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

Kazyan wrote:A pentadecathlon can provide the magic spark to get the second glider out the other way, so there's this sequence of p30(2n+1) guns starting at p150.

I think you mean a sequence of p60(2n+1) guns starting at p300.

There is actually a known 180-degree p30 reflector with the same lane and timing. This allows the series to start at p180:
`x = 49, y = 57, rule = B3/S2328b2o\$28b2o3\$5b2o3b2o\$4bo2bobo2bo\$3bo2b2ob2o2bo15bo\$4b2o5b2o16bo\$6bobobo17bobo\$6bo3bo16b2ob2o\$4bobo3bobo13bo5bo\$3bobob3obobo15bo\$3bobo5bo2bo11b2o3b2o\$4b2obobob3o\$7b3o\$4b3o3b2o17bo\$3bo2bobobobo15b2obo5bo\$3b2o2b2obob3o14bo2bo4b4o\$8b3o4bo13bo8b4o5b2o\$11b3o2bo13bobo5bo2bo5b2o\$11bo2b2o15bo6b4o\$2bob2o4bob2o23b4o\$2b2obo3b2o2bo23bo\$8b2obobob2o\$8bo4bo2bo\$b2o5b3o3bo\$bobo3b2obobobobo\$3bo3b3obobob2o\$3b2o2bo5bo\$9bo3bo\$b4o3bo3bo\$bo3bo2bobo12b3o\$4bo20bo\$4b2o5bo12bo\$8b3o4\$bo\$obo3b2o\$bo4b2o4\$17b2o6b2o\$16bo2bo4bo2bo\$16bo2bo4bo2bo\$16bo2bo4bo2bo\$8bo8b2o6b2o\$7bobo\$7bobo\$8bo\$12b2o\$12bobo\$3bo10bo\$4bo9b2o\$2b3o!`

Unfortunately, this still doesn't allow the p60 gun, as it is impossible to fit the necessary p5 or p6 sparker that close to the queen bees (according to JLS).
-Matthias Merzenich
Sokwe
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If not queen bees, why not a boojum reflector?

wwei23

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Location: The (Life?) Universe

wwei23 wrote:If not queen bees, why not a boojum reflector?

The rectifier/boojum reflector has the wrong lane separation (9 instead of 6), and is too slow (minimum repeat time of 106 instead of 60).
-Matthias Merzenich
Sokwe
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Some R-based glider supported oscillating pattern (at least not listed in jslife osc-supported):
`x = 280, y = 121, rule = B3/S234\$34b2obo6b2obo21bob2o6b2obo\$34bob2o6bob2o21b2obo6bob2o67b2obo4b2o3b2o\$38b2o2b2o4b2o23b2o2b2o4b2o65bob2o4b2o3b2o47b2o5b2obo6b2obo\$38bo3bo5bo25bo2bo5bo64b2o4b2o57bo5bob2o6bob2o\$39bo3bo5bo23bo4bo5bo63bo5bo3b2o3b2o47bo10b2o2b2o4b2o\$38b2o2b2o4b2o23b2o2b2o4b2o64bo5bo2bobobobo47b2o9bo3bo5bo\$34b2obo6b2obo23b2o4bo5bo64b2o4b2o4bobo61bo3bo5bo\$34bob2o6bob2o24bo5bo5bo65b2obo5b2obo49b2o9b2o2b2o4b2o\$38b2o2b2o4b2o21bo5b2o4b2o65bob2o9b2o48bo5b2obo4bo5bo\$38bo3bo5bo22b2o4bo5bo64b2o4b2o8bo47bo6bob2o5bo5bo\$39bo3bo5bo19b2o7bo5bo63bo5bo8bo48b2o3b2o8b2o4b2o\$38b2o2b2o4b2o20bo6b2o4b2o64bo5bo7b2o52bo9bo5bo\$34b2obo6b2obo21bo9b2obo65b2o4b2o8bo47b2o4bo9bo5bo\$34bob2o6bob2o21b2o8bob2o67b2obo9bo49bo3b2o8b2o4b2o\$150bob2o9b2o47bo6b2obo6b2obo\$212b2o5bob2o6bob2o3\$121bo\$122bo\$120b3o4\$113bo\$113bobo\$113b2o3\$47bo\$47bobo\$47b2o2\$58bobo\$59b2o\$59bo3\$38bo\$37bo104bo\$37b3o103bo\$96bo44b3o\$95bo\$95b3o163bo\$260bo\$260b3o3\$81b2o\$31b2o47b2o\$30b2o44bo4b2o\$31b2o44b2o3b3o\$32b3o41b2o6bo\$34bo49bo\$27b2o5bo\$28b2o\$27bo2\$221bo\$222bo\$220b3o\$170b2o\$169b2o\$18bo151b2o\$18b2o151b3o\$17bobo153bo\$173bo\$229b3o\$229bo\$229b2o3\$173b2o\$173bobo\$173bo10\$205b3o\$207bo\$206bo7\$194b2o\$194bobo\$194bo4\$245b3o\$245bo\$246bo!`

But I think it is not easy to construct the oscillators from it, but at least something p38.

2718281828

Posts: 737
Joined: August 8th, 2017, 5:38 pm

2718281828 wrote:Some R-based glider supported oscillating pattern (at least not listed in jslife osc-supported):
`RLE`

But I think it is not easy to construct the oscillators from it, but at least something p38.

I actually posted the first of these over nine years ago. (Golly, has it been that long already?)
I Like My Heisenburps! (and others)

Extrementhusiast

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2718281828 wrote:A narrow (9 cell width) p5 t-nosed oscillator:
`x = 9, y = 78, rule = B3/S234bo\$2o2bo\$o2b3o\$b2o\$2bo3bo\$2bob3o\$3bob2o\$7b2o\$b4o2b2o\$o3bo\$4o\$5b2o\$4obob2o\$o4bob2o\$b5o\$5bo\$b3ob2o\$o2bo2bo\$o5bo\$b5obo\$6bo\$b5obo\$o\$3ob2o\$5bo\$4ob3o\$o3bo3bo\$2bo4bo\$b6o\$6b2o\$3b3obo\$3bo2b2o\$6b2o\$b5ob2o\$o6b2o\$obo\$b2ob2ob2o\$4b5o\$b2o\$2bob2o\$2bo2bo2bo\$2obo3bo\$bobo2bo\$o2b5o\$b2o4bo\$3bob2o\$3bob2o\$2obo2bo\$bobo\$bobobobo\$2obob2o\$bo2bo\$bo3bo\$2b2obo\$6bo\$4b2o\$4b2o\$2o3bo\$obo\$b3obobo\$3bobob2o\$3bobob2o\$3bobo\$3b2o\$o\$5o\$5bo\$2b4ob2o\$2bo2bob2o\$3bobobo\$2b2ob2o\$o2bobobo\$2o3bob2o\$4b2ob2o\$3bobo\$2bobo\$2bo\$b2o!`

Not sure, if it is known and useful.

Here's a double variant, so you can hassle two things at a time!
`x = 9, y = 141, rule = B3/S234bo\$2o2bo\$o2b3o\$b2o\$2bo3bo\$2bob3o\$3bob2o\$7b2o\$b4o2b2o\$o3bo\$4o\$5b2o\$4obob2o\$o4bob2o\$b5o\$5bo\$b3ob2o\$o2bo2bo\$o5bo\$b5obo\$6bo\$b5obo\$o\$3ob2o\$5bo\$4ob3o\$o3bo3bo\$2bo4bo\$b6o\$6b2o\$3b3obo\$3bo2b2o\$6b2o\$b5ob2o\$o6b2o\$obo\$b2ob2ob2o\$4b5o\$b2o\$2bob2o\$2bo2bo2bo\$2obo3bo\$bobo2bo\$o2b5o\$b2o4bo\$3bob2o\$3bob2o\$2obo2bo\$bobo\$bobobobo\$2obob2o\$bo2bo\$bo3bo\$2b2obo\$6bo\$4b2o\$4b2o\$2o3bo\$obo\$b3obobo\$3bobob2o\$3bobob2o\$3bobo\$3b2o\$o\$5o\$5bo\$2b4ob2o\$2bo2bob2o\$3bobobo\$2b2ob2o\$3bobobo\$2bo2bob2o\$2b4ob2o\$5bo\$5o\$o\$3b2o\$3bobo\$3bobob2o\$3bobob2o\$b3obobo\$obo\$2o3bo\$4b2o\$4b2o\$6bo\$2b2obo\$bo3bo\$bo2bo\$2obob2o\$bobobobo\$bobo\$2obo2bo\$3bob2o\$3bob2o\$b2o4bo\$o2b5o\$bobo2bo\$2obo3bo\$2bo2bo2bo\$2bob2o\$b2o\$4b5o\$b2ob2ob2o\$obo\$o6b2o\$b5ob2o\$6b2o\$3bo2b2o\$3b3obo\$6b2o\$b6o\$2bo4bo\$o3bo3bo\$4ob3o\$5bo\$3ob2o\$o\$b5obo\$6bo\$b5obo\$o5bo\$o2bo2bo\$b3ob2o\$5bo\$b5o\$o4bob2o\$4obob2o\$5b2o\$4o\$o3bo\$b4o2b2o\$7b2o\$3bob2o\$2bob3o\$2bo3bo\$b2o\$o2b3o\$2o2bo\$4bo!`

wwei23

Posts: 936
Joined: May 22nd, 2017, 6:14 pm
Location: The (Life?) Universe

A non-trivial p92 with population 50 (tie with the optimum):
`x = 32, y = 34, rule = B3/S2322b2o5b2o\$22b2o5b2o16\$21b2obo3bob2o\$21bo2bo3bo2bo\$22b3o3b3o6\$2o14b3o\$2o12bo3bo\$13bo4bo\$13bo3bo2\$13bo3bo\$13bo4bo\$2o12bo3bo\$2o14b3o!`

It should allow a large p92 with volatility 1 (but not strict).

2718281828

Posts: 737
Joined: August 8th, 2017, 5:38 pm

It works, 4302p92. A p92 with volatility 1:
`x = 636, y = 634, rule = b3/s23319b2o\$318b5o\$318bo4bo\$318b3o2bo\$319bo2b2o\$301b3o16b2o\$301b3o\$301b3o16b2o\$303bo15bo2b2o\$297b2o5bo3b2o8b3o2bo\$297bo3bobo4b2o8bo4bo\$298bo3bo15b5o\$319b2o6b3o3b3o\$327bo2bobo2bo\$326bo3bobo3bo\$326b4o3b4o\$327bo7bo6\$299b3o5b3o\$299b3o5b3o\$300b2o5b2o\$302bo3bo17bo\$300bo2bobo2bo14bobo28b2o\$299bo3bobo3bo12bo5b2o24b2o\$280b2o12b2obo2bo2bobo2bo14bob2obob2o14b2o\$279b3o7b3o2b2o2bob3o3b3o15bo4b3o14bobo\$279b2obo7b2o6bo32b2o15bo\$277b2o12b3o3b2o34b2o11b3o7b2o\$292bo3bo7b2o25bo2b3o18b2obo\$303bo2bo24b2o3bo18bo2bo\$292bo3bo6bo2bo24b3o2bo18b3o\$291b3o3b2o2bob3o27b3o10b3o7b2o\$275bo14b2o6b3ob2o44bo\$274bo14b3o2b2o2b2o3bo42bobo\$276bo17b2obo48b2o\$272bo3bo23b2o\$272bobo\$354b3o3b3o\$354bo2bobo2bo\$354bo7bo2\$355bo5bo\$356b2ob2o2\$273b2o5b2o\$272bo2bo3bo2bo\$275b2ob2o\$274bobobobo\$274bobobobo\$272bo9bo71bo4bo\$271bo11bo\$273bobo83bo8bo3bo\$249bo12b4o4b2obob2ob2o74b2o6b2o3bo5bo\$248bobo11bob2o4bo2bob2obo2bo72bo2bo4b2o9bo\$246b5o11bo6bo3b2o4b3o72bob2o10bo3b2o\$246b4ob2o10b2o5bobo82b2o12b3o\$249b2obo\$250b2o11b2o5b2o97b3o\$262bo7bob2o84bo2b2o5bo3b2o\$243b2o9bo7bob2o7bo83bob2o2bo9bo\$243b2o9bo7b4o5b3o84b2o2bo4bo5bo\$359b3o6bo3bo5\$381b3o3b3o\$380bo3bobo3bo\$379bo3b2ob2o3bo\$379bob2o5b2obo\$246b3o3b3o126bo7bo\$246b3o3b3o\$245bob2o3b2obo\$245bob2o3b2obo\$246b2o5b2o\$247bo5bo126bo\$379bob2o25b2o\$236bo140bo4bo25b2o\$235b2o140bo5bo11b3o\$234b3obo138bo3bob2o8bo4bo14b2o\$233b2o15b2ob2o123b2o3b2o8bo5bo12bo\$234b2o12bo2bo3bo130b2o10bo\$235bo12b2o2b3o131bo9b2o13bo4bo\$252bobo133bo22bo3bo\$235bo10bo5b2o129bob4o7b2o13bo\$234b2o10b2o3b2o130bo2bobo9bo13b2o\$233b2o9bo138bo9bo5bo\$234b3obo4b4obo136b2obo4bo4bo\$235b2o5bo2bo140b2o7b3o\$236bo6bob3o\$244b3o\$245bo3\$409bo5bo\$220bo5bo181b3o3b3o\$219b3o3b3o179bo3bobo3bo\$218b2o2bobo2b2o178bo9bo\$217bob4ob4obo178b3o3b3o\$219b3o3b3o\$218b3o5b3o2\$414b2o\$410b3ob4o\$411bo2b4o\$219b2o186b2ob2o2bo3bo\$205b2o12b2o4b3o180bobo2b4o3bo2b2o7b2o\$204b2o20b2o181bo4bo6b2obo\$205b5o18bo185bo2bo5bo9b3o\$206b4o6b2o7bo2bo186bobo3b3o\$195b2o19b3o6bobo\$194bo2bo8b4o7b4o5bo188b2o4b3o17bo\$194b2ob2o6b5o7bobob2o191bobo6bo17bo2bo\$189b2o5bo7b2o10b4o2bo190b2o6b2obo\$189b2o14b2o9b2o2b2o192b2o4bo2b2o19bo\$443bo5\$193bo5bo\$192b3o3b3o\$191b2obo3bob2o233b2o5b2o\$434bo2bo3bo2bo\$435bo2bobo2bo\$194bo3bo239bobo\$194bo3bo237b3ob3o\$434b3o5b3o\$434b2o7b2o\$434b2o7b2o\$435bob2ob2obo18b2o\$434bo2bo3b4o18bo\$177b2o17b2o236bo10bo2bobo\$176bobo16b2obo235b4o5b3obo3bo14bo\$175b2obo16bo2bo237b2o4b2o6bo14bobo\$176b2o16bo2bo237bo7bob5o11b3o4bo\$177bo16bob2o237bo2b2o4b3o15b3o2bo\$192bo3bo243bo22b4o\$177bo13b2o244bo2bo3b3o\$176b2o12bo247b2o3bob5o\$175b2obo12bo3bo246b2o6bo\$176bobo12bo2bo248b3obo3bo10b2o\$177b2o265b2o2bobo11b2o\$189b3o\$189bobo\$166bo5bo16b3o\$165b3o3b3o\$164b2o2bobo2b2o\$164bo3bobo3bo\$164bob2o3b2obo\$164b2o7b2o287bo7bo\$460b2ob2o3b2ob2o2\$463bobobobo\$461bo3bobo3bo\$461bo2b2ob2o2bo15bo\$462b3o3b3o15b3o\$463bo5bo15b2ob2o\$152bo334b3o\$148b2o2bo12b2o306b4o10bo\$147bo5bo11b2o305b2o2bo10b2o\$146b2o2bobo318b2o2bo11b2o\$142bo4b2o3bo319bo2bo11bobo\$140b2obo4b3o21bo300b2o12bo5bo\$140b2obo23bo320bob3obo\$142bo5b3o14b2o2bo303b2o15bo\$137b3o7b2o3bo12b2o2b2o301bo2bo14b2o3bo\$135b5o6b2o2bobo12bo3bo301b2o2bo15b3ob2o\$138b2o7bo5bo13bo304b2o2bo18bo\$148b2o2bo11bo308b4o15b3o\$139bo5bo6bo11bo2bo325bo\$138b3o3b3o18b2o\$137b2o2bobo2b2o\$137b2ob2ob2ob2o\$140b2ob2o\$138bobo3bobo\$137bo2bo3bo2bo\$140bo3bo\$137bobo5bobo\$138bo7bo341b3o5b3o\$488bo2b2ob2o2bo\$489b3o3b3o\$490bo5bo4\$120b3o3bo12bo2bo2bo356bo14bo\$118b5o2bobo11bo4bobo339b2o5bo7b2o13b3o\$117b2o3b2o3bo18b2o338b2o3b2ob2o4b2o14bo2bo\$118b2o3bo2bo364bo9b2o2b2o12bo\$119bo3b3o18b2o345bo3bo21b3o3bo\$137bo5bo348b3o27bo2bo\$119bo3b3o10bo2bo382bo2bo\$118b2o3bo2bo10bobo361b2o2b2o15b2ob2o\$117bo2bob2o3bo8b3o361b2o20bo2bo\$112bo5b5o2bobo7b2o364b2o13b2o4bobo\$111b3o3bo4bo3bo8b2o365bo13b2o5bo\$111bo2bob3ob2o\$113b2ob3o4\$111bo7bo398b2ob2o\$112bobobobo399b2ob2o\$112bobobobo399b2ob2o\$111bob2ob2obo396bob2ob2obo\$111b2o5b2o396b3o3b3o\$517bo5bo2\$542bo\$542b2o\$541b2obo\$532bo\$98b2o11b2o418bo2bo4b2o\$89b3o5bo2bo429b5o4b3o\$87bob3o5bo2b2o9bo3bo413b2ob3o5b2o2bo4bo\$85b3o9bo2bo15bo413bob2o7b2obo4bo\$90b2o7bo13bo2bo414b2o9bobo3bobo\$91bo22b2ob2o425b2ob6o\$89bo9bo16bo2bo411b2o12b2ob5o\$84bo4b2o6bo2bo18bo410bob2o11bo6bo\$82b5o10bo2b2o14b2o411b2ob3o12b3o\$81bo2bobo10bo2bo15bo413b5o13bo\$80bo5bo11b2o431bo2bo\$81bob2o26b2o419bo\$82b3o26b2o2\$543bo7bo2\$84b2o5b2o448b3o7b3o\$542b2ob2ob2ob2o\$83bo9bo449b3o3b3o\$83bo3bobo3bo450bo5bo\$83bo3bobo3bo\$84bobo3bobo\$85bo5bo4\$72b2o\$62b2o10bo485b2o7b2o\$61bo2bo6b2o2bo464b2o16b2o2bo6b2o\$61b2ob2o6bo2bo464b2o16b6o4bo2bo\$61b2o2bo7bobo471bo10b4o5bob2o\$64bo8b2o472b2o17b2ob2o\$547bobo17bobo\$58bo14b2o468b2o21bo3bo5b3o\$58b2o13bobo482b4o4bo5bo3bobo\$57bobo5b2o5bo2bo482b6o8bob2o2bo\$58b2o5b2o4b2o2bo482b2o2bo8b3ob2o\$60bo13bo485b2o5bo\$57bo2b2o10b2o494bo\$57b2o3b2o2\$570b2o5b2o\$570b2obobob2o\$570bo2bobo2bo\$57bo7bo504b3o3b3o\$56bo2bo3bo2bo\$60bobo\$60bobo\$60bobo\$56bo2bo3bo2bo\$57b3o3b3o2\$571bo\$592bo3bo\$572b2o13bo3bo3b4o\$48b3o535bo7b2o3bo\$32bo13bo3bo535bo2b2o4bo\$32bo4b2o6bo4bo536b2o5b6o\$36bo2bo5bo3bo8b3o527b3o3b2o3bob3o\$35b2ob2o21bo538bo2bo\$32b2obobo7bo3bo8bo2bo526b3o3b2o5b2o\$31b5o9bo4bo8b2o526b2o5b2o\$30b3o13bo3bo535bo2b2o6b3o3b3o\$27bo2b2o2b2o12b3o535bo8bobobo3bo2bo\$27bo3bobo553bo3bo3bo4bobo\$26bobo4bo23b2o533bo3b2o7b2o\$27bo29b2o537b2o7b2o\$27bo571bo3bo\$599b2ob2o\$597b3o3b3o\$597b2o5b2o\$597bo7bo6\$29b2obo3bob2o\$29bo2bo3bo2bo\$30b3o3b3o2\$22b2o575b2o13b2o3bo\$7b2o12b2ob2o568b2o2bo2bo3b2o7b3obob2o\$22bo2bo568b2o9b2o7b3o4bo\$9bo12bo2bo576bo14bo3bo\$5bo17b2o576b2o15b3o\$3b3o591b5o\$bo4bo16b2o573b3o17b3o\$bob2o17bo2bo573bo17bo3bo\$2ob5o3b2o9bo2bo588b3o4bo\$b2o8b2o8b2ob2o588b3obob2o\$2bo19b2o590b2o3bo4b3o3b3o\$623bo2bo3bo2bo\$623bo3bobo3bo\$622b2obobobobob2o\$622b2ob2o3b2ob2o\$623b3o5b3o7\$2b3o5b3o\$b2ob2o3b2ob2o\$b2obobobobob2o\$2bo3bobo3bo\$2bo2bo3bo2bo\$3b3o3b3o4bo3b2o590b2o19bo\$14b2obob3o588b2ob2o8b2o8b2o\$14bo4b3o588bo2bo9b2o3b5ob2o\$14bo3bo17bo573bo2bo17b2obo\$15b3o17b3o573b2o16bo4bo\$34b5o591b3o\$15b3o15b2o576b2o17bo\$14bo3bo14bo576bo2bo12bo\$14bo4b3o7b2o9b2o568bo2bo\$14b2obob3o7b2o3bo2bo2b2o568b2ob2o12b2o\$16bo3b2o13b2o575b2o2\$597b3o3b3o\$596bo2bo3bo2bo\$596b2obo3bob2o6\$30bo7bo\$30b2o5b2o\$30b3o3b3o\$32b2ob2o\$32bo3bo571bo\$29b2o7b2o537b2o29bo\$29b2o7b2o3bo533b2o23bo4bobo\$33bobo4bo3bo3bo553bobo3bo\$29bo2bo3bobobo8bo535b3o12b2o2b2o2bo\$30b3o3b3o6b2o2bo535bo3bo13b3o\$40b2o5b2o526b2o8bo4bo9b5o\$33b2o5b2o3b3o526bo2bo8bo3bo7bobob2o\$32bo2bo538bo21b2ob2o\$32b3obo3b2o3b3o527b3o8bo3bo5bo2bo\$36b6o5b2o536bo4bo6b2o4bo\$40bo4b2o2bo535bo3bo13bo\$36bo3b2o7bo535b3o\$37b4o3bo3bo13b2o\$39bo3bo\$64bo2\$570b3o3b3o\$569bo2bo3bo2bo\$573bobo\$573bobo\$573bobo\$569bo2bo3bo2bo\$57b3o3b3o504bo7bo\$57bo2bobo2bo\$57b2obobob2o\$57b2o5b2o2\$572b2o3b2o\$67bo494b2o10b2o2bo\$68bo5b2o485bo13bo\$59b2ob3o8bo2b2o482bo2b2o4b2o5b2o\$57bo2b2obo8b6o482bo2bo5b2o5bobo\$57bobo3bo5bo4b4o482bobo13b2o\$57b3o5bo3bo21b2o468b2o14bo\$66bobo17bobo\$65b2ob2o17b2o472b2o8bo\$65b2obo5b4o10bo471bobo7bo2b2o\$64bo2bo4b6o16b2o464bo2bo6b2ob2o\$65b2o6bo2b2o16b2o464bo2b2o6bo2bo\$65b2o7b2o485bo10b2o\$562b2o4\$544bo5bo\$543bobo3bobo\$542bo3bobo3bo\$85bo5bo450bo3bobo3bo\$84b3o3b3o449bo9bo\$83b2ob2ob2ob2o\$82b3o7b3o448b2o5b2o2\$84bo7bo2\$523b2o26b3o\$103bo419b2o26b2obo\$101bo2bo431b2o11bo5bo\$87bo13b5o413bo15bo2bo10bobo2bo\$86b3o12b3ob2o411b2o14b2o2bo10b5o\$83bo6bo11b2obo410bo18bo2bo6b2o4bo\$83b5ob2o12b2o411bo2bo16bo9bo\$83b6ob2o425b2ob2o22bo\$85bobo3bobo9b2o414bo2bo13bo7b2o\$86bo4bob2o7b2obo413bo15bo2bo9b3o\$86bo4bo2b2o5b3ob2o413bo3bo9b2o2bo5b3obo\$94b3o4b5o429bo2bo5b3o\$95b2o4bo2bo418b2o11b2o\$103bo\$91bob2o\$92b2o\$93bo2\$112bo5bo\$111b3o3b3o396b2o5b2o\$111bob2ob2obo396bob2ob2obo\$113b2ob2o399bobobobo\$113b2ob2o399bobobobo\$113b2ob2o398bo7bo4\$517b3ob2o\$514b2ob3obo2bo\$112bo5b2o13bo365b2o8bo3bo4bo3b3o\$111bobo4b2o13b2o364b2o7bobo2b5o5bo\$110bo2bo20b2o361b3o8bo3b2obo2bo\$109b2ob2o15b2o2b2o361bobo10bo2bo3b2o\$110bo2bo382bo2bo10b3o3bo\$110bo2bo27b3o348bo5bo\$112bo3b3o21bo3bo345b2o18b3o3bo\$116bo12b2o2b2o9bo364bo2bo3b2o\$116bo2bo14b2o4b2ob2o3b2o338b2o18bo3b2o3b2o\$117b3o13b2o7bo5b2o339bobo4bo11bobo2b5o\$118bo14bo356bo2bo2bo12bo3b3o4\$139bo5bo\$138b3o3b3o\$137bo2b2ob2o2bo\$137b3o5b3o341bo7bo\$488bobo5bobo\$491bo3bo\$488bo2bo3bo2bo\$489bobo3bobo\$491b2ob2o\$488b2ob2ob2ob2o\$488b2o2bobo2b2o\$469b2o18b3o3b3o\$142bo325bo2bo11bo6bo5bo\$141b3o15b4o308bo11bo2b2o\$140bo18bo2b2o304bo13bo5bo7b2o\$139b2ob3o15bo2b2o301bo3bo12bobo2b2o6b5o\$140bo3b2o14bo2bo301b2o2b2o12bo3b2o7b3o\$145bo15b2o303bo2b2o14b3o5bo\$141bob3obo320bo23bob2o\$142bo5bo12b2o300bo21b3o4bob2o\$146bobo11bo2bo319bo3b2o4bo\$147b2o11bo2b2o318bobo2b2o\$147b2o10bo2b2o305b2o11bo5bo\$148bo10b4o306b2o12bo2b2o\$146b3o334bo\$146b2ob2o15bo5bo\$147b3o15b3o3b3o\$148bo15bo2b2ob2o2bo\$164bo3bobo3bo\$166bobobobo2\$163b2ob2o3b2ob2o\$165bo7bo287b2o7b2o\$461bob2o3b2obo\$461bo3bobo3bo\$461b2o2bobo2b2o\$462b3o3b3o\$444b3o16bo5bo\$444bobo\$444b3o\$172b2o11bobo2b2o265b2o\$172b2o10bo3bob3o248bo2bo12bobo\$185bo6b2o246bo3bo12bob2o\$186b5obo3b2o247bo12b2o\$189b3o3bo2bo244b2o13bo\$169b4o22bo243bo3bo\$168bo2b3o15b3o4b2o2bo237b2obo16bo\$167bo4b3o11b5obo7bo237bo2bo16b2o\$168bobo14bo6b2o4b2o237bo2bo16bob2o\$169bo14bo3bob3o5b4o235bob2o16bobo\$185bobo2bo10bo236b2o17b2o\$172bo18b4o3bo2bo\$172b2o18bob2ob2obo\$191b2o7b2o\$191b2o7b2o\$191b3o5b3o\$193b3ob3o237bo3bo\$195bobo239bo3bo\$192bo2bobo2bo\$191bo2bo3bo2bo\$192b2o5b2o233b2obo3bob2o\$435b3o3b3o\$436bo5bo5\$192bo\$191bo19b2o2bo4b2o192b2o2b2o9b2o14b2o\$211bob2o6b2o190bo2b4o10b2o7bo5b2o\$191bo2bo17bo6bobo191b2obobo7b5o6b2ob2o\$194bo17b3o4b2o188bo5b4o7b4o8bo2bo\$408bobo6b3o19b2o\$212b3o3bobo186bo2bo7b2o6b4o\$200b3o9bo5bo2bo185bo18b5o\$211bob2o6bo4bo181b2o20b2o\$202b2o7b2o2bo3b4o2bobo180b3o4b2o12b2o\$217bo3bo2b2ob2o186b2o\$218b4o2bo\$218b4ob3o\$220b2o2\$407b3o5b3o\$408b3o3b3o\$219b3o3b3o178bob4ob4obo\$218bo9bo178b2o2bobo2b2o\$218bo3bobo3bo179b3o3b3o\$219b3o3b3o181bo5bo\$220bo5bo3\$390bo\$389b3o\$388b3obo6bo\$238b3o7b2o140bo2bo5b2o\$237bo4bo4bob2o136bob4o4bob3o\$236bo5bo9bo138bo9b2o\$222b2o13bo9bobo2bo130b2o3b2o10b2o\$224bo13b2o7b4obo129b2o5bo10bo\$220bo3bo22bo133bobo\$219bo4bo13b2o9bo131b3o2b2o12bo\$237bo10b2o130bo3bo2bo12b2o\$223bo12bo5bo8b2o3b2o123b2ob2o15b2o\$221b2o14bo4bo8b2obo3bo138bob3o\$238b3o11bo5bo140b2o\$226b2o25bo4bo140bo\$226b2o25b2obo\$255bo126bo5bo\$381b2o5b2o\$380bob2o3b2obo\$380bob2o3b2obo\$381b3o3b3o\$246bo7bo126b3o3b3o\$244bob2o5b2obo\$244bo3b2ob2o3bo\$245bo3bobo3bo\$246b3o3b3o5\$263bo3bo6b3o\$262bo5bo4bo2b2o84b3o5b4o7bo9b2o\$262bo9bo2b2obo83bo7b2obo7bo9b2o\$262b2o3bo5b2o2bo84b2obo7bo\$264b3o97b2o5b2o11b2o\$383bob2o\$264b3o12b2o82bobo5b2o10b2ob4o\$262b2o3bo10b2obo72b3o4b2o3bo6bo11b5o\$262bo9b2o4bo2bo72bo2bob2obo2bo4b2obo11bobo\$262bo5bo3b2o6b2o74b2ob2obob2o4b4o12bo\$263bo3bo8bo83bobo\$352bo11bo\$276bo4bo71bo9bo\$355bobobobo\$355bobobobo\$356b2ob2o\$353bo2bo3bo2bo\$354b2o5b2o2\$275b2ob2o\$274bo5bo2\$273bo7bo\$273bo2bobo2bo\$273b3o3b3o\$361bobo\$334b2o23bo3bo\$288b2o48bob2o17bo\$287bobo42bo3b2o2b2o2b3o14bo\$287bo44b2ob3o6b2o14bo\$278b2o7b3o10b3o27b3obo2b2o3b3o\$278b3o18bo2b3o24bo2bo6bo3bo\$277bo2bo18bo3b2o24bo2bo\$277bob2o18b3o2bo25b2o7bo3bo\$278b2o7b3o11b2o34b2o3b3o12b2o\$287bo15b2o32bo6b2o7bob2o\$287bobo14b3o4bo15b3o3b3obo2b2o2b3o7b3o\$288b2o14b2obob2obo14bo2bobo2bo2bob2o12b2o\$280b2o24b2o5bo12bo3bobo3bo\$280b2o28bobo14bo2bobo2bo\$311bo17bo3bo\$327b2o5b2o\$326b3o5b3o\$326b3o5b3o6\$300bo7bo\$299b4o3b4o\$299bo3bobo3bo\$300bo2bobo2bo\$300b3o3b3o6b2o\$313b5o15bo3bo\$312bo4bo8b2o4bobo3bo\$312bo2b3o8b2o3bo5b2o\$312b2o2bo15bo\$314b2o16b3o\$332b3o\$314b2o16b3o\$312b2o2bo\$312bo2b3o\$312bo4bo\$313b5o\$315b2o!`

2718281828

Posts: 737
Joined: August 8th, 2017, 5:38 pm

2718281828 wrote:It works, 4302p92. A p92 with volatility 1

Is there any reason this wouldn't work? 136p92
`x = 59, y = 55, rule = B3/S2315b2o25b2o\$14bobo25bobo\$14bo29bo\$14b3o25b3o4\$14b3o25b3o\$14bo29bo\$14bobo25bobo\$15b2o25b2o3\$3o3b3o41b3o3b3o\$o2bobo2bo41bo2bobo2bo\$o7bo41bo7bo2\$bo5bo43bo5bo\$2b2ob2o45b2ob2o18\$2b2ob2o45b2ob2o\$bo5bo43bo5bo2\$o7bo41bo7bo\$o2bobo2bo41bo2bobo2bo\$3o3b3o41b3o3b3o3\$15b2o25b2o\$14bobo25bobo\$14bo29bo\$14b3o25b3o4\$14b3o25b3o\$14bo29bo\$14bobo25bobo\$15b2o25b2o!`

It's even probably reducable...
she/they // Please stop using my full name. Refer to me as dani.

"I'm always on duty, even when I'm off duty." -Cody Kolodziejzyk, Ph.D.

danny

Posts: 962
Joined: October 27th, 2017, 3:43 pm
Location: New Jersey, USA

138p92 containing only 4 engines:

`x = 43, y = 37, rule = B3/S239b2o\$9b2o\$17b2o13b3o\$16bobo13bobo\$16bo15bo2bo\$7b2o7b3o14bob2o\$6bob2o24b2o\$6bo2bo24bo3b3o\$7b3o27b2o2bo\$7b2o7b3o18b3ob2o\$16bo20b2o2b2o\$16bobo13b2o4bobo\$17b2o13b2o5bo3\$2b3o3b3o\$2bo2bobo2bo\$2bo7bo\$34b2ob2o\$3bo5bo23bo5bo\$4b2ob2o\$32bo7bo\$32bo2bobo2bo\$32b3o3b3o3\$3bo5b2o13b2o\$2bobo4b2o13bobo\$2o2b2o20bo\$2ob3o18b3o\$bo2b2o\$2b3o3bo\$7b2o\$6b2obo14b3o\$7bo2bo15bo\$8bobo13bobo\$8b3o13b2o!`

Entity Valkyrie

Posts: 247
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2718281828 wrote:A non-trivial p92 with population 50 (tie with the optimum):
`x = 32, y = 34, rule = B3/S2322b2o5b2o\$22b2o5b2o16\$21b2obo3bob2o\$21bo2bo3bo2bo\$22b3o3b3o6\$2o14b3o\$2o12bo3bo\$13bo4bo\$13bo3bo2\$13bo3bo\$13bo4bo\$2o12bo3bo\$2o14b3o!`

It should allow a large p92 with volatility 1 (but not strict).

This was found by Ivan Fomichev a few years back.
-Matthias Merzenich
Sokwe
Moderator

Posts: 1479
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I've looked through several pattern collections and have yet to see a stabilisation fr this wick:
`x = 59, y = 3, rule = B3/S23b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o\$o3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo\$b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o2b2o!`
Bored of using the Moore neighbourhood for everything? Introducing the Range-2 von Neumann isotropic non-totalistic rulespace!
muzik

Posts: 3422
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Location: Scotland

I'm gonna assume this is known?
`x = 13, y = 15, rule = B3/S233bo\$3bo\$3b2o2\$4bo3b3o\$2b3o\$o4bobo4bo\$o4bobo4bo\$o4bobo4bo\$8b3o\$2b3o3bo2\$8b2o\$9bo\$9bo!`
Bored of using the Moore neighbourhood for everything? Introducing the Range-2 von Neumann isotropic non-totalistic rulespace!
muzik

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Joined: January 28th, 2016, 2:47 pm
Location: Scotland

Yes. My notes tell me that A for Awesome reported ths cis version in a soup on 2016-03-19 from which chris_c developed a 16 glider synthesis on the same day (although I can't find either post). This trans version was an obvious derivative.
https://catagolue.appspot.com/object/xp3_co9nac0can9oczwhhg505ghh/b3s23
Also, I see several 256x1 soups shown that claim to make this, but don't.
mniemiec

Posts: 1038
Joined: June 1st, 2013, 12:00 am

mniemiec wrote:Yes. My notes tell me that A for Awesome reported ths cis version in a soup on 2016-03-19 from which chris_c developed a 16 glider synthesis on the same day (although I can't find either post). This trans version was an obvious derivative.
https://catagolue.appspot.com/object/xp3_co9nac0can9oczwhhg505ghh/b3s23
Also, I see several 256x1 soups shown that claim to make this, but don't.

Thanks for noticing that; when I altered /hashsoup to work for hexagonal rules, it broke the 8x32, 4x64, 2x128 and 1x256 symmetries. I've now repaired that, and the soups produce what they claim:

`x = 253, y = 1, rule = B3/S233o3bobobob4o2b3o2bobob4o7b2o3bob4ob4ob2o5b3obo3bobob3ob2obobobo3b2o3b2ob3o2b5o3b4o2b11o2bob3o2bob2ob2ob2obo5bobo2bobo2bob2obob3o2bobobo2b7ob3o2bo9bo2b2ob3o2bo4b3o3bo2b2o3b4o3b4o5b2o!`
What do you do with ill crystallographers? Take them to the mono-clinic!

calcyman

Posts: 2072
Joined: June 1st, 2009, 4:32 pm

muzik wrote:I'm gonna assume this is known?
`x = 13, y = 15, rule = B3/S233bo\$3bo\$3b2o2\$4bo3b3o\$2b3o\$o4bobo4bo\$o4bobo4bo\$o4bobo4bo\$8b3o\$2b3o3bo2\$8b2o\$9bo\$9bo!`

mniemiec wrote:Yes. My notes tell me that A for Awesome reported ths cis version in a soup on 2016-03-19

I seem to recall that this oscillator and its relatives were originally found by Nicolay Beluchenko, although I can't confirm that at the moment.
-Matthias Merzenich
Sokwe
Moderator

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Short 'n wide version of the previous durable p4 sparkers;
left half: original // right half: short & wide.
`x = 28, y = 51, rule = B3/S238bo2bo2\$7bo4bo\$6bob4obo6b2o\$3b2o2bo4bo2b2o2bo2bob2o\$6bobo2bobo3bo4bobo2bo\$3bo4b4o4b4o2bo3b2o\$3bob2o6b2ob3o4bo\$b2o4b6o8bo\$ob2ob2o6b4o3bo3b2o\$2obo2bo2b2o2bo2bo3b2obo\$3b2o4b2o\$4o2bo\$o4bobo\$b3obo\$3bobob2o\$5bo\$5b2o13\$10bo\$8bo3bo2\$7bo5bo\$6bob5obo\$3b2o2bo5bo2b2o\$5bob3ob3obo\$3bo2b2obobob2o2b3obo\$4bo4bobo4bob2obo\$2o5b3ob3o4b2o2bo\$o3b2o9b2o4b2o\$b3o3b7o3b4o2bo\$3bobobo2bo2bobobo3b2o\$3b4o7b2obob2o\$4bo13bobo\$b2ob5o\$8bo\$4b2o\$5bo\$4bo\$4b2o!`
Best wishes to you, Scorbie

Scorbie

Posts: 1380
Joined: December 7th, 2013, 1:05 am

I wonder if this P4 could have a use:
`x = 10, y = 46, rule = B3/S233bo2bo\$3b4o\$b2o4b2o\$o2b4o2bo\$2obo2bob2o\$bo6bo\$bo6bo\$2b6o\$3b4o\$3bo2bo\$2b2o2b2o\$bob4obo\$bo6bo\$2obo2bob2o\$3bo2bo\$2b2o2b2o\$2b2o2b2o\$4b2o\$2b2o2b2o\$4b2o\$4o2b4o\$4b2o\$o2bo2bo2bo\$o2bo2bo2bo\$bo2b2o2bo\$b3o2b3o\$4b2o\$3bo2bo\$3b4o\$3bo2bo\$2bo4bo\$4o2b4o\$2obo2bob2o\$bobo2bobo\$3b4o\$4b2o3\$2b6o\$bob4obo\$bobo2bobo\$2obo2bob2o\$o2b4o2bo\$b2o4b2o\$3b4o\$3bo2bo!`
'sup.

cvojan

Posts: 130
Joined: October 7th, 2018, 7:07 pm

cvojan wrote:I wonder if this P4 could have a use:

I see a smaller p4 in that:
`x = 10, y = 12, rule = B3/S234b2o\$3bo2bo\$3bo2bo2\$2bo4bo\$bob4obo\$bo6bo\$2obo2bob2o\$o2b4o2bo\$b2o4b2o\$3b4o\$3bo2bo!`
she/they // Please stop using my full name. Refer to me as dani.

"I'm always on duty, even when I'm off duty." -Cody Kolodziejzyk, Ph.D.

danny

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Location: New Jersey, USA

A special p5 sparker:
`x = 23, y = 28, rule = B3/S2310b3o\$10b3o\$5b2ob2obob2ob2o\$5bo4bobo4bo\$3bobo11bobo\$2bobob3o5b3obobo\$2bobo3b2o3b2o3bobo\$3bob2o2b2ob2o2b2obo\$5bo4bobo4bo\$5bo11bo\$3bob2o4bo4b2obo\$2bobo3b7o3bobo\$2bobob2obo3bob2obobo\$3bobo3b2ob2o3bobo\$5bobob2ob2obobo\$5bobobo3bobobo\$2b2obobobo3bobobob2o\$3bobo2b2o3b2o2bobo\$3bobo2bobobobo2bobo\$2b2ob2o3bobo3b2ob2o\$5bo3bo3bo3bo\$2b2ob3ob5ob3ob2o\$2bo2bo2bo5bo2bo2bo\$obo2bobob5obobo2bobo\$2o4b2obo3bob2o4b2o\$12bo\$11bo\$11b2o!`

It might be known but this type of sparker seems to be not listed jslife.

Of course it is a long way, but for p11+ it might allow guns together with some high-period '(pre)block-sparker'
`x = 13, y = 5, rule = B3/S232bo9bo\$2b2o7b2o2\$bo8bo\$obo6bobo!`

2718281828

Posts: 737
Joined: August 8th, 2017, 5:38 pm

2718281828 wrote:Of course it is a long way, but for p11+ it might allow guns together with some high-period '(pre)block-sparker'
`x = 13, y = 5, rule = B3/S232bo9bo\$2b2o7b2o2\$bo8bo\$obo6bobo!`

It's definitely an idea, but do notice that the repeat times are 16 and 15, respectively.
LifeWiki: Like Wikipedia but with more spaceships. [citation needed]

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Location: Getting a snacker from R-Bee's

2718281828 wrote:Of course it is a long way, but for p11+ it might allow guns together with some high-period '(pre)block-sparker'
`x = 13, y = 5, rule = B3/S232bo9bo\$2b2o7b2o2\$bo8bo\$obo6bobo!`

It's definitely an idea, but do notice that the repeat times are 16 and 15, respectively.

Yes, this is the repeat time of the full reaction (and obliviously there is no gun at p11). The spark can reappear after 11 generation. Thus it would to have e.g. a p11 sparker and a p22 'blocklayer' to get a gun. I wanted to point out that it would not work to take a p10 sparker with a p20 'blocklayer' as the spark would be too close to the glider and destroy it.

2718281828

Posts: 737
Joined: August 8th, 2017, 5:38 pm

I did not find a suitable p20 sparker that fits to hassle this 5bit spark:
`x = 3, y = 5, rule = B3/S232bo2\$2o\$2o\$o!`

Still, this reaction is not listed in the jslife osc-supported. But it looks too simple to be not known.

Edit1:
something similar for p24:
`x = 5, y = 5, rule = B3/S233bo\$2bobo\$2bo\$o2bo\$o!`
Last edited by 2718281828 on December 14th, 2018, 1:30 pm, edited 1 time in total.

2718281828

Posts: 737
Joined: August 8th, 2017, 5:38 pm

Two different p6 hassler of a related spark (and a combination - right), might be known (but is not in jslife):
`x = 83, y = 58, rule = B3/S234\$69b2o\$12b2o25b2o22bob2obobo\$6bob2obobo19bob2obobo22b2obobo\$6b2obobo21b2obobo29b2o\$11b2o25b2o27b2o\$10b2o25b2o30bo3bo2b2o\$12bo3bo2b2o18bo3bo2b2o21bo2bobo2bo\$12bo2bobo2bo18bo2bobo2bo20bo2bo2bobo\$11bo2bo2bobo18bo2bo2bobo22bo2bo2bo\$12bo2bo2bo20bo2bo2bo17b2o4b3ob2o\$6b2o4b3ob2o15b2o4b3ob2o18bobo4bo\$6bobo4bo19bobo4bo24bo3b2ob3o2bo\$8bo3b2ob3o2bo14bo3b2ob3o2bo17b2o2b2o3b4o\$8b2o2b2o3b4o14b2o2b2o3b4o20bobobo\$11bobobo22bobobo20b8ob4o\$6b8ob4o14b8ob4o16bo12bo\$5bo12bo13bo12bo17b3ob4ob3o\$6b3ob4ob3o15b3ob4ob3o20b8o\$8b8o19b8o3\$68b2o\$11b2o26b2o29bo\$13bo27bo26b2o\$11b2o26b2o\$70b2o\$12b2o27b2o25bo4bo\$10bo4bo23bo4bo\$67bo6bo\$9bo6bo21bo6bo19b3obob2ob3o\$7b3obob2ob3o17b3obob2ob3o16bo4bo3bo3bo\$6bo4bo3bo3bo15bo4bo3bo3bo16b5o2b2ob3o\$7b5o2b2ob3o16b5o2b2ob3o21bo\$12bo28bo25b2o5bob4o\$9b2o5bob4o16b2o5bob4o16bo7b2o2bo\$9bo7b2o2bo16bo7b2o2bo14bobo3b3o\$7bobo3b3o20bobo3b3o20b2o4b6o\$7b2o4b6o17b2o4b6o22b3o4bo\$12b3o4bo21b3o4bo27bobo\$18bobo26bobo23b2obo2bo\$15b2obo2bo22b2obo2bo20bo3bo2b2o\$13bo3bo2b2o20bo3bo2b2o18b2o\$11b2o27b2o28b2o\$12b2o27b2o22b2obobo\$7b2obobo23b2obobo23bob2obobo\$7bob2obobo21bob2obobo27b2o\$13b2o27b2o!`

2718281828

Posts: 737
Joined: August 8th, 2017, 5:38 pm

2718281828 wrote:Two different p6 hassler of a related spark (and a combination - right), might be known (but is not in jslife):
`code`

The reaction in the middle is found three years ago.
The reaction in the left is not known to me.
Still drifting.
Bullet51

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Joined: July 21st, 2014, 4:35 am

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