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Re: Thread For Your Accidental Discoveries

Posted: October 13th, 2011, 4:36 pm
And yet another unique converter!

x = 41, y = 28, rule = B3/S23
18b2o\$19bo\$18bo20bo\$18b2o18bobo\$b2o35bobo\$o2bo35bo\$bobo\$2bo2\$21b2o\$21b
2o5\$8bobo\$8bo2bo\$8bo2bo\$9b2o11b2o\$22bobo\$24bo\$17b2o5b2o\$17bo\$18b3o\$15b
o4bo\$12bobobo\$12b2o2bo\$16b2o!

Re: Thread For Your Accidental Discoveries

Posted: October 16th, 2011, 5:40 pm
I found two Pi to R converters:
x = 18, y = 25
oo\$oo18\$5b3o\$5bobo\$5bobo6boo\$14bobo\$16bo\$16boo!

x = 30, y = 35
7bo\$7b3o\$10bo\$9boo7\$oo\$oo18\$17b3o\$17bobo\$17bobo6boo\$26bobo\$28bo\$28boo!

R to J converter:
x = 31, y = 13
4bobo\$4bobbo\$4bobbo3boo\$5boo4boo\$\$bboo\$3bo\$3o26bo\$o27bobo\$8boo18bobo\$
8bo20bo\$9bo\$8boo!

Re: Thread For Your Accidental Discoveries

Posted: October 16th, 2011, 5:45 pm
calcyman wrote:And yet another unique converter!

Does this new converter also mean we don't necessarily need the tub-with-tail eater on the old converter?
x = 41, y = 26, rule = B3/S23
\$2b2o\$bo2bo\$2bobo\$3bo7\$37bo\$9bobo24bobo\$9bo2bo23bobo\$9bo2bo24bo\$10b2o
11b2o\$23bobo\$25bo\$18b2o5b2o\$18bo\$19b3o\$16bo4bo\$13bobobo\$13b2o2bo\$17b2o
!

Edit: I should have watched what I was doing... there is a block left over

Re: Thread For Your Accidental Discoveries

Posted: October 16th, 2011, 9:55 pm
calcyman wrote:Those 'modified versions' can be engineered into a unique R-to-H...

Due to the placement of one of the eaters in this first converter, it can only connect to a few other conduits: F116, F166, Lx200, R64, R190, and Rx202.
x = 69, y = 342, rule = B3/S23
16b2o\$12b2o2bo\$12bobobo\$15bo4bo\$18b3o\$17bo6bo\$17b2o3b3o\$21bo\$21b2o31b
2o\$9bo45bo\$9b2o43bo\$8b2o44b2o5\$29b2o\$29b2o26b2o\$57b2o\$b2o\$o2bo\$obo\$bo
2\$27b2o\$26bobo38b2o\$26bo41bo\$25b2o25b2o11b3o\$52b2o11bo3\$38b2o\$39bo\$36b
3o\$36bo\$48b2o\$48bo\$49b3o\$51bo22\$16b2o15bo\$12b2o2bo16b3o\$12bobobo19bo\$
15bo4bo14b2o\$18b3o\$17bo6bo\$17b2o3b3o\$21bo\$21b2o\$9bo\$9b2o\$8b2o8\$b2o\$o2b
o\$obo23b2o\$bo20bo3b2o\$21bobo26b2o\$20bobo21b2o5bo\$20bo23bobob3o\$19b2o
16b2o7bobo\$37b2o7b2o26\$36b2o\$35bobo\$35bo\$34b2o7\$44b2o\$44b2o2\$51bob2o\$
51b2obo3\$16b2o17bob2o\$12b2o2bo18b2obo\$12bobobo\$15bo4bo\$18b3o\$17bo6bo\$
17b2o3b3o\$21bo\$21b2o\$9bo\$9b2o\$8b2o\$53b2o\$53bobo\$55bo\$55b2o\$29b2o\$29b2o
2\$b2o\$o2bo\$obo\$bo51b2o\$53b2o2\$27b2o\$28bo\$25b3o25b2o\$25bo27b2o\$39b2o\$
38bobo\$38bo\$37b2o8b2o\$47bo\$48b3o\$50bo25\$16b2o\$12b2o2bo\$12bobobo17b2o\$
15bo4bo13b2o5b2o\$18b3o20b2o\$17bo6bo\$17b2o3b3o\$21bo17b2o\$21b2o16b2o\$9bo
35b2o\$9b2o34b2o\$8b2o8\$b2o\$o2bo\$obo24b2ob2o\$bo24bobobobo\$26bobo2bo\$23b
2obobo\$19bo3b2obob2o\$18bobo6bo2bobo\$17bobo8bo2b2o\$17bo7b3o\$16b2o7bo27\$
35b2o\$32b2o2bo\$30b3ob2o\$29bo\$16b2o8bo2b4ob2o\$12b2o2bo9b3o3bob2o\$12bobo
bo12bo\$15bo4bo7b2o26b2o\$18b3o35bo\$17bo6bo29bobo\$17b2o3b3o29b2o\$21bo\$
21b2o\$9bo\$9b2o\$8b2o48b2obo\$58bob2o2\$51b2o\$51b2o4\$b2o\$o2bo30b2o3b2o\$obo
23b2o7bo3bo\$bo20bo3b2o4b3o5b3o\$21bobo8bo9bo\$20bobo19bobo\$20bo22b2o\$19b
2o19\$36b2o\$33b2o2bo\$31b3ob2o6bo\$30bo10b3o\$31b3ob2o3bo\$16b2o15bob2o3b2o
\$12b2o2bo\$12bobobo\$15bo4bo\$18b3o\$17bo6bo20b2o\$17b2o3b3o20bo\$21bo21bobo
\$21b2o20b2o\$9bo\$9b2o\$8b2o7\$44b2o\$b2o41b2o\$o2bo\$obo23b2o\$bo20bo3b2o\$21b
obo\$20bobo\$20bo\$19b2o\$24b2o\$22bo2bo\$22b2o19b2o\$31b2o9bo2bo2b2o\$31b2o9b
obo4bo\$43bo5bob2o\$46b2obobo\$46bo2bo2bo\$43bo4bo2b2o\$43b5o2\$41b7o\$41bo2b
o2bo\$39bobo\$39b2o!

Obviously, the second converter is more versatile.

Re: Thread For Your Accidental Discoveries

Posted: October 26th, 2011, 10:36 am
4-glider (2G + ∏, actually) synthesis for 2 LWSSs:
x = 21, y = 13, rule = B3/S23
2bo15bo\$obo15bobo\$b2o15b2o4\$11b2o\$11bobo\$11bo2\$9b2o\$8bobo\$10bo!

(…Color me surprized if this is 100% new)

Re: Thread For Your Accidental Discoveries

Posted: October 29th, 2011, 3:05 am
Eater of the R-mango:
x = 14, y = 16, rule = B3/S23
o\$3o\$3bo\$2b2o9\$5b3o4b2o\$4bo2bo4b2o\$3bo2bo\$4b2o!

Re: Thread For Your Accidental Discoveries

Posted: October 30th, 2011, 1:12 am
Pi to Queen Bee Shuttle(maybe useless):
x = 22, y = 6, rule = B3/S23
9b3o\$9bobo\$2b2o5bobo6b2o\$bobo14bobo\$bo18bo\$2o18b2o!

Re: Thread For Your Accidental Discoveries

Posted: October 30th, 2011, 3:32 am
flipper77 wrote:Pi to Queen Bee Shuttle

This is a known reaction and leads to the following period-15 pi-to-2r converter:
x = 22, y = 44, rule = B3/S23
9b3o2\$8bo3bo\$8bo3bo2\$9b3o3\$9b3o2\$8bo3bo\$8bo3bo2\$9b3o3\$10bo\$9bobo\$9bobo
\$10bo19\$9b3o\$9bobo\$2b2o5bobo6b2o\$bobo14bobo\$bo18bo\$2o18b2o!

Re: Thread For Your Accidental Discoveries

Posted: November 4th, 2011, 4:17 pm
These two reactions can be used to construct stable glider pseudo-heisenburp device. In the first reaction to reconstruct the device requires 6+6 gliders (symmetrical) and for the second reaction 8 gliders.
x = 53, y = 23
o51bo\$boo47boo\$oo49boo4\$11bo\$\$13bo\$o\$8bo6bo6boo\$bbo18bobbo\$10bo6boobbo
bbo\$4bo12boo3boo\$12bo\$7boo\$6bobbo14boo\$6bobbo3bo9bobbo\$7boo3bobo9boo\$
12bobo\$13bo\$18boo\$18boo!

x = 65, y = 23
12bo51bo\$13boo47boo\$12boo49boo\$\$19boo\$19boo\$\$bboo\$bobo17boo\$bo18bobbo\$
oo14boo3boo\$16boo8\$21boo\$21bo\$22b3o\$24bo!

Re: Thread For Your Accidental Discoveries

Posted: November 4th, 2011, 7:34 pm
Mods of a post by Guam (Oct 8th):
x = 133, y = 100, rule = B3/S23
130bobo\$130b2o\$131bo\$48b2o57b2o\$48b2o57b2o6\$60bobo\$52b2o6b2o50b2o\$46b
2o4b2o7bo44b2o4b2o\$46b2o58b2o2\$2b2o\$2b2o4\$10bobo\$2o8b2o28b2o58b2o\$2o9b
o6b2o20b2o16b2o40b2o16b2o\$18b2o38b2o58b2o4\$7b2o38b2o58b2o\$7b2o38b2o58b
2o3\$4b2o38b2o58b2o\$4bo39bo59bo\$2bobo37bobo57bobo\$2b2o38b2o58b2o4\$10b2o
38b2o58b2o\$10b2o38b2o58b2o21\$90bobo\$90b2o\$91bo6\$60b2o\$60b2o3\$66b2o\$66b
2o8\$60b2o\$60b2o16b2o\$78b2o4\$67b2o\$67b2o3\$64b2o\$64bo\$62bobo\$62b2o4\$70b
2o\$70b2o!

The bottom pattern has a nice spark that can be perturbed by catalysts for a possible stable reflector.

Re: Thread For Your Accidental Discoveries

Posted: November 4th, 2011, 8:35 pm
Speaking of heisenburps, here are a few messy reactions involving ∏s:
x = 9, y = 14, rule = B3/S23
o\$obo\$2o9\$7bo\$6b3o\$6bobo!

x = 10, y = 15, rule = B3/S23
o\$obo\$2o10\$8bo\$7b3o\$7bobo!

x = 18, y = 5, rule = B3/S23
15bo\$15bobo\$bo13b2o\$3o\$obo!

x = 26, y = 8, rule = B3/S23
23bo\$23bobo\$23b2o3\$bo\$3o\$obo!

Re: Thread For Your Accidental Discoveries

Posted: November 6th, 2011, 4:36 pm
2 gliders shift block 6 cells orthogonally:

x = 10, y = 7, rule = B3/S23
2bo4bo\$obo4bobo\$b2o4b2o3\$4b2o\$4b2o!

Re: Thread For Your Accidental Discoveries

Posted: November 6th, 2011, 7:23 pm
I already found that block-moving reaction; I didn't post it because it's useless I think... Oh, and it's 5 cells, by the way.

Here's a reaction 2gliders+block that turns both gliders (don't know whether it's useful at all):

x = 10, y = 6, rule = B3/S23
4b2o\$4b2o2\$2bo4bo\$obo4bobo\$b2o4b2o!

Same reaction with p30 guns for both streams:

x = 86, y = 28, rule = B3/S23
22bo40bo\$21bobo38bobo\$11b2o6b2o3bo9b2o14b2o9bo3b2o6b2o\$10bobo4b2obo3bo
9b2o14b2o9bo3bob2o4bobo\$2o7b3o4b3obo3bo36bo3bob3o4b3o7b2o\$2o6b3o4bo2b
2obobo38bobob2o2bo4b3o6b2o\$9b3o4b2o4bo40bo4b2o4b3o\$10bobo60bobo\$11b2o
60b2o2\$25bo34bo\$23bobo34bobo\$24b2o34b2o5\$32bo20bo\$33bo18bo\$31b3o18b3o
3\$42b2o\$42b2o2\$40bo4bo\$38bobo4bobo\$39b2o4b2o!

A glider moves a loaf 3 spaces up and 1 left (22 ticks for the loaf to reappear, 25 for the downgoing spark to disappear):

x = 8, y = 7, rule = B3/S23
bo\$2bo\$3o\$5bo\$4bobo\$4bo2bo\$5b2o!

If it doesn't work let me know; it's my first code-posting.

Re: Thread For Your Accidental Discoveries

Posted: November 6th, 2011, 11:06 pm
ZMan wrote:Here's a reaction 2gliders+block that turns both gliders (don't know whether it's useful at all):

x = 10, y = 6, rule = B3/S23
4b2o\$4b2o2\$2bo4bo\$obo4bobo\$b2o4b2o!

This reaction has been found before and is used in oscillators like these:
x = 60, y = 51, rule = B3/S23
10bo11bo14bo11bo\$9bobo9bob4o6b4obo9bobo\$10bo9bobob3o6b3obobo9bo\$19bobo
16bobo\$8b5o7bo18bo7b5o\$7bo4bo7b2o16b2o7bo4bo\$6bo2bo10b2o16b2o10bo2bo\$
3bo2bob2o10b2o16b2o10b2obo2bo\$2bobobo5bo34bo5bobobo\$3bo2bo4bobo32bobo
4bo2bo\$6b2o2bo2bo32bo2bo2b2o\$11b2o34b2o2\$29b2o\$29b2o\$5b2o46b2o\$5b2o46b
2o\$5b2o46b2o\$6bo46bo\$5bobo44bobo\$3obobo46bobob3o\$4obo48bob4o\$4bo50bo2\$
20b2o7b2o7b2o\$21b2o6b2o6b2o\$bo2bo15bo18bo15bo2bo\$4bo50bo\$o4bo48bo4bo\$
2o2bobo19bo6bo19bobo2b2o\$5bob2o17b2o4b2o17b2obo\$25bobo4bobo2\$5bo2bo42b
o2bo\$5b2o46b2o\$29b2o\$29b2o2\$11b2o34b2o\$6b2o2bo2bo32bo2bo2b2o\$3bo2bo4bo
bo32bobo4bo2bo\$2bobobo5bo34bo5bobobo\$3bo2bob2o10b2o16b2o10b2obo2bo\$6bo
2bo8bo2bo16bo2bo8bo2bo\$7bo4bo34bo4bo\$8b5o34b5o\$18b2obo16bob2o\$10bo9bob
o2b2o6b2o2bobo9bo\$9bobo9bo4bo6bo4bo9bobo\$10bo11bo14bo11bo\$22bo2bo8bo2b
o!

Similar patterns can be found in DRH-oscillators.rle, which can be found in Life/Oscillators(Golly 2.2 and above)

Re: Thread For Your Accidental Discoveries

Posted: November 11th, 2011, 6:06 pm
Just happened to find:
A hook with tail turns into a rare 14-bit object plus a boat with one glider:
x = 17, y = 20, rule = B3/S23
o\$b2o\$2o14\$12bobo\$12b2obo\$15bo\$15b2o!

I found the object online (14.161) but not its synthesis.

Re: Thread For Your Accidental Discoveries

Posted: November 11th, 2011, 7:59 pm
knightlife wrote:Just happened to find:
A hook with tail turns into a rare 14-bit object plus a boat with one glider:
x = 17, y = 20, rule = B3/S23
o\$b2o\$2o14\$12bobo\$12b2obo\$15bo\$15b2o!

I found the object online (14.161) but not its synthesis.

Jaw, meet floor.

There isn't even a single cell remaining of the original still life…

Re: Thread For Your Accidental Discoveries

Posted: November 12th, 2011, 5:55 pm
Not anything too extrodinary but here are three petterns which yield the Pulsar
x = 43, y = 24, rule = B3/S23
\$39bo\$34b2o3b2o\$12b5ob5o11b8o\$34b2o3b2o\$39bo10\$2bo\$bobo\$2bo\$bobo\$2bo\$b
obo\$2bo!

I guess the only interesting thing is that one of them is a polyomino, though I'm guessing I'm not the first to discover it, or any pettern here for that matter, but I still wanted to share these

Re: Thread For Your Accidental Discoveries

Posted: November 14th, 2011, 3:50 pm
Heisenburp based on the symmetric seed:

x = 578, y = 607, rule = B3/S23
299bo\$299b3o\$302bo\$301b2o5\$332b2o\$332bo\$251bo78bobo\$251b3o34bo37b2o2b
2o\$238b2o3b2o9bo17bo15b3o35b2o\$238b2o3b2o8b2o15b3o18bo\$269bo20b2o11b2o
\$269b2o32b2o\$231b2o\$232bo\$232bobo\$233b2o2\$272b2o\$272b2o\$332b2o\$314b2o
16bobo\$313bobo18bo\$236b2o75bo20b2o\$237bo74b2o4b2o\$234b3o28b2o50bobo\$
234bo31bo50bo\$266bobo35b2o10b2o7b2o16bo\$267b2o35bobo18b2o14b3o\$306bo
33bo\$306b2o32b2o3\$249b2o\$249b2o\$240b2o30b2o\$239bobo29bobo\$239bo31bo\$
238b2o30b2o5\$315b2o\$316bo\$316bobo\$317b2o7\$304bo\$251b2o51b3o\$251b2o7b2o
45bo\$260bo45b2o\$258bobo\$258b2o58b2o\$318b2o14b2o\$334bo\$240b2o93b3o\$241b
o95bo\$241bobo\$242b2o3\$256b2o\$256bobo71b2o15b2o\$258bo71bo16bo\$258b2o68b
obo14bobo\$217bo110b2o15b2o\$217b3o117bo\$220bo114b3o\$219b2o113bo\$199bo
134b2o\$197b3o113b2o\$173bo22bo56b2o59bo\$161bo11b3o20b2o55bo60bobo29b2o\$
159b3o14bo77b3o58b2o29bo\$143bo14bo16b2o79bo87bobo\$143b3o12b2o184b2o\$
146bo59bo\$145b2o59b3o\$209bo\$208b2o11b2o130b2o\$146b2o73b2o130bo\$146b2o
17b2o184bobo\$165b2o184b2o4\$229b2o21b2o\$228bobo21b2o\$162b2o32b2o30bo17b
2o\$162bo20b2o11b2o29b2o17b2o\$163b3o18bo\$165bo15b3o\$159b2o20bo66b2o\$
159bo81b2o5b2o61bo\$160b3o78b2o68b3o\$162bo59b2o90bo\$222bobo88b2o\$224bo\$
224b2o67b2o\$143b2o141b2o5b2o\$142bobo141b2o\$142bo25b2o179b2o\$141b2o25bo
180b2o\$149b2o15bobo119b2o17b2o\$149b2o15b2o120b2o17bo\$282b2o21bobo\$282b
2o21b2o37b2o\$344b2o\$348b2o\$348b2o3\$313b2o27b2o\$94bo218b2o11b2o14b2o\$
94b3o229bo\$97bo229b3o\$96bobo49b2o179bo\$97bo49bobo\$147bo131bo\$146b2o
131b3o\$98b2o182bo\$98b2o181b2o47b2o\$330b2o\$335bo\$333b3o\$332bo\$332b2o\$
310b2o\$158b2o116b2o32b2o\$158b2o117bo\$170b2o105bobo\$170bobo105b2o\$172bo
\$172b2o\$292b2o28b2o\$147b2o143bobo27b2o\$148bo19b2o124bo41b2o\$148bobo17b
o125b2o40b2o\$149b2o15bobo171b2o\$161bo4b2o172b2o\$160bobo113b2o\$160bobo
112bobo\$149b2o10bo113bo\$148bobo123b2o7b2o\$148bo134b2o\$147b2o\$162b2o\$
162bo\$163b3o\$165bo3\$163bo\$163b3o150b2o\$166bo149bobo31b2o\$165b2o8b2o
140bo32bo\$175bo61bo110bobo\$173bobo59b3o110b2o\$173b2o59bo38bo\$159b2o73b
2o37b3o\$159b2o26b2o87bo\$187bo23bo42bo20b2o\$185bobo23b3o38b3o15bo43b2o\$
185b2o27bo36bo18b3o40bobo\$159b2o52b2o23b2o11b2o20bo39bo\$159b2o77b2o32b
2o38b2o7b2o\$321b2o4\$183b2o\$183b2o84b2o\$204b2o63b2o17b2o\$204b2o82b2o\$
227b2o\$227bobo\$229bo59b2o\$217b2o10b2o58bo24bo\$192bo6bo17bo58b2o12b3o
21b3o\$190b3o6b3o5b2o9b3o56bo14bo24bo\$189bo12bo5bo5bo5bo53b3o39b2o\$181b
o7b2o10b2o2b3o4b3o23b2o34bo\$180bobo22bo5bo27bo\$181bo29b2o10b2o11b3o\$
223bo12bo\$176b2o43bobo34bo\$176b2o43b2o33b3o\$198b2o55bo93b2o\$198b2o41bo
13b2o92bo\$170b2o60b2o5b3o105bobo\$169bo2bo59b2o4bo104b2o2b2o\$170b2o66b
2o31b2o36b2o32b2o\$271bo37b2o\$272b3o\$237b2o35bo\$232b2o3b2o\$207b2o23b2o
21b2o57b2o\$208bo46bo58b2o56bo\$205b3o45bobo54b2o60b3o\$205bo47b2o55b2o
63bo\$374b2o8b2o\$384bo\$316b2o31b2o31bobo\$15b2o299b2o13b2o16bobo30b2o\$
15b2o313bobo18bo16b2o27bo\$268bo61bo20b2o15b2o25b3o\$266b3o60b2o4b2o57bo
\$265bo37bo30bobo57b2o\$252b2o11b2o34b3o30bo83bo\$252b2o46bo32b2o7b2o24b
2o48b3o\$286bo13b2o40b2o24b2o51bo14bo\$277b2o5b3o71b2o60b2o12b3o\$277b2o
4bo74bo74bo\$2o281b2o71bobo74b2o\$2o354b2o\$392b2o\$282b2o108b2o38b2o\$244b
2o31b2o3b2o82b2o45b2o17b2o\$244bo32b2o21b2o65bo45b2o\$245b3o52bo66bobo\$
247bo50bobo67b2o\$298b2o3\$20b2o229b2o79bo83b2o\$20bo229bobo79b3o82bo\$21b
3o226bo84bo78b3o\$23bo225b2o62bo20b2o78bo\$311b3o15bo89b2o\$310bo18b3o88b
o\$297b2o11b2o20bo84b3o\$4b2o291b2o32b2o51bo32bo\$3bobo378b3o14bo\$3bo383b
o11b3o\$2b2o382b2o10bo\$370b2o26b2o\$369bobo\$328b2o39bo\$32bo34bo260b2o17b
2o19b2o7b2o\$32b3o32b3o219b2o56b2o28b2o\$35bo34bo218bo\$12b2o20b2o33b2o
219b3o148b2o\$12b2o7b2o56b2o211bo55b2o91bobo\$21bo57bo268bo94bo\$19bobo
55bobo165b2o88b2o12b3o91b2o\$19b2o4b2o44b2o4b2o166bobo88bo14bo75b2o\$3b
2o20bo44bo2bo173bo48b2o35b3o82b2o7b2o\$4bo18bobo45b2o174b2o46bobo35bo
85bo\$4bobo16b2o34b2o234bo123bobo\$5b2o52b2o233b2o26b2o96b2o\$322bo\$323b
3o\$325bo112b2o\$438bo\$367b2o67bobo\$368bo67b2o\$368bobo\$34b2o32b2o3b2o
294b2o\$34b2o11b2o20bo3bo348b2o\$47bo18b3o5b3o344bobo\$11b2o35b3o15bo9bo
344bo\$7b2o2b2o37bo369b2o\$6bobo\$6bo23b2o\$5b2o23bo\$31b3o\$33bo256b2o65b2o
\$290bobo65bo\$292bo65bobo64b2o\$292b2o65b2o9b2o54bo\$370b2o14b2o35b3o\$
386bo36bo\$387b3o\$389bo5\$383bo\$381b3o\$380bo\$380b2o65b2o\$447bobo\$449bo\$
449b2o\$433b2o\$424b2o7b2o\$425bo\$385b2o38bobo\$385bo40b2o\$383bobo\$383b2o
2\$443b2o\$369b2o71bobo\$368bobo71bo\$368bo72b2o\$367b2o\$387b2o\$388bo\$385b
3o34b2o\$385bo14bo22bo\$398b3o22bobo\$378b2o17bo26b2o15b2o\$378b2o17b2o42b
2o\$362b2o\$363bo\$363bobo58b2o106bo\$364b2o57bobo106b3o\$423bo111bo\$422b2o
61bo48b2o\$485b3o\$305b2o181bo\$306bo180b2o\$306bobo\$307bobo\$308bo3b2o126b
2o76b2o\$312b2o126bo77bo\$441b3o36bo35bobo\$443bo34b3o35b2o\$462bo14bo\$
357b2o103b3o12b2o\$357b2o106bo\$464b2o55bo\$521b3o\$524bo\$465b2o56b2o\$465b
2o17b2o\$484b2o\$390b2o\$390b2o3\$338bo93b2o\$338b3o44b2o45b2o7b2o38b2o32b
2o\$341bo43b2o54bo39bo20b2o11b2o\$340b2o5b2o40b2o48bobo40b3o18bo\$347b2o
40b2o48b2o43bo15b3o\$478b2o20bo\$478bo\$383b2o94b3o\$368b2o13b2o96bo82b2o\$
368bobo193bo\$370bo191bobo\$370b2o65bo120b2o2b2o\$436bobo119b2o\$437b2o74b
2o\$514bo20b2o\$511b3o16b2o3b2o\$511bo18b2o3\$529b2o\$530bo4b2o\$527b3o5b2o\$
470b2o55bo\$470b2o7b2o83b2o\$479bo66b2o16bobo\$477bobo65bobo18bo\$477b2o
28b2o36bo20b2o\$357bo55b2o91bobo35b2o4b2o\$357b3o53b2o91bo42bobo25bo\$
360bo56b2o40b2o44b2o42bo25b3o\$359b2o56b2o41bo87b2o7b2o15bo\$431b2o27bob
o94b2o15b2o\$431b2o28b2o3\$475b2o\$475bobo\$477bo\$443b2o32b2o\$443b2o\$421b
2o\$422bo\$419b3o\$419bo\$423b2o\$423b2o47b2o\$314bo157bo74b2o\$312b3o158b3o
72bo\$286b2o23bo163bo72bobo\$287bo23b2o236b2o\$287bobo135bo\$288b2o2b2o37b
o93b3o81b2o\$292b2o35b3o15bo9bo70bo73b2o5b2o\$328bo18b3o5b3o69b2o11b2o
60b2o\$315b2o11b2o20bo3bo85b2o94bo\$315b2o32b2o3b2o51bo128b3o6b2o\$407b3o
6b2o86b2o17b2o14bo6bo\$410bo5b2o86b2o17bo14b2o6bobo\$409b2o87b2o21bobo
23b2o\$498b2o21b2o\$448b2o21b2o\$410b2o35bobo21b2o87b2o\$410b2o3b2o30bo17b
2o93bobo\$286b2o52b2o73b2o29b2o17b2o68b2o25bo\$285bobo16b2o34b2o29b2o3b
2o157b2o25b2o\$285bo18bobo45b2o17b2o3b2o\$284b2o20bo44bo2bo112b2o\$300b2o
4b2o44b2o4b2o100b2o5b2o\$300bobo55bobo3b2o94b2o95b2o\$302bo57bo4bo191bo\$
293b2o7b2o56b2o3bobo72b2o100b2o14b3o\$293b2o20b2o33b2o14b2o72bo54bo47bo
16bo\$316bo34bo89b3o51b3o42b3o6bo\$313b3o32b3o92bo54bo41bo7bobo\$313bo34b
o53bo94b2o50bo\$342b2o57bobo2b2o\$342bo58bobo2b2o\$343b3o56bo129b2o\$283b
2o60bo23b2o161bobo\$284bo85bo163bo\$284bobo80b3o145b2o17b2o\$285b2o80bo
29b2o116bo\$397b2o114bobo\$513b2o2\$394bo\$303b2o88bobo72b2o26b2o\$303bo90b
o74bo26b2o15b2o\$301bobo78b2o85bobo41bobo\$301b2o79b2o86b2o43bo\$374b2o
139b2o\$375bo\$372b3o\$372bo\$392b2o102b2o\$391bobo102bo\$391bo102bobo\$390b
2o102b2o4\$283b2o15b2o209b2o\$282bobo15b2o110b2o97bobo\$282bo116b2o12bo
99bo\$281b2o107b2o7b2o9b3o91b2o7b2o\$391bo18bo93b2o\$391bobo\$392b2o2\$384b
2o\$384b2o7b2o15b2o\$288b2o103bo16bo\$289bo101bobo14bobo\$289bobo99b2o15b
2o\$290b2o2\$373b2o19b2o\$374bo18bobo\$374bobo16bo\$375b2o15b2o\$514b2o\$514b
o\$389b2o121bobo\$389bobo120b2o\$391bo\$391b2o\$291b2o104b2o\$291b2o14b2o89b
o\$307bo87b3o\$308b3o84bo\$310bo215bo\$524b3o\$301bo84b2o135bo\$299b3o84bo
136b2o\$298bo88b3o\$298b2o89bo121b2o\$219bo275b2o14b2o\$219b3o179b2o4b2o
87bo\$222bo178b2o4b2o84b3o\$221b2o8b2o137b2o121bo\$231bo137bobo\$229bobo
137bo25b2o\$229b2o137b2o25bo10b2o\$215b2o27bo131b2o15bobo6b2o2b2o\$215b2o
25b3o131b2o15b2o6bobo95bo\$241bo25bo133bo97b3o\$241b2o24b3o35b2o93b2o
100bo\$270bo34b2o194b2o\$215b2o52b2o\$215b2o212b2o\$429bobo24b2o\$300b2o
129bo24bo\$300b2o129b2o24b3o\$304b2o153bo\$239b2o63b2o133bo\$239b2o196b3o\$
213b2o45b2o113b2o59bo\$214bo45b2o36b2o74bobo43b2o14b2o83b2o\$214bobo66b
2o13b2o74bo35b2o8b2o99b2o\$215b2o66bobo87b2o36bo\$285bo113b2o7b3o\$273b2o
10b2o111bobo7bo\$273bo124bo\$263b2o9b3o120b2o\$264bo11bo\$261b3o\$261bo\$
506b2o\$506b2o2\$231bo187b2o\$231b3o184bobo\$234bo183bo\$233b2o182b2o\$217b
2o164b2o\$216bobo25bo129b2o7b2o\$216bo25b3o130bo27b2o\$215b2o7b2o15bo133b
obo25bobo\$224b2o15b2o127b2o4b2o27bo\$355bo15bo20b2o11b2o\$353b3o15bobo
18bo\$340bo11bo19b2o16bobo\$340b3o9b2o36b2o31b2o4b2o\$343bo79b2o4b2o\$330b
2o10b2o\$331bo\$331bobo\$317b2o13b2o94b2o\$317b2o36b2o67b2o2b2o\$355b2o66bo
bo\$423bo\$311b2o109b2o\$311b2o\$214b2o99b2o67b2o\$215bo99b2o67b2o2b2o61b2o
\$215bobo170bobo60bobo24b2o\$216b2o172bo62bo24bo\$346b2o42b2o61b2o24b3o\$
310b2o34bo134bo\$310b2o35b3o111bo\$349bo109b3o\$458bo\$442b2o14b2o\$432b2o
8b2o\$203b2o228bo\$204bo216b2o7b3o\$204bobo213bobo7bo\$205b2o213bo\$217b2o
200b2o\$217b2o14b2o24b2o269b3o\$233bo26bo56b2o211bo\$234b3o23bobo55bo212b
o\$236bo24b2o52b3o\$315bo\$403b2o\$339b2o62b2o5b2o29b2o\$305b2o32b2o69b2o
28bobo\$230bo75bo70bo62bo\$228b3o51bo23bobo15b2o49b3o61b2o\$227bo54b3o22b
2o15b2o48bo14b2o17b2o\$227b2o20bo35bo88b2o14bo17b2o\$233bo15b3o32b2o79b
2o23bobo21b2o\$231b3o18bo112bobo23b2o21b2o\$230bo20b2o11b2o100bo\$230b2o
32b2o2\$377b2o\$346b2o29b2o82b2o\$346b2o113bobo\$463bo\$233b2o228b2o\$214b2o
17b2o90b2o\$214b2o109bobo\$276b2o49bo121b2o\$277bo49b2o89bo21b2o7b2o\$213b
2o59b3o56b2o81b3o22bo\$214bo59bo58b2o80bo25bobo\$211b3o12b2o109b2o76b2o
19b2o4b2o\$211bo14bo109bobo82bo15bo20b2o\$227b3o35b2o13b2o54bo82b3o15bob
o18bo\$229bo35bobo11bobo53b2o81bo19b2o16bobo\$267bo11bo68b2o68b2o36b2o\$
267b2o9b2o68b2o3\$235b2o113b2o\$234bobo113b2o\$234bo89b2o95b2o\$233b2o89b
2o76b2o17b2o\$286b2o30b2o82b2o\$276b2o9bo30b2o\$277bo6b3o\$274b3o7bo116b2o
47b2o\$274bo45b2o46b2o32bo47b2o2b2o\$313b2o5b2o47bo29b3o12b2o38bobo\$313b
2o51b3o30bo14bo41bo\$293b2o71bo48b3o38b2o\$294bo122bo\$291b3o\$291bo2\$425b
2o\$426bo\$423b3o\$423bo!

Re: Thread For Your Accidental Discoveries

Posted: November 15th, 2011, 3:59 pm
This reaction can be used to construct stable LWSS pseudo-heisenburp device.
x = 39, y = 11
10boo7boo\$10boo7boo\$\$obbo\$4bo10boo16boo\$o3bo9bobbo14bobbo\$b4o10boo16b
oo3\$28boo7boo\$28boo7boo!

Half of this reaction with Pi:
x = 30, y = 49
10boo7boo\$10boo7boo\$\$obbo\$4bo10boo\$o3bo9bobbo\$b4o10boo4\$oo\$bo9bo\$bobo
6bobo\$bboo5bobbo\$10boo19\$28boo\$28boo13\$18boo\$18boo!

Re: Thread For Your Accidental Discoveries

Posted: November 19th, 2011, 10:32 pm
Sokwe's c/7 diagonal spaceship can mow over blocks:
x = 37, y = 37, rule = B3/S23
3b2o\$3b2o2\$2o4b2o\$2o4b2o2\$9b2o\$9b2o3\$13b2o\$8b2o3b2o8b3o\$8b2o13bo\$10b2o
12bo2b2o\$10b2o5b2o8b2o\$17b2o4b2o\$13b2o9b2o\$13b2o8bo2bo2\$25bo2bo\$25bo3b
o\$26b3obo\$31bo\$11b2o2bobo13bo\$11bobob2o13bo\$11bo4bo2b2o13b2o\$17bo3bo6b
2o2b2o2bo\$13b2o6bo6bo2bo\$13b2o4bobo4b2o\$20bo5bo3bo3bo\$21bo2bo4b2o\$22b
2o3bo5bobo\$26bo8b2o\$26bo4bo\$25bo3bo\$25bo5b2o\$26bo5bo!

The oscillator has to be in the right phase but the blocks can be placed anywhere along two diagonals.

Re: Thread For Your Accidental Discoveries

Posted: November 22nd, 2011, 2:12 pm
I'm pretty sure someone has discovered this before, based on its simple origional layout, but what the heck. I found a reaction between a pi heptomino and a block that gives out a pentadecathelon.
x = 5, y = 9, rule = B3/S23
3o\$obo\$obo5\$3b2o\$3b2o!

ANother couple of interesting reactions
Pi Heptomino plus a longboat and two blocks positioned properly gives out something cool, watch it to see. (This reaction be almost replicated if a MWSS and a glider collide in just the right way, and in fact that collision is how I found this to begin with.)
x = 25, y = 27, rule = B3/S23
10bo\$10b2o10\$18bo\$18b2o5\$o2bo\$b3o5\$23bo\$24bo\$23bo\$20b3o!

A reaction between an elevener and block psuedo still life and three gliders to form something cool, I included the origional collision between an elevener and a glider just to show you what lead me to make this complicated initial pattern.
x = 48, y = 15, rule = B3/S23
11bo16bo\$4b2o3b2o15bobo18bo\$3bobo4b2o15b2o11b2o3b2o\$3bo35bobo4b2o\$b3o
35bo\$o36b3o\$2o31b2obo\$33b2ob2o5\$39bo\$38b2o\$38bobo!

Re: Thread For Your Accidental Discoveries

Posted: November 22nd, 2011, 6:24 pm
LumpsOfMuck wrote:A reaction between an elevener and block psuedo still life and three gliders to form something cool, I included the origional collision between an elevener and a glider just to show you what lead me to make this complicated initial pattern.
x = 48, y = 15, rule = B3/S23
11bo16bo\$4b2o3b2o15bobo18bo\$3bobo4b2o15b2o11b2o3b2o\$3bo35bobo4b2o\$b3o
35bo\$o36b3o\$2o31b2obo\$33b2ob2o5\$39bo\$38b2o\$38bobo!

At generation 72, this produces a B heptomino!

Re: Thread For Your Accidental Discoveries

Posted: November 23rd, 2011, 7:58 am
An ajar replicator

x = 2, y = 57, rule = B3/S23:T0,60
o\$2o\$o4\$o\$2o\$o4\$o\$2o\$o4\$o\$2o\$o4\$o\$2o\$o4\$o\$2o\$o4\$o\$2o\$o4\$o\$2o\$o4\$o\$2o\$o
4\$o\$2o\$o!

Re: Thread For Your Accidental Discoveries

Posted: November 23rd, 2011, 6:48 pm
Small predecessor to long integral:
x = 5, y = 6, rule = B3/S23
bo\$b2o\$2b2o\$obo\$obobo\$3b2o!

Re: Thread For Your Accidental Discoveries

Posted: November 24th, 2011, 12:14 am
Glider + B-Heptomino --> Nothing

x = 6, y = 8, rule = B3/S23
3bobo\$3b2o\$4bo\$o\$2o\$b2o\$bo\$o!