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Posted: January 17th, 2019, 7:13 pm
Can anyone run this massive pattern and tell me if the northwest end of the replicator chain ever stabilizes?
`x = 761, y = 496, rule = 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EDIT: Two growing spaceships are launched around gen 1250000, and another distinct set is launched at gen 1500000

Posted: January 17th, 2019, 10:18 pm
Hdjensofjfnen wrote:Can anyone run this massive pattern and tell me if the northwest end of the replicator chain ever stabilizes?
`x = 761, y = 496, rule = B368/S238436bo42b2o\$98b3o4b2o275bo53bo42b2o161b2o\$105b2o152b2o120bobo52bo52b2ob2o148b2o\$259b2o119bo2bo47b2o55bobobobo8bo39b3o\$109b2o270b2o48b2o15bo23bo16bo3bo9bo\$108bobo81b3o252bobo22bo11b2o17bo\$107bobo133b2o15b2o86b2o63b2o33b2o22bo11b2o223b2o\$108bo134b2o15b2o86b2o57b2o4b2o144bo96bo51bo2bo\$43b2o362b2o80bo3bo65bo95bobo51b2o\$35b3o5b2o405b2o17bo18bobobobo64bo69b2o25b2o62bo\$371bo73b2o3b2o16bobo18b2ob2o135b2o88bobo\$27bo26b2o163b2o3b2o37bo107bo33b2o38b2o21bobo247bo2bo\$26bobo25b2o71b2o90b2o2bo2bo35bobo76bo29bo33b2o28b2o32bo89b2o55bo55b2o39b3o3b2o\$26bo2bo96bo2bo94bobo35bobo75bobo37b2o52bo2bo117bo3b2o55bo38b2o15b2o\$27b2o98b2o96bo37bo76bobo36bo2bo52bobo116bobo59bo37bo2bo\$341bo38b2o14b2o38bo118b2o98b2o46bo\$396b2o56b2o104b2o140bobo\$454b2o104b2o139bo2bo\$63b2o381bo108b2o145b2o\$62bo2bo48bo165bo47bo44bo33b2o3b2o32bo108b2o\$62bobo48bobo120b3o40bobo45bobo42bobo32b2o3b2o32bo\$20b2o41bo49b2o102bo61bo2bo44bo2bo42b2o137b2o138bo\$20b2o85b2o107bobo61b2o46b2o182b2o137bobo\$107b2o108b2o222b3o90b2o22b2o74b2o15bobo\$54bo73bo241b2o162b2o22b2o69b2o3b2o16bo49b2o11b2o\$53bobo40b2o29bobo9b2o109b2o18bo98bobo225b2o29bo2bo70b2o11b2o\$52bobo41bobo28bobo9b2o43b2o64b2o17bobo46b2o50bo114b2o109bo2bo29b2o80b2o\$53bo43bo30bo55b2o83bobo45bo2bo164b2o32b2o76b2o112b2o\$78bo191bo47bobo198b2o46b2o\$44bo33bo240bo47b2o198b2o\$43bobo32bo160b2o13b2o111b2o136bo\$43bobo193b2o13b2o91b2o63b2o90bobo\$44bo13b2ob2o21b3o259bo2bo62b2o86bo4bo168b2o\$57bobobobo40b3o240b2o145b2o3bobo108bo28bo9b3o22b2o\$58bo3bo245b3o182bo2bo2bobo107bobo26bobo\$113b2o2b2o356b2o16bobo4bo107bobo27bobo\$97b2o14b2o2b2o71bo70b2o212b2o17bo20b2o92bo29bo\$97b2o90bobo48bo20bobo251b2o193b2o\$58bo3bo127b2o48bo21bobo90bo191b2o161b2o\$36b3o18bobobobo176bo22bo90bobo35b2o114b2o37b2o172b2o\$58b2ob2o100bo26b2o162bobo35b2o113bo2bo12b2o28bo167bobo\$162bobo24bobo163bo138b2o12b2o13b2o27bobo167bo\$127b2o32bo2bo25bo277bo25b2o55bo2bo12b2o10b2o\$127b2o33b2o132bo170bobo82b2o13b2o9bo2bo36b2o21bo\$138bo156bobo170b2o102b2o5bobo36b2o20bobo\$20b2o35bo34b2o43bobo4b2o150b2o274b2o6bo59bo2bo\$20b2o35bo34b2o44b2o4b2o387b2o106b2o7bo\$57bo238b2o195b2ob2o35b2o114bobo\$128bo9b2o155bobo194bobobobo150bobo\$75b2o50bobo7bobo156bo196bo3bo152bo\$15b3o56bo2bo48bo2bo8bo488b2o\$75b2o50b2o116b2o55bo324b2o\$20b3o222b2o54bobo78bo\$302bo78bobo22b2ob2o39bo143bo99bo\$256b2o123bobo3b2o16bobobobo37bobo142bo98bobo\$13bo230b2o10b2o43bo80bo4b2o17bo3bo39b2o127bo14bo98bobo\$13bo188bo6b2o33b2o54bobo275bobo113bo\$13bo144bo43bo5bo2bo5b2o81bobo275bobo\$111b2o35b2o7bobo42bo6b2o6b2o47bo34bo17b2o251bo6bo\$29b2o24b2o54b2o34bo2bo6bo2bo105bo25bo25bo2bo84bo3bo160bobo57b2o36b2o24bo\$29b2o24b2o3bo34b2o19bo31b2o8b2o88b2o16bo24bobo25b2o84bobobobo17b2o141bo57bo2bo34bo2bo22bobo\$59bobo33b2o18bobo130b2o40bo2bo112b2ob2o17bobo180b2o18b2o35bo2bo12b2o8bobo\$58bo2bo43b2o9b2o173b2o26b2o14b2o92bo181b2o56b2o13b2o9bo\$59b2o43bo2bo23bo75b2o110b2o14b2o39bo260b2o\$105bobo22bobo74b2o15b2o18bo129bob2o5b2o130bo67b2o51bo2bo22b2o9bo5bo\$90b2o14bo24bo92b2o18bo129bo2bo5b2o41b2o87bo66bo2bo50bobo23b2o8bobo3bobo\$bo31bo56b2o85b3o64bo102bo28b2o9bo22bo15b2o87bo57b2o8b2o52bo30b2o2b2o5b2o\$obo29bobo96bo165bo48bobo37b3o20bobo160bo2bo92b2o\$o2bo28bobo95bobo163bobo31b2o14bobo39bo21bobo159bobo97b2o5b2o\$b2o30bo84b2o10bobo162bobo12b2o17bo2bo14bo23b2o38bo161bo98bobo3bobo\$112b2o4b2o11bo164bo13b2o18b2o38b4o299bo5bo\$111bo2bo87b2o26bo42b2o94bo8bobo5bo2b2o73b2o\$12b2o97bo2bo87b2o25bobo41b2o95bo6bo2bo3b6o53b2o10b2o7b2o68b2o111bo\$12b2o98b2o114bo2bo140bo2bo4bo2b3ob3o5b2o35b2o9b2o10b2o76bo2bo28b2o44b2o33bobo\$229b2o145bo2bo3b2o9bo2bo34b2o96bo3b2o29b2o44b2o33b2o4b3o\$17b2o99b2o252bo21bobo133bo49b2o\$17b2o98bo2bo251bobo3bo16bo134bo49b2o42bo\$117bobo77b2o174bo2b3o244bobo9b3o33bo\$51bo3bo58bo3bo78b2o13b2o4bo328b2o74bo2bo43bobo\$50bobobobo56bobo96b2o3bobo200b2o125b2o57b2o16b2o44bobo49b2o\$51b2ob2o42b3o11bobo40b2o60bobo200b2o183bo2bo62bo50b2o\$106b2o5bo18b2o21b2o61bo116b2o94bo36b2o136b2o57b3o\$92bo13b2o12bo11b2o201b2o93bobo35b2o207bo4b2o35b2o\$91bobo25bobo149b2o157b2o59b2o129b2o52bobo2bo2bo34b2o\$91b2o8b3o15bobo51b2o96b2o80bo3bo129bo3b2o53b2o74b2o53b2o3bobo\$120bo52b2o177bobobobo127bobo56bo2bo104b2o28bo\$353b2ob2o129bo58b2o105b2o\$250b2o30b2o198b2o\$250b2o26b2o2b2o135b2o61b2o\$254b2o22b2o34bo104b2o\$50bo120b2o81b2o57bobo406bo\$49bobo119b2o140bobo120b2o254b2o27bobo\$50b2o262bo39b3o79b2o136b2o116b2o27bo2bo\$187b2o311bo65b2o5bo2bo74b2o69b2o\$50b2o135b2o255b2o53bobo64b2o5bobo75b2o\$49bobo18bo316b2o54bo2bo29b2o20bo2bo72bo109b2o\$50bo19bo315bo2bo48bo5b2o30bobo20b2o99b2o82b2o\$70bo221bo94b2o48bobo37bo8b2o4b2o105bo2bo6bo14b2o88b2o\$275b2o14bobo38b2o103bobo45bobo3bo2bo8bo78bo17b2o7bo13bobo81bo6b2o\$181b2o91bobo13bo2bo24b2o12b2o104bo47bo5bobo7bobo76bobo25bo14bo36bo4b2o38bobo\$96b2o82bo2bo91bo15b2o25b2o173bo9bo62b2o6b2o5bobo76bobo3bobo36bo2bo\$95bobo83b2o198bo114bo68bo2bo4bo2bo5bo78bo5bo38b2o\$76b2o18bo198b2o83bobo56bo56bo69b2o6b2o\$75bobo216bo2bo82bobo19b2o34bobo55bo217bo\$76bo50bo130b2o35b2o84bo8bo5bo4bo36bobo272bobo22bo\$17b2o28b2o77bobo129b2o129bobo3bobo6bo34bo273b2o22bobo\$17b2o28b2o76bo2bo113b3o97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EDIT: Two growing spaceships are launched around gen 1250000, and another distinct set is launched at gen 1500000

I've run it for 7*2^10 generations and it's still going. Is there even a known way in which such a symmetric pattern can stabilise?

Posted: January 17th, 2019, 10:21 pm
Theoretically it could burn down and turn asymmetric by interaction with asymmetric debris, and then this formation could occur:
`x = 13, y = 9, rule = B368/S2382o\$bo\$bobo\$2b2o\$10b3o\$9bo2bo\$8bo3bo\$8bo2bo\$8b3o!`

Posted: January 18th, 2019, 1:30 am
danny wrote:Theoretically it could burn down and turn asymmetric by interaction with asymmetric debris, and then this formation could occur:
`x = 13, y = 9, rule = B368/S2382o\$bo\$bobo\$2b2o\$10b3o\$9bo2bo\$8bo3bo\$8bo2bo\$8b3o!`

There is no way for interaction with asymmetric debris. I've checked that the end point of the replicator chain slowly slides to the southeast over time, creating more symmetric debris in its wake.
EDIT: It's especially odd because each of its replicator-chain offshoots eventually is stabilized by a bomber end.
EDIT: It is theoretically possible that the replicator burns through thousands of cells' worth of debris to reach the asymmetric debris, but the probability of that happening gets lower the farther the active end gets from the original soup location. What would this even be called? x^2 - x growth?

EDIT: Unrelated c/6 nonmonotonous T ship:
`x = 3, y = 2, rule = B2i3/S023-a4w3o\$bo!`

Posted: January 18th, 2019, 4:48 pm
Hdjensofjfnen wrote:What would this even be called? x^2 - x growth?

O(n^2 - n) = O(n^2), so it would just be called quadratic growth.

Posted: January 20th, 2019, 9:12 pm
Double-skew-D4-symmetry with a gutter:
`x = 15, y = 6, rule = B2k3/S2-a3bo\$obo\$obo10bo\$b2o9bobo\$12bobo\$12b2o!`

Posted: January 22nd, 2019, 2:24 pm
Weird:
`x = 9, y = 5, rule = B3-e/S237ebo4b2o\$obo3bobo\$bo6bo\$2bo3bobo\$bo4b2o!`

Posted: February 4th, 2019, 6:37 pm
15c/128d
`x = 4, y = 3, rule = B34kz5e/S23-a4ityz5k72bo\$b3o\$2obo!`

10c/26o
`x = 5, y = 4, rule = B34kz5e/S23-a4ityz5k73b2o\$2o2bo\$obobo\$b3o!`

Posted: February 8th, 2019, 6:28 am
In one of the rules from the "Smallest Oscillators (...)" thread, there's a three-cell pattern that, when combined with another copy of itself, can make either a 5c/18 or 4c/19 ship, depending on the offset of the copies:
`x = 31, y = 6, rule = B2cin3-eknr4cijky5iq6acn7e/S02ai3e4irw5jkny6ak30bo\$30bo\$o6bo14bo\$o6bo14bo7bo2\$o6bo14bo!`

Posted: February 16th, 2019, 2:54 pm
This was an accident if there ever was one:
a 7c/22 queen bee spaceship (AKA gosper glider)
`x = 5, y = 7, rule = MAPARYXfhZofugWaH7oaIDogBZofuhogOiAaIDogJAAgAAWaH7oaIDogGiA6ICAAIAAaIDogIAAgACAAIAAAAAAAAo\$obo\$bobo\$bo2bo\$bobo\$obo\$o!`

And if you thought that was weird:
`x = 145, y = 188, rule = MAPARYXfhZofmgWeH7oaIDogBZofuhooOiAaMDogJAAgAAWaH7oaIDogGiA6ICAAIAAaIDogIAAgACAAIAAAAAAAA135bo\$133bo3bo\$129bo3b2o3bo\$128bob2o2b2o3bo\$128bo2bo5bobo\$126bo11bo\$126bob4o\$131b2o\$127bob2obobo2b2o\$133b2ob3o\$127bobo3b3o\$128bo3\$127b2o\$129bo\$127bob4obo\$134bo\$128bo5bo\$116b2o11b2ob2o\$116b2o13bo6\$132b2o\$132b2o5\$129b2o\$129b2o8\$114b2o\$114b2o4\$122b2o\$122b2o3\$133b2o\$129b2o2b2o\$98b2o29b2o\$98b2o22b2o\$122b2o\$133b2o\$133b2o\$127b2o\$127b2o5\$143b2o\$127b2o14b2o\$61bo65b2o\$60bobo\$60bobo\$61bo6\$62b2o\$62b2o15b2o\$79b2o7b2o\$88b2o5\$38b2o39b2o\$38b2o39b2o3\$22b3o71b2o\$21bo19bo54b2o\$20b2o3bo12bo2bo\$19b2ob2obo5bo\$20bo3bo5bobo4bo\$21bobo7bo5bob2o8b2o34b2o\$22bo15bo9bo2bo33b2o\$17bo9bo19b2o3bo55b2o\$11bob2ob2o8bob2o16bob6o54b2o\$11bo3b2o10b2o16b2o9bo3b3o11b2o\$10bo16bo17b2obo2bo4bo3b3o11b2o\$11bo4bo15bo25b2o2b2o\$8b3o2b3o21bo9b4o7b2o3b3o\$8bo3bo16bo4bob2o9b2o9b2o2b2o\$8bo3bo15bo5bo10b3o7b2o3b3o\$9bobo22bo10bo10bo3b3o76b2o\$10bo18bo2b3ob2o7bo3b2o4bo83b2o\$30bobo2b2ob2o6bo4bo\$35b2ob2o7bo2bo68b2o\$35b2o3bo8bo68bo2bo\$35b2o3bo77bo2bo\$35bo3bo21b2o56b2o\$35bo25b2o\$35bobo16bo21b2o\$35b3o15bobo20b2o\$53bo2bo\$54b2o2\$22bo3b3obo30b2o\$18bob2obo2b4obo29b2o\$18bo2bo4b3o2bo\$18b2o3bo5bobo\$18bo4bo5b2o2b2o\$9b3o6bo4bo5bobo\$11bo18b2o\$10bo25bo\$30bo5bo\$31b5o\$2b3obob2o23bo\$10bo\$6bo4bo8bo\$5bo5bo7b3o\$3bo3b2o2bo6bo2b2o\$b2obo2bo10b3o\$o6b4o11b7o\$obobo17b2o2b4o\$b3o17b2o6bo\$21b2o5bo\$20b3o2bobo\$19bob4o\$23b2o\$19b2o\$6b2o\$5bo\$6b3o\$7bo38\$112bo\$111bobo\$110b5o\$109b2o3b2o\$108b3o3b3o\$109b2o3b2o\$110b5o\$111bobo\$112bo!`

also
`x = 10, y = 22, rule = MAPARYXfhZofmgWeH7oaIDogBZofuhooOiAaMDogJAAgAAWaH7oaIDogGiA6ICAAIAAaIDogIAAgACAAIAAAAAAAA5bo\$4bobo\$3b5o\$2b2o3b2o\$b3o3b3o\$2b2o3b2o\$3b5o\$4bobo\$5bo5\$4bo\$3bobo\$2b5o\$b2o3b2o\$3o3b3o\$b2o3b2o\$2b5o\$3bobo\$4bo!`

`x = 28, y = 31, rule = MAPARYXfhZofmgWeH7oaIDogBZofuhooOiAaMDogJAAgAAWaH7oaIDogGiA6ICAAIAAaIDogIAAgACAAIAAAAAAAA13b2o8b3o\$12bo2bob2o3b2o2bo\$11bo5b2o2bo5bo\$12bo2bob2o3b2o2bo\$13b2o8b3o\$3b3o\$2bo\$b2o3bo\$2ob2obo\$bo3bo\$2bobo\$3bo2\$12b2o8b3o\$11bo2bob2o3b2o2bo\$10bo5b2o2bo5bo\$11bo2bob2o3b2o2bo\$12b2o8b3o2\$3bo\$2bobo\$bo3bo\$2ob2obo\$b2o3bo\$2bo\$3b3o\$13b2o8b3o\$12bo2bob2o3b2o2bo\$11bo5b2o2bo5bo\$12bo2bob2o3b2o2bo\$13b2o8b3o!`

Edit:
in a nontotalistic rule:
`x = 25, y = 3, rule = B2cei3aq4-cjknq5q6i/S01c2ain3jkry4ejt5ceqybo\$obo21bo\$bo!`

`x = 354, y = 3, rule = B2cei3aq4-cjknq5q6i/S01c2ain3jkry4ejt5ceqybo\$obo350bo\$bo!`

really really weird infinite growth/sawtooth
`x = 22, y = 10, rule = B2cei3aq4-cjknq5q6i/S01c2ain3jkry4ejt5ceqy20bo\$19bobo\$20bo5\$bo\$obo\$bo!`

related:
`x = 26, y = 12, rule = B2cei3aq4-cjknq5q6i/S01c2ain3jkry4ejt5ceqy24bo\$23bobo\$24bo7\$bo\$obo\$bo!`

puffer:
`x = 2071, y = 1944, rule = B2cei3aq4-cjknq5q6i/S01c2ain3jkry4ejt5ceqy1482bo\$1481bobo\$1482bo\$1482bo\$588bo893bo\$587bobo892bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo586bo\$588bo724b756obo\$588bo724b3o166bo586bo\$588bo446bo446bo\$bo586bo166b3o724bo\$ob756o724bo\$bo586bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893bo\$588bo893b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EDIT:
highlife variant without the bomber has this 2c/24d ship:
`x = 4, y = 5, rule = B35e6-i8/S236k8b3o\$2obo\$o2bo\$obo\$b2o!`

A pi ship in a pond life variant:
`x = 3, y = 3, rule = B36i/S2-i35i7e3o\$obo\$obo!`

It can reflect, looks distaff-able (those are huge sparks):
`x = 3, y = 18, rule = B36i/S2-i35i7e3o\$bo14\$3o\$obo\$obo!`

Also, for stable reflectors, here is a near miss:
`x = 18, y = 15, rule = B36i/S2-i35i7e10bo\$9bobo\$10bo4\$2b2o5b2o6bo\$2bo5bo2bo4b2o\$3bo5b2o6bo\$3o\$o2\$10bo\$9bobo\$10bo!`

it was based on this:
`x = 39, y = 18, rule = B36i/S2-i35i7e2bo\$bobo\$2bo4\$3o\$obo\$3o7\$27b2o9bo\$26bo2bo7b2o\$27b2o9bo!`

Almost eater:
`x = 18, y = 15, rule = B36i/S2-i35i7e10bo\$9bobo\$10bo4\$2b2o3b2o8bo\$2bo3bo2bo6b2o\$3bo3b2o8bo\$3o\$o2\$10bo\$9bobo\$10bo![[ STOP 34 ]]`

of course, there's also this:
`x = 8, y = 5, rule = B36i/S2-i35i7e2b2o3bo\$2bo3b2o\$3bo3bo\$3o\$o!`