Rules with interesting replicators

For discussion of other cellular automata.
wwei23

Re: Rules with interesting replicators

Post by wwei23 » January 5th, 2021, 11:26 pm

Code: Select all

x = 2, y = 3, rule = B2n3/S23-q4t6-ai
bo$2o$bo!
EDIT:

Code: Select all

x = 4, y = 3, rule = B35qy6a7e/S23-ey4et5e6c
b2o$o2bo$b2o!
Edit 2:

Code: Select all

x = 4, y = 3, rule = B34et5y6i7e/S235j
b2o$o2bo$b2o!
Edit 3: Alternates between 3c/14 and 5c/34 for a total speed of 8c/48.

Code: Select all

x = 4, y = 3, rule = B34t5ey6i7e/S23
b2o$o2bo$b2o!

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yujh
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Re: Rules with interesting replicators

Post by yujh » January 9th, 2021, 11:23 pm

Code: Select all

x = 3, y = 2, rule = B3-ckqr5c6ik8/S2-i3-a4ciq6i7e
3o$obo!

wwei23

Re: Rules with interesting replicators

Post by wwei23 » January 10th, 2021, 12:34 am

This might be tweakable into a more interesting replicator?

Code: Select all

x = 5, y = 4, rule = B2n3-ckr5ey/S23-qy4nt
b3o$o3bo$o3bo$b3o!
EDIT: WHAT HAVE I DONE LOL

Code: Select all

x = 5, y = 10, rule = B2n3-kqr5ey/S23-qy4cnt
2bo$bobo$o3bo$o3bo$o3bo$o3bo$o3bo$o3bo$bobo$2bo!

AforAmpere
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Joined: July 1st, 2016, 3:58 pm

Re: Rules with interesting replicators

Post by AforAmpere » January 14th, 2021, 6:18 pm

Another W110 one:

Code: Select all

x = 2, y = 4, rule = B2e3aein4n6k/S12-cn3inry4aq5jq6a7e
2o$bo$bo$2o!
Wildmyron and I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules.

Things to work on:
- Find a (7,1)c/8 ship in a Non-totalistic rule

AforAmpere
Posts: 1198
Joined: July 1st, 2016, 3:58 pm

Re: Rules with interesting replicators

Post by AforAmpere » January 23rd, 2021, 2:52 am

It's been over a week, so double posting seems reasonable.
((-6,8),0)c/16 rep:

Code: Select all

x = 2, y = 3, rule = B2ce3-ciqy4acijnrt5j6cik/S01c
bo$o$bo!
((-1,6),0)c/16

Code: Select all

x = 2, y = 3, rule = B2-ai3nqy4acejqry5ij7e8/S1
o$bo$o!
Wildmyron and I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules.

Things to work on:
- Find a (7,1)c/8 ship in a Non-totalistic rule

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yujh
Posts: 1910
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Location: CHINA

Re: Rules with interesting replicators

Post by yujh » January 24th, 2021, 8:20 am

B.u.m.p
jimmyChen2013 wrote:
August 24th, 2020, 10:09 am
A failed rep that seems to last forever:

Code: Select all

x = 16, y = 4, rule = B3-q4ceky5-ekny6cei7e/S2ace34ci5ck6ce78
13bo$obo10bobo$b2o10b2o$bo!
Here's a p466 gun:

Code: Select all

x = 16, y = 16, rule = B3-q4ceky5-ekny6cei7e/S2ace34ci5ck6ce78
2bob5o4bo$ob4o2bob6o$4o11bo$2b2o2b3o2bobo$o5bob4obo$2bo3b2obo2b3o$b3o
2b5o2bobo$obob2o2b5o2bo$3bo4bobo2bobo$b2ob2o4b6o$ob4ob4o2bobo$3o3bobob
4obo$bo3bo4b4obo$obob3ob2o$bobob3obobobobo$2obob3o3b3obo!
Much smaller 4c/188 engine:

Code: Select all

x = 16, y = 16, rule = B3-q4ceky5-ekny6cei7e/S2ace34ci5ck6ce78
bobob4o4b3o$2ob3o2bob6o$3bobo5b3obo$2b2o2b2o5bobo$2o4bobobob4o$ob2o4bo
3b2o$bob5o3b2obo$bobo5b6o$b2o3b5obo$bo2b4o2b3o2bo$3b5o2bobobo$b2o2b3o
3b4o$3bob2o2b2obo$ob7o2b5o$b2ob3obo3b2o$2b4obobo2b2o!
This rule searches pretty fast, even using v1 (100~120soup/sec)

Yoel
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Re: Rules with interesting replicators

Post by Yoel » February 15th, 2021, 10:36 pm

Code: Select all

x = 57, y = 64, rule = B3-jknr4ity5ijk6i8/S23-a4ity6c7c
18$40bo$39b3o$38b2ob2o$38b4o$37bob2o$32bo6bo$31bobob2o$30b2o2bo$29bob
3o2bo$28b3obo$27bo2b2o$28bobo$29bo$28bo$28bobo$26bo$24b2o$23b5o$22b2ob
2o$23b3o$24bo!

ENORMOUS_NAME
Posts: 244
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Location: idk

Re: Rules with interesting replicators

Post by ENORMOUS_NAME » February 19th, 2021, 2:49 pm

Code: Select all

x = 7, y = 5, rule = 1c2-a3-a/2e3-aj4ce/3
3.A$.AB4A$AB.B2.A$.AB4A$3.A!

viewtopic.php?f=11&t=1971&p=111934#p111934

Code: Select all

x = 3, y = 3, rule = B34eny5en/S23-a4iy5e6c
3o$o$2o!


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GUYTU6J
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Re: Rules with interesting replicators

Post by GUYTU6J » February 20th, 2021, 5:06 am

Yoel wrote:
February 15th, 2021, 10:36 pm

Code: Select all

x = 57, y = 64, rule = B3-jknr4ity5ijk6i8/S23-a4ity6c7c
18$40bo$39b3o$38b2ob2o$38b4o$37bob2o$32bo6bo$31bobob2o$30b2o2bo$29bob
3o2bo$28b3obo$27bo2b2o$28bobo$29bo$28bo$28bobo$26bo$24b2o$23b5o$22b2ob
2o$23b3o$24bo!
It can also run on tub tracks, like the cloverleaf.

Code: Select all

x = 538, y = 242, rule = B3-jknr4ity5ijk6i8/S23-a4ity6c7c
122bo3b3o$121bobo2b3o$122bobo2bo$123bobo$124bob2o$125b2o$125bo5bo$130b
3o$132b2o2$112bo$111bobo$112bo18bo$130b2o6bo$138b2o$133b2o4b2o$133bo5b
o2$536bo$383bo60bo90bobo$102bo38b2o3bo235b3o58bobo90bo$101bobo36b2o
239b2obo59bo79bo$102bo38bo2bo240b2o4bo131bobo$142b3o240bo4bobo131bo$
143bo247bo120bo$382b2o127bobo18bo$383bo128bo18b3o$382bo117bo30bob2o$
499bobo$381bo118bo$92bo288b2o105bo$91bobo353bo39bobo$92bo353bobo25bo
13bo$447bo25bobo$388bo85bo$387bobo$388bo$149bo$148bobo$149bo$82bo$81bo
bo394b2o$82bo396bo$450bo27b2o$449bobo7b3o16bo$450bo8bob2o$385bo$139bo
244bobo$138bobo244bo86bo$139bo331b2o$72bo398bo$71bobo397b2o$72bo385bo$
457bobo$458bo$453bo$452bobo$129bo323bo2bo32bo$128bobo251bo72bobo30bobo
$bo127bo251bobo72bo32bo$obo379bo$bo2$15bo$14bobo$15bo$452b2o$29bo89bo
332bo$28bobo87bobo331b2o$29bo89bo333bo38bo$321bo169bobo$43bo276bobo
169bo$42bobo276bo30bob2o$43bo289bo18b3o102b2obo$332bobo123b3o$57bo275b
o$56bobo286bo$57bo51bo234bobo$108bobo234bo$71bo37bo247bo$70bobo283bobo
$71bo285bo137bo$494bobo$495bo5$363bo$362bobo$363bo2$84bo$83bobo412bo$
84bo336bo75bobo$386bo33bobo75bo$385bobo33bo$386bo46bo37bo$432bobo36b2o
$433bo38bo$445bo25b2o$444bobo$74bo370bo$73bobo381bo$74bo381bobo$457bo
31b3o9bo$489bobo8bobo$489bo2b2o7bo$493bo$388bo102b3o$387bobo99b2o$388b
o99b2obo2b2o$64bo424b2obob2o$63bobo425bo4b2o$64bo428b3ob2o$383b3o109b
3o$383bo110bobo$383b2ob2o116bo$384b2obo115bobo$121bo261bob3o116bo$120b
obo259b2o$121bo261b2o6bo$54bo335bobo$53bobo335bo$54bo5$111bo$110bobo$
111bo$44bo$43bobo348bo$44bo348bobo$394bo4$101bo$100bobo$101bo5$48bo$
47bobo$48bo$91bo$90bobo$91bo8$81bo$52bo27bobo$51bobo27bo$52bo7$498bo$
497bobo$498bo$486bo$485bobo$56bo429bo$55bobo416bo$56bo416bobo18bo$474b
o18b3o$462bo30bob2o$461bobo$462bo$450bo$449bobo$450bo4$426bo$60bo364bo
bo$59bobo364bo18b3o$60bo384bob2o3$402bo$401bobo$402bo4$378bo$377bobo$
378bo$64bo301bo$63bobo299bobo$64bo301bo$354bo$353bobo$354bo18b3o$342bo
30bob2o$341bobo$342bo$330bo$329bobo$330bo5$442bo$441bobo$442bo4$418bo$
417bobo$418bo4$394bo$393bobo$394bo$446bo3bobobo3bobobo2$440bo5bo3bo7bo
3bo2$438bobobo3bo3bobobo3bo3bo2$440bo5bo7bo3bo3bo2$446bo3bobobo3bobobo!
Now it's up to the community to come up with converters between these two kind of crawler signals...
Lifequote:
In the drama The Peony Pavilion, Tang Xianzu wrote: 原来姹紫嫣红开遍,似这般都付与断井颓垣。
(Here multiflorate splendour blooms forlorn
Midst broken fountains, mouldering walls.)
I'm afraid there's arrival but no departure.

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FWKnightship
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Location: 我不告诉你

Re: Rules with interesting replicators

Post by FWKnightship » February 20th, 2021, 5:59 am

2-engine (14,4)c/39:

Code: Select all

x = 34, y = 61, rule = B3-jknr4ity5ijk6i8/S23-a4ity6c7c
21b3o$21bo2bo$20bo3bo$15bo4bo$15b2o3bo$15bob2o11b3o$18b2o10bo2bo$18bo
11b4o$10b3o14b3o$11bo15bobo$12bo14bobo$12b3o13b2o$13bo$9b3o$7b2o20bo$
7bo21bo$7bo3bo14bo2bo$8b3o15b2o3$9bo$6bob2o$9bo3$8b2o$8bo$7bo2bo$6bob
2o$6bobo$7b2o$14bo$12b2o$14bo2$12b2o3$10bo$10bobo$10b3o18$2o$o2bo$b3o!
Sierpinski builder:

Code: Select all

x = 28, y = 20, rule = B3-jknr4ity5ijk6i8/S23-a4ity6c7c
16b3o$16bobo$14b2o2bo$14bo$14b3o4$7b2o4b2o$7b2o5bo9b3o$12bobo8bo2bo$
12b2o13bo$2b3o16bo5bo$2o18bo6bo$o19bo$o6bo12b2o$bo5bo14b3o$7bo$3bo2bo$
4b3o!
EDIT:14-engine 40c/312d:

Code: Select all

x = 721, y = 721, rule = B3-jknr4ity5ijk6i8/S23-a4ity6c7c
653b3o$653bo2bo$652bo3bo$647bo4bo$647b2o3bo$647bob2o$650b2o$650bo$642b
3o$643bo19bo$644bo17b3o$644b3o15b3o$645bo$641b3o$639b2o$639bo$639bo$
640b2o$635b3o$635bo2bo$634bo3bo$629bo4bo$629b2o3bo$629bob2o$632b2o$
632bo$624b3o$625bo$626bo$626b3o$627bo$623b3o$621b2o54b3o$621bo54bo2bo$
621bo58b2o$622b2o50bo2bob3o$673bo2bo3b2o$673bo$673b2obo$675bo31$717b3o
$717bo2bo$717bo2bo$706bo12b2o$704bo3bo$704bobobo$706bo2b3o3bo$712b2o$
700bo8b3o3bobo$699b2o8bo3bo8$695b3o$696bo$697bo2bo$697b3o$698bo34$623b
o$622b3o$622b3o10$638bo$637b3o$637bob2o$640bo$640b2o$639bobo$632b2o5b
3o$631b2o$632b2o2b2o$633b3obo$635b3o6$499b3o$499bo2bo$498bo3bo$493bo4b
o186bo$493b2o3bo185b3o$493bob2o186bo2bo$496b2o184b2o$496bo186b2o3bo$
488b3o$489bo$490bo$490b3o182bo5bo$491bo183b2o4b2o$487b3o190b2o$485b2o
185b2o6bo$485bo187bo$485bo$486b2o$481b3o$481bo2bo189b2o$480bo3bo187b3o
$475bo4bo192bo$475b2o3bo$475bob2o$478b2o$478bo$470b3o$471bo$472bo$472b
3o182bo5bo$473bo183b2o4b2o$469b3o190b2o$467b2o185b2o6bo$467bo187bo$
467bo$468b2o2$656b2o$654b3o$649bo5bo$648b3o$647bo2bo$646b2o$647b2o2$
650bo4$620b2o$620bo$619bobo$619b2o6$560b3o$560bo2bo$560b2obo2$564bo$
562bob2o$554b3o5b3o$554bobo6bo$554bo4b2o$555b2o3b2o$558b3o$559bo12$
417b3o$417bo2bo$416bo3bo$411bo4bo$411b2o3bo$411bob2o$414b2o$414bo$406b
3o$407bo$408bo$408b3o$409bo$405b3o$403b2o$403bo$403bo$404b2o$399b3o$
399bo2bo$398bo3bo$393bo4bo$393b2o3bo$393bob2o$396b2o$396bo$388b3o$389b
o$390bo$390b3o$391bo$387b3o$385b2o$385bo$385bo$386b2o6$504b2o$503b2o$
504bob3o$508bo$495b2o10b2o$495b2o10$484b2o$484b2o7$481bo$480b3o$480bo$
482bo$482bobo$482b3o46$422b3o$422bo2bo$422b2obo2$426bo$424bob2o$416b3o
5b3o$416bobo6bo$416bo4b2o$417b2o3b2o$420b3o$421bo25$266b3o$266bo2bo$
265bo3bo$260bo4bo$260b2o3bo$260bob2o$263b2o$263bo$255b3o$256bo$257bo$
257b3o$258bo$254b3o$252b2o$252bo$252bo$253b2o$248b3o$248bo2bo$247bo3bo
$242bo4bo$242b2o3bo$242bob2o$245b2o$245bo$237b3o$238bo$239bo$239b3o$
240bo$236b3o116b3o$234b2o119bo2bo$234bo120b2obo$234bo$235b2o122bo$357b
ob2o$349b3o5b3o$349bobo6bo$349bo4b2o$350b2o3b2o$353b3o$354bo40$185b3o$
185bo2bo$184bo3bo$179bo4bo$179b2o3bo$179bob2o$182b2o$182bo$174b3o$175b
o$176bo$176b3o$177bo$173b3o123b2o$171b2o125b2o$171bo127bob3o$171bo131b
o$172b2o116b2o10b2o$167b3o120b2o$167bo2bo$166bo3bo$161bo4bo$161b2o3bo$
161bob2o$164b2o$164bo$156b3o$157bo$158bo120b2o$158b3o118b2o$159bo$155b
3o$153b2o$153bo$153bo$154b2o$276bo$275b3o$275bo$277bo$277bobo$277b3o
46$217b3o$217bo2bo$217b2obo2$221bo$219bob2o$211b3o5b3o$211bobo6bo$211b
o4b2o$212b2o3b2o$215b3o$216bo54$204b2o$202b2obo$32b3o167bobo$32bo2bo
90b2o$31bo3bo89b3o$26bo4bo94b2o$26b2o3bo$26bob2o$29b2o$29bo$21b3o$22bo
$23bo120bo$23b3o117b3o$24bo118bob2o$20b3o123bo$18b2o126b2o$18bo126bobo
$18bo119b2o5b3o$19b2o116b2o$14b3o121b2o2b2o$14bo2bo121b3obo$13bo3bo
123b3o$8bo4bo$8b2o3bo$8bob2o$11b2o$11bo183bo$3b3o188b3o$4bo188bo2bo$5b
o186b2o$5b3o185b2o3bo$6bo$2b3o$2o$o184bo5bo$o184b2o4b2o$b2o187b2o$182b
2o6bo$183bo4$10b2o172b2o$9b3o170b3o$10b2o171bo8$167bo5bo$36b3o128b2o4b
2o$35bo2bo133b2o$39bo124b2o6bo$33bo2bobo126bo$32bo2bo$32bo$32b2obo$34b
3o129b2o$34b3o127b3o$159bo5bo$158b3o$157bo2bo$156b2o$157b2o2$160bo7$
87bo$87b2o$87bob2o$90b2o$79bo10bo$78b2o9bo4$74b2o2$73bob2o2$74b2o$76bo
b2o$76bobo$76bobo$77bo$77bobo2$76bobo2$70b3o5bo$70bo$70bo2bo$71b3o!
It seems that I can upload my apgsearch results now!
search.php?keywords=FWKnightship

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