Miscellaneous Discoveries in Other Cellular Automata

For discussion of other cellular automata.
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confocaloid
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by confocaloid » September 27th, 2024, 12:32 pm

apgsearch identifies this as "PATHOLOGICAL":

Code: Select all

#C https://catagolue.hatsya.com/hashsoup/C1/k_BLiptc7uv4m3111308/b34eq5a6e7c8s23-cy4e5er6i7e
x = 16, y = 16, rule = B34eq5a6e7c8/S23-cy4e5er6i7e
bob4o2b3o3bo$bo2bobo3bo2bo$2bo4bo5bo$9b2obo2bo$obob3obob3ob2o$bo3bo3bo
b4o$b2obobobo2bo3bo$2obo5b4ob2o$o3b2ob2ob5o$2bobo2b6o$2o2bob2o2b3o2bo$
4ob3obobo2bo$ob2o5b3ob2o$3obobo5b2obo$o2b4obo$3o2b2ob2ob2ob2o!
#C [[ ZOOM 4 THEME Catagolue ]]
Although the reaction causing this to become "pathological" is the reason why I decided to apgsearch this CA in the first place.

There is also a p28 orthogonal 2c/7 beehive puffer:

Code: Select all

#C [[ ZOOM 6 THEME MCell GRID TRACKLOOP 28 8/28 0/28 ]]
x = 52, y = 10, rule = B34eq5a6e7c8/S23-cy4e5er6i7e
42b2o$5bo7bo7bo7bo7bo3bo2bo$4bobo5bobo5bobo5bobo5bobo3b2o$4bobo5bobo5b
obo5bobo5bobo$5bo7bo7bo7bo7bo11bo$48bo2bo$bo7bo7bo7bo7bo10bo3bo2bo$obo
5bobo5bobo5bobo5bobo8b3o3b2o$obo5bobo5bobo5bobo5bobo8bo$bo7bo7bo7bo7bo!
127:1 B3/S234c User:Confocal/R (isotropic CA, incomplete)
Unlikely events happen.
My silence does not imply agreement, nor indifference. If I disagreed with something in the past, then please do not construe my silence as something that could change that.

Naszvadi
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Naszvadi » September 28th, 2024, 8:12 am

Racetrack partials using p17 components:

Code: Select all

x = 118, y = 99, rule = B2e3air4ijwz/S12-in3k4r5i
64bo4bo4bo$64bo4bo4bo$62bo3bo5bo3bo$62bo2bo7bo2bo$65bo2bobo2bo$65b3obo
b3o$69bo$69bo3$57b2o2$55b2o2$65bo$59bo5bo$58bobo3b2o$55b2o4bo$58bobo$
59bo3$55b2o2$57b2o4$93bo$94bo$92b2o$73b3o$73b3o$73bo3$bo$bo$o12$29bo$
29bo$28b2o7$88bo$87bobo$87bo3$57bo$58bo$56b2o11$114b2o$85b2o$85b2o29b
2o$84b3o25b3o$112bo2bo$112bo$113bo$110b3o3b2o$113bo$112bo$112bo2bo$
101b3o8b3o$101bo14b2o2$114b2o$100bo$99bobo$98bo3bo$93bo5bobo5bo$93bo
13bo$95bo4bo4bo$95bo4bo4bo!

Supersuthiastic
Posts: 95
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Supersuthiastic » September 29th, 2024, 12:45 pm

This DID stabilize, and in fact, it released one spaceship!:

Code: Select all

x = 28, y = 151, rule = B3/S23-ain4-ae6
27bo$27bo$27bo16$bo7bo$2obo3bob2o$bob2ob2obo$bobo3bobo$2obo3bob2o$3bo
3bo120$13bo4bo$13b6o$13bo$15b2o$16b3o$14b2o2bo$15bo$15b2o!
Final ash pile (excluding spaceships):

Code: Select all

x = 1743, y = 1047, rule = B3/S23-ain4-ae6
1094bo$1093b3o2$1094b2o$1098b3o15$931b3o$932bo$931b2o26$1091bo$1089bob
2o$1089bobo$883bo$882b2obo$883bobo$877b3o13$828b3o$829bo$828b2o24$
1048b2o2$1048b3o$1049bo18$883bo$883bo69b2o$883bo69bo$952b3o4$898b2o$
1048b2o$897b3o$898bo149b3o$1049bo5$883bo$881b3o$881bobo2$1093b2o$977b
2o115bo$977bo115b3o$976b3o5$1055b3o4$872bo$872bo$821bo50bo$821bo$821bo
13bo$835bo$835bo2$940bo149bo$724bo215bo149bo$722bob2o214bo149bo$722bob
o$728b3o3$954bobo$954b3o$956bo9$1267bo$982b2o283bo$981b2o284bo$899bo
82bo2bo$899bo85b2o150b2o$899bo84b2o151bo131bo$1136b3o129b3o$932b2o$
1268b2o$931b3o$932bo183b3o$925b3o6$1091b2o$1087bo2b4o2bo$1087b4o2b4o$
1091b2o$1063bobo21b4o2b2o$1063b3o21bo3bobo$1065bo25bobo$1090b2ob2o2$
1090b5o$1090bobobo$719b2o2$719b3o133b3o$720bo544b2o$1265bo$1264b3o3$
1125b2o2$951bo173b3o245b2o$951bo72b3o99bo174b2o93bo$951bo73bo276bo70b
3o11b3o6bo$1024b2o210b3o51b2o10bobo2bo66bo21bo$1009bo292bob5o83bo$
1009bo195b3o82b3o8b2o5b2o82bo$1009bo281bo11b4obo83bo$1303bo2bo$704b3o$
764bo2bo$764b4o2$764b4o$764bo2bo3$826b3o239bo3bo$1068b5o22b3o9bo$1107b
o$1068b5o34bo$1068bo3bo8$860b2o2$860b3o2bo$861bo2b3o242bo$803bo305bo$
803bo61b2o242bo$803bo22b2ob2o$827bobo$708bo118bobo$708bo118bobo97b2ob
2o$708bo117b2ob2o97bobo115bo$928bobo115b3o217bobo$927b2ob2o114bobo217b
3o$1094bobobo169bo$1094b5o2$882bo213b3o$882bo213bobo$882bo$759b3o6$
783bo$781b3o$781bobo$697bo$696b3o171bobo101b3o$841b3o25b2obo$697b2o61b
3o51b3o53bo$930bo176b2o$928b3o177bobo$928bobo177bobo$1110b2o2$856b3o$
857bo$589bo267b2o288bobo$589bo556b2obo$589bo457bo99bo156bo$1046b3o254b
2obo$764b3o33b3o501bobo$801bo244b2o$800b2o2b2o111bo$804bo112bo61b3o$
803b3o111bo62bo$980b2o$724bobo104b3o$724b3o$724bo$1047bobobo$1047b5o2$
1047b5o$1047bobobo$1036bo$1036bo$1036bo2$829b2o$829bo421b3o$828b3o2$
797b2o$797bo2bo$567b2ob2o227b2o$562b2o4bobo$395bo167bo3b2obo35bo113bo
317b3o$395bo167bobo2bob2o34bo113bo60bo$395bo167bob3obobo34bo113bo60b3o
$563bo5bobo209bobo$562b2ob4ob2o$562b2obo2bobo$563bo6bo399b3o$562b2o6b
2o399bo545b2o$970b2o$680b4o833b3o$691bo377bo448bo$691bo377bo$680b4o7bo
377bo$1012bo$1011b3o2$1011b2o2b2o$849b3o262bo$1014b3o97bo$746b3o29b3ob
3o230bo98bo$566b3o178bo$570b3o173b2o251b3o2$513b3o$686b2o$687bo$686b3o
2$856b2o$856bo$858bo404bo$857b2o403b2obo$433bo829bobo$431b3o782b3o5b3o
$431bobo783bob2ob2obo$1113b2o102bobo3bobo$619b3o492bo102bobo3bobo$
1113b3o99bo3b2ob2o3bo$479b2ob2o41bo106b2ob2o578bo11bo$480bobo42bo107bo
bo579bo11bo$480bobo42bo106b2ob2o577b2o11b2o$479b2ob2o730b4o7b4o$865bob
o346bo13bo286bo$858bo6b3o349b2o5b2o289bo$417b2o121b3o315bo6bo649bo$
417bo25b3o412bo$416b3o113b3o$871b2o344bobo3bobo$871bo347b2ob2o$870b3o
118bo225bo7bo$991b3o54bo169bo5bo$991bobo54bo164b3o11b3o$1048bo166bob2o
5b2obo$943b2ob2o268b2o7b2o$624bo319bobo101bo$622b3o318b2ob2o100bo$622b
obo423bo$1030bo$1030bo$1030bo$660b2o380b3o173bo5bo$661bobo35b3o515b2o
5b2o$661bobo554bo5bo$663b2o552bo7bo$1216b2o7b2o$1216b2o7b2o3$747bobo5b
obo$747bob2o3b2obo$749bo5bo3$558b3o5$546b2o2$546b3o102bo492b2ob2o$547b
o103bo493bobo$603b3o45bo186b3o304bobo$981bo162b2ob2o131bo$980b3o297bo$
519b3o758bo$980b2o2$669bobo305bo$600bo19bo48bob2o303bobo$600bo19bo50bo
243b3o59bo219b3o$600bo19bo$1000b3o$1237b2o2$1236b3o17bo$611b3o175bo
116bobo328bo17b3o$700b2ob2o75bo2bo4b3o115bob2o$701bobo76b4o124bo347b2o
$700b2ob2o84b2o$780b4o$780bo2bo478b3o3$868b3o109b3o4$1270bo$941bo328bo
$559b3o68bo265bo43b3o90b3o234bo$629b3o263bobo$896bo43b2o$630b2o3$1268b
o$1162bo55b2o3b2o43bo$1161b3o51bob2o5b2obo40bo$596b2o$597bo563b2o50bob
o11bobo$596b3o3$511bo$509bob2o$509bobo164bo541b3ob3o$676bo$676bo$1218b
o5bo404bo$596bo162b2o868bo$596bo163bo456b2o5b2o403bo$596bo162b3o453b2o
2bo3bo2b2o$1215b3obo3bob3o$1217bobo3bobo$801bobo143bo269bob2ob2obo$
750b3o47b2obo142b3o267b2obo3bob2o$751bo49bo415bo7bo$751b2o193b2o320b3o
$800bo$798bob2o$548b3o247bobo7$435bo316bobo609bobo$434b3o315b3o303bobo
234b3o66b3o$752bo305b3o303bo$388bobo43b2o287bo334bo192bobo90b2o105bo$
388bob2o329b3o527bob2o90bo104b3o$390bo131bo198bobo529bo90b3o$522b3o
925b2o$522bobo2$392bo$392bo$392bo423b3o4$705bo$484b3o218b3o511bo3bo$
611bo93bobo509b3o3b3o401b2ob2o$611bo160b2ob2o440bobo3bobo402bobo$611bo
161bobo851b2ob2o$773bobo852bobo$772b2ob2o850b2ob2o$854b2o173bobo$853b
2o173b2obo276bo$854bo2bo171bo277b3o$857b2o$830bobo23b2o449b2o74b3o$
830b3o181bo$794bo37bo181bo$663bobo126b3o219bo$662b2obo126bobo476b2o
114b2o$663bo605bobo115bo$643b2o417b3o204bobo114b3o235b3o$970bo297b2o$
643b3o324bo77bo3bo461bo$644bo325bo42bo34b5o132b3o326bo$1013bo500bo$
1013bo34b5o$1048bo3bo6$889bo$888bobo$889bo$1259b2o311b2o$543bo715bo$
543b3o712b2o312b3o$543bobo480b3o544bo87b2o$624bo2bo927bo105bo$624b4o
168bobo754bob2o103b3o$796bob2o753bobo$624b4o170bo291bo$624bo2bo402b3o
57bo$799bo290bo50bo$798b2obo339bo$799bobo325bo13bo$1127bo$1127bo3$527b
o$527bo$527bo360b3o$547b3o$486b3o772b3o$509b3o$510bo470bo14b3o$510b2o
469bo$600bo4bo375bo$502b3o95b6o12bo73bo$598b2o18bo73bo$599bob5o12bo51b
2ob2o17bo63bo661b2ob2o58b3o$598b2obobobo65bobo82bo274b2ob2o383bobo60bo
$599bo70b2ob2o81bo275bobo324b3o57bobo59b2o10b3o$598b2o388b3o41bobo383b
2ob2o140bo$1031b2ob2o526b2obo$894bo622b3o43bobo$894bo418bobo55b3o$894b
o418b3o67b3o$602bobobo568b3o135bo$602b5o$566b3o$602b5o529bo$602bobobo
529bo$1136bo4$646bo$646bo$646bo415bo$1033b3o26bo277b3o$276b3o381bo401b
o$288b3o369b3o27bo2bo405b3o$97bo44b3o517bo27b4o406bo$96b3o559bo441b2o$
239b2ob2o414b3o29b4o$96b2o68b3o8bobo60bobo57b3o357bo29bo2bo48b2o43bo$
177b3o60bobo500bo41bob2o$179bo59b2ob2o498b3o40bobo$1174bo$1174bo$935bo
bo236bo$731b3o172b2o27b3o$907bo27bo$520b2o384b3o2$520b3o314bo397b3o26b
3o$521bo315bo$837bo2$1404b3o$1265bo$1263bob2o$480b2o295b2o484bobo$481b
o296bo116bo$480b3o10b3o281b3o31bo83b3o406bo$349b2o93bo364bob2o82bobo
404b3o$350bo92b3o363bobo490bobo$349b3o$107bo335b2o580b2ob2o$o105b3o
654bo262bobo58bo$3o760bo262bobo58bo$obo104b2o654bo261b2ob2o57bo$88bo$
86bob2o771b3o211bo160bo$86bobo974bo11bo160bo$1063bo11bo160bo$1063bo
539bobo$1603bob2o$429bobo1173bo89bo$429b3o272b3o838b3o145bob2o$431bo
705bo284bo270bobo45bo$517bo619bo284bo142bo174b3o$461bo54bobo618bo284bo
142bo$356bobo102bo55bo1047bo175b2o$356b3o102bo$147bo210bo517b3o125b3o
401bo29b2o$147bo123bo105b2o202bo515bo308bob2o29bo298bo$147bo122b3o104b
o203bo179b2o334bo308bobo29b3o297bo$376b3o202bo180bo334bo640bo$271b2o
489bob2o$762bobo170bobo$761b2ob2o169b3o$915bo19bo$915bo465bo$915bo465b
o$1028b2o351bo$881b3o$882bo144b3o$880bo147bo$879b3o$928b3o223b2o$929bo
$929b2o222b3o$1154bo2$717bobo$717b3o$719bo$819bo$447b2o370bo$819bo$
447b3o535b3o$448bo579bo49b2o$935bo92bo49bo$934bobo91bo48b3o$763bo171bo
$763bo$763bo335b3o7$538b3o735bo$1161bo114bo$1161bo114bo$976bo12b2o170b
o$540b3o433bo13bo$934bo41bo12b3o$934bo12bo$934bo11b3o285b3o2$946b2o$
994bo178bo$857bo136bo178bo$856b3o135bo178bo2$857b2o$1269b3o$882bo$882b
3o$882bobo3$699b3o67bo$732bo36bo$732bo36bo150bo497bo$732bo55bo131bo
496b3o$787b2obo129bo$788bobo626b2o2b2o2$1420b3o$1008bo2bo409bo$439b3o
566b4o2$446bo561b4o317bo$444bob2o421bo138bo2bo317bo$444bobo422bo459bo$
869bo4$777bo$777b3o$777bobo593bo$1373bo$1373bo6$592b3o37b3o$639b3o2$
1066bobo$932bo96bo36b3o298b2ob2o$931b3o95b3o36bo258b3o38bobo$1029bobo
336bobo$932b2o434bobo$893b2o472b2ob2o$893bo$892b3o3$1329b3o$866bobo
557bo$865b2obo556b3o$866bo$1425b2o3$1323bo$1323bo$1046bo276bo$1045bobo
$726bo208bo110bo$726bo206bob2o$726bo206bobo$1250bo$1250b3o$635bo614bob
o$589b3o43b3o$535b3o97bobo$536bo623bo187bo$536b2o517bobo100b3o185bob2o
$1055b3o100bobo185bobo$1057bo126bobo$727bo456bob2o$572b3o152bo458bo$
573bo153bo91bo$575bo242b3o98b3o$574b3o338b2o$585bo2bo230b2o$585b4o325b
3o$674b3o238bo$585b6o$585bo4bo2$951b3o266bo$952bo267bo$952b2o266bo129b
2o$702b3o410bo$1115bo234b3o$146bo968bo235bo$146bo$146bo7$830bo62bo93bo
bo$829b3o48b3o9b3o83bobo6bob2o$683b3o231bo60b3o8bo45b3o$829b2o61b2o23b
o39b3o$917bo60b3o131bo$873bo104bobo129b3o$873bo236bobo158b3o$873bo3$
648bo$648b3o$648bobo2$1270b4o3$1270b4o$1346bo$710b2o315b2o315b3o$711bo
632bobo$710b3o62bo250b3o$576bo198bo251bo$576bo198bo$576bo$561bobobo$
143bo417b5o$141bob2o380b3o$141bobo417b5o$561bobobo208b2o546b2o$774b2o
547bo$774b2o546b3o$774b2o$774b2o$774b2o3$626b3o$1045b2o2$1044b3o$1045b
o2$680b3o4$1055bo$1055bo$930bobo122bo$930b3o$932bo2$1106bo2bo$1073b3o
30b4o2$1087b3o16b4o$1043b3o60bo2bo$906b3o385b3o$732b2o241bo$732bo241bo
bo$731b3o241bo$760b2o$761bo130bo$760b3o128b2obo412bo$892bobo367bo42bob
2o$1262bo42bobo$1262bo50bo$1313bo$1313bo4$719b2o$720bo$719b3o2$681bobo
302b2o$681b3o$681bo303b3o$986bo5$624b3o95bo$722bo$722bo640b2o$1364bo$
1363b3o4$785b3o5$918bo$918bo$918bo$713b3o27b3o$735bo$735bo185b2o$735bo
61b3o$920b3o$873bobo45bo$540b3o178b3o149bob2o144b3o$875bo146bo$507b2o
334b2ob2o173b2o$844b3o$506b3o288bo46bobo$507bo289bo254b2o$797bo254bo$
1051b3o251bo$1303bob2o$1303bobo$1328bo$1326bob2o$1326bobo13$1306b2o2$
1306b3o$1307bo15$1031bo$1031bo$1024bobo4bo$1024b3o$723bobo300bo$722b2o
bo$723bo9$628bo$626b3o$626bobo19$526b3o2$512bo3bo$477bo34b5o$477bo$
477bo34b5o$512bo3bo28$1303b3o$1304bo$1303b2o30$697b3o$698bo$698b2o$
628bo$628b3o$628bobo41$637bo$637bo$637bo$630b3o$631bo$630b2o!
Upper bound is 2 850 443 101 581 generations.

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confocaloid
Posts: 6697
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by confocaloid » October 1st, 2024, 11:55 pm

Two p30 oscillators interact symmetrically, becoming a p49 oscillator:

Code: Select all

x = 12, y = 18, rule = B3-ceqr4aikqtw5-ceqr6ce/S2ce3-ceqr4acikqtw5-cqr6cei7e8
bo$3o$b2o13$9b2o$9b3o$10bo!
#C [[ ZOOM 8 THEME MCell GRID ]]
I'm currently running apgsearch on this ruleset, it looks interesting. There might be a gun.
127:1 B3/S234c User:Confocal/R (isotropic CA, incomplete)
Unlikely events happen.
My silence does not imply agreement, nor indifference. If I disagreed with something in the past, then please do not construe my silence as something that could change that.

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CARuler
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by CARuler » October 2nd, 2024, 7:59 pm

puffer

Code: Select all

x = 78, y = 64, rule = B34int5ry6i/S2-i35y
10$19b2o$18b2obo$19bo2bo$20b3o$16bo3b2o$15b4o$15bo3bo45bo$17bobo27bo16b
4o$18bo27bobo14b2obobo$46b3o12b3obo2b2o$54b3o3bo5b3o$44bo5bo6bo3bo2b4o
$33bo10b2o3b2o6bo4b4o$33bo11bo3bo8bo$55bobo$56bo$35b3o$34bo2bo$34bo2b
o$33bo2bo$34bo$33b2o$34bo$33bo2bo$34bo2bo$34bo2bo$35b3o$56bo$55bobo$33b
o11bo3bo8bo$33bo10b2o3b2o6bo4b4o$44bo5bo6bo3bo2b4o$54b3o3bo5b3o$46b3o
12b3obo2b2o$18bo27bobo14b2obobo$17bobo27bo16b4o$15bo3bo45bo$15b4o$16b
o3b2o$20b3o$19bo2bo$18b2obo$19b2o!
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H. H. P. M. P. Cole
Posts: 475
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by H. H. P. M. P. Cole » October 2nd, 2024, 10:49 pm

Not sure where to post this, but here is a list of potentially-apgsearchable OT rules. This list is neither complete nor accurate (with regards to apgsearchability of each rule)*. If this is not the first attempt to do so, let me know.

To do this, I used Golly to generate 64 50%-filled 16x16 soups in every one of the 2^14 rules where the lowest birth condition is B3, and calculated the average final population of the ash after 64 generations. If this average final population of the soups is less than 3/16 the initial bounding box area, then the rule is flagged as potentially apgsearchable.

* Of course, it is not complete because it doesn't include Life, which is perfectly apgsearchable.

The script used to generate the list:

Code: Select all

import golly as g
import random

resultsFile = 'interestingrules-test.txt'
bbsize = 16
soupsperrule = 64

def getbb(celllist):
    maxx = 0
    minx = 0
    maxy = 0
    miny = 0
    for cellcoord in range(0, len(celllist)//2):
        if celllist[2*cellcoord] > maxx:
            maxx = celllist[2*cellcoord]
        if celllist[2*cellcoord] < minx:
            minx = celllist[2*cellcoord]
        if celllist[2*cellcoord+1] > maxy:
            maxy = celllist[2*cellcoord+1]
        if celllist[2*cellcoord+1] < miny:
            miny = celllist[2*cellcoord+1]
    return [maxx-minx, maxy-miny]

def rulec(binary):
    t = (14-len(bin(binary)[2:]))*'0'+bin(binary)[2:]
    s = 'B3'
    for i in range(0, 5):
        if t[i] == '1':
            s = s + str(i+4)
    s = s + '/S'
    for i in range(5,14):
        if t[i] == '1':
            s = s + str(i-5)
    return s
        
    
def clear_layer():
    r = g.getrect()
    if r:
        g.select(r)
        g.clear(0)
    return

rulecount = 0
intrulecount = 0

for b in range(0, 16384):
    g.new('')
    rule = rulec(b)
    g.setrule(rule)
    bbxl = []
    bbyl = []
    popl = []
    popm = []
    for soups in range(0, soupsperrule):
        clear_layer()
        g.show(str(rulecount)+' rules tested, '+str(soups)+' soups out of 64, '+str(intrulecount)+' possibly interesting rules')
        g.select([0,0,bbsize,bbsize])
        g.randfill(50)
        g.run(64)
        bb = getbb(g.getcells(g.getrect()))
        bbxl.append(bb[0])
        bbyl.append(bb[1])
        popl.append(int(g.getpop()))
        g.select([0,0,bbsize,bbsize])
        g.clear(1)
        popm.append(int(g.getpop()))
    bbxaverage = sum(bbxl)/soupsperrule
    bbyaverage = sum(bbyl)/soupsperrule
    popaverage = sum(popl)/soupsperrule
    popinboxaverage = sum(popm)/soupsperrule
    with open(resultsFile, 'a') as rF:
        if popaverage < 3*(bbsize**2)/16:
            intrulecount = intrulecount+1
            rF.write(rule+'\n')
    rulecount = rulecount+1
The list itself, which contains 4265 rules:

Code: Select all

B3/S
B3/S8
B3/S7
B3/S78
B3/S6
B3/S68
B3/S67
B3/S678
B3/S5
B3/S58
B3/S57
B3/S578
B3/S56
B3/S568
B3/S567
B3/S5678
B3/S4
B3/S48
B3/S47
B3/S478
B3/S46
B3/S468
B3/S467
B3/S4678
B3/S45
B3/S458
B3/S457
B3/S4578
B3/S456
B3/S4568
B3/S4567
B3/S3
B3/S38
B3/S37
B3/S378
B3/S36
B3/S368
B3/S367
B3/S3678
B3/S35
B3/S358
B3/S357
B3/S3578
B3/S356
B3/S3568
B3/S3567
B3/S35678
B3/S34
B3/S348
B3/S347
B3/S3478
B3/S346
B3/S3468
B3/S3467
B3/S34678
B3/S2
B3/S28
B3/S27
B3/S278
B3/S26
B3/S268
B3/S267
B3/S2678
B3/S25
B3/S258
B3/S257
B3/S2578
B3/S256
B3/S2568
B3/S2567
B3/S25678
B3/S24
B3/S248
B3/S247
B3/S2478
B3/S246
B3/S2468
B3/S2467
B3/S24678
B3/S245
B3/S2458
B3/S2457
B3/S24578
B3/S2456
B3/S24568
B3/S1
B3/S18
B3/S17
B3/S178
B3/S16
B3/S168
B3/S167
B3/S1678
B3/S15
B3/S158
B3/S157
B3/S1578
B3/S156
B3/S1568
B3/S1567
B3/S15678
B3/S14
B3/S148
B3/S147
B3/S1478
B3/S146
B3/S1468
B3/S1467
B3/S14678
B3/S145
B3/S1458
B3/S1457
B3/S14578
B3/S1456
B3/S14568
B3/S14567
B3/S13
B3/S138
B3/S137
B3/S1378
B3/S136
B3/S1368
B3/S1367
B3/S13678
B3/S135
B3/S1358
B3/S1357
B3/S13578
B3/S1356
B3/S13568
B3/S13567
B3/S135678
B3/S12
B3/S128
B3/S127
B3/S1278
B3/S126
B3/S1268
B3/S1267
B3/S12678
B3/S125
B3/S0
B3/S08
B3/S07
B3/S078
B3/S06
B3/S068
B3/S067
B3/S0678
B3/S05
B3/S058
B3/S057
B3/S0578
B3/S056
B3/S0568
B3/S0567
B3/S05678
B3/S04
B3/S048
B3/S047
B3/S0478
B3/S046
B3/S0468
B3/S0467
B3/S04678
B3/S045
B3/S0458
B3/S0457
B3/S04578
B3/S0456
B3/S04568
B3/S04567
B3/S03
B3/S038
B3/S037
B3/S0378
B3/S036
B3/S0368
B3/S0367
B3/S03678
B3/S035
B3/S0358
B3/S0357
B3/S03578
B3/S0356
B3/S03568
B3/S03567
B3/S035678
B3/S034
B3/S0348
B3/S0347
B3/S03478
B3/S0346
B3/S03468
B3/S03467
B3/S034678
B3/S02
B3/S028
B3/S027
B3/S0278
B3/S026
B3/S0268
B3/S0267
B3/S02678
B3/S025
B3/S0258
B3/S0257
B3/S02578
B3/S0256
B3/S02568
B3/S02567
B3/S025678
B3/S024
B3/S0248
B3/S0247
B3/S02478
B3/S0246
B3/S02468
B3/S02467
B3/S024678
B3/S0245
B3/S02458
B3/S02457
B3/S024578
B3/S01
B3/S018
B3/S017
B3/S0178
B3/S016
B3/S0168
B3/S0167
B3/S01678
B3/S015
B3/S0158
B3/S0157
B3/S01578
B3/S0156
B3/S01568
B3/S01567
B3/S015678
B3/S014
B3/S0148
B3/S0147
B3/S01478
B3/S0146
B3/S01468
B3/S01467
B3/S014678
B3/S0145
B3/S01458
B3/S01457
B3/S014578
B3/S01456
B3/S014568
B3/S013
B3/S0138
B3/S0137
B3/S01378
B3/S0136
B3/S01368
B3/S01367
B3/S013678
B38/S
B38/S8
B38/S7
B38/S78
B38/S6
B38/S68
B38/S67
B38/S678
B38/S5
B38/S58
B38/S57
B38/S578
B38/S56
B38/S568
B38/S567
B38/S5678
B38/S4
B38/S48
B38/S47
B38/S478
B38/S46
B38/S468
B38/S467
B38/S4678
B38/S45
B38/S458
B38/S457
B38/S4578
B38/S456
B38/S4568
B38/S4567
B38/S3
B38/S38
B38/S37
B38/S378
B38/S36
B38/S368
B38/S367
B38/S3678
B38/S35
B38/S358
B38/S357
B38/S3578
B38/S356
B38/S3568
B38/S3567
B38/S35678
B38/S34
B38/S348
B38/S347
B38/S3478
B38/S346
B38/S3468
B38/S3467
B38/S34678
B38/S2
B38/S28
B38/S27
B38/S278
B38/S26
B38/S268
B38/S267
B38/S2678
B38/S25
B38/S258
B38/S257
B38/S2578
B38/S256
B38/S2568
B38/S2567
B38/S25678
B38/S24
B38/S248
B38/S247
B38/S2478
B38/S246
B38/S2468
B38/S2467
B38/S24678
B38/S245
B38/S2458
B38/S2457
B38/S24578
B38/S2456
B38/S24568
B38/S1
B38/S18
B38/S17
B38/S178
B38/S16
B38/S168
B38/S167
B38/S1678
B38/S15
B38/S158
B38/S157
B38/S1578
B38/S156
B38/S1568
B38/S1567
B38/S15678
B38/S14
B38/S148
B38/S147
B38/S1478
B38/S146
B38/S1468
B38/S1467
B38/S14678
B38/S145
B38/S1458
B38/S1457
B38/S14578
B38/S1456
B38/S14568
B38/S14567
B38/S13
B38/S138
B38/S137
B38/S1378
B38/S136
B38/S1368
B38/S1367
B38/S13678
B38/S135
B38/S1358
B38/S1357
B38/S13578
B38/S1356
B38/S13568
B38/S13567
B38/S135678
B38/S12
B38/S128
B38/S127
B38/S1278
B38/S126
B38/S1268
B38/S1267
B38/S12678
B38/S125
B38/S1258
B38/S0
B38/S08
B38/S07
B38/S078
B38/S06
B38/S068
B38/S067
B38/S0678
B38/S05
B38/S058
B38/S057
B38/S0578
B38/S056
B38/S0568
B38/S0567
B38/S05678
B38/S04
B38/S048
B38/S047
B38/S0478
B38/S046
B38/S0468
B38/S0467
B38/S04678
B38/S045
B38/S0458
B38/S0457
B38/S04578
B38/S0456
B38/S04568
B38/S04567
B38/S03
B38/S038
B38/S037
B38/S0378
B38/S036
B38/S0368
B38/S0367
B38/S03678
B38/S035
B38/S0358
B38/S0357
B38/S03578
B38/S0356
B38/S03568
B38/S03567
B38/S035678
B38/S034
B38/S0348
B38/S0347
B38/S03478
B38/S0346
B38/S03468
B38/S03467
B38/S034678
B38/S02
B38/S028
B38/S027
B38/S0278
B38/S026
B38/S0268
B38/S0267
B38/S02678
B38/S025
B38/S0258
B38/S0257
B38/S02578
B38/S0256
B38/S02568
B38/S02567
B38/S025678
B38/S024
B38/S0248
B38/S0247
B38/S02478
B38/S0246
B38/S02468
B38/S02467
B38/S024678
B38/S0245
B38/S02458
B38/S02457
B38/S024578
B38/S01
B38/S018
B38/S017
B38/S0178
B38/S016
B38/S0168
B38/S0167
B38/S01678
B38/S015
B38/S0158
B38/S0157
B38/S01578
B38/S0156
B38/S01568
B38/S01567
B38/S015678
B38/S014
B38/S0148
B38/S0147
B38/S01478
B38/S0146
B38/S01468
B38/S01467
B38/S014678
B38/S0145
B38/S01458
B38/S01457
B38/S014578
B38/S01456
B38/S014568
B38/S014567
B38/S013
B38/S0138
B38/S0137
B38/S01378
B38/S0136
B38/S01368
B38/S01367
B38/S013678
B37/S
B37/S8
B37/S7
B37/S78
B37/S6
B37/S68
B37/S67
B37/S678
B37/S5
B37/S58
B37/S57
B37/S578
B37/S56
B37/S568
B37/S567
B37/S5678
B37/S4
B37/S48
B37/S47
B37/S478
B37/S46
B37/S468
B37/S467
B37/S4678
B37/S45
B37/S458
B37/S457
B37/S4578
B37/S456
B37/S4568
B37/S4567
B37/S3
B37/S38
B37/S37
B37/S378
B37/S36
B37/S368
B37/S367
B37/S3678
B37/S35
B37/S358
B37/S357
B37/S3578
B37/S356
B37/S3568
B37/S3567
B37/S35678
B37/S34
B37/S348
B37/S347
B37/S3478
B37/S346
B37/S3468
B37/S3467
B37/S34678
B37/S2
B37/S28
B37/S27
B37/S278
B37/S26
B37/S268
B37/S267
B37/S2678
B37/S25
B37/S258
B37/S257
B37/S2578
B37/S256
B37/S2568
B37/S2567
B37/S25678
B37/S24
B37/S248
B37/S247
B37/S2478
B37/S246
B37/S2468
B37/S2467
B37/S24678
B37/S245
B37/S2458
B37/S2457
B37/S24578
B37/S1
B37/S18
B37/S17
B37/S178
B37/S16
B37/S168
B37/S167
B37/S1678
B37/S15
B37/S158
B37/S157
B37/S1578
B37/S156
B37/S1568
B37/S1567
B37/S15678
B37/S14
B37/S148
B37/S147
B37/S1478
B37/S146
B37/S1468
B37/S1467
B37/S14678
B37/S145
B37/S1458
B37/S1457
B37/S14578
B37/S1456
B37/S14568
B37/S13
B37/S138
B37/S137
B37/S1378
B37/S136
B37/S1368
B37/S1367
B37/S13678
B37/S135
B37/S1358
B37/S1357
B37/S13578
B37/S1356
B37/S13568
B37/S13567
B37/S135678
B37/S12
B37/S128
B37/S127
B37/S1278
B37/S126
B37/S1268
B37/S1267
B37/S12678
B37/S0
B37/S08
B37/S07
B37/S078
B37/S06
B37/S068
B37/S067
B37/S0678
B37/S05
B37/S058
B37/S057
B37/S0578
B37/S056
B37/S0568
B37/S0567
B37/S05678
B37/S04
B37/S048
B37/S047
B37/S0478
B37/S046
B37/S0468
B37/S0467
B37/S04678
B37/S045
B37/S0458
B37/S0457
B37/S04578
B37/S0456
B37/S04568
B37/S04567
B37/S03
B37/S038
B37/S037
B37/S0378
B37/S036
B37/S0368
B37/S0367
B37/S03678
B37/S035
B37/S0358
B37/S0357
B37/S03578
B37/S0356
B37/S03568
B37/S03567
B37/S035678
B37/S034
B37/S0348
B37/S0347
B37/S03478
B37/S0346
B37/S03468
B37/S03467
B37/S034678
B37/S02
B37/S028
B37/S027
B37/S0278
B37/S026
B37/S0268
B37/S0267
B37/S02678
B37/S025
B37/S0258
B37/S0257
B37/S02578
B37/S0256
B37/S02568
B37/S02567
B37/S025678
B37/S024
B37/S0248
B37/S0247
B37/S02478
B37/S0246
B37/S02468
B37/S02467
B37/S024678
B37/S0245
B37/S02458
B37/S02457
B37/S024578
B37/S01
B37/S018
B37/S017
B37/S0178
B37/S016
B37/S0168
B37/S0167
B37/S01678
B37/S015
B37/S0158
B37/S0157
B37/S01578
B37/S0156
B37/S01568
B37/S01567
B37/S015678
B37/S014
B37/S0148
B37/S0147
B37/S01478
B37/S0146
B37/S01468
B37/S01467
B37/S014678
B37/S0145
B37/S01458
B37/S01457
B37/S014578
B37/S01456
B37/S014568
B37/S013
B37/S0138
B37/S0137
B37/S01378
B37/S0136
B37/S01368
B37/S01367
B37/S013678
B378/S
B378/S8
B378/S7
B378/S78
B378/S6
B378/S68
B378/S67
B378/S678
B378/S5
B378/S58
B378/S57
B378/S578
B378/S56
B378/S568
B378/S567
B378/S5678
B378/S4
B378/S48
B378/S47
B378/S478
B378/S46
B378/S468
B378/S467
B378/S4678
B378/S45
B378/S458
B378/S457
B378/S4578
B378/S456
B378/S4568
B378/S4567
B378/S3
B378/S38
B378/S37
B378/S378
B378/S36
B378/S368
B378/S367
B378/S3678
B378/S35
B378/S358
B378/S357
B378/S3578
B378/S356
B378/S3568
B378/S3567
B378/S35678
B378/S34
B378/S348
B378/S347
B378/S3478
B378/S346
B378/S3468
B378/S3467
B378/S34678
B378/S2
B378/S28
B378/S27
B378/S278
B378/S26
B378/S268
B378/S267
B378/S2678
B378/S25
B378/S258
B378/S257
B378/S2578
B378/S256
B378/S2568
B378/S2567
B378/S25678
B378/S24
B378/S248
B378/S247
B378/S2478
B378/S246
B378/S2468
B378/S2467
B378/S24678
B378/S245
B378/S2458
B378/S2457
B378/S24578
B378/S2456
B378/S1
B378/S18
B378/S17
B378/S178
B378/S16
B378/S168
B378/S167
B378/S1678
B378/S15
B378/S158
B378/S157
B378/S1578
B378/S156
B378/S1568
B378/S1567
B378/S15678
B378/S14
B378/S148
B378/S147
B378/S1478
B378/S146
B378/S1468
B378/S1467
B378/S14678
B378/S145
B378/S1458
B378/S1457
B378/S14578
B378/S1456
B378/S14568
B378/S14567
B378/S13
B378/S138
B378/S137
B378/S1378
B378/S136
B378/S1368
B378/S1367
B378/S13678
B378/S135
B378/S1358
B378/S1357
B378/S13578
B378/S1356
B378/S13568
B378/S13567
B378/S135678
B378/S12
B378/S128
B378/S127
B378/S1278
B378/S126
B378/S1268
B378/S1267
B378/S12678
B378/S0
B378/S08
B378/S07
B378/S078
B378/S06
B378/S068
B378/S067
B378/S0678
B378/S05
B378/S058
B378/S057
B378/S0578
B378/S056
B378/S0568
B378/S0567
B378/S05678
B378/S04
B378/S048
B378/S047
B378/S0478
B378/S046
B378/S0468
B378/S0467
B378/S04678
B378/S045
B378/S0458
B378/S0457
B378/S04578
B378/S0456
B378/S04568
B378/S04567
B378/S03
B378/S038
B378/S037
B378/S0378
B378/S036
B378/S0368
B378/S0367
B378/S03678
B378/S035
B378/S0358
B378/S0357
B378/S03578
B378/S0356
B378/S03568
B378/S03567
B378/S035678
B378/S034
B378/S0348
B378/S0347
B378/S03478
B378/S0346
B378/S03468
B378/S03467
B378/S034678
B378/S02
B378/S028
B378/S027
B378/S0278
B378/S026
B378/S0268
B378/S0267
B378/S02678
B378/S025
B378/S0258
B378/S0257
B378/S02578
B378/S0256
B378/S02568
B378/S02567
B378/S025678
B378/S024
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B3467/S0678
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B34678/S
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B345/S4
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B34578/S18
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Naszvadi
Posts: 1455
Joined: May 7th, 2016, 8:53 am
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Naszvadi » October 3rd, 2024, 2:23 am

CARuler wrote:
October 2nd, 2024, 7:59 pm
puffer

Code: Select all

x = 78, y = 64, rule = B34int5ry6i/S2-i35y
10$19b2o$18b2obo$19bo2bo$20b3o$16bo3b2o$15b4o$15bo3bo45bo$17bobo27bo16b
4o$18bo27bobo14b2obobo$46b3o12b3obo2b2o$54b3o3bo5b3o$44bo5bo6bo3bo2b4o
$33bo10b2o3b2o6bo4b4o$33bo11bo3bo8bo$55bobo$56bo$35b3o$34bo2bo$34bo2b
o$33bo2bo$34bo$33b2o$34bo$33bo2bo$34bo2bo$34bo2bo$35b3o$56bo$55bobo$33b
o11bo3bo8bo$33bo10b2o3b2o6bo4b4o$44bo5bo6bo3bo2b4o$54b3o3bo5b3o$46b3o
12b3obo2b2o$18bo27bobo14b2obobo$17bobo27bo16b4o$15bo3bo45bo$15b4o$16b
o3b2o$20b3o$19bo2bo$18b2obo$19b2o!
Corderized, 54c/117 orthogonal:

Code: Select all

#C [[ TRACK 54/117 0 ]]
x = 641, y = 713, rule = B34int5ry6i/S2-i35y
425b2o5bo$416b2o6bobo4b4o8b3o$372b2o41bo2bo4bobo5b4o8bobo$372bobo41bo
2bo3b2o7b3o7bo2bo$373bo42bo3bo20b2ob2o4bo$416bo3bo13bo6b2o2b2o2bobo$
415bo18b2o6bo2b2o5bo$416bobo15b2o7b2obo4bo$417bo25b4o3bo$445b4o$446b2o
2$300b2o52b2o52b2o43b2o$300b2o52b2o52b2o25bo16b4o$361b3o86b4o3bo$363bo
71bo14b2obo4bo$362bo86bo2b2o5bo$444b2o2b2o2b2o2bobo$425b3o4b2obob2o5b
2o2b2ob2o4bo$425bo2bo2bo2bobo2bo9bo2bo$427bo3b9o10bobo$425b2o17b2o4b3o
$444b2o$421b2ob2ob2o$417b2ob6o2b2o$420b3o2bo2bo$420b2o$421bo2bo2$423b
2o10$406bo$407b2o$271b2o133b2o$270bobo$272bo113b2o$387b2o$386bo23$382b
o$383bo$296bo84b3o$296b2o$295bobo113b2o$410bobo$412bo21$439b2o$439b2o
3b2o5b2o$433b2o4b3ob3o5b2o$356bobo92b3obobo$357b2o82bo21b2o$320b3o34bo
80b3o3b2o9b2obo3b5o$322bo108b3o5b2ob2o2bo7bo2bo4bo4bo$321bo121bo2bo6bo
8b3o2bo$444b2o8bobo6bo2b2o$431b3o30b2o$30b2o52b2o52b2o52b2o52b2o52b2o
52b2o52b2o$30b2o52b2o52b2o52b2o52b2o52b2o52b2o52b2o3$415bo$415b2o40b2o
$414bobo30bobo6bo2b2o$416bo16bobo10bo8b3o2bo$443b2o5bo4bo4bo$373bo57b
2obob2o5b2o2b2o2bo3b5o$372bobo48b2o9bo14bo6b2o$372b2o49bobo5bob3obo10b
3o$424bobo3bo7bo4b2o$425b2o5bo3bo6b2o$433bobo$434bo9$345b2o$346b2o$
345bo3$b2o$obo$2bo22$370b2o$369bobo$371bo3$26bo$26b2o$25bobo22$395bo$
395b2o$394bobo3$598b2o5bo$50b3o536b2o6bobo4b4o8b3o$52bo492b2o41bo2bo4b
obo5b4o8bobo$51bo493bobo41bo2bo3b2o7b3o7bo2bo$546bo42bo3bo20b2ob2o4bo$
589bo3bo13bo6b2o2b2o2bobo$588bo18b2o6bo2b2o5bo$589bobo15b2o7b2obo4bo$
590bo25b4o3bo$618b4o$619b2o2$473b2o52b2o52b2o43b2o$473b2o52b2o52b2o25b
o16b4o$534b3o86b4o3bo$299b2o52b2o27bo24b2o127bo71bo14b2obo4bo$299b2o
52b2o26b4o22b2o27b2o8bobo86bo86bo2b2o5bo$308b2o70b2obo2bo41bo6b2ob2o
10b3o13b3o148b2o2b2o2b2o2bobo$308b3o68b2o5bo39b4obo3bob3o4bo7bo3bo9b3o
129b3o4b2obob2o5b2o2b2ob2o4bo$308b2o70b2obo2bo39b2o2bobo2b2ob2o4b2obo
3bo2bo2bob3o3b4o129bo2bo2bo2bobo2bo9bo2bo$381b4o42bo8b2o11b4o8bo3b2o5b
6o122bo3b9o10bobo$382bo44bob3o16bo2bo14b2o4b2obo2b2o118b2o17b2o4b3o$
423bobob3obo16bo3bob2o4bo11b2obo3bo137b2o$448bo2bo4b4o15bo3bo114b2ob2o
b2o$428bo21bo25b3o111b2ob6o2b2o$426b2o48bo116b3o2bo2bo$426b3o164b2o$
426b3o165bo2bo2$596b2o$75b2o$76b2o$75bo7$394bobo182bo$395b2o183b2o$
395bo183b2o2$559b2o$560b2o$559bo14$100b2o$99bobo$101bo7$371bo183bo$
369bobo184bo$370b2o182b3o2$584b2o$583bobo$585bo14$125bo$125b2o$124bobo
5$612b2o$612b2o3b2o5b2o$345bo260b2o4b3ob3o5b2o$346b2o181bobo92b3obobo$
345b2o183b2o82bo21b2o$530bo80b3o3b2o9b2obo3b5o$604b3o5b2ob2o2bo7bo2bo
4bo4bo$616bo2bo6bo8b3o2bo$617b2o8bobo6bo2b2o$604b3o30b2o$203b2o52b2o
52b2o52b2o52b2o52b2o52b2o52b2o$203b2o52b2o52b2o52b2o52b2o52b2o52b2o52b
2o2$29b2o52b2o27bo24b2o$29b2o52b2o26b4o22b2o27b2o8bobo409bo$38b2o70b2o
bo2bo41bo6b2ob2o10b3o13b3o389b2o40b2o$38b3o68b2o5bo39b4obo3bob3o4bo7bo
3bo9b3o388bobo30bobo6bo2b2o$38b2o70b2obo2bo39b2o2bobo2b2ob2o4b2obo3bo
2bo2bob3o3b4o390bo16bobo10bo8b3o2bo$111b4o42bo8b2o11b4o8bo3b2o5b6o408b
2o5bo4bo4bo$112bo44bob3o16bo2bo14b2o4b2obo2b2o336bo57b2obob2o5b2o2b2o
2bo3b5o$153bobob3obo16bo3bob2o4bo11b2obo3bo335bobo48b2o9bo14bo6b2o$
178bo2bo4b4o15bo3bo335b2o49bobo5bob3obo10b3o$158bo21bo25b3o388bobo3bo
7bo4b2o$156b2o48bo391b2o5bo3bo6b2o$156b3o447bobo$156b3o448bo6$321bo$
322bo$320b3o4$124bobo$125b2o$125bo22$295bobo$296b2o$296bo3$101bo$99bob
o$100b2o2$100b2o$99bobo$101bo3$296bo$296b2o$295bobo22$125bo$125b2o$
124bobo4$320b3o$322bo$321bo6$156b3o448bo$156b3o447bobo$156b2o48bo391b
2o5bo3bo6b2o$158bo21bo25b3o388bobo3bo7bo4b2o$178bo2bo4b4o15bo3bo335b2o
49bobo5bob3obo10b3o$153bobob3obo16bo3bob2o4bo11b2obo3bo335bobo48b2o9bo
14bo6b2o$112bo44bob3o16bo2bo14b2o4b2obo2b2o336bo57b2obob2o5b2o2b2o2bo
3b5o$111b4o42bo8b2o11b4o8bo3b2o5b6o408b2o5bo4bo4bo$38b2o70b2obo2bo39b
2o2bobo2b2ob2o4b2obo3bo2bo2bob3o3b4o390bo16bobo10bo8b3o2bo$38b3o68b2o
5bo39b4obo3bob3o4bo7bo3bo9b3o388bobo30bobo6bo2b2o$38b2o70b2obo2bo41bo
6b2ob2o10b3o13b3o389b2o40b2o$29b2o52b2o26b4o22b2o27b2o8bobo409bo$29b2o
52b2o27bo24b2o2$203b2o52b2o52b2o52b2o52b2o52b2o52b2o52b2o$203b2o52b2o
52b2o52b2o52b2o52b2o52b2o52b2o$604b3o30b2o$617b2o8bobo6bo2b2o$616bo2bo
6bo8b3o2bo$604b3o5b2ob2o2bo7bo2bo4bo4bo$530bo80b3o3b2o9b2obo3b5o$345b
2o183b2o82bo21b2o$346b2o181bobo92b3obobo$345bo260b2o4b3ob3o5b2o$612b2o
3b2o5b2o$612b2o5$124bobo$125b2o$125bo14$585bo$583bobo$584b2o2$370b2o
182b3o$369bobo184bo$371bo183bo7$101bo$99bobo$100b2o14$559bo$560b2o$
559b2o2$395bo183b2o$395b2o183b2o$394bobo182bo7$75bo$76b2o$75b2o$596b2o
2$426b3o165bo2bo$426b3o164b2o$426b2o48bo116b3o2bo2bo$428bo21bo25b3o
111b2ob6o2b2o$448bo2bo4b4o15bo3bo114b2ob2ob2o$423bobob3obo16bo3bob2o4b
o11b2obo3bo137b2o$382bo44bob3o16bo2bo14b2o4b2obo2b2o118b2o17b2o4b3o$
381b4o42bo8b2o11b4o8bo3b2o5b6o122bo3b9o10bobo$308b2o70b2obo2bo39b2o2bo
bo2b2ob2o4b2obo3bo2bo2bob3o3b4o129bo2bo2bo2bobo2bo9bo2bo$308b3o68b2o5b
o39b4obo3bob3o4bo7bo3bo9b3o129b3o4b2obob2o5b2o2b2ob2o4bo$308b2o70b2obo
2bo41bo6b2ob2o10b3o13b3o148b2o2b2o2b2o2bobo$299b2o52b2o26b4o22b2o27b2o
8bobo86bo86bo2b2o5bo$299b2o52b2o27bo24b2o127bo71bo14b2obo4bo$534b3o86b
4o3bo$473b2o52b2o52b2o25bo16b4o$473b2o52b2o52b2o43b2o2$619b2o$618b4o$
590bo25b4o3bo$589bobo15b2o7b2obo4bo$588bo18b2o6bo2b2o5bo$589bo3bo13bo
6b2o2b2o2bobo$546bo42bo3bo20b2ob2o4bo$51bo493bobo41bo2bo3b2o7b3o7bo2bo
$52bo492b2o41bo2bo4bobo5b4o8bobo$50b3o536b2o6bobo4b4o8b3o$598b2o5bo3$
394bobo$395b2o$395bo22$25bobo$26b2o$26bo3$371bo$369bobo$370b2o22$2bo$o
bo$b2o3$345bo$346b2o$345b2o9$434bo$433bobo$425b2o5bo3bo6b2o$424bobo3bo
7bo4b2o$372b2o49bobo5bob3obo10b3o$372bobo48b2o9bo14bo6b2o$373bo57b2obo
b2o5b2o2b2o2bo3b5o$443b2o5bo4bo4bo$416bo16bobo10bo8b3o2bo$414bobo30bob
o6bo2b2o$415b2o40b2o$415bo3$30b2o52b2o52b2o52b2o52b2o52b2o52b2o52b2o$
30b2o52b2o52b2o52b2o52b2o52b2o52b2o52b2o$431b3o30b2o$444b2o8bobo6bo2b
2o$321bo121bo2bo6bo8b3o2bo$322bo108b3o5b2ob2o2bo7bo2bo4bo4bo$320b3o34b
o80b3o3b2o9b2obo3b5o$357b2o82bo21b2o$356bobo92b3obobo$433b2o4b3ob3o5b
2o$439b2o3b2o5b2o$439b2o21$412bo$410bobo$295bobo113b2o$296b2o$296bo84b
3o$383bo$382bo23$386bo$387b2o$272bo113b2o$270bobo$271b2o133b2o$407b2o$
406bo10$423b2o2$421bo2bo$420b2o$420b3o2bo2bo$417b2ob6o2b2o$421b2ob2ob
2o$444b2o$425b2o17b2o4b3o$427bo3b9o10bobo$425bo2bo2bo2bobo2bo9bo2bo$
425b3o4b2obob2o5b2o2b2ob2o4bo$444b2o2b2o2b2o2bobo$362bo86bo2b2o5bo$
363bo71bo14b2obo4bo$361b3o86b4o3bo$300b2o52b2o52b2o25bo16b4o$300b2o52b
2o52b2o43b2o2$446b2o$445b4o$417bo25b4o3bo$416bobo15b2o7b2obo4bo$415bo
18b2o6bo2b2o5bo$416bo3bo13bo6b2o2b2o2bobo$373bo42bo3bo20b2ob2o4bo$372b
obo41bo2bo3b2o7b3o7bo2bo$372b2o41bo2bo4bobo5b4o8bobo$416b2o6bobo4b4o8b
3o$425b2o5bo!

User avatar
DroneBetter
Posts: 138
Joined: December 1st, 2021, 5:16 am
Location: The UK (a delightful place)
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by DroneBetter » October 3rd, 2024, 5:12 am

H. H. P. M. P. Cole wrote:
October 2nd, 2024, 10:49 pm
Not sure where to post this, but here is a list of potentially-apgsearchable OT rules. This list is neither complete nor accurate (with regards to apgsearchability of each rule)*. [...]

To do this, I used Golly to generate 64 50%-filled 16x16 soups in every one of the 2^14 rules where the lowest birth condition is B3, and calculated the average final population of the ash after 64 generations. If this average final population of the soups is less than 3/16 the initial bounding box area, then the rule is flagged as potentially apgsearchable.

* Of course, it is not complete because it doesn't include Life, which is perfectly apgsearchable.

[...]
here it is in a subset of my Gray-coloured outer-totalistic map at File:OT map (Gray, speed colouring) (annotated).png; grey=spaceships disproven, green=spaceshps known, blue=heuristically apgsearchable (from you)
OT_map_(Colitudinal_soupfulness).png
OT_map_(Colitudinal_soupfulness).png (8.63 KiB) Viewed 1797 times
(note that no rules in your list are known not to contain spaceships)
Last edited by DroneBetter on October 3rd, 2024, 5:35 am, edited 2 times in total.
miaow

User avatar
ababa11e
Posts: 188
Joined: May 9th, 2024, 11:14 pm

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by ababa11e » October 3rd, 2024, 5:40 pm

I was looking for a rule and.. .wow. Natural [SORT OF]-Binary Counter rule.
example: 198k-200k GENS methuselah.

Code: Select all

x = 17, y = 18, rule = M0,1,4,15,11,5,4,9,8,9,12,2,13,0,9,13
12bo3bo$13bo2$14bo2$15bo$14bobo$15bo8$bo$obo$bo!
Can any of yall find how the pop-plot works? It seems extremely complicated, max acheived was 38 cells.
max cells acheived per scale:
6x7 = 16, 7x8 = 18, 8x9 = 20...
happens to be equal to 2b (b is bounding box smaller side) + 4
gens per scale:
104, 200, 398... [same ones as max cell]
ababa11e: creating rules one golf at a time.

Code: Select all

x = 15, y = 9, rule = B3-jr4jn6c/S234i5r
6bo$6bo$8bo$8b3o$10bo$7bo2bo$7b3o!

User avatar
confocaloid
Posts: 6697
Joined: February 8th, 2022, 3:15 pm
Location: learn to protect yourself against stray gliders and sparks and self-destruct mechanisms

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by confocaloid » October 4th, 2024, 5:43 pm

confocaloid wrote:
October 1st, 2024, 11:55 pm
Two p30 oscillators interact symmetrically, becoming a p49 oscillator:

Code: Select all

x = 12, y = 18, rule = B3-ceqr4aikqtw5-ceqr6ce/S2ce3-ceqr4acikqtw5-cqr6cei7e8
bo$3o$b2o13$9b2o$9b3o$10bo!
#C [[ ZOOM 8 THEME MCell GRID ]]
I'm currently running apgsearch on this ruleset, it looks interesting. There might be a gun.
Four spaceships with occurrences so far: 11P4H1V0, 15P8H3V0, 12P6H2V2, 13P8H1V1:

Code: Select all

x = 41, y = 6, rule = B3-ceqr4aikqtw5-ceqr6ce/S2ce3-ceqr4acikqtw5-cqr6cei7e8
2b3o8b3o8bo12bo$bo3bo7b3o7b3o10b3o$o2bo2bo5bobobo8b2o7bo2bo2bo$2bobo8b
3o5b2o2bo8bo2b2o$3bo8bobobo6b3o8bo2bo$35bo!
#C [[ ZOOM 8 THEME MCell GRID ]]
Several high-period oscillators:

44P100:

Code: Select all

x = 22, y = 22, rule = B3-ceqr4aikqtw5-ceqr6ce/S2ce3-ceqr4acikqtw5-cqr6cei7e8
bo18bo$2o18b2o$2bo16bo6$8b6o$8bob2obo$8b2o2b2o$8b2o2b2o$8bob2obo$8b6o6$2bo16b
o$2o18b2o$bo18bo!
#C [[ ZOOM 6 THEME MCell ]]
88P107 (a prime period):

Code: Select all

x = 50, y = 50, rule = B3-ceqr4aikqtw5-ceqr6ce/S2ce3-ceqr4acikqtw5-cqr6cei7e8
16b3o12b3o$16b4obo6bob4o$16b3o12b3o14$3o44b3o$3o44b3o$3o44b3o$bo46bo2$bo46bo
7$bo46bo2$bo46bo$3o44b3o$3o44b3o$3o44b3o14$16b3o12b3o$16b4obo6bob4o$16b3o12b
3o!
#C [[ ZOOM 6 THEME MCell ]]
56P123:

Code: Select all

x = 53, y = 53, rule = B3-ceqr4aikqtw5-ceqr6ce/S2ce3-ceqr4acikqtw5-cqr6cei7e8
26bo$25bobo$26bo9$26bo2$25b3o7$20bo11bo4$24b5o$bo11bo10bobobo10bo11bo
$obo8bobo10b2ob2o10bobo8bobo$bo11bo10bobobo10bo11bo$24b5o4$20bo11bo7$
25b3o2$26bo9$26bo$25bobo$26bo!
#C [[ ZOOM 6 THEME MCell ]]
48P127 (a prime period):

Code: Select all

x = 26, y = 26, rule = B3-ceqr4aikqtw5-ceqr6ce/S2ce3-ceqr4acikqtw5-cqr6cei7e8
o24bo$bo22bo$2b2o18b2o$2b2o18b2o7$11b4o$10b2o2b2o$10bob2obo$10bob2obo$10b2o2b
2o$11b4o7$2b2o18b2o$2b2o18b2o$bo22bo$o24bo!
#C [[ ZOOM 6 THEME MCell ]]
60P264:

Code: Select all

x = 47, y = 47, rule = B3-ceqr4aikqtw5-ceqr6ce/S2ce3-ceqr4acikqtw5-cqr6cei7e8
22b3o2$23bo14$23bo$21b2ob2o$22b3o$21bo3bo2$17bobo7bobo$o16b2o4bo4b2o16b
o$obo13bobo3bobo3bobo13bobo$o16b2o4bo4b2o16bo$17bobo7bobo2$21bo3bo$22b
3o$21b2ob2o$23bo14$23bo2$22b3o!
#C [[ ZOOM 6 THEME MCell ]]
127:1 B3/S234c User:Confocal/R (isotropic CA, incomplete)
Unlikely events happen.
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b-engine
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by b-engine » October 5th, 2024, 12:28 am

8c/40 that's almost a rotating oscillator:

Code: Select all

x = 4, y = 4, rule = B3ai5y6kn/S345
bo$3o$o2bo$3o!
Spaceship collection:

Code: Select all

x = 18, y = 4, rule = B3ai5y6kn/S345
bo5bo7bo$3o3b3o5b3o$obo3bobo5bo2bo$2bo3bobo5b3o!

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CARuler
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by CARuler » October 5th, 2024, 2:50 pm

chaos puffer

Code: Select all

x = 201, y = 223, rule = B2/S14cjwz|B2-a6k/S13cejnq4-a
77$82b3o$81bob2o$81bo2$93bo$81bo3b2o2bo$89b2o2b2o98bo$81bo4bo5b2o4bo93b
obo$94bobo2bo$94b2o3bo2bo2b2o85bobo$95bo5bo2bo2bo$97bo6bo2b2o$87bobo2b
o6b3obobo2bo$92bo2b2obo3bob2o$94bobo2bo8bo$93b2o3b2o$90bobo3b3o2bo$94b
obo$92bobo$93b2o8bo$92b2o6bob2o21bo2bo$95bo7bo$121bo$96b3obo22b4obo$97b
o3b3o18bob2o$97bob2obobo14bob2o2bo$103b2o17bo2bo$123b2o$100bo18bo4bo$
99bo21bo$105b2o16b3o$104bobo16bo11b2o$103bo19bobo8bo$102bo25b2o4b3o$101b
o6bo2bo11bobo7b2o5bo2bo$101b2o4bo3bo7b3o2bo12b4o$102bo4b2ob3o7bo5b2o5b
2o3bobo$101b2o4b2o10bo4bo6bo2bo2bo$101bo8b3o7bo8bo3b2o4bob3o$101b2obo
2bo3bo22bo5b4o$102bo5b2obo29bo$107bo15bo11bobo$101b2o10b2o6bobo12bo$102b
obo$100b4o$114bo2$83bobo21b2o5bobo$82bo26bo3b2o$83bobo24bob2o$113bo7$
158bob3o2bo$165bo5b2o$157bo7b2o3bo$143bobo13bo2b3o5bo$161bo2bo6bo$143b
o3bo3b2o6b2o$144bo25bobo$139bobo5bo5bo$152bob2o$142bo6bo3bobobo$139bo
2bo10bo7bo21b2o$145bo2bo2bobobo23b3o$143b2o14bobo18bo$146bo3bob2obo4b
2o18bob3o$145bo2bo3bo2bo24b2obo$141bo6bo3bo25bo$141bobo2bo2b3obo25bo$
138bob2obo3bo8b2o23bo$142b2o5bo2bo$143b2obo8bo$143b2obo6b5o8bo$143bo39b
o$144b2o4bo4bo4b3o19bob2o$149bobo8b3o6b3o3b2o7bobo$128bobo22bo2bo2b3o
bo8bo3bo8bobo$80bo46bo24b3o5bo2b3o2bo6bobo8b2o$79bo4bo43bobo22bo6bob2o
2bo2bo3b6o4bo4bo$80bo89bo3bo3bo8bo$162bo6bo4bo5b2o$165bo8bo$157bobobo
3bob2o4b2o2bo$159bob2obo4bo5bo2bo$160bo3bo4b3o$165bo6b3o$157bo$156b2o
9bo$165b2obo$157bo10bo$156bobo7bo2bo$151bo15bobo$155bo11bobo$152bob2o
bo10bo$170bo2bo$154bo7b3o2bob3o$149bo10b2o13bo$148bo27bobo2bo$149bo16b
2o7bo5bo$144bo9bobo13b2o11bo$165bobobo5bo2b2o$165b2o5bobo8bo$180bob2o
$149b3o9b2o3bo$145b2o19bobo$161bo4bo4$163b2o$165bo$161b2ob2o$162bo$72b
o$71bo4bo83bo2bobo$72bo88bobo$173bo2$173bo5$11bobo150bo$10bo$11bobo150b
o10$126bobo2$126bobo$127bo!
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R2INT
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by R2INT » October 5th, 2024, 7:12 pm

c/10 spaceship in an isotropic rule with S234:

Code: Select all

x = 3, y = 2, rule = B2k3aei/S234
bo$3o!
The minrule of it also has a 3c/10d:

Code: Select all

x = 4, y = 17, rule = B2k3aei/S2-n3-ckny4aeijqtw
2b2o$o2bo$ob2o$bo11$2bo$b2o$2bo!
Range-2 INT
R2INT's Rule Collection

Currently missing OCA catalyst search software and OCA conduit search software (the one I have is hardcoded to B3/S23-a5)

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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by pifricted » October 6th, 2024, 9:42 am

Code: Select all

x = 63, y = 56, rule = B368/S2ae34a56-ce78
63o$63o$63o$63o$63o$63o$63o$63o$63o$63o$63o$63o$63o$63o$63o$63o$63o$63o
$63o$63o$63o$33o2b28o$33o2b28o$63o$63o$63o$63o$36obob24o$36ob26o$63o$
63o$63o$44o2b17o$44o2b17o$63o$63o$63o$63o$63o$63o$63o$63o$63o$63o$63o
$63o$63o$63o$63o$63o$63o$63o$63o$63o$63o$63o!
pifricted's rules & pifricted's Sandbox User:Pifricted
Ehhh…
I’m not a guy good at rule exploration, right?

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LuveelVoom
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by LuveelVoom » October 7th, 2024, 10:40 pm

B13/S02V|B3/S03V (an alternating von neumann rule!!) has a ton of cool ships (spoiler: 3c/7 DIAGONAL in a von neumann!!) (it is, sadly, explosive, but might still be universal.)

Code: Select all

x = 83, y = 9, rule = B13/S02V|B3/S03V
22bo2bo$22bob2o17bo3bo$43bo3bo$42bo5bo$42bo5bo33bo$10bo3bo28bo3bo34bo
$o3bo5bobobo24b2o9b2o28b2o$obobo17bo14b2o2bo7bo2b2o9bo4bo13bo$bo8bo3b
o7bo16b2o9b2o11b2o2b2o12b2o!
i see potential in this rule... current name idea is "saucevibe" but feel free to give better suggestions

also: fun diagonal alt von neumann breeder! can it be corderized??

Code: Select all

x = 29, y = 32, rule = B1/S0V|B4/S023V
3$7bo2$5b2o2bo$3bo2b2o$6bo$5b2o2bo13bo$5b2o5bo4b2ob2o3bo$8bob2o5bo2b2o
$8b2o2bo5b2o$9bobo4bo3b3o$10bo$17bo8bo2$18b4o$20b2o2bo$16bo3$15bo3bo$
18b2ob2o2bo$19bob2o2bo$25bo$25bo$20bo$16bo7bo2$16bo!
OCA primer (WIP): User:LuveelVoom/A_Primer_On_OCA
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by tommyaweosme » October 8th, 2024, 5:48 pm

a brand new rule i call: yoylecake life.

Code: Select all

x = 482, y = 177, rule = B2n3aijkr4ejz5cekry6cn/S2-ci3-acy4einrtyz5aenr6aci7
248bo$180bo67b2o$178b3o66b2o$179bo2$256bo$254b3o$254bo3$182bo$180b3o$
180bo8$217bo$217b2o$216b2o7bo$223b3o$223bo2$241bo$241b2o6bo$240b2o5b3o
$247bo3$361bo117bo$361b3o115b3o$362bo117bo3$472bo$472b2o$471b2o$358bo
$357b3o$359bo7$36bo$35b3o3$bo$2o$bo$35bo$34b3o$36bo19bo$5bo49b3o$4b3o
$6bo4$51bo$50b3o311bo$52bo311b3o$365bo6$361bo$360b3o$362bo9$367bo$367b
3o$369bo$456bo$254bo201b3o$220bo33b3o200bo$211bo8b2o34bo$211b3o6bo$213b
o234bo$277bo170b2o$254b3o20b3o167b2o$255bo23bo5$278b3o$178bobobo96bo$
7bo170b5o4bo$6b2o172bo6b2o$7bo179bo4$12bo296bo$11b3o294b2o$13bo295bo4$
313b3o$314bo5$228bo$228b2o$219bo8bo$219b3o$221bo7$266bo$265b2o$266bo7$
413bo2$270b3o138b3o19bo$271bo140bo$298bo132b3o$297b2o133bo$298bo2$407b
3o$238bo169bo$237b3o191b3o$432bo2$302b3o$303bo4$239b3o$240bo3$180bo$179b
3o11$180b3o$181bo!
here is a group of reactions i find very interesting.
as you can see, there is a brand new r-ship. i call it yoylecake because i want more bfdia in oca.

im sure with the tools given someone can eventually make a reflector.

goals:
diagonal spaceship
knightwise spaceship
t reflector
yoylecake reflector
t to yoylecake
yoytale to t
memory cell
t gun
yoylecake gun
speeds that dont end in 4
here's the gosper glider gun

Code: Select all

#R life
24bo$22bobo$12b2o6b2o12b2o$11bo3bo4b2o12b2o$2o8bo5bo3b2o$2o8bo3bob2o4b
obo$10bo5bo7bo$11bo3bo$12b2o!

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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by b-engine » October 8th, 2024, 6:25 pm

Common p6 (so common that it can been pushed) and p36 utilizing a pushing reaction:

Code: Select all

x = 16, y = 19, rule = B3ai4wz/S1e2aik3eiy4i
7bo$7b2o$7bo14$7bo$o6b2o6bo$o6bo7bo!

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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by CARuler » October 8th, 2024, 7:23 pm

Code: Select all

x = 3, y = 3, rule = B2e3i/S1e2-ai3j4w
bo$obo$obo!
edit:
rake

Code: Select all

x = 3, y = 3, rule = B2e3eir4j/S1e2-i3j4a6n
bo$obo$obo!
edit2:
pufferrake

Code: Select all

x = 4, y = 5, rule = B2e3eir4j/S1e2-i3j4a6n
b2o$o2bo3$b2o!
edit3:
pufferrake

Code: Select all

x = 16, y = 19, rule = B2e3eikr4j/S1e2-i3j4a6n
2$4bo2b2o2bo$5bo4bo2$7b2o2$7b2o$3b2o6b2o$bobo8bobo$o14bo$bo2bo2b2o2bo
2bo$2bo10bo$4bobo2bobo$6bo2bo$6bo2bo$6bo2bo$7b2o!
edit4:
O_O

Code: Select all

x = 10, y = 14, rule = B2e3eiry4j/S1e2-i3j4a6n
2$3b4o$2b2o2b2o$b2o4b2o$b8o$b2o4b2o$2b2o2b2o$3b4o!
edit5:
(O_O)_(O_O)

Code: Select all

x = 88, y = 167, rule = B2e3eikry4j/S1e2-i3j4a6n
2$o2$2bo$o2bo$2bo$5bo$3bo2bo$5bo$8bo$6bo2bo$8bo$11bo$9bo2bo$11bo$14bo
$12bo2bo$14bo$17bo$15bo2bo$17bo$4b3o13bo$5bo12bo2bo$20bo$23bo$21bo2bo
$23bo$26bo$24bo2bo$26bo$29bo$27bo2bo$29bo$32bo$30bo2bo$32bo$35bo$33bo
2bo$35bo2bo$39bobo$40bobo2$41bo2bo$43bobo2$28b3o13bo2bo$29bo16bobo9bo
$59bo$47bo2bo7bo$49bobo2$50bo2bo14bo$52bobo11bo2bo$49bo18bo$48b2o3bo2b
o14bo$49bo5bobo11bo2bo$71bo$56bo2bo$58bobo$14bo23bo$13b2o22b2o20bob2o
$b2o22b2o36bo$2o22b2o27bo5bob2o$15bo23bo12bo18bo$5b2o7bo14b2o7bo19bob
o11bo$6bo23bo18b3o5bobo4bo6bo$b2o27bo17b5o3bo6b2o$24bo4b2o10bo6b2ob2o
11bo$25bo4bobo6b3o6b5o$b2o29bo5b2obo7b3o6bo$2bo10b2o22b2o18bobo$20b2o
4bo11bo5bob2o$21bo3bo18b2obo$45bo8bo7bo7bo$4bo16bobo21b2o6bobo5bobo5b
2o$3bo17bobo21b3o22bo2$37b2o27bo$36b2o27bobo2$63bo5bo$27bo34bo7bo$10b
o15b3o5bo27bo7bo$11bo21b2o28bo5bo$10bo$36b2o27bobo$37b2o27bo3$45bobo5b
obo5bobo$46bo7bo7bo8bo$72bo$71bo$41bobo13bobo$42bo15bo3$45bobo5bobo$46b
o7bo3$49bobo18bo$50bo18b2o$70bo2$5bobo5bobo5bobo5bobo5bobo5bobo$6bo7b
o7bo7bo7bo7bo3$9bobo13bobo13bobo$10bo15bo15bo3$5bobo21bobo5bobo$6bo23b
o7bo3$bobo29bobo$2bo31bo3$5bobo5bobo5bobo5bobo$6bo7bo7bo7bo3$9bobo13b
obo$10bo15bo3$13bobo5bobo$14bo7bo3$17bobo$18bo3$5bobo5bobo$6bo7bo3$9b
obo$10bo3$5bobo$6bo3$bobo$2bo!
edit6:
puffer

Code: Select all

x = 29, y = 22, rule = B2e3eir4j/S1e2-i3j46n
11b2o2$8bo2b2o2bo$8b2o4b2o$11b2o$9bo4bo$8b2o4b2o$10bo2bo$9bo4bo3$8bo6b
o$8b2o4b2o$8bobo2bobo2$10b4o!
edit7:
pufferrake

Code: Select all

x = 69, y = 69, rule = B2e3eir4j/S1e2-i3j4-inr6n
6$37b4o$37bo2bo$36bob2obo$38b2o$36b2o2b2o$36bo4bo$31b3o10b3o$32bo3b6o
3bo$35b2o4b2o$28b3o7b2o7b3o$29bo18bo$26bobo20bobo$26bo11b2o11bo$26bob
o20bobo$29bo18bo$28b3ob2o10b2ob3o$33bobo2b2o2bobo$35b2o4b2o$31bo14bo$
32bo5b2o5bo$33b3o6b3o$32b3o8b3o$32bo12bo$15bo16b2o4b2o4b2o16bo$15b2o15b
3o8b3o15b2o$15bo46bo2$17bo13bo6b2o6bo13bo$17b2o11bobo12bobo11b2o$17bo
42bo4$37bo2bo$36b2o2b2o2$33bob2ob2ob2obo$29bo3bobo6bobo3bo$28bo2bo6b2o
6bo2bo$25b2o2bob2o12b2obo2b2o$22b2o2bo24bo2b2o$19b2o2bo7bobo3bo2bo3bo
bo7bo2b2o$16b2o2bo10bo4b2o2b2o4bo10bo2b2o$13b2o2bo12bo16bo12bo2b2o$14b
o16bo14bo16bo$38b2o2$2bo$2b2o$2bo33bo4bo$35b2o4b2o$38b2o2$17bo42bo$16b
2o14b2o10b2o14b2o$19b2o12b2o3b2o3b2o12b2o$20bobo32bobo$22b2o30b2o$35b
o2b2o2bo$30b2o3b2o4b2o3b2o$30bo5bo4bo5bo2$38b2o!
edit8:
pufferrake

Code: Select all

x = 13, y = 11, rule = B2e3eir4j/S1e2-i3j4-inrw6n
$5b3o$4b3o$5bo$10bo$2bo3bo3bo$2bo3bo3bo$10bo2$2bo3bo$3bo3bo!
edit9:
rake

Code: Select all

x = 21, y = 26, rule = B2e3eir4j/S1e2-i3-eiqr4-inrw6n
2$6b3o$7bo9bo$16b2o$17bo$10b3o$11bo$10bo$7bob3o$o6b2obo3b3o$7bo7b3o$17b
o$12bo4bo$3bo7b3o3bo$3b2o6b2o$3bo7b3o$12b3o$17bo$18bo$9bo7bo$8b3o$16b
o$15b2o$5bo10bo$4b3o!
edit10:
pufferrake

Code: Select all

x = 16, y = 20, rule = B2e3eir4j/S1e2-i3acjk4-inrw6n
2$6bo$5bobo2$2o2bobo$o3bo5bo$9bobo$2b2o2b2o4bo$2b2o2b2o4bo$9bobo$o3bo
5bo$2o2bobo2$5bobo$6bo3$bobo$2bo!
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b-engine
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by b-engine » October 9th, 2024, 4:54 am

These seemly meaningless line segments are actually a single natural p35 oscillator:

Code: Select all

x = 12, y = 5, rule = B3ai4wyz/S1e2aik3eiy4i5e7e
2o2$7bo$7bo3bo$7bo3bo!
By applying the left side to right we get a p40:

Code: Select all

x = 13, y = 5, rule = B3ai4wyz/S1e2aik3eiy4i5e7e
2o9b2o2$7bo$7bo$7bo!
 
By applying the right side to left we get a p30:

Code: Select all

x = 11, y = 3, rule = B3ai4wyz/S1e2aik3eiy4i5e7e
6bo$o5bo3bo$o5bo3bo!

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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by hotcrystal0 » October 9th, 2024, 10:03 pm

Weird failed RRO:

Code: Select all

x = 3, y = 4, rule = B2k3-ckny/S2-in3ijnqr4i
o$2o$b2o$2o!
Edit: crazy 16c/424o

Code: Select all

x = 20, y = 38, rule = B2k3-ckny4e/S2-in3ijnqr4eiky
2bo$2bo$o3b2o$obo2bo$2b4o2bo$3bo5bo$10bo$5bob4o6b2o$5b2obo9b2o$17b2o$
7b2obo6bo$6b2o3bobo$7bo2bo2bo$7bo2b2o$8b3o19$10b2o$10bobo$9b2obo$10bo
bo$10b3o!
Edit 2: (12,14)c/267

Code: Select all

x = 16, y = 11, rule = B2k3-ckny4e/S2-in3ijnqr4ciy
b3o$bobo$2o$b2o$b2o10bo$4bo8b2o$4b2o8b2o$13b2o2$3bo2bo$3b2obo!
Edit 3: 11c/164d

Code: Select all

x = 30, y = 9, rule = B2k3-ckny5c/S2-in3ijnqr4ciy
3b2o$bo2bo19bo$2o18bo3bo2bo$bob2o10b2o4bo5b2o$2b3o6b2obo2bo2bo7b2o$10b
obob3obo8b2o$9b2obo5b2o$10bobob2o$12bob2o!
Last edited by hotcrystal0 on October 10th, 2024, 7:08 am, edited 1 time in total.
wherever I go on the internet I bring with myself nothing but problems.

Code: Select all

x = 192, y = 53, rule = B3/S23
33$42b4o$41b6o$40b2ob4o$41b2o3$41b2o$39bo6bo$38bo8bo$38bo8bo$38b9o3$42b
4o$41b6o$40b2ob4o$41b2o!

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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by CARuler » October 9th, 2024, 10:59 pm

hotcrystal0 wrote:
October 9th, 2024, 10:03 pm

Edit 2: (12,16)c/267

Code: Select all

x = 16, y = 11, rule = B2k3-ckny4e/S2-in3ijnqr4ciy
b3o$bobo$2o$b2o$b2o10bo$4bo8b2o$4b2o8b2o$13b2o2$3bo2bo$3b2obo!
(12,14)c/267
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b-engine
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by b-engine » October 10th, 2024, 2:42 am

Weird puffer:

Code: Select all

x = 3, y = 4, rule = B2k3-ckny/S2-in3ijnqr4i7e
o$2o$b2o$2o!

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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Naszvadi » October 10th, 2024, 7:10 am

b-engine wrote:
October 10th, 2024, 2:42 am
Weird puffer:

Code: Select all

x = 3, y = 4, rule = B2k3-ckny/S2-in3ijnqr4i7e
o$2o$b2o$2o!
Weird corderization, orthogonal 32c/626:

Code: Select all

#C [[ TRACK 32/626 0 ]]
x = 209, y = 59, rule = B2k3-ckny/S2-in3ijnqr4i7e
188bo4bob2o$89bo28b3o68bo6bo$4b2o82b3o26b3obo64bo6bo2bo$2obo84bobo25b
2o2bobo25b2o35bob2o5bo$o2bo87b2o24bobobo25bob2o38b2o$58bo59bobo26bo2b
2o35bo2bo$58b2o59bo28b3o36b3o$59b2o88bo$57b3o131b3o$19b2o36b2o132bobo$
18bo3bo17bo31bo31bo31bo31bo22bo2bo$18b2o2b2o3bo11bobo29bobo29bobo29bob
o29bobo22b2o$20b3o3b3o11bo31bo31bo31bo31bo23bo$28b2o161b2o$25b2o2bo
161b3o$27bo2bo162b3o$193bo$48b3o139b2o$50bo125bo13bo2bo3bo$47bo129bo
15bob2o$48bobo140b2ob3o$193bo$194bo$45b2o$16bo27bobo2bo$44bo2bo2bo155b
o$44b2obo141bo16b2o$16bo31bo137b2o13b2o2bob2o$47bo138bo2bo12bo2bobo$
11b2o173bobo11bobo2b2o$187b2o12bo$11bo$9b6o$9bo$9bo2bo$10b3o2$180b2o$
16bo164b2o$14bo165bo$13bo5bo160bo$15bo2bo$16bo$16bo4$56bo31bo31bo31bo$
55bobo29bobo29bobo29bobo$56bo31bo31bo31bo3$74bo$36bo36bobo$34bo2bo35bo
bo55b2o$34bo38b2o57bo$34b2o67b2o24bo2bo$103bo26bo$103bobo!

User avatar
hotcrystal0
Posts: 4337
Joined: July 3rd, 2020, 5:32 pm
Location: wherever you think I am

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by hotcrystal0 » October 10th, 2024, 4:07 pm

“Double siperinski triangle”:

Code: Select all

x = 3, y = 4, rule = B2k3-ckny4ejy/S2-in3ijnqr4ity5n
o$2o$b2o$2o!
Edit: 26c/206o

Code: Select all

x = 3, y = 4, rule = B2k3-ckny4ejy/S2-in3ijnqr4ity5e
o$2o$b2o$2o!
Edit 2: what the heck (P160)

Code: Select all

x = 43, y = 38, rule = B2k3-ckny4ej5k/S2-ci3ijnqr4ity
8$19bo$18b3o$18bobo$20b2o2$19b3o$16b5o4bo$18b2o4b3o$24bo2bo$26bobo$24b
o2bo$24b3o$25bo!
wherever I go on the internet I bring with myself nothing but problems.

Code: Select all

x = 192, y = 53, rule = B3/S23
33$42b4o$41b6o$40b2ob4o$41b2o3$41b2o$39bo6bo$38bo8bo$38bo8bo$38b9o3$42b
4o$41b6o$40b2ob4o$41b2o!

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Period1GliderGun
Posts: 1097
Joined: March 9th, 2022, 1:50 am
Location: Everywhere you look
Contact:

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Period1GliderGun » October 10th, 2024, 5:39 pm

hotcrystal0 wrote:
October 9th, 2024, 10:03 pm
Weird failed RRO:
P1704:

Code: Select all

x = 59, y = 64, rule = B2k3-ckny/S2-in3ijnqr4i
55bo$54bobo$bo53bo$obo$bo29$11bo$10b3o$9bo2b2o$9b2o2bo$12bo$8b2o2bo$8b
o40b2o$9b2o37bo2b2o$47b3o2bo$47bo4bo$47b5o$48b2o3$18bo$17bo3bo$16bo$17b
o3bo$17bo$18b3o$19bo$57bo$56bobo$3bo53bo$2bobo$3bo3$31b2o$32bo$30bobo
!
Currently on another planet.

Code: Select all

x = 36, y = 9, rule = B3/S23
23bobo$21bo3bo$13bo7bo$12b4o4bo4bo8b2o$11b2obobo4bo12b2o$2o8b3obo2bo3b
o3bo$2o9b2obobo6bobo$12b4o$13bo!
[[ STEP 30 ]]

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