Fruitflies (B2-an4jn7e8/S12-k4r)

[Moosey]

This is the thread dedicated to the fast-apgsearching justfriends-esque rule, Fruitflies, first discussed on the forums here. (it was discussed on the discord earlier)


Catagolue


the first gun in this rule, by dani

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x = 39, y = 39, rule = B2-an4jn7e8/S12-k4r
15bo7bo$16b2o3b2o$15b2o5b2o$15b2ob3ob2o$15b2o5b2o$16b2o3b2o$15bo7bo2bo
$25bo$25bo4$6bo$7b2o2$ob3obo25bob3obo$b5o27b5o$bo3bo27bo3bo$3bo31bo$3b
o31bo$3bo31bo$bo3bo27bo3bo$b5o27b5o$ob3obo25bob3obo2$30b2o$32bo4$13bo$
13bo$12bo2bo7bo$16b2o3b2o$15b2o5b2o$15b2ob3ob2o$15b2o5b2o$16b2o3b2o$
15bo7bo!

and suppressed:

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x = 40, y = 41, rule = B2-an4jn7e8/S12-k4r
29bo$10bobo3bo7bo$17b2o3b2o5bobo$10bo5b2o5b2o$16b2ob3ob2o$16b2o5b2o$
17b2o3b2o$16bo7bo2bo$26bo$2bo23bo$37bobo$obo$39bo$7bo$8b2o2$bob3obo25b
ob3obo$2b5o27b5o$2bo3bo27bo3bo$4bo31bo$4bo31bo$4bo31bo$2bo3bo27bo3bo$
2b5o27b5o$bob3obo25bob3obo2$31b2o$33bo$bo2$bobo$14bo$14bo$13bo2bo7bo$
17b2o3b2o$16b2o5b2o$16b2ob3ob2o$16b2o5b2o5bo$9bobo5b2o3b2o$16bo7bo3bob
o$11bo!

Here are some glider names:

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x = 31, y = 10, rule = B2-an4jn7e8/S12-k4r
5o4b5o4bo3bo3bo3bo$o10bo6bo3bo3bo3bo$ob3o6bo6bo3bo3bo3bo$o3bo4bobo6bo
3bo4bobo$5o4b3o6b5o5bo3$o8bo17bo2bo$o8bobo6bo2bo5bobo$bo8bo7bobo7bo!

Here are the 90 degree G collisions:

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x = 333, y = 65, rule = B2-an4jn7e8/S12-k4r
289bo17bo21bo$189bo37bo19bo19bo39bo21bobo$117bo12bo13bo15bo66bo19bobo
18b2o19b2o17bo$45bo18bo15bo18bo30bo13bobo14b2o26b2o37bo$bo3bo6bo3bo7bo
3bo11bo18bo4bo10bo4bobo11bo5b2o9bo5b2o5bo6bo6bo15bo27bo37bo19bo19bo20b
o17bo21bo$bo3bo6bo3bobo5bo4b2o9bo4b2o12bo5bo9bo18bo16bo12bo13bo15bo27b
o37bo19bo19bo20bo17bo21bo$o5bo4bo11bo15bo18bo15bo18bo16bo12bo13bo15bo
27bo37bo19bo19bo20bo17bo21bo52$290bo17bo21bo$190bo37bo19bo19bo39bo21bo
bo$118bo12bo13bo15bo66bo19bobo18b2o19b2o17bo$46bo18bo15bo12bo36bo13bob
o14b2o26b2o37bo$bo4bo5bo4bo6bo4bo10bo18bo5bo9bo5bobo4bo6b2o14bo6b2o4bo
7bo5bo15bo27bo37bo19bo19bo20bo17bo21bo$bo4bo5bo4bobo4bo5b2o8bo5b2o11bo
6bo8bo12bo22bo12bo13bo15bo27bo37bo19bo19bo20bo17bo21bo$o6bo3bo11bo15bo
18bo15bo12bo22bo12bo13bo15bo27bo37bo19bo19bo20bo17bo21bo!

eaters for small ships:

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x = 56, y = 22, rule = B2-an4jn7e8/S12-k4r
20bo2bo15bo2bo$21bobo16bobo$41bo7bo$49bo4$52b4o2$17bo35b2o$2bo14bo9bo$
obo13bo10bobo$bo25bobo$10bo16bo$10bo4$13b4o3bo$20bobo$14b2o4bobo$20bo!

A cool half-bakery like reaction:

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x = 17, y = 14, rule = B2-an4jn7e8/S12-k4r
14bo$15b2o4$2b2o3$o2bo$o2bo$o2bo3$2b2o!

Rake:

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x = 10, y = 9, rule = B2-an4jn7e8/S12-k4r
7bo$7bobo2$o8bo$bo2bo$o8bo2$7bobo$7bo!

A small oscillator stamp collection:

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x = 161, y = 90, rule = B2-an4jn7e8/S12-k4r
3o14b3o7bobo14b3o14b3o20b3o24bob3o10b3ob3o19bobob3o$2bo16bo7bobo14bo
16bo22bobo24bobobo12bobobo19bobobobo$3o14b3o7b3o14b3o14b3o20b3o24bobob
o10b3obobo19b3obobo$o18bo9bo16bo14bobo20bobo24bobobo12bobobo21bobobo$
3o14b3o9bo14b3o14b3o20b3o24bob3o10b3ob3o21bob3o$20bo38bo8$63bo19b2o$
18bo44bo21bo26bo11bo5bo5bo$2bo15b2o20b2o3b2o16bo16bo4b3o21b2obo11bo3b
5o3bo$2o14bo11bo33bo2bo14bo31bo17bo$2b2o13bo21b3obob3o10bo6bo13b2obo2b
o25bo2bo13bo3bo19b2o$bo24bobo29bob2o16bo10bo24bo36bo$15bo24b2o3b2o31bo
10bo19b2o41bobo$15bo44bo21bo2bob2o35bo11bo15b3o$60bo26bo36bo11bo$b3o
76b3o4bo$82bo$2obobo10b3o9bo8bo10bo11bo2b3o17b2o$5bo20bo10bo2b2o2b2o2b
o$3bobo7b2o2bo2b2o7bo11bo2bo13bobo3b3o$3bo23bo11bobo2bobo$16bobo20bo6b
o$16bobo39bo$2bo55bobo88b2o$2o3bo9b5o6b3o29bobo90bo5b2o$2b2obo54bo87bo
bo6bo2bo$bobobo18bo2bo2bo117b3o6b2obo$2b2obo18bobobobo128bo$2o3bo18bo
2bo2bo29b6o$2bo$26b3o30b8o2$57bobobo2bobobo79bo$55bobo10bobo76bob2o6b
3o$28bo26bobobo6bobobo76bo2bo6bobo$26bobo26bobo10bobo78b2o5bo$26bobo
26bobo10bobo86b2o$28bo26bobobo6bobobo$55bobo10bobo$28bo28bobobo2bobobo
$26bobo$26bobo30b8o$28bo$60b6o4$25b5o2$26bobo$26bobo2$23bobo3bobo2$23b
o7bo3$23b2o$24bo$26bobo$23b2o$24bobobo2$26b2ob2o$27bo2bo5$27bo$25bobo$
25bobo$27bo2$26bo4b2o$20b4o2b3o$25b3o2b4o$21b2o4bo2$26bo$26bobo$26bobo
$26bo!

A collection of ships:

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#C top ship by Gooddogtyson, middle ship by Toroidalet, bottom ships found naturally by me
x = 36, y = 94, rule = B2-an4jn7e8/S12-k4r
3bo$bobo$o3bo$2b3o$4bo$3b2o$2bobo$3bo$2bobo$3b2o$4bo$2b3o$o3bo$bobo$3b
o7$10bobo$12bo8b2o$20bo$6bobo$9bo$bo6bo$o2b2o$bo6bo14b2o$9bo$6bobo14bo
2$12bo$10bobo$26bo$25bo$25bo2$22bo$22bo$21bob3o2$25bo2$35bo$18b2o2bo
12bo$11b2o6bo3bo10bo2$11bob2o3bo2bo2bo2$11b2o6bo3bo10bo$18b2o2bo12bo$
35bo2$25bo2$21bob3o$22bo$22bo2$25bo$25bo$26bo$10bobo$12bo2$6bobo14bo$
9bo$bo6bo14b2o$o2b2o$bo6bo$9bo$6bobo$20bo$12bo8b2o$10bobo9$o2$2o$bo2$
2bo$2bo24bo5bo$3bo3bo13bo4bo5bo$14bo5bo10bo$7b2o6b2o4b2o3b2o4b2o!

Here are some reactions which may have conduits:

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x = 44, y = 4, rule = B2-an4jn7e8/S12-k4r
bo40bo$bo19bo19bobo$obo17bobo18bobo$43bo!

J gun

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x = 89, y = 44, rule = B2-an4jn7e8/S12-k4r
77bo$59b2o3bo7bo4bo$58bo4bo2bo3bo2bo4b2o$29bo28bo$10bobo3bo7bo42b3o$
17b2o3b2o5bobo$10bo5b2o5b2o38bo2bo3bo2bo$16b2ob3ob2o36b4o7bo$16b2o5b2o
$17b2o3b2o26bo11bo$16bo7bo2bo22bo34b2o$26bo21b2o37bo$2bo23bo60bo$37bob
o41bo$obo76bobo$39bo10bo3bo26b2o3bo$7bo41bo5bo25bo5bo$8b2o$50bo3bo27bo
3bo$bob3obo25bob3obo12bo31bo$2b5o27b5o13bo31bo$2bo3bo27bo3bo13bo31bo$
4bo31bo13bo3bo27bo3bo$4bo31bo$4bo31bo12bo5bo25bo5bo$2bo3bo27bo3bo11bo
3b2o26bo3bo$2b5o27b5o16bobo$bob3obo25bob3obo15bo2$31b2o54b2o$33bo52bo$
bo72bo11bo2$bobo60bo7b4o$14bo48bo2bo3bo2bo$14bo$13bo2bo7bo42b3o$17b2o
3b2o54bo$16b2o5b2o32b2o4bo2bo3bo2bo4bo$16b2ob3ob2o34bo4bo7bo3b2o$16b2o
5b2o5bo28bo$9bobo5b2o3b2o$16bo7bo3bobo$11bo!

Hexaplet eater:

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x = 4, y = 9, rule = B2-an4jn7e8/S12-k4r
3bo$3bo5$b3o$o$b2o!

some goals:

- Find a reflector or splitter for one of the small gliders
- Conduits?
- Prove TCness (ig this shouldn't be hard since we have guns, ANDNOT, and eaters; we're just missing reflectors)
- More ships perhaps (maybe abhpztaing the hexaplet

[toroidalet]

We could make a p42 oscillator if a suitable sparker exists:

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x = 83, y = 83, rule = B2-an4jn7e8/S12-k4r
6bo$4b2o3$81bo$81bo$82bo4$16bo$16bo$15bo3$70bo$71b2o4$41bo$27bo$25b2o$
41bo$40bobo$60bo$60bo$61bo4$46bo$46bo$45bo3$31b2o$33bo3$24bo33bo$20bo
2bo35bo2bo$24bo33bo3$49bo$50b2o3$37bo$36bo$36bo4$21bo$22bo$22bo$40bobo
$41bo$56b2o$55bo$41bo4$10b2o$12bo3$67bo$66bo$66bo4$o$bo$bo3$77b2o$76bo
!

[Hunting]

You made that mistake again. Guns are easily arranged into a reflector - you don't really need snarks to prove TCness.

[FWKnightship]

Natural p30:

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x = 31, y = 31, rule = B2-an4jn7e8/S12-k4r
4ob2obo5bobo5bob2ob4o$o5bob2ob2ob3ob2ob2obo5bo$ob2o5b4obobob4o5b2obo$o
b2o4bo2bob5obo2bo4b2obo$5b6o2b2ob2o2b6o$o3bobo2b2ob7ob2o2bobo3bo$2o2b
3o2b2o4bo4b2o2b3o2b2o$4bo2bob3ob5ob3obo2bo$2ob2o4bob4ob4obo4b2ob2o$b2o
b7o2bobobo2b7ob2o$2bob4obob9obob4obo$b3o3b2ob2o7b2ob2o3b3o$b2o2bo2bobo
bo2bo2bobobo2bo2b2o$3b3ob4o3bobo3b4ob3o$6ob2obo2bobobo2bob2ob6o$bobob
3ob2obobobobob2ob3obobo$6ob2obo2bobobo2bob2ob6o$3b3ob4o3bobo3b4ob3o$b
2o2bo2bobobo2bo2bobobo2bo2b2o$b3o3b2ob2o7b2ob2o3b3o$2bob4obob9obob4obo
$b2ob7o2bobobo2b7ob2o$2ob2o4bob4ob4obo4b2ob2o$4bo2bob3ob5ob3obo2bo$2o
2b3o2b2o4bo4b2o2b3o2b2o$o3bobo2b2ob7ob2o2bobo3bo$5b6o2b2ob2o2b6o$ob2o
4bo2bob5obo2bo4b2obo$ob2o5b4obobob4o5b2obo$o5bob2ob2ob3ob2ob2obo5bo$4o
b2obo5bobo5bob2ob4o!

P6,P10:

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x = 19, y = 9, rule = B2-an4jn7e8/S12-k4r
b3o2bo6bo$13bobo$3o3bobo4bobob2o$15bo$16bo$8bo8b2o$6bobo8bo$6bobo8bo$
8bo!

[Moosey]

You made that mistake again. Guns are easily arranged into a reflector - you don't really need snarks to prove TCness.

I want a stable reflector lol
Also a gun-based 90 degree reflector isn't exactly trivial

[silversmith]

Here is another half-bakery like reaction with the hexaplet.

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x = 22, y = 63, rule = B2-an4jn7e8/S12-k4r
2bo$2o11$4bo2$3b2o11$7bo$7bo$6bo11$10bo$8bobo12$13bo$11b2o7$20bo$19bo
bo$19bobo$21bo!

[bubblegum]

what even is this

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x = 9, y = 7, rule = B2-an4jn7e8/S12-k4r
2bo$2o2$8bo$8bo2$4b2o!

EDIT: slightly more usable

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x = 9, y = 7, rule = B2-an4jn7e8/S12-k4r
2bo$2o$8bo$8bo3$4b2o!

EDIT2: i should stop

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x = 16, y = 10, rule = B2-an4jn7e8/S12-k4r
2bo$2o12b2o$8bo$8bo3$4b2o3$10b2o!

[lemon41625]

J to G Backreflector

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x = 26, y = 26, rule = B2-an4jn7e8/S12-k4r
b2o$b2o$obo20$24bo2$22bobo!

Gun based on that reaction

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x = 143, y = 132, rule = B2-an4jn7e8/S12-k4r
59bo$76bobo$57bobo$29bo38bobo7bo$11b2o16bo38bo$10bo19b2o36bobo$10bo7b2o$18bobo$18b2o40bo$60bo25bo$49bobo9bo$28bo57bobo$2bo23bobo20bo29b2o$2bo34b2o39bo$2o37bo$8b2o29bo2$9bo$51bobo2$51b3o29b3o$35b3o$35bobo45bobo$4bo31bo$3bobo$3b3o2$46bo11bo$47b2o7b2o29bo$31bo9bo$75bo9bobo$bo29b2o7b2o34bo$bo74bo$2b2o$12bobo$12bo53bobo$68bo$58bo7bobo$21b2o54bobo$20bobo35bobo$21b2o7bo46bo$9b2o19bo$11bo16b2o$11bo7$62bo$60b2o$60b3o19$83bo$81b2o$81b3o19$104bo$102b2o$102b3o11$134bo$135bo$135bo6$125bo$123b2o$123b3o$130bo$130bo12$140bobo2$140bo!

[Hdjensofjfnen]

Huh, I somehow managed to synthesize a pseudo still life:

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x = 11, y = 9, rule = B2-an4jn7e8/S12-k4r
9bo$bo7bo$5bo4bo$2o3bo$6bo3$3bobo$3bo!

It seems like it could potentially be made into an oscillator.

[JP21]

Don't mind me, just passing along.

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x = 60, y = 8, rule = B2-an4jn7e8/S12-k4r
bobo7bobo6b2o9b2o6b2o16b2o$bo5bo5bo6bobo3bo3bobo6bobo3bo6bo3bobo$2obob
o3bobob2o7bob2ob2obo10bob2ob2o2b2ob2obo$4bo2bo2bo8bo13bo4bo20bo$47bo2b
o$23bo2bo2bo16bo4bo$43b2o8b2o$22bo3bo3bo!

[NoAyeBeardo]

A tractor beam for the G glider:

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x = 83, y = 69, rule = B2-an4jn7e8/S12-k4r
29bo$10bobo3bo7bo$17b2o3b2o5bobo$10bo5b2o5b2o$16b2ob3ob2o$16b2o5b2o$17b
2o3b2o$16bo7bo2bo$26bo$2bo23bo$14bo22bobo$obo$39bo$7bo$8b2o2$bob3obo25b
ob3obo$2b5o27b5o$2bo3bo27bo3bo$4bo31bo$4bo31bo$4bo31bo$2bo3bo27bo3bo$
2b5o27b5o$bob3obo25bob3obo2$31b2o$33bo$bo2$bobo$14bo$14bo$13bo2bo7bo$
17b2o3b2o$16b2o5b2o$16b2ob3ob2o$16b2o5b2o5bo$9bobo5b2o3b2o$16bo7bo3bo
bo$11bo28$81b2o!

Could we build a sawtooth from this?

Here is the same still life getting destroyed by a G glider:

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x = 10, y = 6, rule = B2-an4jn7e8/S12-k4r
8bo$8bo$9bo3$2o!

EDIT: a line of 3 cells can be rotated 90 degrees by a J glider.

Here is a p84 oscillator based on that:

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x = 146, y = 125, rule = B2-an4jn7e8/S12-k4r
59bo$76bobo$57bobo$29bo38bobo7bo$11b2o16bo38bo$10bo19b2o36bobo$10bo7b
2o$18bobo$18b2o40bo$60bo25bo$49bobo9bo$28bo57bobo$2bo23bobo20bo29b2o$
2bo34b2o39bo$2o37bo$8b2o29bo2$9bo$51bobo2$51b3o29b3o$35b3o$35bobo45bo
bo$4bo31bo$3bobo$3b3o2$46bo11bo$47b2o7b2o29bo$31bo9bo$75bo9bobo$bo29b
2o7b2o34bo$bo74bo$2b2o$12bobo$12bo53bobo$68bo$58bo7bobo$21b2o54bobo$20b
obo35bobo$21b2o7bo46bo$9b2o19bo$11bo16b2o$11bo19$73bo$73bo$73bo17$134b
o$116b2o16bo$115bo19b2o$68bo46bo7b2o$85bobo35bobo$66bobo54b2o$77bobo7b
o$77bo$77bobo53bo$131bobo$142b2o$69bo74bo$69bo34b2o7b2o29bo$58bobo9bo
$104bo9bo$58bo29b2o7b2o$87bo11bo2$140b3o$140bobo$109bo31bo$60bobo45bo
bo$108b3o$60b3o29b3o2$92bobo$136bo2$106bo29b2o$106bo37b2o$67bo39b2o34b
o$65b2o29bo20bobo23bo$57bobo57bo$84bo9bobo$59bo25bo$85bo40b2o$125bobo
$126b2o7bo$75bobo36b2o19bo$77bo38bo16b2o$67bo7bobo38bo$86bobo$67bobo$
86bo!

Could this be used in a memory cell

EDIT2: The details for the oscillator are as follows:
Period: 84
Volatility: 1 (wow!)
Population: 237-541
Bounding box: 148 x 127