o4$
17b2o$17bobo$17bo5$21bo$20b2o$20bobo!

[MathAndCode]

I didn't see anything else to try.

A blinker is a one-glider seed for a phi spark, and the beehive and blinker are common enough and close together enough that they can be made with only three gliders, resulting in four gliders total for the beehive and phi spark. I also found some fast components.

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x = 514, y = 1583, rule = B3/S23
o10bo315b2obo9b3o$obo6b2o157bo152b2o3bob2obo$2o8b2o155bobo3bo75bo71bo
4bo4bo6bo5bo$84bo72b2o8bobo3bo64b3o7bobo3bo67b3obo4b2o5bo5bo$84bobo69b
obo9bo4bo74bobo3bo69b2o12bo5bo$70bo13b2o70bo85bo6bo4bo$71b2o82b2o85bo
97b3o$70b2o170bo105b3o$258b2o88bo$88bo74bo94bobo88bo$87bobo3bo68b2o94b
o$87bobo3bo68bobo$88bo4bo3$2b2o255bo$b2o255b2o$3bo254bobo96$249bobo$233b
o15b2o$234b2o14bo$233b2o2$162bo$160bobo$161b2o$330b2obo9b3o$171bo157b
ob2obo$170bobo3bo75bo76bo4bo6bo5bo$170bobo3bo74bobo3bo69bobo4b2o5bo5b
o$171bo4bo74bobo3bo69b2o12bo5bo$245bo6bo4bo$160b3o82bo97b3o$162bo82bo
105b3o$161bo99b2o88bo$261bobo88bo$261bo5$262bo$261b2o$261bobo98$244bo
bo$240bo4b2o$241bo3bo$239b3o6$334b2o3b2obo9b3o$334bobobob2obo$261bo74b
obo4bo6bo5bo$260bobo3bo68bo2bo4b2o5bo5bo$260bobo3bo69b2o12bo5bo$254bo
6bo4bo$244b2o8bo97b3o$243bobo8bo105b3o$245bo24b2o88bo$270bobo88bo$270b
o5$271bo$270b2o$270bobo96$241bobo$242b2o$242bo7$333b2o$333bobo3b2obo9b
3o$334bobobob2obo$261bo74bobo4bo6bo5bo$260bobo3bo68bo2bo4b2o5bo5bo$240b
2o18bobo3bo69b2o12bo5bo$241b2o11bo6bo4bo$240bo13bo97b3o$254bo105b3o$270b
2o88bo$243b2o25bobo88bo$244b2o24bo$243bo4$271bo$270b2o$270bobo97$243b
obo$244b2o$244bo2$258bobo$242bo15b2o$240bobo16bo$241b2o2$334bo$333bob
o3b2obo9b3o$334bobobob2obo$261bo74bobo4bo6bo5bo$260bobo3bo68bo2bo4b2o
5bo5bo$260bobo3bo69b2o12bo5bo$254bo6bo4bo$254bo97b3o$254bo105b3o$270b
2o88bo$270bobo88bo$270bo5$271bo$270b2o$270bobo93$430bo$429bo$260bobo166b
3o$260b2o$261bo3$335b2o$335b2o84b2o$421b2o$338bo$337bobo3b2obo9b3o65b
o$337bo2bobob2obo75bobo3b2obo$265bo72bobobo4bo6bo5bo62bo2bobob2obo$264b
obo3bo68bo2bo4b2o5bo5bo63bobobo4bo$264bobo3bo69b2o12bo5bo64bo2bo4b2o$
258bo6bo4bo155b2o$258bo97b3o$258bo105b3o$274b2o88bo$247b3o24bobo88bo$
249bo24bo$248bo4$275bo$274b2o$274bobo105$336b2o$240bo7bobo85bobo$241b
2o6b2o86bobo3b2obo9b3o$240b2o7bo88bobobob2obo$265bo74bobo4bo6bo5bo$244b
2o18bobo3bo68bo2bo4b2o5bo5bo$245b2o17bobo3bo69b2o12bo5bo$244bo13bo6bo
4bo$258bo97b3o$258bo105b3o$364bo$365bo10$285b2o$285bobo$285bo5$286bo$
285b2o$285bobo76$249bo$248bo$248b3o5$334bo$333bobo$247bo86bobo3b2obo9b
3o$245bobo87bobobob2obo$246b2o14bo74bobo4bo6bo5bo$261bobo3bo68bo2bo4b
2o5bo5bo$243bo17bobo3bo69b2o12bo5bo$243b2o10bo6bo4bo$242bobo10bo97b3o
$255bo105b3o$361bo$272b2o88bo$272bobo$272bo5$273bo$272b2o$272bobo89$135b
o199b2obo9b3o$136bo110b2o82b2obob2obo$134b3o4bo105b2o8bo74bobo4bo6bo5b
o$139bobo114bobo3bo68bo2bo4b2o5bo5bo$140b2o114bobo3bo69b2o12bo5bo$250b
o6bo4bo$250bo97b3o$151bo98bo105b3o$150bobo3bo199bo$150bobo3bo110b2o88b
o$151bo4bo110bobo$267bo$236b3o$139b3o96bo$141bo95bo$140bo$268bo$267b2o
$267bobo55$256bo$256bobo$238bobo15b2o$239b2o$239bo3$337b2obo9b3o$336b
ob2obo$259bo76bo4bo6bo5bo$258bobo3bo69bobo4b2o5bo5bo$258bobo3bo69b2o12b
o5bo$252bo6bo4bo$252bo97b3o$252bo105b3o$358bo$269b2o88bo$269bobo$269b
o5$270bo$269b2o$269bobo55$256bo$256bobo$256b2o2$238bobo$239b2o$239bo5$
335b2obo9b3o$331b2obob2obo$233bobo21bo73b2obo4bo6bo5bo$234b2o20bobo3b
o71bo4b2o5bo5bo$234bo21bobo3bo68b3o12bo5bo$250bo6bo4bo68bo$250bo97b3o
$250bo105b3o$356bo$267b2o88bo$267bobo$267bo5$253b3o12bo$253bo13b2o$254b
o12bobo87$236bobo$237b2o2bobo$237bo4b2o$242bo4$334bo3b2obo9b3o$333bob
obob2obo$260bo72bobobo4bo6bo5bo$259bobo3bo68bo2bo4b2o5bo5bo$259bobo3b
o69b2o12bo5bo$253bo6bo4bo$253bo97b3o$253bo105b3o$359bo$270b2o88bo$270b
obo$270bo$240bo$240b2o$239bobo2$271bo$270b2o$270bobo85$240bo$241b2o$240b
2o2$232bobo$233b2o$233bo$337b2obo9b3o$333b2obob2obo$259bo68bo3bobobo4b
o6bo5bo$258bobo3bo63bo4bo2bo4b2o5bo5bo$258bobo3bo63bo5b2o12bo5bo$252b
o6bo4bo187b2obo$252bo97b3o95b2obob2obo$252bo105b3o82bo3bobobo4bo$358b
o84bo4bo2bo4b2o$269b2o88bo83bo5b2o$237bo31bobo$237b2o30bo$236bobo$436b
2o$437b2o$436bo$270bo$269b2o$269bobo69$235bobo$236b2o$236bo7$236bo$237b
2o$236b2o5$356b2o$355bo2bo3b2obo9b3o$355bobobobob2obo$258bo95b2obobob
o4bo6bo5bo$257bobo3bo94bo2bo4b2o5bo5bo$241bo15bobo3bo95b2o12bo5bo$241b
2o8bo6bo4bo$240bobo8bo123b3o$251bo131b3o$383bo$268b2o114bo$239b3o26bo
bo$241bo26bo$240bo3$234b2o$233bobo33bo$235bo32b2o$268bobo$255b2o$254b
2o$256bo71$213bo$211bobo46bo$212b2o22bo22bo$237b2o20b3o$236b2o$369b2o
$369b2o2$236b2o$235bobo$237bo$229bo$230b2o$229b2o256b2o$487b2o6$372b2o
$372bo2b2obo9b3o$248bo124b2ob2obo$247bobo3bo120bo4bo6bo5bo$247bobo3bo
118bobo4b2o5bo5bo$241bo6bo4bo118b2o12bo5bo$241bo$241bo146b3o$396b3o91b
2o$396bo93bo2b2obo$397bo93b2ob2obo$492bo4bo$490bobo4b2o$490b2o$263b2o
$263bobo$263bo3$512b2o$511b2o$264bo248bo$263b2o$263bobo!

[GUYTU6J]

14-in-9 seems possible. Here are the six remaining 10G 14-bitters:

Code: Select all

x = 98, y = 10, rule = B3/S23
b2o18b2o5bobo28b2o3bo7b2o9b2o8b2o$2bo18bobo3bob2o28bo3bobobo4bo4b2o4b
o10bo$bo22bo2bo32bo2bo2b2o6bo2bo6bo8bo$2b3o20bobo33bobo9b2o3bo6bo7b2o
$5bo20bo35bo12b3o6b2o9bo$4bo70bo10b2o7bo$3bo82bo9b2o$obo84bo9bo$2o86b
o7bo$87b2o7b2o!

Here are the apgcodes.

Code: Select all

xs14_05b88gzc8421
xs14_31248ge123
xs14_358ge1246
xs14_39cggmazx1
xs14_3lozx3lo
xs14_dbgzw1qm

Among them, xs14_31248ge123 can be solved once we have a 4G recipe for the white part:

Code: Select all

x = 87, y = 31, rule = LifeHistory
71.A.A5.2A$71.2A.A3.A.A$74.A2.A$31.2C41.A.A$26.2C2.C2.C41.A$26.C.C.3C
46.3A2$84.2A$84.A.A$84.A$22.2A$21.A2.A$21.A.A$22.A3$27.2A$26.A.A$28.A
10$3A$2.A$.A!

How do I make a custom converter based on a natural reaction like this?

Code: Select all

x = 10, y = 11, rule = B3/S23
8b2o$8b2o2$6b2o$5b3o$2b2o$2o3bo$2obo$2o$2bo2bob2o$2bo2b2obo!

[Extrementhusiast]

How do I make a custom converter based on a natural reaction like this?

Code: Select all

RLE

Use spark_search.py to search for something close to desired, hope to get lucky enough to get something super close, and then correct the result with gliders, again hoping for a lucky cleanup. Unfortunately, I did not get lucky enough:

Code: Select all

x = 42, y = 24, rule = B3/S23
19bobo$20b2o$20bo$41bo$39b2o$40b2o3$10bobo$11b2o$11bo6$10bobo$11b2o2b
2o$11bo2bobo$16bo$3o$2bo$bo28bob2o$30b2obo!

[MathAndCode]

Here is a one-glider improvement to the synthesis of xs21_xg8o652zg2u146z11.

Code: Select all

x = 44, y = 45, rule = B3/S23
25bo$24bo$24b3o3$17bo$18bo$16b3o2$35bo$33b2o$34b2o8$16bo$17b2o$b2o13b
2o$obo$2bo2$9b2o4b2o$8bobo3bobo$10bo5bo$41b2o$41bobo$41bo12$29b2o$29b
obo$29bo!

Here are the results of a spark-search run in case anyone wants to try to find more fast components.

Code: Select all

x = 6175, y = 195, rule = B3/S23
2157bo$2155bobo$2156b2o5bo$2164b2o$2163b2o80bo$2243bobo$2171bo72b2o
2079bo394bo$2170bo2154bobo393bo$2170b3o1032bo1119b2o85bo306b3o$1921bob
o318bo954bo7bobo1204bobo78bo$397bo1054bo469b2o319b2o74bo81bo796bo6b2o
1205b2o79bobo155bo$398bo972bo79bo147bo322bo319b2o76b2o80bo6bobo784b3o
1294b2o154b2o$396b3o970b2o64bo6bo8b3o146b2o717b2o79b3o6b2o1029bobo77bo
bo77bobo724bobo320b2o1025bo92bobo62bo$327bobo237bobo317bobo157bobo157b
obo77bobo69bo6bo3b2o64bo3b2o157b2o70bo95bobo77bobo157bobo400bo630bo
170bo228b2o70bo7b2o78b2o246bo159bo317b2o240bo239bo239bo73bo85bo79bo
157bobo69bo158b2o90b2o64bo$o239bo86b2o238b2o318b2o158b2o75bo82b2o78b2o
71bo3b2o68b3o4b2o229bo94b2o78b2o74bobo81b2o791bobo85bobo151b2o167bo66b
o7bo154bo72b2o5bo79bo82bo164bo159bo311bo6bo71bo79bo88bo160bo78bo162bo
76bo72bo86bo79bo157b2o71bo156b2o92bo62b3o251bobo$b2o5bo229bobo86bo239b
o319bo159bo77bo81bo79bo70b3o4b2o303b3o94bo79bo76b2o81bo469bobo88bo146b
o85b2o85b2o151b2o168b3o65bo6bobo73bo71bo78b2o78bo90bobo159b3o64bo92b3o
313bo78bo79bo84b3o160bo76b3o73bo88bo74b3o73b3o81b3o77b3o158bo70b3o238b
obo326b2o67bobo$2o4bobo230b2o716bobo159bo3b3o171bo303bo173b3o76b3o67bo
154bo320bo77b2o86b2o148b2o83bo87bo387b3o6b2o75b2o67bobo159b2o88b2o228b
o247bo157b3o76b3o77b3o156bo90b3o151b2o86b3o481b3o302b2o315bo11bo68b2o$
7b2o630bo318b2o160bo174b2o219bo5bo79bo172b2o77b2o159b3o62b2o319bo76bo
7bo80b2o66bo79b2o239bo159bo3bobo233bo5b2o69b2o158b2o94bo81bo140b3o162b
o82b2o245bobo77bobo149b2o80bobo152bo5b2o571b3o66bobo161bo71bo87bo226bo
bo80bo7bo$335bo304bo3bo313bo159b3o174b3o216bobo3bobo77b3o73bo338b2o62b
2o158b3o86bo70b3o84bobo147b2o174bo65bo75bobo85bo71bobo4b2o159bo71bobo
322bo9bobo78bo304bobo76bo6b2o86bo157b2o78b2o149b2o7bo74b2o150bobo84bo
6bo486b2o67b2o161bo81bo77bo74bo79bo73b2o5bo82bobo$165bo75bo91b2o62bo
176bo63b3o2bo6bo74bo789b2o4b2o154b2o562bo76bo7b2o158b2o147b2o6bo79bo
80bo6bo67bo6bo68b2o6bo79b2o70b2o4bo161bo71b2o323bo8b2o74bobo2b3o303b2o
74bobo94bobo156bo79bo157bo75bo152b2o82bobo4b2o312bo244bo161b3o79bobo
75b3o70bobo77bobo78bobo82b2o$165bobo74bo90b3o62bo76bo13bo82b2o69b3o2b
2o76bo81bobo82bo782b2o562bo75bobo8b2o315b2o78b2o76bobo6b3o63b3o6bobo
75b2o76b2o237b3o394b3o84b2o233bo152b2o84bobo7b2o395b3o311b2o5b2o150bo
79bo77bobo79bo5bo164bobo236b2o150b2o78b2o79b2o$5b2o82bo75b2o73b3o80bob
o70b3o77b2o4bo6bobo71bobo6b3o74b2o73b3o81b2o73bobo5b2o61bobo86bobo6bo
72b3o75bobo77bobo477bobo77bobo74b2o81bobo70bo240b2o161bo79bo82b2o78b2o
78b2o81b2o75b2o396bo79b2o78b2o78b2o163bo72bo6bobo55bo92bobo6bobo72bo
82bo70bo3b2o325bobo237bobo72b2o155bo7bobo71bo5bobo67bobo7bobo68b2o7bob
o71bo2bobo77bobo84b2o63bo83bobo157bobo318bo$4bobo82bobo231b2o150b2o3bo
bo6b2o72b2o244bo73b2o6b3o61b2o86b2o5b2o75bo75b2o6bo71b2o478b2o78b2o74b
obo81b2o69bobo404b2o78b2o798b2o79b2o78b2o78b2o232bobo6b2o58b2o5b2o83b
2o6b2o75b2o3bo74b2o72bo3bo324b2o230bo7b2o73bobo152bobo7b2o71b3o5b2o68b
2o7b2o78b2o71b3o3b2o77b2o86bo61bobo5bobo76b2o158b2o87bobo77bobo149b2o$
6bo75bo6b2o66bobo321b2o472bo94b3o73bo82b2o311b2o397bo153b2o403b2o78b2o
5bobo474bo77b2o236bobo78bo79bo79bo159bo74b2o7bo58b2o7b2o90bo75b2o4bobo
73b2o69b3o319bo8bo228bobo8bo76bo152b2o8bo81bo77bo79bo308b2o6b2o76bo
159bo78bo9b2o67bo10b2o149b2o$80bobo75b2o1049b3o311b2o153b3o886b2o74bo
79bo239bo80b2o77b2o637b2o148bo174b2o464bobo238b2o806bo314bobo10bo68b2o
9bo$77bo3b2o75bo3bobo556bo4bo74bo4bo715bo79bo77bo887bo74b2o78b2o238b2o
78bobo76bo638b2o790b2o1363b2o78b2o$75bobo84b2o74b3o481bo2bo76bo2bo796b
2o75bo962bobo77bobo237bobo$76b2o85bo76bo479b3o2b3o72b3o2b3o793bobo$
239bo155b3o558bo1122b2o$397bo558b2o1122b2o3516b3o$396bo558bobo1121bo
3281b2o237bo$5362b2o235bo$5361bo53$2158b2o$2157bo2bo$2158b2o7b2o77b2o
952b2ob2o$2167b2o76bob3o945b2o3bo2bo$1923b3o245bo72b2o4bo943bo2bo2b2o$
304bo239bo319bo159bo159bo79bo479bo79bo98bo3bo56bo261bo2bobo150b2o789b
2ob2o2226bo$303bob2o236bob2o316bob2o156bob2o156bob2o76bob2o476bob2o76b
ob2o95b4obo55bob2o184b2o78bo145bo4bobo788b2o1209b2o1017bob2o$302b2obob
2o233b2obob2o313b2obob2o153b2obob2o153b2obob2o73b2obob2o92b2o379b2obob
2o73b2obob2o97bob2o52b2obob2o181b2o79bobo141b2ob2o4bo787bo3bob4obo80bo
559bo159bo396bo2bo159bo239bo239bo159bo79bo137b2obob2o$306bo239bo319bo
159bo159bo79bo93bo2bo161b3o218bo79bo100b3o56bo260bo3bobo140b2ob2o5bo
240b3o77b3o237b3o157b3o64bob6o4bo78bobo79b3o77b3o77b3o77b3o235bobo157b
obo159b3o232bobobobo156bobo237bobo79b3o77b3o75bobo157bobo77bobo140bo$
308bobo237bobo95b2o220bobo157bobo89b2o3bo62bobo77bobo90bobo161b3o77bo
142bobo77bobo96b3o58bobo252b2o3bo77bo69bo4bo2bo160bo79b3o77b3o77bo79bo
79b3o77bo79b3o64b2obo4bo82bo2bo78b3o77b3o77b3o77b3o234bo3bo155bo3bo
158b3o235bo2b2o154bo3bo235bo3bo78b3o77b3o74bo3bo155bo3bo75bo3bo141bobo
335b2o$645b2ob2o470b3ob3o231bo3bo3b2o68b2o86bo3bo75b3o66bo252bobo314bo
4bo77bo70bo4b2o160b3o77bo3bo75bo3bo75b3o77b3o77bo3bo75b3o77bo3bo67bo3b
o83b2o78bo3bo75bo3bo75bo3bo75bo3bo234bobo157bobo158bo3bo232bo4b2o75b2o
78bobo237bobo78bo3bo75bo3bo74bobo74b3o80bobo77bobo169b2o224bo87bo$241b
o67b2o12bo162b2o61b2o12bo82bo2bo219b2o12bo145b2o12bo78b3ob2o61b2o12bo
65b2o12bo73bobo6b3o67b2o85b2o3b3o72b2ob2o65bo75b2o12bo65b2o12bo81bo2bo
60b2o12bo163b2o75b2obo66b3o79b3o164b2ob2o75b2o3b3o72b2o3b3o72b2ob2o75b
2ob2o75b2o3b3o72b2ob2o75b2o3b3o70b2o160b2o3b3o72b2o3b3o72b2o3b3o72b2o
3b3o233bo159bo158b2o3b3o152bo75bo5b2o75bo2bo78bo157bo81bo78b2o3b3o72b
2o3b3o73bo159bo76b4o144b2o12bo10bo2bo224b2o80bo5bo317b3o$237b4obo76bo
6b2o157bo2bo70bo6b2o78bo2bo229bo6b2o151bo6b2o74b2o3b2o70bo6b2o71bo6b2o
70bo7b3o155bo4b2o71b2o3b2o64b2o84bo6b2o71bo6b2o76bo4bo69bo6b2o158b2o
145b2o3bo77bo3bo161b2o3b2o75bo4b2o73bo4b2o71b2o3b2o73b2o3b2o75bo4b2o
71b2o3b2o75bo4b2o69b2o162bo4b2o73bo4b2o73bo4b2o73bo4b2o297bo2bo252bo4b
2o150bobo85bo2bo69bo2bo235b4o3b2o154bo4b2o73bo4b2o147bo5bo154b4o156bo
6b2o6bobo222b2ob2o85bo318bobo$237b3o79bo4bobobo157bobo70bo4bobobo72bob
2o2b2o230bo4bobobo77b2o71bo4bobobo74b2ob2o71bo4bobobo70bo4bobobo78b2ob
2o150bo4bob2o72b2ob2o65b2o84bo4bobobo70bo4bobobo74bo5bo69bo4bobobo303b
2o2bobo9b2o67bo2bo162b2ob2o74bo4bob2o71bo4bob2o72b2ob2o75b2ob2o74bo4bo
b2o72b2ob2o74bo4bob2o231bo4bob2o71bo4bob2o71bo4bob2o71bo4bob2o229b2o3b
3o59bo4bo87b2o3b3o155b2o2bob2o150bobo77b3o6b2o71b2o75b2o3b3o152bo4bo2b
2o70b2o3b3o74bo4bob2o71bo4bob2o69b2o3b3o70bo5bo75b2o3b3o70b2o5b3o151bo
4bobobo6bo223b2ob2o80bobobobo317bo$235b2o2bo81bo2bo4bo71b3o83bo73bo2bo
4bo72b2o237bo2bo4bo75b2ob2o71bo2bo4bo151bo2bo4bo71bo2bo4bo78bob2o69bo
79bo6bo140b3obo87bo2bo4bo71bo2bo4bo72b3o76bo2bo4bo303bo5bo7bo2bo67b3o
85b2o153bo6bo72bo6bo232bo6bo152bo6bo232bo6bo72bo6bo72bo6bo72bo6bo77b2o
152b2o2bo4bo72b3o75b2o2bo4bo149bo3b2o3bo157bo81bo151b2o2bo4bo149bob5o
74b2o2bo4bo71bo6bo72bo6bo71b2o2bo4bo68bo5bo75b2o2bo4bo67b2ob3obo4bo
151bo2bo4bo229b3o83bo2bobo395b2o$235bo2bo82bob2o4bo71bobo157bob2o4bo
311bob2o4bo76bo2bo71bob2o4bo151bob2o4bo71bob2o4bo79b2o70b2o78bo6bo140b
4o2bo85bob2o4bo71bob2o4bo71b3o77bob2o4bo304b2o2bo9b2o156b2o153bo6bo72b
o6bo232bo6bo152bo6bo232bo6bo72bo6bo72bo6bo72bo6bo77b2o156bo4bo72bo2bo
78bo4bo145bo3b2o7bo156bo82b3o153bo4bo148b2ob2o81bo4bo71bo6bo65b2o5bo6b
o75bo4bo154bo4bo68bob2ob2o4bo151bob2o4bo318bo2bo394b2o$235bo2bo80b3obo
2bo2bo62bo2bo5b3o77b2o76b3obo2bo2bo157bo151b3obo2bo2bo71b2o76b3obo2bo
2bo149b3obo2bo2bo69b3obo2bo2bo147bo79bo4b6o142b2obo85b3obo2bo2bo69b3ob
o2bo2bo71b3obo2bo70b3obo2bo2bo308bo318bo4b6o69bo4b6o229bo4b6o149bo4b6o
229bo4b6o69bo4b6o69bo4b6o69bo4b6o237b4o57bo5bo9bo2bo71b2o6b4o145bo6bo
3b3o156b2o82b2o155b4o150bob2o82b4o68bo4b6o65bo8b6o77b4o147b2o7b4o70bo
5b4o150b3obo2bo2bo155bo159bo3b2o$5bo79bo150b2o79b2o6b2obo62bo3bo9bo75b
3obo71b2o6b2obo159bo77bobo68b2o6b2obo73b2o4bo68b2o6b2obo76bo71b2o6b2ob
o68b2o6b2obo76bo69b2o78b2o8b2o78bo151b2o6b2obo68b2o6b2obo76bo71b2o6b2o
bo76bo79bo80bo158bo76b4o79bo69b2o8b2o68b2o8b2o78bo79bo69b2o8b2o78bo69b
2o8b2o79bo78bo69b2o8b2o68b2o8b2o68b2o8b2o68b2o8b2o78bo80b2o68b2o7bo60b
o4bo13b2o70b2o6bo67b2o10bo67b2o4b2o4b2o78bo75bo3bo79bo79bo79bo73b2o4bo
75bo3bo79bo69b2o8b2o67bobo8b2o68b2o8bo80bo69b2o7bo79bo79bo71b2o6b2obo
76bo79b2o78bo80b2o77bo79bo79bo80bo75b4o$4b3o77b3o77b3o77b3o71bob4o2b2o
63b2o3bo7b3o75b5o71bob4o2b2o76b3o79b3o77b2o70bob4o2b2o70b2obo5b2o69bob
4o2b2o76b3o71bob4o2b2o70bob4o2b2o76b3o70bo4b5o70bo4b5o77b3o151bob4o2b
2o70bob4o2b2o79bo70bob4o2b2o69b2o5b3o77b3o77b3o77b3o77b3o75b4o78b3o70b
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70bo4b5o70bo4b5o77b3o79b2o68b2o6b3o61b3o7b2o5b2o77b3o65b3o9b3o65bo6b2o
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77bobo77bobo77b3o75b4o$3b5o75b5o76b4o76b4o71bo2bo2b3o62bo4bo7b5o75b5o
71bo2bo2b3o76b4o78bo79b2o71bo2bo2b3o70b5o3bo72bo2bo2b3o75b5o71bo2bo2b
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2o71bo2bo2b3o69b2o4b5o75b5o72b3ob4o76b4o75b5o75b4o76b5o69b2ob8o69b2ob
8o75b5o75b5o69b2ob8o75b5o69b2ob8o72b3ob4o75b5o69b2ob8o69b2ob8o69b2ob8o
69b2ob8o75b5o78b2o75b5o65b2o2bo7bo77b5o65b3o7b5o63bob3o2bob8o67b2o6b5o
78b2o75b5o75b5o65b2o8b5o75b5o75b5o66b2o7b5o69b2ob8o69b2ob8o75b5o72bobo
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72b3ob4o75b4o$2b2o233b2o4bo76bobo68bo3bo6b2o74b2ob3o76bobo317bobo64b3o
10b3o77bobo157bobo77bobo79b2o74b6o74b6o162b2o72bobo77bobo157bobo79bo
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ob2o3bo74b2o2bo80bo73b2o2b2o74b2o2b2o75b2o2bo60bo17b2o75b2o2bo76bo3bo
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74b3o3bo77b2o78bobo77b2o78bobo75b2o2bo75b2o2bo74b2o3bo73b2o4bo$3bob2o
78b2o78b2o76b4o75bo2b2o76bob2o72bobobob2o75bo2b2o77b3o74b2o2b2o74b2o2b
2o75bo2b2o60b2o16b2o75bo2b2o77b3o75bo2b2o75bo2b2o76bob2o76b4o76b4o77b
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2o2b2o77b3o76b4o76b4o77b3o77b3o76b4o77b3o76b4o76b4o76bob2o76b4o76b4o
76b4o76b4o76bob2o77bobo76bob2o65bo12b2o76bob2o76bob2o67b3o7b3o67bo8bob
2o78b2o76bob2o76bob2o76bob2o70b3o3bob2o76bob2o76bob2o76b4o76b4o76bob2o
68bo4b2ob4o76bob2o76bob2o76bob2o75bo2b2o76bob2o78b2o77bobo78b2o77bobo
78b2o75b2ob2o76b4o74b2o2b2o$5b2o2b3o71bob2o2b3o73b2o2b3o72b3o2b3o67bob
o3b2o2b3o73b2o2b3o73b2o2b3o67bobo3b2o2b3o72b3o2b3o69b2o2b2o2b3o69b2o2b
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67bobo3b2o2b3o73b2o2b3o72b3o2b3o72b3o2b3o72b3o2b3o74bo2b3o67bobo3b2o2b
3o67bobo3b2o2b3o74bo2b3o67bobo3b2o2b3o67bobo3b2o2b3o73b2o2b3o72b3o2b3o
72b3o2b3o73b2o2b3o73b2o2b3o72b3o2b3o72b3o2b3o72b3o2b3o72b3o2b3o72b3o2b
3o72b3o2b3o72b3o2b3o72b3o2b3o72b3o2b3o73b2o2b3o72b3o2b3o72b3o2b3o72b3o
2b3o72b3o2b3o73b2o2b3o72b3o2b3o73b2o2b3o72b3o2b3o73b2o2b3o73b2o2b3o72b
3o2b3o62bo3b2o5b2o2b3o73b2o2b3o73b2o2b3o73b2o2b3o73b2o2b3o73b2o2b3o73b
2o2b3o73b2o2b3o72b3o2b3o72b3o2b3o73b2o2b3o63b2o3bo3b3o2b3o73b2o2b3o73b
2o2b3o73b2o2b3o67bobo3b2o2b3o73b2o2b3o73b2o2b3o72b3o2b3o74bo2b3o72b3o
2b3o69bo3b2o2b3o73b2o2b3o72b3o2b3o73b2o2b3o$9bo70bob2o5bo79bo79bo79bo
79bo79bo79bo79bo79bo79bo79bo65bo13bo79bo79bo79bo79bo79bo79bo79bo79bo
79bo79bo79bo79bo79bo69bobo7bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo
79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo65b2ob
o10bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo69bo9bo79bo79bo79bo79bo
79bo79bo79bo79bo79bo72b2o5bo72b2o5bo79bo79bo$9bo3bo65b3o7bo3bo75bo3bo
75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo
75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo
75bo3bo75bo3bo75bo3bo66b2o7bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75b
o3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75b
o3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75b
o3bo62bo2bo9bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo
3bo75bo3bo75bo3bo64bo10bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo
75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo$10bo3bo65b2o8bo3bo
75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo
75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo
75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo
75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo
75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo
75bo3bo63b2o10bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo
75bo3bo75bo3bo75bo3bo60b3o12bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo
75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo75bo3bo$11bo79bo79bo
79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo
79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo
79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo66bo
12bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo
79bo79bo79bo79bo79bo79bo79bo79bo$12b3o77b3o77b3o77b3o77b3o77b3o77b3o
77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o
77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o
77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o
77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o
77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o77b3o
77b3o52$2158b2o1042bo$2157bo2bo85bo953bo2bo$2158b2o7b2o76b2o948bo4bo3b
o$1923b2o242b2o76bobob2o943b6o3bo$304bo239bo319bo159bo159bo79bo479bo
79bo97bo2bo58bo259bobob2obo941b2o2b4o2223bo$303b2o238b2o318b2o158b2o
158b2o78b2o478b2o78b2o97bobo58b2o260b2o2bo2bo144b2o3b3o788b2obo4bo
2221b2o$302bo2b2o235bo2b2o315bo2b2o155bo2b2o155bo2b2o75bo2b2o475bo2b2o
75bo2b2o94b3o58bo2b2o185b2o71bo6bo141bo3bo3bobo788bob2ob2o644bo159bo
398b3o158bo239bo239bo159bo79bo137bo2b2o$302b2o4bo233b2o4bo313b2o4bo
153b2o4bo153b2o4bo73b2o4bo92b2o162b3o214b2o4bo73b2o4bo94bo2b2o54b2o4bo
182b2o77b3o141bo4bo245b3o77b3o237b3o157b3o64bo4bo86bo80b3o77b3o77b3o
77b3o235b3o157b3o159b3o233bo4bo156b3o237b3o79b3o77b3o75b3o157b3o77b3o
136b2o4bo$306b3o237b3o96bo220b3o157b3o96b2o59b3o77b3o91bo2bo160bo79b3o
139b3o77b3o99bo57b3o182bo75bo146bo4bo164b3o77bo79bo79b3o77b3o77bo79b3o
77bo66bobo4bo3bo80bobo78bo79bo79bo79bo237bobobo155bobobo157bo235bo3b2o
156bobobo235bobobo77bo79bo77bobobo155bobobo75bo3bo139b3o$307b2o238b2o
96bo2b2o217b2o158b2o95bo2bo59b2o78b2o92bobo160bobobo74bo3bo139b2o78b2o
95bo3bo58b2o254b2o3bo145bo7b2o159bo3bo76bobobo75bobobo74bo3bo75bo3bo
76bobobo74bo3bo76bobobo62b2o5bo3bo80bo2bo77bobobo75bobobo75bobobo75bob
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72b3ob3o73bo79b3ob3o73bo2bob2o139b2o$238b3o404bo4bo474bo2bo229bo3bo73b
2o90b2o72bo5bo315bo3bo238bo75bo4bo66b2o78b2ob2o2b2o158bo5bo79b2o78b2o
72bo5bo73bo5bo79b2o72bo5bo79b2o62bo6bo2bo81b2o82b2o78b2o78b2o78b2o232b
2ob3o154b2ob3o155b4ob2o232bo80b2o77b2ob3o234b2ob3o80b2o78b2o72b2ob3o
73bo80b2ob3o74bo3b2o167b2o223bo407b2o$238bo2bo83b3o158b2o77b3o76bo2bo
2b2o233b3o157b3o81bo75b3o77b3o69bobo76b2o86bo4bo71bo3bo3bo61bobo91b3o
77b3o77bo3bo75b3o158bobo75b4o65bo81b2obo162bo3bo3bo74bo4bo74bo4bo71bo
3bo3bo71bo3bo3bo74bo4bo71bo3bo3bo74bo4bo70bobo161bo4bo74bo4bo74bo4bo
74bo4bo233bo2b2o155bo2b2o157b3obo235b3o74bo2bo77bo2b2o235bo2b2o76bo4bo
74bo4bo73bo2b2o73bo81bo2b2o74bobob2o157b3o6bo2bo221bob4o85bo316bo2bo$
237b2o2bo83bo2bo156bo2bo76bo2bo80b2o234bo2bo76bo79bo2bo80bo75bo2bo76bo
2bo69bo165bo3b3o70bo7bo61bobo91bo2bo76bo2bo78bo77bo2bo157bobo142b2o4b
2o242bo7bo74bo3b3o73bo3b3o70bo7bo71bo7bo74bo3b3o70bo7bo74bo3b3o69bobo
161bo3b3o73bo3b3o73bo3b3o73bo3b3o232b2o78bo79b2o159bo3b3o231bo7bo71bo
2bo77b2o154bo2bobo3b2o73b2o79bo3b3o73bo3b3o72b2o158b2o78b3o159bo2bo5bo
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231bo4bob2o75bo2bo72bo4bob2o72b3o2bobo71bo4bob2o71bo4bob2o77b2o158bo
73bobo3bobo64bo86bo4bob2o71bo4bob2o151bo4bob2o157bo143bo6b2o8b2o70b2o
159bobo3bobo77bo79bo73bobo3bobo71bobo3bobo77bo73bobo3bobo77bo73b2o164b
o79bo79bo79bo232b2ob2o77b3o75b2ob2o159b2o236bo5b2ob2o70b2o75b2ob2o156b
3obo2b2o70b2ob2o82bo79bo72b2ob2o72b3o3b3o74b2ob2o71b3o3b2o157bo4bob2o
5bo222bo5bo80bo2b4o315b3o$234bo2bob2o80bo4b2o2bo69bo2bo83bo73bo4b2o2bo
71bo4bo233bo4b2o2bo72b2o4bo71bo4b2o2bo76b2o72bo4b2o2bo70bo4b2o2bo76bo
73b2o78b4o3b2o72b2o3b2o64b2o86bo4b2o2bo70bo4b2o2bo150bo4b2o2bo300bo2b
2o2b3o6bo2bo67b2obo160b2o3b2o72b4o3b2o71b4o3b2o72b2o3b2o73b2o3b2o72b4o
3b2o72b2o3b2o72b4o3b2o231b4o3b2o71b4o3b2o71b4o3b2o71b4o3b2o76bo153b3ob
2o75bo2b2o74b3ob2o153b2obobob4o155bo76bo4b2o2b2o147b3ob2o152bo3b2ob2o
73b3ob2o75b4o3b2o71b4o3b2o70b3ob2o154b3ob2o70bo5bobo156bo4b2o2bo228bo
3bo82bob4o$233bo3bob2o77bo6b2o2b3o68bo2bo154bo6b2o2b3o71bo234bo6b2o2b
3o69b2o3bobo69bo6b2o2b3o146bo6b2o2b3o66bo6b2o2b3o75b2obo150bo7bo143b2o
83bo6b2o2b3o66bo6b2o2b3o70b2o74bo6b2o2b3o300bob2o12b2o68b3o82b5o153bo
7bo71bo7bo231bo7bo151bo7bo231bo7bo71bo7bo71bo7bo71bo7bo76bo156b3o2b2o
71b2o2bo77b3o2b2o144bo3b2obobo2bo2bo154b2o84b2o151b3o2b2o147b2ob2o3bo
77b3o2b2o71bo7bo71bo7bo73b3o2b2o153b3o2b2o66bo2bo3b3o2b2o148bo6b2o2b3o
153bo73bo2bo82b2o2bobo391b5o$4b3o77b3o147b2obo80b3o6bo63bo8b2o3bo152b
3o6bo310b3o6bo73bo7bo68b3o6bo76b3o71b3o6bo70b3o6bo76b3o3bo65b2o3b2obo
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2bo77b3o69b2o4bo2b3o68b2o4bo2b3o76b3o77b3o69b2o4bo2b3o76b3o69b2o4bo2b
3o156b3o69b2o4bo2b3o68b2o4bo2b3o68b2o4bo2b3o68b2o4bo2b3o76bo163b2o59b
2o14bo71b2o9b2o74b3o66b2o4bo3b2o79b3o157bo4b2o73b3o81b2o74b3o71bo7bo
81b2o66b2o4bo2b3o67bo6bo2b3o80b2o146b2o10b2o67bobo3b3o2b2o74b3o71b3o6b
o76b3o77b2o78b3o78b2o77b3o316bo2bo$3bo161bo69b2o80bo4bo2bo64bob2ob2o7b
3o150bo4bo2bo79bo231bo4bo2bo74b2o2b2ob2o68bo4bo2bo151bo4bo2bo71bo4bo2b
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79bob2o149bobo77bobo237bobo157bobo164bo72bobo77bobo77bobo77bobo84bo3bo
78b2o68b2o6b2o63bobo85b2o5b2o66bo10bo68b3o3bo2b2o80bo159bo79bo80b2o73b
3obo75b3o4bo77b2o70bobo74bo81b2o7b2o77b2o71b2o6b2o157bo73bo4bo2bo77bo
79bo80b3o78b2o77b3o316bob2o$3bo3b2o74bobob2o75bob2o76b4o70bob2o6bo60b
2o3b3o6b3ob2o72b2o3b3o69bob2o6bo75bob2o77b2o79bo71bob2o6bo77bo71bob2o
6bo73b2obob2o69bob2o6bo69bob2o6bo74bo3b2o67bobo6bobo68bobo83b2obob2o
149bob2o6bo69bob2o6bo77b3o69bob2o6bo68b2o6bob2o74bo3b2o71b2o3bo78bob2o
75bo3b2o74b2obo75b2obob2o67bobo77bobo83b2obob2o73b2obob2o67bobo83b2obo
b2o67bobo81b2o3bo77bo3b2o67bobo77bobo77bobo77bobo84bo81bo2bo67b2o9b2o
59bo2b2o10b3o81b2o63bo10bo3b2o62b2o2b4o2bo73bo7bo3b2o74b3ob2o74bo79bo
3b2o78b2o70b2obo4b2o71bo6b2o65b2o11b2o67bobo75b5o76b2o10b2o74b3o81b2o
78b2o74bo3b2o69bob2o6bo74bo3b2o75b2ob2o74bobob2o75b2ob2o74bobob2o78b2o
78b2o71b2o3bo77b2obo$b2obo2b2o74bobob2o78b2o74bobob2o69b3o2b3o63bo2bo
3bo4b2o3b3o69b2ob2o3b3o69b3o2b3o77bo3b2o76b3o76b2ob2o69b3o2b3o61bobo
17b2o69b3o2b3o76b2o3b2o69b3o2b3o72b3o2b3o75b2obo2b2o67b3o6bob2o67b3o7b
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2o70b2o4b2o76bo3b2o72b2obo2b2o74bo2b2o74b2o3b2o67b3o7bo69b3o7bo75b2o3b
2o73b2o3b2o67b3o7bo75b2o3b2o67b3o7bo72b2o4b2o74b2obo2b2o67b3o7bo69b3o
7bo69b3o7bo69b3o7bo74b2obo2b2o75b2ob2o72b2o4b2o61b5o86b2o4b2o72b2obo2b
2o62b2o2b2o3bo4b2o68b2o4b2obo2b2o72b2ob2ob2o72b2obo2b2o72b2obo2b2o64b
2o6b2o4b2o76bob2o72b2obo2b2o65b2o5b2o4b2o67b3o7bo69bo2bo6bo74b2o4b2o
70bo3b4o74b2o4b2o72b2o4b2o72b2obo2b2o69b3o2b3o75b2obo2b2o76bob2o73b3ob
3o75b2ob2o73b3ob3o77b3o77b3o70b2o4b2o76bo2b2o$b2o4bo76bo2bo77bobo69b2o
3b2obobo71bo5bobo62b6o5b2o4bo70bo4bo3bo71bo5bobo75bo3bo74bo3b2o74bo2bo
bo71bo5bobo58bo2bo17bo71bo5bobo75bo3bo71bo5bobo71bo5bobo73b2o4bo68b3o
5b2obo68b3o5b2obo75bo3bo77bobo71bo5bobo71bo5bobo79bo71bo5bobo73b4o2bo
73b2o4bo72bobo4bo75bo3bo73b2o4bo75bo2b2o75bo3bo68b3o5b2obo68b3o5b2obo
75bo3bo75bo3bo68b3o5b2obo75bo3bo68b3o5b2obo72bobo4bo73b2o4bo68b3o5b2ob
o68b3o5b2obo68b3o5b2obo68b3o5b2obo73b2o4bo77bobo73b2o4bo62b3obo11b2o
73b2o4bo73b2o4bo63b3o2bob3o3b2obo67bobo3b2o4bo76b2obo73b2o4bo73b2o4bo
65b2o6b2o4bo68b6o3bobo73b2o4bo73b2o4bo68b3o5b2obo69bobo4b2obo73b2o4bo
67bo2b3o6bo73b2o4bo73b2o4bo73b2o4bo71bo5bobo73b2o4bo77bobo78b2o76b2obo
78b2o78b2o78b2o72bobo4bo75bo2b2o$b3o3bo75bobobo76b2obo69b2o4bobobo74bo
bo2bo67bo5b3o3bo70bo8bo74bobo2bo75bo3bo73b4ob2o73b3obobo74bobo2bo58bo
2bo14b2obo74bobo2bo74b2o3bo74bobo2bo74bobo2bo73b3o3bo75bo3bo75bo3bo74b
2o3bo76b2obo74bobo2bo74bobo2bo79bo74bobo2bo72bo4bobo73b3o3bo73b3obobo
75bo3bo73b3o3bo77bobo74b2o3bo75bo3bo75bo3bo74b2o3bo74b2o3bo75bo3bo74b
2o3bo75bo3bo73b3obobo73b3o3bo75bo3bo75bo3bo75bo3bo75bo3bo73b3o3bo76b2o
bo73b3o3bo63bobo12b2o73b3o3bo73b3o3bo64b2o2b2o5bo3bo69bo3b3o3bo76bob2o
73b3o3bo73b3o3bo73b3o3bo72bob3o2bo73b3o3bo73b3o3bo75bo3bo70bo4bo3bo73b
3o3bo67bo2b2o2b2obobo73b3o3bo73b3o3bo73b3o3bo74bobo2bo73b3o3bo76b2obo
78b2o79bo78b2o78b2o78b2o73b3obobo77bobo$3bo3bob2o71b2o3bob2o73b2obob2o
71b2obobob2o71b2o3bob2o72bo3bob2o68b3obo3bob2o71b2o3bob2o72b2o2bob2o
69bo6bob2o69bo6bob2o71b2o3bob2o56b2o15bo2bob2o71b2o3bob2o72bo3bob2o71b
2o3bob2o71b2o3bob2o72bo3bob2o76bob2o76bob2o72bo3bob2o74bobob2o71b2o3bo
b2o71b2o3bob2o76bob2o71b2o3bob2o70b2ob2obob2o72bo3bob2o70b2ob2obob2o
72b2o2bob2o72bo3bob2o74bobob2o72bo3bob2o76bob2o76bob2o72bo3bob2o72bo3b
ob2o76bob2o72bo3bob2o76bob2o70b2ob2obob2o72bo3bob2o76bob2o76bob2o76bob
2o76bob2o72bo3bob2o72b2o2bob2o72bo3bob2o61bo12bobob2o72bo3bob2o72bo3bo
b2o64b2o5b2o3bob2o67b2o3bo3bob2o72b2o2bob2o72bo3bob2o72bo3bob2o72bo3bo
b2o65bo3bobo4bob2o72bo3bob2o72bo3bob2o76bob2o76bob2o72bo3bob2o63bobo3b
2o3bobob2o72bo3bob2o72bo3bob2o72bo3bob2o71b2o3bob2o72bo3bob2o73bo2bob
2o74bobob2o76bob2o74bobob2o72bobobob2o76bob2o70b2ob2obob2o74bobob2o$4b
2obo2bo75b2o2bo74bobo2bo72b5o2bo71b6o2bo73b2obo2bo68b2o3b2obo2bo71b6o
2bo73bob2o2bo70b2o2b3o2bo70b2o2b3o2bo71b6o2bo74b3o2bo71b6o2bo73b2obo2b
o71b6o2bo71b6o2bo73b2obo2bo72b2ob2o2bo72b2ob2o2bo73b2obo2bo75b2o2bo71b
6o2bo71b6o2bo75b2o2bo71b6o2bo69b3o2bobo2bo73b2obo2bo74b3o2bo73bob2o2bo
73b2obo2bo74bobo2bo73b2obo2bo72b2ob2o2bo72b2ob2o2bo73b2obo2bo73b2obo2b
o72b2ob2o2bo73b2obo2bo72b2ob2o2bo74b3o2bo73b2obo2bo72b2ob2o2bo72b2ob2o
2bo72b2ob2o2bo72b2ob2o2bo73b2obo2bo73bob2o2bo73b2obo2bo73b2obo2bo73b2o
bo2bo73b2obo2bo72b5o2bo62b2o3b2o4b2obo2bo73b4o2bo73b2obo2bo73b2obo2bo
73b2obo2bo66b3o3b3obo2bo73b2obo2bo73b2obo2bo72b2ob2o2bo72b2ob2o2bo73b
2obo2bo63b3o3bob6o2bo73b2obo2bo73b2obo2bo73b2obo2bo71b6o2bo73b2obo2bo
74b3o2bo73bob2o2bo75b2o2bo73bob2o2bo71b2obobo2bo75b2o2bo74b3o2bo74bobo
2bo$4b2o2bo69b2o4b3obo77bobo79bo74b4obo75b2o2bo75b2o2bo74b4obo76b2obo
73b5obo73b5obo74b4obo77bobo74b4obo75b2o2bo74b4obo74b4obo75b2o2bo79bo
79bo75b2o2bo79bo74b4obo74b4obo79bo74b4obo70bo2bo3bobo75b2o2bo79bo76b2o
bo75b2o2bo77bobo75b2o2bo79bo79bo75b2o2bo75b2o2bo79bo75b2o2bo79bo79bo
75b2o2bo79bo79bo79bo79bo75b2o2bo76b2obo75b2o2bo75b2o2bo75b2o2bo75b2o2b
o75b3obo65bo9b2o2bo77bobo75b2o2bo75b2o2bo75b2o2bo76bo2bo75b2o2bo75b2o
2bo79bo79bo75b2o2bo65bo2b4o7bo75b2o2bo75b2o2bo75b2o2bo74b4obo75b2o2bo
77bobo76b2obo79bo76b2obo76bo2bo79bo79bo77bobo$8bobo67bo4b2o3bobo77bobo
77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bo
bo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo
69b3o5bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo
77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bobo77bo
bo77bobo77bobo77bobo77bobo64b2o11bobo77bobo77bobo77bobo77bobo77bobo77b
obo77bobo77bobo77bobo77bobo64b5o8bobo77bobo77bobo77bobo77bobo77bobo77b
obo77bobo77bobo77bobo77bobo77bobo77bobo77bobo$9b2o68b4o6b2o78b2o78b2o
78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o
78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o70bo7b2o78b2o78b2o78b2o78b2o
78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o
78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o65b2ob2o8b2o78b2o78b2o78b2o78b
2o78b2o78b2o78b2o78b2o78b2o78b2o64bo2bo10b2o78b2o78b2o78b2o78b2o78b2o
78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o$11b2o78b2o78b2o78b2o78b2o78b
2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b
2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b
2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b
2o78b2o78b2o78b2o78b2o78b2o63b3o12b2o78b2o78b2o78b2o78b2o78b2o78b2o78b
2o78b2o78b2o78b2o63b2o13b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b
2o78b2o78b2o78b2o78b2o$11bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79b
o79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo
79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo
79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo
79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo79bo$12b2o78b
2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b
2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b
2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b
2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b
2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b2o78b
2o78b2o78b2o78b2o78b2o78b2o78b2o!

[erictom333]

How do I do synthesis? This is what I've been able to do:

Code: Select all

x = 59, y = 47, rule = B3/S23
31bo3bo9bo7bo$29bobo3bobo8bo5bo$30b2o3b2o7b3o5b3o2$5bo9bo$6bo7bo15b2o
3b2o$4b3o7b3o13bobobobo10b2ob2o$3o15b3o11bobo13bobo$2bo15bo11bobobobo
9bobobobo$bo17bo10b2o3b2o9b2o3b2o6$9bo19bo$9bobo15bobo$4bo4b2o17b2o4bo
$5bo27bo$3b3o27b3o2$8bo3bo17bo17bo9bo$7bobobobo12b2obobo16b2ob2ob2ob2o
$8b2ob2o13b2ob2o20b2ob2o2$8b2ob2o13b2ob2o20b2ob2o$9bobo15bobo22bobo$7b
obobobo11bobobobo18bobobobo$7b2o3b2o11b2o3b2o18b2o3b2o3$28b2o3b2o7bo$
27bo2bobo2bo4b2o$4bo11bo10b2obobob2o5b2o$2bobo11bobo11bobo$3b2o11b2o
12bobo4b2o$29b2ob2o3bobo$30bobo4bo$28bobobobo$b3o13b3o8b2o3b2o$3bo4b2o
b2o4bo$2bo5bo3bo5bo$9bobo$8b2ob2o$9bobo$7bobobobo$7b2o3b2o!

[ihatecorderships]

How do I do synthesis? This is what I've been able to do:

Code: Select all

x = 59, y = 47, rule = B3/S23
31bo3bo9bo7bo$29bobo3bobo8bo5bo$30b2o3b2o7b3o5b3o2$5bo9bo$6bo7bo15b2o
3b2o$4b3o7b3o13bobobobo10b2ob2o$3o15b3o11bobo13bobo$2bo15bo11bobobobo
9bobobobo$bo17bo10b2o3b2o9b2o3b2o6$9bo19bo$9bobo15bobo$4bo4b2o17b2o4bo
$5bo27bo$3b3o27b3o2$8bo3bo17bo17bo9bo$7bobobobo12b2obobo16b2ob2ob2ob2o
$8b2ob2o13b2ob2o20b2ob2o2$8b2ob2o13b2ob2o20b2ob2o$9bobo15bobo22bobo$7b
obobobo11bobobobo18bobobobo$7b2o3b2o11b2o3b2o18b2o3b2o3$28b2o3b2o7bo$
27bo2bobo2bo4b2o$4bo11bo10b2obobob2o5b2o$2bobo11bobo11bobo$3b2o11b2o
12bobo4b2o$29b2ob2o3bobo$30bobo4bo$28bobobobo$b3o13b3o8b2o3b2o$3bo4b2o
b2o4bo$2bo5bo3bo5bo$9bobo$8b2ob2o$9bobo$7bobobobo$7b2o3b2o!

That's more than I can do!
To learn more, you can check out the synthesis tutorial.

[mniemiec]

The missing step can be done with a standard 3-glider inserter on both sides. However, the same thing can also be accomplished slightly differently with only 2 gliders per side:

Code: Select all

x = 48, y = 31, rule = B3/S23
5bo17bo$3bobo17bobo$4boo17boo$boo23boo$obo4boo3booboo3boo4bobo13booboo
$bbo3bobo3booboo3bobo3bo15bo3bo$8bo11bo22bobo$12booboo25booboo$13bobo
27bobo$11bobobobo23bobobobo$11boo3boo23boo3boo10$6bo15bo$4bobo15bobo$
5boo15boo$8bo11bo$8boobbooboobboo21booboo$7bobobbooboobbobo20bo3bo$43b
obo$12booboo25booboo$13bobo27bobo$11bobobobo23bobobobo$11boo3boo23boo
3boo!

[MathAndCode]

How do I do synthesis? This is what I've been able to do:

Code: Select all

x = 59, y = 47, rule = B3/S23
31bo3bo9bo7bo$29bobo3bobo8bo5bo$30b2o3b2o7b3o5b3o2$5bo9bo$6bo7bo15b2o
3b2o$4b3o7b3o13bobobobo10b2ob2o$3o15b3o11bobo13bobo$2bo15bo11bobobobo
9bobobobo$bo17bo10b2o3b2o9b2o3b2o6$9bo19bo$9bobo15bobo$4bo4b2o17b2o4bo
$5bo27bo$3b3o27b3o2$8bo3bo17bo17bo9bo$7bobobobo12b2obobo16b2ob2ob2ob2o
$8b2ob2o13b2ob2o20b2ob2o2$8b2ob2o13b2ob2o20b2ob2o$9bobo15bobo22bobo$7b
obobobo11bobobobo18bobobobo$7b2o3b2o11b2o3b2o18b2o3b2o3$28b2o3b2o7bo$
27bo2bobo2bo4b2o$4bo11bo10b2obobob2o5b2o$2bobo11bobo11bobo$3b2o11b2o
12bobo4b2o$29b2ob2o3bobo$30bobo4bo$28bobobobo$b3o13b3o8b2o3b2o$3bo4b2o
b2o4bo$2bo5bo3bo5bo$9bobo$8b2ob2o$9bobo$7bobobobo$7b2o3b2o!

I see the following steps in your synthesis.

Code: Select all

x = 33, y = 14, rule = B3/S23
6bo19bo$6bobo15bobo$bo4b2o17b2o4bo$2bo27bo$3o27b3o2$5bo3bo17bo$4bobob
obo12b2obobo$5b2ob2o13b2ob2o2$5b2ob2o13b2ob2o$6bobo15bobo$4bobobobo11b
obobobo$4b2o3b2o11b2o3b2o!

They can be consolidated in order to decrease the cost.

Code: Select all

x = 15, y = 15, rule = B3/S23
2bo9bo$obo9bobo$b2o9b2o5$5bo3bo$4bobobobo$5b2ob2o2$5b2ob2o$6bobo$4bob
obobo$4b2o3b2o!

However, a later step can be made directly with only five gliders.

Code: Select all

x = 17, y = 19, rule = B3/S23
10bo$9bo$obo6b3o$b2o$bo2$3bo$3bobo8b2o$3b2o9bobo$14bo7$7b3o$7bo$8bo!

What were you trying to make?