Rules with interesting replicators

For discussion of other cellular automata.
Yoel
Posts: 394
Joined: July 2nd, 2020, 1:02 am
Location: Electronic jungle
Contact:

Re: Rules with interesting replicators

Post by Yoel » May 22nd, 2022, 2:23 am

silversmith wrote:
May 20th, 2022, 10:09 am
Yoel wrote:
May 19th, 2022, 2:00 pm

1. It is true that fractals don't need to be self-similar. However, unless such structures are recursively proven to act like fractals, they may not be fractals. Technically speaking, true fractals are impossible in cellular automata, because by definition they must be infinitely downscalable. Even Sierpinski triangles in CA are not fractals as such, but approach true fractals at their limit.

2. The surface of this self-expanding structure approaches a true fractal, i.e. a Sierpinski triangle. The ever-growing central part, however, does not exhibit fractal properties. It's a non-repetitive spacefiller resembling Penrose's tiles.
The pattern grows indefinitely, so the details are “infinitely downscalable” relative to the entire pattern.
As I said, the pattern's surface obviously approaches a fractal, a quadratic variety of Koch curve.

Regarding the pattern itself (the inner part), you are technically right. At its limit, its fractal (Hausdorff) dimension is 2 (square-like), but still a fractal. Maybe more like a variety of Peano or Hilbert curve rather than Penrose's tiling, because hashlife easily captures and predicts its inner structure at any scale. BTW, Penrose tiling can also be viewed as a fractal.

However, usually people don't call such structures fractals, because at its limit the details become invisible. If you zoom it out, it looks like a plain filled space.

EDIT:

An obscure Sierpinski triangle:

Code: Select all

x = 38, y = 40, rule = R2,C17,M0,S2..3,B4..4,NM
10$11.3A5.J3.J$10.A3B3.J2.3K4.G$10.AB2.A3.2K2M2K3H$10.AB2CA3.2KM.3K2H
$9.D.2EDC.B.K2M2NHK2H$10.E2FEDC4.O2P2N.LG$9.2E2GF2CA2.2O2.P.N$8.2EG2H
F3A.2O3.2P2N.M$2.3A2.2EG.2IHGF.2O5.P3N$2.2AC.2EGHIJIHNF2O7.N.N$.A3C2E
2GIJ2K2F2O9.POM$.AC.DFGHIJK3LOP10.O$.3ADFGHIJKLEMOP6.O2.3O2LK$2.2A.D
2FHIJL.MNO2P2.P6.O5.I$3.2AD.2FHI2HKMNMJ2.P4.O.3L3J$6.4D2HEGE2MJ2P8.2N
L2J$5.B.2DGF2EGLG3J5.3ANJ.LKJB$8.2DE.2EB.DA7.2BJ2LKJDIC$7.C2.C.B.BD.B
A4.ABCBAJKJB2D$12.B.BD.BA3.ABC2DA2J2HGED$12.A2.2BA3.ABCD2EGHIHCG.D$
14.3A4.ABCDEFG2HEGE2C$22.AB2C2E3GE2C$23.3AC.3E.C$25.2A.CE.DC.B$26.2A
2CDCA$28.BOCB$27.P2.P!

User avatar
LaundryPizza03
Posts: 2323
Joined: December 15th, 2017, 12:05 am
Location: Unidentified location "https://en.wikipedia.org/wiki/Texas"

Re: Rules with interesting replicators

Post by LaundryPizza03 » June 10th, 2022, 9:17 am

Is this the first stable loop replicator?

Code: Select all

x = 5, y = 3, rule = B3-c5k/S2-i3-acky4iz
o2b2o$b3o$2bo!
EDIT: 37c/176d glide-symmetric replicator. It emits gliders parallel to each other, which annihilate in the middle.

Code: Select all

x = 5, y = 4, rule = B34e5ck/S2-i3-acky4iz
b3o$o2bo$o$2o2bo!
This rule also has a 31c/230d ship puffer:

Code: Select all

x = 6, y = 5, rule = B34e5ck/S2-i3-acky4iz
2b3o$bo2bo$bo3bo$2o3bo$b2o2bo!
EDIT3: This rule also has a 1-engine 37c/176d spaceship.

Code: Select all

x = 19, y = 11, rule = B34e5ck/S2-i3-acky4iz
12bo$11b3o$10b2o2bo$11bobo$12b6o$15bo2bo$16b3o$4bo$o3bobo$bob2obo$bo!
2-engine 31c/230d:

Code: Select all

x = 59, y = 69, rule = B34e5ck/S2-i3-acky4iz
21b2o$20bobo$20b2o7$4b2o$3bo38b2o$6bo34bobo$4b2o35b2o7$b2o$obo$2o$42bo
$41b4o$39bo3b2o$38b3o$37b2o$38b2o2$22b2o$21bobo$21b2o9$44bo$44bo9$32b
2o$31bobo$31b2o9$57bo$54b2ob2o$54bobo$54bo$55bo2bo$55bo2bo$55b3o$56bo!
EDIT2: What is going on here in this dirty replicator?

Code: Select all

x = 7, y = 7, rule = B35ck6n/S2-i3-acky4iz
3bo$bo3bo$o5bo$o5bo$2obob2o2$3bo!

Code: Select all

x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!
LaundryPizza03 at Wikipedia

User avatar
Period1GliderGun
Posts: 725
Joined: March 9th, 2022, 1:50 am
Location: Everywhere you look
Contact:

Re: Rules with interesting replicators

Post by Period1GliderGun » June 10th, 2022, 2:58 pm

LaundryPizza03 wrote:
June 10th, 2022, 9:17 am
EDIT2: What is going on here in this dirty replicator?
...
It looks like a dirty 10c/236d quadratic replicator that creates a clean c/2 (simplified speed) clean linear replicator.
It's OK to abbreviate my username to "P1GG," but never, never, call me "pig."

Code: Select all

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

User avatar
toroidalet
Posts: 1514
Joined: August 7th, 2016, 1:48 pm
Location: My computer
Contact:

Re: Rules with interesting replicators

Post by toroidalet » June 10th, 2022, 4:02 pm

Period1GliderGun wrote:
June 10th, 2022, 2:58 pm
It looks like a dirty 10c/236d quadratic replicator that creates a clean c/2 (simplified speed) clean linear replicator.
Not to be rude, but that doesn't really tell you anything useful or what's so confusing about the replicator. I can't see what was going on that would necessitate explanation, though. It's just the dirty version of an irregular replicator, as you can see if you add S5e:

Code: Select all

x = 7, y = 7, rule = B35ck6n/S2-i3-acky4iz5e
3bo$bo3bo$o5bo$o5bo$2obob2o2$3bo!
I prefer this version (different rule):

Code: Select all

x = 53, y = 7, rule = B34c5ck6n/S2-i3-acky4iz6i8
2b3o43b3o$bo2bo43bo2bo2$o3bobo39bobo3bo2$bo2bo43bo2bo$2b3o43b3o!

By the way, if you remove S2n, you get another replicator with different rules in different directions:

Code: Select all

x = 5, y = 5, rule = B35ck6n/S2-in3-acky4iz
b2o$2o$b2o$2bo$4bo!
Any sufficiently advanced software is indistinguishable from malice.

User avatar
LaundryPizza03
Posts: 2323
Joined: December 15th, 2017, 12:05 am
Location: Unidentified location "https://en.wikipedia.org/wiki/Texas"

Re: Rules with interesting replicators

Post by LaundryPizza03 » July 31st, 2022, 2:04 pm

Spacefilling quadratic replicator resumbling the S class.

Code: Select all

x = 2, y = 2, rule = B014a5ajn/S1e2k3ay
o$2o!

Code: Select all

x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!
LaundryPizza03 at Wikipedia

User avatar
yujh
Posts: 3068
Joined: February 27th, 2020, 11:23 pm
Location: I'm not sure where I am, so please tell me if you know
Contact:

Re: Rules with interesting replicators

Post by yujh » July 31st, 2022, 5:56 pm

Code: Select all

x = 3, y = 5, rule = B3-kq4y5ey6i/S2-ci3-a4ciqy5ekq6aek
o$2o$b2o$bo$o!

User avatar
LaundryPizza03
Posts: 2323
Joined: December 15th, 2017, 12:05 am
Location: Unidentified location "https://en.wikipedia.org/wiki/Texas"

Re: Rules with interesting replicators

Post by LaundryPizza03 » August 3rd, 2022, 6:43 am

Sierpinski generator with staggered rows in the output:

Code: Select all

x = 2, y = 3, rule = B01c2ai3r5j/S1e6a
2o2$bo!

Code: Select all

x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!
LaundryPizza03 at Wikipedia

Naszvadi
Posts: 1248
Joined: May 7th, 2016, 8:53 am
Contact:

Re: Rules with interesting replicators

Post by Naszvadi » August 3rd, 2022, 8:23 am

yujh wrote:
July 31st, 2022, 5:56 pm

Code: Select all

x = 3, y = 5, rule = B3-kq4y5ey6i/S2-ci3-a4ciqy5ekq6aek
o$2o$b2o$bo$o!
Corderized, (40,9)c/109

Code: Select all

#C [[ TRACK -9/109 40/109 ]]
x = 901, y = 929, rule = B3-kq4y5ey6i/S2-ci3-a4ciqy5ekq6aek
897bo$896b3o$895b2o2bo$895bo2b2o$895b2o$896bo$876b3o18bob2o$876b3o14b
2o2b3o$876b2o16b3o$897bobo$876bo2bo19b2o$877b2o18bobo$874b4o19b2o$875b
o3$886b2o$885b2ob2o$889bo$883b2o4bo$883bo3b2o$884bo5$878bo$876b3o4bo$
877bo5b2o$875bo2bo5b2o$881b4o$881bobo6$886b3o$871bo16bo$870b2o15bo$
871bo2bo$871bo$866b3o$865bo2bo4bo$864bobo3bo$855bo10bo$855bo9b3o$847bo
7b2o$846b3o$845b2o2bo$845bo2bobo$845b3o2b2o$845bo2b3o9$846b3o$846bobo$
846bobo$843bo$842bob2o$841bobobo$841bo2bo$843bo$841b2o2bo$842bob2o$
843b2o$843b2o3$830b2obo$829bo3b2o$828bobobo2b2o$829bobo2b3o$821b2o3bo
2b2o2b2o$819b5ob3o$820bo$820b2o4b2o$820bob5o$819b2o3bo$817b2obo$818b2o
5$815bo$814bo$810bobobo$815b2o$811b2o$812bo2bo$812b3o$813bo6$850b2o$
851b2o$850bo$794bo$796bo$794bob3o$798b2o$793b2o3bo$792bo2bobo$795bo$
786bo$786b2o$781bo3bobo$781b6o$780b2obo$780b2o2bo$781bo2bo$781bo2bo$
782b3o18$756b2o$754b6o$755bo4bo$755b2o3bo$755bob4o$754b2o$752b2obo$
753b2o8$725b3o$724bo3bo$724bo2b2o$724b2o2$726bo3$725b3o5$709b2o$708b3o
$706bo2b2o$705b3o106b2o$706b2o105bobo$815bo$720bo$717bo3bo$716bo2bob2o
$718bob2o$717b4o6$711b3o$711bobo$710b2obo$710b2o$711bo2bo$713b2o7$696b
o$695b3o$694bo2b2o$694b3obo$697b2o$697b2o$675b3o$675bobo$677bo$674bo3b
2o$678bobo$679bo$675bo2bo3b2o$676b2ob2o2bo$675b3ob2ob2o$680b2o7$674bob
o$673b4obo$673b7o$678bo2$670b2o$670bo$669b2ob2o$668b2o2b2o$669b4o$672b
3o$671bo2bo$671b3o$661bo$661b2o$662bo$662bob2o$657bo2b4obo$657bob3obob
o$654b2obo5b2o$652b2o3bo120bo$655b3o120b2o$651b3o2bo120bobo$651b2ob3o$
650bo2b4o$646b2o3b3o$645b2o$645bo$646b3o$646b3o2$641b2o$641bobo$641bo$
642bo$639b2obo$639bo4b2o$645bo$644b2o$643bo$641bobo$641b3o6$625b2o$
625bo$621b3o6b2o$621bo2b2o5bo$622bo6b3o$626bobo$616b2o8b3o$616bob2o$
619bo$609bo7bobo$617b2o$611bo$609b2o3$611bo$610b2o$613b2o$611b3o$612bo
14$583bo2bo$586bo3bo$585bo3b2obo$592b2o$591b2o$591bo2$580b2o$580bo2b2o
156b3o$581bo2bo158bo$581b3o158bo5$551bo$550b2o$549b2obo$550b2obo$551b
3o15$551b2o$551bob2o$554bo$552bobo$552b2o2$541bo$540bobo$539bo3bo$539b
obo$540b2o2bo$541b4o8$524b3o$523bo2bo$523b2o2bo$525b3o$522bo2b2o$505bo
16b3o$504b3o$503b2obo18b2o$503bob2o19bo$503b2o19b3o$503bo4$514bo$514b
2o$515b2o$508bo4bobo$508bo3b3o$512bo3$705b2o$706b2o$507b2o196bo$506b5o
$505bo5bo$505b4o2bo$505bo4b2o$506bo2bo$508b2o5$501bo$500bo$499bobobo$
499bobo$500b3o$494b2o$493bo2bo$493b4o$482b2ob2o9bo$485b2o5bo$483bo8b2o
$483b2o$474b3o8bo$473bo2b3o3bo$473b2o7bo$476bobo$477bo3bo2$475bo$475bo
$469b2o$469b2o4$474b2o$474bob2o$476b2o$470b4o2b2o$471bobo$469b2o4bo$
471b2o2bo$472bobo2$470b3o$471bo3$449b2o8bo$449b2o6bobo3bo$457b2obo2b2o
$457bo2b2obo$457b2o$443b2o4b2o3b2o5bo$443b3o3bobo2bo4b2o$443b2o4bob2o
2b3o$450b2o3b3o$446bo2b2o$446b3o4$442b2o$441bo$669b2o$440bo2bo224bobo$
439b5o226bo$439bo3bo$439bo2bo$440b3o12$422b3o$421b2o2bo$419bo2bo2bo$
418bo3bob2o$409b3o6bo2b3o$409b3o$410bo$413b2o$414bo$414bo$409b3obo$
409bo2b2o$410b3o$411bo6$382bo2$382bo12$378b2o4b2o$378b3o3bobo$378b2o4b
ob2o$385b2o$381bo2b2o$381b3o10$354bo$353b3o$352b2o2bo276bo$351b2o280b
2o$351b2obo2bo274bobo$351bo2bo$353b2obo3$355bo$352bobo2$332bob3o$331bo
2bob2o16b2o$335b2o17b2o$332b3o19b2o3$344bobo$345bob2o$348bo$346bobo$
346b2o7$340b2o$339b2obo$340b2obo$338bo3bo$338bob2o9$323b3o$323bo2bo$
323bo2bo$325bo$323bo$304bo$303b3o$302b2o2bo$302bobob2o$302b2o2b3o$302b
obo4bo$303b2o4b2o$303bo4b2o$308bo7$303bobo$302bobobo$302bo2b2o$301bob
2o$301bo$300bo2bo$298b2o2bo$297bob2o$297b3o296b3o$598bo$301b2o294bo$
300b2o$300bo2$288b2o$287bobo$286b4o$286bobo3b2o$285bo5b2o$284bob2o3bo$
279b2o2b2o$279bobo2b2o$277b5ob2o$278b2obobo$278b3obo$275bobo$273b2obo$
274b3o$275bo4$270b2o$269b2obo$270bob2o$268bob4o$268b2ob2o$268bobob2o$
269bo2bo$269b3o$270bo8$253b3o$251bo2bob2o$250b4obob2o$250bo2b2o2bo$
251b6o$244bo7b2obo$244b2o$243bob2o$66b2o176b2o$66bobo169b2o$62b2o4bo
168b2ob2o$67b2o168b6o$240bo$237b3o3bo$239bo3bo$238bo2bo$239b3o11$560b
2o$561b2o$560bo3$213b2obo$212b3obobo$212bobob2obo$213b3o3bo$79bobo131b
2o3b2o$79b2o133bo$80bo129bo5b2o$208b2obo$209b3o$210bo$88b3o$87bo2bo$
87bo2bo$86bo2bo$85b4o$85bo$85b3o2bo7bo$90bo6bo290b2o$97b3o288bobo$89b
3o292b2o4bo$91bo297b2o$89b3o110b2o$201bobo$203bo$85b2o$86b2o71bo9bo$
78b3o3bob2o70bobo7bobo$80bo3b3o70bo4bo6b2o$75b4o6bo70b2o2bo2bo$78b4o
35bo39b2o4bo$76bo2b3o33b2o42bo2bo9b2o$73b3ob3o36b2o42bob4o5b2o$68bo4b
4obo81b3o2bo6bo$67bo9b2o83b3o7bo$65b2obobob2o105bo$65bo5b3o105b2o$65b
3o110bob2o$69b2o108b2o$68bo4$134bo$134bobo$134b2o$401bobo$177b2o222b2o
$177bo224bo2$181bo$179b3o$174bo4bobo228b3o$172b5o232bo2bo$176bo232bo2b
o$171bo2b2o232bo2bo$170bo236b4o$169bobo235bo$169b2o236b3o2bo7bo$168bob
o17bo223bo6bo$187b4o228b3o$149bo10bobo19b2o5bobo219b3o$148b3o8bobobo
27b2o220bo$147bo2b2o7b5o25bo5b3o213b3o110b2o$147b2o39b3o4bobo325bobo$
164b2o26b2o2b2o327bo$101bo46bo2bo13bo25b4o212b2o$100b3o43b2o2bo13bo26b
obo214b2o71bo9bo$99bo2b2o35b2o8b3o11b2o27bo207b3o3bob2o70bobo7bobo$99b
3obo33b5o20b2o238bo3b3o70bo4bo6b2o$104bo31bo4b2o20bo2bo230b4o6bo70b2o
2bo2bo$136bo3b2o22b3o233b4o35bo39b2o4bo$136b6o23bo232bo2b3o33b2o42bo2b
o9b2o$139bo255b3ob3o36b2o42bob4o5b2o$139bo250bo4b4obo81b3o2bo6bo$389bo
9b2o83b3o7bo$95b2o290b2obobob2o105bo$93b2ob2o289bo5b3o105b2o$93bo2b2o
289b3o110bob2o$85b3o5bobobo293b2o108b2o$84b2obo6b4o292bo$82b2obobo8bo$
81bo3bo$81bo2bo5bobo$81b3o3b2obobo363bo$90b3o363bobo$456b2o55b2o$176bo
320b2o13bobo$173b5o318bobo13b2o2bo$174b2ob2o318b2o14b2o2bo$172bo4bo
318bobo5bo12bobo$170b2ob4o320b2o4b3o8bo2b2ob2o$170b3obo325bob2o2bo13b
2o$171bo328b2o4b2o10bo2bo$505b2o11b3o$126b2o38b2o351bo$125bobo38b3o
325bo$126b2o37bobo324b2o$125bobo5bo29bo2bo324bob2o$126b2o4b3o28b2ob2o
323b2o$129bob2o2bo27b2obo323bobo$129b2o4b2o25b2o2bo$134b2o27b3o305bo
10bobo$164bo305b3o8bobobo$123bo345bo2b2o7b5o$121b2o346b2o$120bob2o362b
2o$120b2o301bo46bo2bo13bo$119bobo300b3o43b2o2bo13bo$421bo2b2o35b2o8b3o
11b2o$111bobo307b3obo33b5o20b2o$110bobobo311bo31bo4b2o20bo2bo$110b5o
343bo3b2o22b3o$458b6o23bo$115b2o344bo$116bo344bo$115bo60b2o$114b2o61b
2o238b2o$113b2o61bo238b2ob2o$114bo2bo297bo2b2o$115b3o289b3o5bobobo$
116bo289b2obo6b4o$404b2obobo8bo$403bo3bo$403bo2bo5bobo$403b3o3b2obobo$
412b3o2$498bo$495b5o$496b2ob2o$494bo4bo$492b2ob4o$492b3obo$493bo2$448b
2o38b2o$447bobo38b3o$4b2o442b2o37bobo$4bobo440bobo5bo29bo2bo$2o4bo441b
2o4b3o28b2ob2o$5b2o444bob2o2bo27b2obo$451b2o4b2o25b2o2bo$456b2o27b3o$
486bo$445bo$443b2o$442bob2o$442b2o$441bobo2$433bobo$432bobobo$432b5o2$
437b2o$438bo$437bo$436b2o$435b2o$436bo2bo$437b3o$438bo4$17bobo$17b2o$
18bo4$26b3o$25bo2bo$25bo2bo$24bo2bo$23b4o$23bo$23b3o2bo7bo$28bo6bo$35b
3o$27b3o$29bo$27b3o110b2o$139bobo$141bo$23b2o$24b2o71bo9bo$16b3o3bob2o
70bobo7bobo$18bo3b3o70bo4bo6b2o$13b4o6bo70b2o2bo2bo$16b4o35bo39b2o4bo$
14bo2b3o33b2o42bo2bo9b2o$11b3ob3o36b2o42bob4o5b2o$6bo4b4obo81b3o2bo6bo
$5bo9b2o83b3o7bo$3b2obobob2o105bo$3bo5b3o105b2o$3b3o110bob2o$7b2o108b
2o$6bo4$72bo$72bobo$72b2o55b2o$113b2o13bobo$112bobo13b2o2bo$113b2o14b
2o2bo$112bobo5bo12bobo$113b2o4b3o8bo2b2ob2o$116bob2o2bo13b2o$116b2o4b
2o10bo2bo$121b2o11b3o$135bo$110bo$108b2o$107bob2o$107b2o$106bobo2$87bo
10bobo$86b3o8bobobo$85bo2b2o7b5o$85b2o$102b2o$39bo46bo2bo13bo$38b3o43b
2o2bo13bo$37bo2b2o35b2o8b3o11b2o$37b3obo33b5o20b2o$42bo31bo4b2o20bo2bo
$74bo3b2o22b3o$74b6o23bo$77bo$77bo2$33b2o$31b2ob2o$31bo2b2o$23b3o5bobo
bo$22b2obo6b4o$20b2obobo8bo$19bo3bo$19bo2bo5bobo$19b3o3b2obobo$28b3o2$
114bo$111b5o$112b2ob2o$110bo4bo$108b2ob4o$108b3obo$109bo2$64b2o38b2o$
63bobo38b3o$64b2o37bobo$63bobo5bo29bo2bo$64b2o4b3o28b2ob2o$67bob2o2bo
27b2obo$67b2o4b2o25b2o2bo$72b2o27b3o$102bo$61bo$59b2o$58bob2o$58b2o$
57bobo2$49bobo$48bobobo$48b5o2$53b2o$54bo$53bo$52b2o$51b2o$52bo2bo$53b
3o$54bo!
[APPEND#1]

smaller:

Code: Select all

#C [[ TRACK -9/109 40/109 ]]
x = 206, y = 191, rule = B3-kq4y5ey6i/S2-ci3-a4ciqy5ekq6aek
195b3o$193b4o2bo$193bo8bo$192b2obo3bobo$193b3o6b2o$193b3o6bo2bo$204bo
4$204bo$193b3o6bo2bo$193b3o6b2o$192b2obo3bobo$193bo8bo$193b4o2bo$195b
3o8$187bo$187b2o$188b2o4$183bo$183b2o$185bobobo$183b3o$186bo$184b3o$
176b3o6bo$175b2obo$173b2o3b2o$172b2o2bo$171b2obob2o$172bob2o$173bo2bo$
173bo2bo$174b3o6$14bo$13b3o$12b2ob2o$13bo$12b2o3$14bob2o$15b2o$16bo$
14bo$3bo$o2$2b4o$4bo10$32bo$31bo$31b3o11$39bo11bo$38b3o8b2o$37bo2bo9b
2o$40b2o$36b2o$38bobobo$38bo$37bo2$150bo$150b2o$149bobo$33b2o79b2o$32b
ob2o32bo42b2obo$28bo3b2o34bobo40bo2bob3o$26b5obo35b2o41bo5bo$25b2o4b2o
79b2ob2o$32bo81bo2bo$25b3ob5o89b3o$18b2o2b2o2bo3b2o91bo$16b3o2bobo99b
2ob2o$16b2o2bobobo102bo$18b2o3bo102bobo$19bob2o104b2obobo$127b2o$127b
2o$86bobo$86b2o$87bo3$141b3o$141bobo$127bo13bo2bo$126b3o14bo3b2obo$
125b2o2b2o15bo2bo2bo$125bob2o2bo14bo2bo2b2o$124bo3bo2bo4bobo8bo4bo$
123b2ob2ob3o17b3o$123bo3bo22bo$123b3o$125bo2$138bo2bo$138bo$116b3o20b
2obo$115b2obo19bo3b2o$113b2o3b2o22bo$112b2o2bo22b3o$111b2obob2o22bo$
112bob2o$98b3o12bo2bo$98bobo12bo2bo$93bo6bo13b3o$92b4o2bo$91bobobo2bo$
50b3o37b2o2bobo$50bo2bo37b3o3bo$50bo2bo38b2ob3o$50bo2b2o39bo$51bob2o$
48b6o$47bobo3bo$47b2o$48bo$39bo$37bobo2bo$36bo3b2o$35b2o$36b3obo$38bo$
40bo76b2o$118b4o$116bo2b2ob2o$117bob2o2bo$118bo2bobo$113bo4b2o2bo$111b
o2bo5bo$111b2o2b2o$112b3obo$112b3o2bo$112bo2bo$78bo34bo2bo$77b3o33b3o$
76b2o2b2o$76bob2o2bo$75bo3bo2bo$74b2ob2ob3o$74bo3bo$74b3o$76bo4$67b3o$
66b2obo$64b2o3b2o$63b2o2bo$62b2obob2o$63bob2o$64bo2bo$64bo2bo$65b3o!

HotWheels9232
Posts: 559
Joined: May 25th, 2022, 9:10 pm
Location: Help! I got dragged away into the middle of nowhere by a LWSS which suddenly launched from a soup

Re: Rules with interesting failed replicators

Post by HotWheels9232 » August 16th, 2022, 3:22 pm

Code: Select all

x = 4, y = 2, rule = B34qz/S23
3o$o2bo!
Because it doesn't make the rule explosive, just too messy to investigate.
My rules:
B34q/S23-k(ObliquePufferLife) and
B2n3-n4c5c/S234cz5cPM me to get some help on making rules!

Code: Select all

x = 8, y = 5, rule = B3-k/S23
2o3b2o$obo2bobo$2bo2bo$bo$b2o!

ZackBuildit777
Posts: 98
Joined: September 26th, 2021, 9:22 pm
Location: tennessee

Re: Rules with interesting replicators

Post by ZackBuildit777 » August 24th, 2022, 8:55 am

Code: Select all

x = 3, y = 3, rule = B2n3-e5ck6e/S234i5a
3o$2bo$3o!
an oblique sierpinski replicator
contact me if ya want help in designing any sort of really weird uncommon types of rules that most people don't like/work with, I'd love to help.

Naszvadi
Posts: 1248
Joined: May 7th, 2016, 8:53 am
Contact:

Re: Rules with interesting replicators

Post by Naszvadi » August 25th, 2022, 11:50 am

ZackBuildit777 wrote:
August 24th, 2022, 8:55 am

Code: Select all

x = 3, y = 3, rule = B2n3-e5ck6e/S234i5a
3o$2bo$3o!
an oblique sierpinski replicator
Corderized, (160,64)c/512:

Code: Select all

#C [[ TRACK 64/512 160/512 ]]
x = 155, y = 701, rule = B2n3-e5ck6e/S234i5a
142b2o$141bobo$143bo6$152b2o$153b2o$148b2o3bo$150bobo4$151b3o$151b3o$
152bobo4$152bobo$151b3o$151b3o2$151b3o$151b3o$152bobo4$152bobo$151b3o$
151b3o2$151b3o$134b2o15b3o$133bobo16bobo$135bo3$137b3o12bobo$137bo2bo
10b3o$137bob2o10b3o$141bo$137bob2o$137bo2bo$137b3o10bobo$148b2o3bo$
153b2o$152b2o$137b3o$137bo2bo$137bob2o$141bo$137bob2o$137bo2bo$137b3o
4$137b3o$137bo2bo$137bob2o$141bo$137bob2o$137bo2bo$137b3o4$137b3o$126b
2o9bo2bo$125bobo9bob2o$127bo13bo$137bob2o$137bo2bo$137b3o4$137b3o$137b
o2bo$137bob2o$141bo$137bob2o$137bo2bo$137b3o4$137b3o$137bo2bo$137bob2o
$141bo$137bob2o$137bo2bo$137b3o4$137b3o$137bo2bo$137bob2o$141bo$137bob
2o$137bo2bo$137b3o$118b2o$117bobo$119bo$137b3o$137bo2bo$137bob2o$141bo
$137bob2o$137bo2bo$137b3o51$152b2o$153b2o$148b2o3bo$150bobo4$151b3o$
151b3o$152bobo3$102b2o$101bobo48bobo$103bo47b3o$151b3o2$105b3o43b3o$
105bo2bo42b3o$105bob2o43bobo$109bo$105bob2o$105bo2bo$105b3o44bobo$151b
3o$151b3o2$105b3o43b3o$105bo2bo42b3o$105bob2o43bobo$109bo$105bob2o$
105bo2bo$105b3o29b3o12bobo$137bo2bo10b3o$137bob2o10b3o$141bo$105b3o29b
ob2o$105bo2bo28bo2bo$105bob2o28b3o10bobo$109bo38b2o3bo$105bob2o44b2o$
105bo2bo43b2o$105b3o29b3o$137bo2bo$137bob2o$141bo$105b3o29bob2o$105bo
2bo28bo2bo$105bob2o28b3o$109bo$105bob2o$105bo2bo$105b3o29b3o$137bo2bo$
137bob2o$141bo$105b3o29bob2o$105bo2bo28bo2bo$105bob2o28b3o$109bo$105bo
b2o$105bo2bo$105b3o29b3o$137bo2bo$137bob2o$141bo$105b3o29bob2o$105bo2b
o28bo2bo$105bob2o28b3o$109bo$105bob2o$105bo2bo$105b3o29b3o$137bo2bo$
137bob2o$141bo$105b3o29bob2o$105bo2bo28bo2bo$105bob2o28b3o$109bo$105bo
b2o$105bo2bo$105b3o29b3o$86b2o49bo2bo$85bobo49bob2o$87bo53bo$105b3o29b
ob2o$105bo2bo28bo2bo$105bob2o28b3o$109bo$105bob2o$105bo2bo$105b3o29b3o
$137bo2bo$137bob2o$141bo$137bob2o$137bo2bo$137b3o4$137b3o$137bo2bo$
137bob2o$141bo$137bob2o$137bo2bo$137b3o11$78b2o$77bobo$79bo34$70b2o$
69bobo$71bo19$105b3o$105bo2bo$105bob2o$109bo$105bob2o$105bo2bo$105b3o
4$105b3o$105bo2bo$105bob2o$109bo$105bob2o$62b2o41bo2bo$61bobo41b3o$63b
o3$105b3o$105bo2bo$105bob2o$109bo$105bob2o$105bo2bo$105b3o4$105b3o$
105bo2bo$105bob2o$109bo$105bob2o$105bo2bo$105b3o4$105b3o$105bo2bo$105b
ob2o$109bo$105bob2o$105bo2bo$105b3o4$105b3o$54b2o49bo2bo$53bobo49bob2o
$55bo53bo$105bob2o$105bo2bo$105b3o4$105b3o$105bo2bo$105bob2o$109bo$
105bob2o$105bo2bo$105b3o4$105b3o$105bo2bo$105bob2o$109bo$105bob2o$105b
o2bo$105b3o11$46b2o$45bobo$47bo$46bobo$47bobo$46b2ob2o$46b4o$48bob3o$
51b3o$51b3o$51b3o$48bob3o$46b4o$47b2o2$47b2o$46b4o$48bob3o$51b3o$51b3o
$51b3o$48bob3o$46b4o$47b2o2$47b2o$46b4o$48bob3o$51b3o$51b3o$51b3o$48bo
b3o$46b4o$47b2o2$47b2o$38b2o6b4o$37bobo8bob3o$39bo11b3o$51b3o$51b3o$
48bob3o$46b4o$47b2o2$47b2o$46b4o$48bob3o$51b3o$51b3o$51b3o$48bob3o$46b
4o$47b2o2$47b2o$46b4o$48bob3o$51b3o$51b3o$51b3o$48bob3o$46b4o$47b2o2$
47b2o$46b4o$48bob3o$51b3o$51b3o$51b3o$48bob3o$30b2o14b4o$29bobo15b2o$
31bo$47b2o$46b4o$48bob3o$51b3o$51b3o$51b3o$48bob3o$46b4o$47bob2o$49bo
24$22b2o$21bobo$23bo34$14b2o$13bobo$15bo18$18b3o28bo$17b5o25bob2o$17b
5o24b4o$15bobo3bobo24bob3o$14b3o5b3o26b3o$16b2o3b2o28b3o$15b2o5b2o27b
3o$16bo5bo25bob3o$16bo5bo23b4o$15b2o5b2o23b2o$16b2o3b2o$14b3o5b3o22b2o
$15bobo3bobo22b4o$17b5o26bob3o$17b5o29b3o$18b3o30b3o$6b2o43b3o$5bobo
40bob3o$7bo38b4o$47b2o2$47b2o$46b4o$48bob3o$22b3o26b3o$22bobo26b3o$19b
4obo26b3o$17b3o28bob3o$20b2o24b4o$20b2o25b2o$17b2o2bo$19b2o26b2o$46b4o
$48bob3o$51b3o$51b3o$51b3o$48bob3o$46b4o$47b2o2$47b2o$46b4o$48bob3o$
51b3o$51b3o$51b3o$33bo14bob3o$33bo12b4o$33bo13b2o2$47b2o$46b4o$48bob3o
$51b3o$3bo47b3o$bob2o46b3o$4o33bo10bob3o$2bob3o30bo8b4o$5b3o29bo9b2o$
5b3o$5b3o39b2o$2bob3o39b4o$4o44bob3o$bob2o20b2o24b3o$3bo22b2o23b3o$21b
2o3bo24b3o$23bobo15bo6bob3o$41bo4b4o$41bo5b2o2$47b2o$46b4o$23bobo22bob
3o$21b2o3bo24b3o$26b2o23b3o$25b2o24b3o$48bob3o$46b4o$47bob2o$40b2o7bo$
40bob2o$42b2o$40bob2o$40b2o16$40b2o$40bob2o$42b2o$40bob2o$40b2o!

GUYTU6J
Posts: 2200
Joined: August 5th, 2016, 10:27 am
Location: 拆哪!I repeat, CHINA! (a.k.a. 种花家)
Contact:

Re: Rules with interesting replicators

Post by GUYTU6J » September 3rd, 2022, 6:37 am

A failed quadratic replicator that lays octagon 2:

Code: Select all

x = 4, y = 4, rule = B3/S23-a4ity6n
3o$o2bo$o2bo$b3o!
Is it possible to tame and clean up the reaction along the lines of

Code: Select all

#C [[ VIEWONLY ]]
x = 450, y = 156, rule = B3/S23-a4ity6n
370b3o$370bo2bo$370bo2bo$371b3o14$371b2o$370bo2bo$220b3o146bo4bo$220bo
2bo144bo6bo$220bo2bo144bo6bo$221b3o145bo4bo$370bo2bo$371b2o12$221b2o
129b2o36b2o$220bo2bo127bo2bo34bo2bo$110b3o88b3o15bo4bo14b3o108bo4bo32b
o4bo$110bo2bo87bo2bo13bo6bo13bo2bo106bo6bo30bo6bo$110bo2bo87bo2bo13bo
6bo13bo2bo106bo6bo30bo6bo$111b3o88b3o14bo4bo15b3o107bo4bo32bo4bo$220bo
2bo127bo2bo34bo2bo$221b2o129b2o36b2o12$111b2o220b2o74b2o$110bo2bo218bo
2bo72bo2bo$40b3o66bo4bo67b3o73b3o70bo4bo70bo4bo$40bo2bo64bo6bo66bo2bo
72bo2bo68bo6bo68bo6bo$40bo2bo64bo6bo66bo2bo72bo2bo68bo6bo68bo6bo$41b3o
65bo4bo68b3o73b3o69bo4bo70bo4bo$110bo2bo218bo2bo72bo2bo$111b2o220b2o
74b2o12$41b2o49b2o36b2o51b2o74b2o53b2o112b2o$40bo2bo47bo2bo34bo2bo49bo
2bo72bo2bo51bo2bo110bo2bo$3o18b3o15bo4bo14b3o10b3o15bo4bo32bo4bo14b3o
12b3o15bo4bo70bo4bo14b3o14b3o15bo4bo108bo4bo14b3o$o2bo17bo2bo13bo6bo
13bo2bo9bo2bo13bo6bo30bo6bo13bo2bo11bo2bo13bo6bo68bo6bo13bo2bo13bo2bo
13bo6bo106bo6bo13bo2bo$o2bo17bo2bo13bo6bo13bo2bo9bo2bo13bo6bo30bo6bo
13bo2bo11bo2bo13bo6bo68bo6bo13bo2bo13bo2bo13bo6bo106bo6bo13bo2bo$b3o
18b3o14bo4bo15b3o10b3o14bo4bo32bo4bo15b3o12b3o14bo4bo70bo4bo15b3o14b3o
14bo4bo108bo4bo15b3o$40bo2bo47bo2bo34bo2bo49bo2bo72bo2bo51bo2bo110bo2b
o$41b2o49b2o36b2o51b2o74b2o53b2o112b2o12$111b2o220b2o74b2o$110bo2bo
218bo2bo72bo2bo$40b3o66bo4bo67b3o73b3o70bo4bo70bo4bo$40bo2bo64bo6bo66b
o2bo72bo2bo68bo6bo68bo6bo$40bo2bo64bo6bo66bo2bo72bo2bo68bo6bo68bo6bo$
41b3o65bo4bo68b3o73b3o69bo4bo70bo4bo$110bo2bo218bo2bo72bo2bo$111b2o
220b2o74b2o12$221b2o129b2o36b2o$220bo2bo127bo2bo34bo2bo$110b3o88b3o15b
o4bo14b3o108bo4bo32bo4bo$110bo2bo87bo2bo13bo6bo13bo2bo106bo6bo30bo6bo$
110bo2bo87bo2bo13bo6bo13bo2bo106bo6bo30bo6bo$111b3o88b3o14bo4bo15b3o
107bo4bo32bo4bo$220bo2bo127bo2bo34bo2bo$221b2o129b2o36b2o12$371b2o$
370bo2bo$220b3o146bo4bo$220bo2bo144bo6bo$220bo2bo144bo6bo$221b3o145bo
4bo$370bo2bo$371b2o14$370b3o$370bo2bo$370bo2bo$371b3o!
(ignoring phase differences, of course)
?

EDIT: messy quadratic replicator that breaks at generation 5453:

Code: Select all

x = 5, y = 4, rule = B3aeikq4cejtz5cj7c/S2-ci3-aeky4ci5jknq6e
5o$o3bo$bobo$2bo!
EDIT2:
Sierpinski maker

Code: Select all

x = 5, y = 8, rule = B3-cjn4cjktz5cj7c/S2-ci3-ae4eit6i
2b2o$2ob2o$o2bo$3o2$3o$o$3o!
Loops proliferate chaotically

Code: Select all

x = 4, y = 3, rule = B3-cjn4cjktz5cjk7c/S2-ci3-ae4eit6i
bo$3o$ob2o!

Code: Select all

x = 4, y = 3, rule = B3-cjn4cjktz5cjk7c/S2-ci3-ae4eit6i7c
bo$3o$ob2o!
Taking away B4c gives a working period-470 class-R oblique quadratic replicator whose reproductive cycle is apparently divided by activeness :shock:

Code: Select all

x = 4, y = 3, rule = B3-cjn4jktz5cjk7c/S2-ci3-ae4it6i
bo$3o$ob2o!
EDIT3:
Failed

Code: Select all

x = 4, y = 3, rule = B3-cry4i7e/S2-i3-a4ciqtyz5cjk6i7c
b3o$2obo$b2o!
EDIT4: irregular rhombic replicator

Code: Select all

x = 4, y = 3, rule = B3-cry4i6i7e8/S2-i3-ay4ciqtyz5cjk6i7c
2o$b2o$2b2o!
The counts of child copies follow this sequence:

Code: Select all

1 2 4 6 8 8 8 12 20 24 20 18 24 32 36 44 44 48 48 50 60 68 68 76 80 88

Yoel
Posts: 394
Joined: July 2nd, 2020, 1:02 am
Location: Electronic jungle
Contact:

Re: Rules with interesting replicators

Post by Yoel » October 14th, 2022, 1:37 am

An obscure oblique thing in a rule very similar to CGOL:

Code: Select all

x = 14, y = 19, rule = B34kn/S23
3$b2o$bobo$bob2o$2b2o$2bo!

User avatar
Period1GliderGun
Posts: 725
Joined: March 9th, 2022, 1:50 am
Location: Everywhere you look
Contact:

Re: Rules with interesting replicators

Post by Period1GliderGun » November 1st, 2022, 5:18 pm

What sequence does this follow, if any?

Code: Select all

x = 3, y = 1, rule = B2a36i/S23|B3-i4c/S23
3o!
It's OK to abbreviate my username to "P1GG," but never, never, call me "pig."

Code: Select all

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

User avatar
breaker's glider gun
Posts: 671
Joined: May 23rd, 2021, 10:26 am
Location: the inside of a stuffed anaconda or maybe [click to not expand]

Re: Rules with interesting replicators

Post by breaker's glider gun » November 1st, 2022, 7:59 pm

Period1GliderGun wrote:
November 1st, 2022, 5:18 pm
What sequence does this follow, if any?

Code: Select all

x = 3, y = 1, rule = B2a36i/S23|B3-i4c/S23
3o!
I think that's just "orderly-but-chaotic"(not to be confused with chaotic-but-orderly)




(from toroidalet's post:)
wow, an, umm... gun predecessor that makes the gun far off?

Code: Select all

x = 65, y = 54, rule = B34c5ck6n/S2-i3-acky4iz6i8
17$25b3ob3o$25bobobo2bo$25bobobo3bo2$22bo3bobo3bo$20b3o2b2o3bob2o$19b
o6b2obo2bo$19bo2b3ob2o$19b2ob3obo$21b2o!
:?: :?: . . . :!:
Give me a suggestion of something to draw here!

User avatar
DroneBetter
Posts: 94
Joined: December 1st, 2021, 5:16 am
Location: The UK (a delightful place)
Contact:

Re: Rules with interesting replicators

Post by DroneBetter » November 28th, 2022, 6:11 am

GUYTU6J wrote:
September 3rd, 2022, 6:37 am
EDIT4: irregular rhombic replicator

Code: Select all

x = 4, y = 3, rule = B3-cry4i6i7e8/S2-i3-ay4ciqtyz5cjk6i7c
2o$b2o$2b2o!
The counts of child copies follow this sequence:

Code: Select all

1 2 4 6 8 8 8 12 20 24 20 18 24 32 36 44 44 48 48 50 60 68 68 76 80 88
Here is a Python program for generating this sequence of yours

Code: Select all

import itertools as t;print(",".join(str(sum(map(sum,i))) for i in t.accumulate(range(25),lambda s,_: list(zip(*[[s[c][0]]+[s[c][d-1]&~(c<len(s)-1 and s[c+1][d])^s[c][d]&~(c>0 and s[c-1][d-1]) for d in range(1,len(s[0]))]+[s[c][-1]] for c in range(len(s))])),initial=[[1]])))
(happy to help :-)
It is like rule 60 except cells are bitshifted "left" (under Wikipedia's endianness convention in which it grows rightwards) by half of a unit each iteration (so each vertical edge between two cells in the initial state is a cell in the resultant one) and, because the replicator becomes reflected copies of itself every iteration of the emulated rules (86 iterations), is transposed
However, each cell from an edge is not the cell to the left XORed with that on the right (which would lead to your sequence following A173531), but (due to the interactions (vertical in your RLE, diagonal in the emulated rule)) the left cell AND NOT the cell above the right cell XOR the right cell AND NOT the cell beneath the left (or the other way around, depending on your convention), the recursive interactions between layers and transpositions cause the nontrivial behaviour (that I suspect is not computable by any means faster than simulation (ie. computing a(n) takes O(a(n)) time instead of O(lg(a(n))) (as is the lower bound information-theoretically)), though I don't know how to prove this)
Last edited by DroneBetter on December 2nd, 2022, 7:26 am, edited 1 time in total.
That concludes my post (I hope you liked it)

User avatar
NimbleRogue
Posts: 535
Joined: January 11th, 2021, 11:48 pm

Re: Rules with interesting replicators

Post by NimbleRogue » November 29th, 2022, 3:48 pm

Cool failed replicator rule, that may have some cool related rules

Code: Select all

x = 27, y = 16, rule = B3aeijr4ejk5y6in7c/S2-ci3-aky4einrz5j6c
7$9b2o$8b2o$8bo!
Edit 1: A version which shoots out tships

Code: Select all

x = 3, y = 3, rule = B3aeijr4ejk5y6n7c/S2-ci3-aky4einrz5j6c
2bo$b2o$2o!
Stabilized

Code: Select all

x = 3, y = 3, rule = B3aeijr4jk6n7c/S2-ci3-aky4einrz5j6c7e
2bo$b2o$2o!
Backwards moving pascal triangle

Code: Select all

x = 3, y = 3, rule = B3aeijr4jk6n7c8/S2-ci3-aky4einrz5j6-an
b2o$2o$o!
This one is cool, but sadly it breaks down eventually

Code: Select all

x = 3, y = 3, rule = B3aeijr4jk6n7c/S2-ci3-aky4einrz5j6c
b2o$2o$o!

Code: Select all

x = 4, y = 3, rule = B3-cnqy4e5kr6n7c/S2-i3-ay4einrtyz5cejn6cin78
bo$3o$ob2o!

Code: Select all

#14c/85265o
x = 10, y = 4, rule = B2-an3-iqy4iknrtz5aijqy6aei78/S02ck3nqy4eiqrtwy5-ekq6-i78
2bo4bo$3b4o$ob6obo$2b6o!

User avatar
LaundryPizza03
Posts: 2323
Joined: December 15th, 2017, 12:05 am
Location: Unidentified location "https://en.wikipedia.org/wiki/Texas"

Re: Rules with interesting replicators

Post by LaundryPizza03 » December 1st, 2022, 10:20 pm

Dirty Q-type quadrep that propagates along the diagonal direction and eventually spawns an orthogonal copy of the mechanism:

Code: Select all

x = 5, y = 6, rule = B3aijnr4cjk5y6cn7c/S2-i3-ak4-ajkqw5cj6-an7c
3bo$2bobo$bob2o$o$obo$bo!
EDIT: Rule with both a clean 13c/98d replicator with temporary ships and a faster and more common 7c/22o dirty quadrep:

Code: Select all

x = 4, y = 4, rule = B3-ckqy4cjk5y6cn7c/S2-i3-ak4-ajkqw5cj6-an7c
bo$3o$ob2o$b2o!

Code: Select all

x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!
LaundryPizza03 at Wikipedia

w33z8kqrqk8zzzw33
Posts: 34
Joined: August 11th, 2022, 1:33 am

Re: Rules with interesting replicators

Post by w33z8kqrqk8zzzw33 » December 13th, 2022, 8:55 pm

This apparently clean quadrep spawns gliders along a diagonal line, some of which are absorbed by a pair of boats. I don't know what pattern does this follow or does it go indefinitely.

Code: Select all

x = 4, y = 3, rule = B3-ckq5r/S2-i3-ak4ciyz5e6ac
3o$obo$3bo!
Edit: apparently the SE corner breaks after ~10k generations.

Here's the real quadrep:

Code: Select all

x = 3, y = 4, rule = B3-ckq5r/S2-i3-ak4ciyz5e6ac
bo$obo$obo$3o!

Naszvadi
Posts: 1248
Joined: May 7th, 2016, 8:53 am
Contact:

Re: Rules with interesting replicators

Post by Naszvadi » December 15th, 2022, 5:09 am

w33z8kqrqk8zzzw33 wrote:
December 13th, 2022, 8:55 pm
This apparently clean quadrep spawns gliders along a diagonal line, some of which are absorbed by a pair of boats. I don't know what pattern does this follow or does it go indefinitely.

Code: Select all

x = 4, y = 3, rule = B3-ckq5r/S2-i3-ak4ciyz5e6ac
3o$obo$3bo!
...
Corderized, diagonal 36c/165

Code: Select all

#C [[ MAXGRIDSIZE 14 TRACK -36/165 36/165 ]]
x = 9930, y = 9930, rule = B3-ckq5r/S2-i3-ak4ciyz5e6ac
6872b2o$6873b2o$6872bo29$6906bo$6905b3o$6905b3o44$6795b2o$6794bobo$
6796bo71$6869b3o$6870bo2$6870bo$6718bo$6718b2o$6717bobo76$6640b3o$
6642bo$6641bo34$6834bo$6833b3o$6833b3o39$6563b2o$6564b2o$6563bo75$
6486b2o$6485bobo309b3o$6487bo310bo2$6798bo73$6409bo$6409b2o$6408bobo
40$6762bo$6761b3o$6761b3o34$6331b3o$6333bo$6332bo75$6254b2o$6255b2o$
6254bo4$6725b3o$6726bo2$6726bo68$6177b2o$6176bobo$6178bo45$6690bo$
6689b3o$6689b3o28$6100bo$6100b2o$6099bobo76$6022b3o$6024bo$6023bo9$
6653b3o$6654bo2$6654bo63$5945b2o$5946b2o$5945bo50$6618bo$6617b3o$6617b
3o23$5868b2o$5867bobo$5869bo75$5791bo$5791b2o$5790bobo15$6581b3o$6582b
o2$6582bo58$5713b3o$5715bo$5714bo55$6546bo$6545b3o$6545b3o18$5636b2o$
5637b2o$5636bo75$5559b2o$5558bobo$5560bo20$6509b3o$6510bo2$6510bo52$
5482bo$5482b2o$5481bobo61$6474bo$6473b3o$6473b3o13$5404b3o$5406bo$
5405bo75$5327b2o$5328b2o$5327bo25$6437b3o$6438bo2$6438bo47$5250b2o$
5249bobo$5251bo66$6402bo$6401b3o$6401b3o7$5173bo$5173b2o$5172bobo76$
5095b3o$5097bo$5096bo30$6365b3o$6366bo2$6366bo42$5018b2o$5019b2o$5018b
o71$6330bo$6329b3o$6329b3o2$4941b2o$4940bobo$4942bo75$4864bo$4864b2o$
4863bobo36$6293b3o$6294bo2$6294bo37$4786b3o$4788bo$4787bo75$4709b2o$
4710b2o1546bo$4709bo1547b3o$6257b3o74$4632b2o$4631bobo$4633bo41$6221b
3o$6222bo2$6222bo31$4555bo$4452bo102b2o$4427bo24b2obo98bobo$4426bobo
23bo$4427b2o33$4499b2o$4391bo106b3o$4390bobo106b2o$4391b2o20$4486bo$
4485bobo$4486b2o35b3o$4523b3o$4524bo2$4480bo$4479bobo$4480b2o4$4497b2o
$4497bobo$4355bo142bo$4354bobo$4355b2o2$4477b3o11b2o$4479bo11bobo$
4478bo13bo$4461bo$4461b2o$4456bo5b2o$4461b2o1723bo$4454bo2bobo1725b3o$
4456bobo1726b3o$4457bo$4456bo2$4452b2obo$4453b3o$4454bo3$4455b2o$4450b
2o2bobo$4449bobo2b2o19b3o$4450bo23bo2bo$4477bo$4473bo$4473bob2o$4444bo
26b2ob3o$4443bobo17b2o4bo3bobo$4443b2o17bobo3bo3b3o$4437bo24b2o4bo3b2o
$4437b2o29b3o$4432bo5b2o3b2o115bo$4437b2o3bobo17b2o$4430bo2bobo6b2o17b
obo96bo$4319bo112bobo27bo96b3o$4318bobo112bo$4319b2o111bo2$4428b2obo
24bo$4429b3o19b2o2bobo$4430bo19bobo2b2o$4450b2o2$4459bo$4329b2o25bo
102b2o$4329bobo24b2obo91b3o4bobo$4330bo25bo93bo2bo$4453bo$4449bo$4449b
ob2o$4447b2ob3o$4445bo3bobo$4444bo3b3o$4444bo3b2o$4444b3o16$4283bo$
4282bobo$4283b2o4$4277bo$4276bobo$4277b2o$4595b3o$4293b2o108b2o190b3o$
4293bobo106b3o191bo$4294bo108b2o4$4287b2o$4287bobo$4288bo14$4245bo$
4245bo2b2o140bo$4244b2o2bobo138bobo$4245b2o3b2o138b2o35b3o$4245b2ob3o
176b3o$4242b2o3b3o178bo$4241bobo$4241b2o141bo$4238bo144bobo$4236b5o
143b2o$4239b2o$4241bo$4237b2ob2o$4237bo2b2o159b2o$4238b3o18b3o139bobo$
4239bo19bo2bo139bo$4259bob2o3$4257b2o122b3o11b2o$4256bobo124bo11bobo$
4256b2o124bo13bo$4251b3o111bo266bo$4251bo113b2o$4251bobo106bo5b2o264bo
$4252b2o111b2o264b3o1515b3o$4358bo2bobo1786bo$4360bobo$4361bo1788bo$
4360bo2$4356b2obo$4357b3o$4358bo3$4359b2o$4354b2o2bobo$4353bobo2b2o19b
3o$4354bo23bo2bo$4381bo$4377bo$4377bob2o$4348bo26b2ob3o$4347bobo17b2o
4bo3bobo$4347b2o17bobo3bo3b3o$4341bo24b2o4bo3b2o$4341b2o29b3o$4336bo5b
2o3b2o115bo$4341b2o3bobo17b2o$4334bo2bobo6b2o17bobo96bo$4336bobo27bo
96b3o$4337bo$4336bo2$4332b2obo24bo$4333b3o19b2o2bobo$4334bo19bobo2b2o$
4354b2o4$4355b3o$4354bo2bo$4357bo$4353bo$4353bob2o$4351b2ob3o$4349bo3b
obo$4348bo3b3o$4348bo3b2o313b3o$4348b3o316b3o$4668bo24$4499b3o$4499b3o
$4500bo17$4704bo2$4704bo$4703b3o23$4536bo2$4536bo1577bo$4535b3o1575b3o
$6113b3o18$4739b3o$4739b3o$4740bo24$4571b3o$4571b3o$4572bo17$4776bo2$
4776bo$4775b3o14$3887b2o$3886b3o$3887b2o7$4608bo2$4608bo$4607b3o10$
3835b3o$3837bo$3836bo7$4811b3o$4811b3o$4812bo3$3933bo$3933b2obo2140b3o
$3933bo2144bo2$6078bo17$4643b3o$4643b3o$4644bo13$3980b2o$3979b3o$3980b
2o2$4848bo2$4848bo$4847b3o20$3758b2o$3759b2o$3758bo$4680bo2$4680bo$
4679b3o3$4026bo$4026b2obo$4026bo14$4883b3o$4883b3o$4884bo18$4073b2o$
4072b3o$4073b2o4$4715b3o$4715b3o$4716bo3$6042bo$6041b3o$6041b3o12$
4920bo2$4920bo$4919b3o4$3681b2o$3680bobo$3682bo2$4119bo$4119b2obo$
4119bo13$4752bo2$4752bo$4751b3o18$4166b2o$4165b3o787b3o$4166b2o787b3o$
4956bo24$4787b3o$4787b3o$4788bo7$4212bo$3604bo607b2obo$3604b2o606bo$
3603bobo7$4992bo2$4992bo$4991b3o9$6005b3o$6006bo2$6006bo11$4259b2o563b
o$4258b3o$4259b2o563bo$4823b3o11$9896b2o$9896b3o$9896b2o6$5027b3o$
5027b3o$5028bo12$4305bo$4305b2obo$4305bo5$3526b3o$3528bo$3527bo2$9928b
o$4859b3o5066b2o$4859b3o5065bobo$4860bo4918bo$9776bob2o$9779bo15$5064b
o2$5064bo$5063b3o2$4352b2o$4351b3o$4352b2o12$9659b2o$9659b3o$9659b2o5$
4896bo2$4896bo$4895b3o8$5970bo$5969b3o$5969b3o2$4398bo$4398b2obo$4398b
o5$5099b3o$5099b3o$5100bo3$3449b2o$3450b2o$3449bo6092bo$9539bob2o$
9542bo$9850b3o$9852bo$9851bo14$4931b3o$4931b3o$4932bo$4445b2o$4444b3o$
4445b2o12$9422b2o$9422b3o$5136bo4285b2o2$5136bo$5135b3o17$4491bo$4491b
2obo$4491bo4$4968bo2$4968bo$4967b3o5$9305bo$9302bob2o$9305bo$3372b2o$
3371bobo$3373bo3$9773b2o$9774b2o$9773bo4$5171b3o$5171b3o$5172bo6$4538b
2o$4537b3o$4538b2o5$5933b3o$5934bo2$5934bo4$9185b2o$9185b3o$9185b2o2$
5003b3o$5003b3o$5004bo16$4584bo$4584b2obo620bo$4584bo$5208bo$5207b3o
10$9068bo$9065bob2o$9068bo6$3295bo$3295b2o$3294bobo3$5040bo4655b2o$
9695bobo$5040bo4656bo$5039b3o6$4631b2o$4630b3o$4631b2o11$5243b3o$5243b
3o3702b2o$5244bo3703b3o$8948b2o20$4677bo$4677b2obo$4677bo$5075b3o$
5075b3o$5076bo9$8831bo$8828bob2o$8831bo$5898bo$5897b3o$5897b3o3$5280bo
2$5280bo$5279b3o3$3217b3o$3219bo$3218bo2$9619bo$9619b2o$9618bobo2$
4724b2o$4723b3o$4724b2o10$5112bo2$5112bo3598b2o$5111b3o3597b3o$8711b2o
18$5315b3o$5315b3o$4770bo545bo$4770b2obo$4770bo12$8594bo$8591bob2o$
8594bo8$5147b3o$5147b3o$5148bo7$3140b2o$3141b2o$3140bo$4817b2o$4816b3o
$4817b2o4722b3o$9543bo$9542bo3$5352bo2$5352bo$5351b3o4$8474b2o$8474b3o
$8474b2o12$5861b3o$5862bo2$5862bo2$5184bo2$5184bo$4863bo319b3o$4863b2o
bo$4863bo12$8357bo$8354bob2o$8357bo3$5387b3o$5387b3o$5388bo10$3365b2o$
3366b2o$3365bo3$4910b2o$4909b3o$3063b2o1845b2o$3062bobo$3064bo3$9464b
2o$9465b2o$5219b3o4242bo$5219b3o$5220bo3$8237b2o$8237b3o$8237b2o10$
3399bo$3398b3o$3398b3o2023bo2$5424bo$5423b3o5$4956bo$4956b2obo$4956bo
12$8120bo$8117bob2o$8120bo2$5256bo2$5256bo$5255b3o15$3288b2o1713b2o$
3287bobo1712b3o$3289bo1713b2o821bo$5825b3o$5459b3o363b3o$5459b3o$5460b
o$2986bo$2986b2o$2985bobo3$9387b2o$9386bobo$8000b2o1386bo$8000b3o$
8000b2o14$5291b3o$5291b3o$5292bo4$5049bo$5049b2obo$5049bo11$5496bo$
7883bo$5496bo2383bob2o$5495b3o2385bo20$5096b2o$3362b3o1730b3o$3363bo
1732b2o$5328bo$3363bo$3211bo2116bo$3211b2o2114b3o$3210bobo6$2908b3o$
2910bo4852b2o$2909bo4853b3o$7763b2o$9310bo$9310b2o$9309bobo6$5531b3o$
5531b3o$5532bo9$5142bo$5142b2obo$5142bo11$5789b3o$5790bo1855bo$5363b3o
2277bob2o$5363b3o424bo1855bo$5364bo17$5568bo2$5189b2o377bo$5188b3o376b
3o$5189b2o9$3133b3o$3135bo$3134bo$7526b2o$7526b3o$7526b2o2$2831b2o$
2832b2o$2831bo3$9232b3o$5400bo3833bo$9233bo$5400bo$5399b3o9$5235bo$
5235b2obo$5235bo8$5603b3o$3327bo2275b3o$3326b3o2275bo$3326b3o$7409bo$
7406bob2o$7409bo20$5282b2o151b3o$5281b3o151b3o$5282b2o152bo12$7289b2o$
7289b3o$3056b2o4231b2o$3057b2o$3056bo$5640bo2$5640bo$5639b3o$2754b2o
2998bo$2753bobo2997b3o$2755bo2997b3o3$9155b2o$9156b2o$9155bo6$5328bo$
5328b2obo$5328bo7$5472bo2$5472bo$5471b3o2$7172bo$7169bob2o$7172bo15$
5675b3o$5675b3o$5676bo3$5375b2o$5374b3o$5375b2o12$7052b2o$7052b3o$
7052b2o5$2979b2o2526b3o$2978bobo309b3o2214b3o$2980bo310bo2216bo2$3291b
o3$2677bo$2677b2o$2676bobo3$9078b2o$9077bobo$9079bo$5421bo$5421b2obo$
5421bo2$5712bo2$5712bo$5711b3o7$6935bo$6932bob2o$6935bo14$5544bo2$
5544bo$5543b3o$5717b3o$5718bo$5468b2o$5467b3o248bo$5468b2o12$6815b2o$
6815b3o$5747b3o1065b2o$5747b3o$5748bo8$2902bo$2902b2o$2901bobo6$2599b
3o$2601bo$2600bo2913bo$5514b2obo$5514bo3486bo$9001b2o$9000bobo2$5579b
3o$5579b3o$5580bo6$6698bo$6695bob2o$6698bo9$5784bo2$5784bo$5783b3o4$
3255bo$3254b3o$3254b3o2$5561b2o$5560b3o$5561b2o12$6578b2o$5616bo961b3o
$6578b2o$5616bo$5615b3o14$2824b3o$2826bo$2825bo2$5607bo$5607b2obo208b
3o$5607bo211b3o$2522b2o3296bo11bo$2523b2o3304bob2o$2522bo3309bo3$5682b
o3240b3o$5681b3o3241bo$5681b3o3240bo4$6461bo$6458bob2o$6461bo11$5651b
3o$5651b3o$5652bo7$5654b2o$5653b3o$5654b2o$5712b2o$5712b3o$5712b2o4$
5872b3o$5873bo2$5873bo2$6341b2o$6341b3o$6341b2o4$5875b2o$5874b3o$5875b
2o9$5684b3o$5684b3o$5685bo4$2747b2o$2748b2o$2747bo4$3218b3o$2445b2o
772bo$2444bobo$2446bo772bo3$8846b2o$6224bo2622b2o$6221bob2o2621bo$
6224bo4$5921bo$5921b2obo$5921bo2$5626b2o$5627b2o$5626bo14$5721bo2$
5721bo$5720b3o7$6104b2o$6104b3o$6104b2o4$5968b2o$5967b3o$5968b2o20$
2670b2o$2669bobo$2671bo3$5503b2o257bo$5440bo61b3o257b2obo$2368bo3070bo
bo61b2o257bo$2368b2o3070b2o545bo$2367bobo3614bob2o$5987bo2$8769b2o$
5837bo2930bobo$5836b3o175bo2755bo$5836b3o175b2obo$6014bo7$5549b2o$
5548bobo$5550bo3$5535bo$5534bobo$5535b2o6$5534bo$5532b2obo$5536bo$
5535bo2b2o$5532bobo2b3o6b2o$5532bo5bobo5bobo260b2o$5404bo132b2ob2o5bo
260b3o$5403bobo128b2o4bo268b2o$5404b2o128bo2b3o327b2o$5535b2obo328b3o$
5531b2o334b2o$3183bo2347b2o$3182b3o$3182b3o$6061b2o$6060b3o$6061b2o12$
5499bo$5498bobo$5499b2o4$5493bo$5492bobo$5493b2o344b3o$5839b3o$5840bo
8b2o$5572b3o273b3o$5510b2o60b3o274b2o$2593bo2916bobo60bo$2593b2o2773bo
142bo$2592bobo2772bobo$5368b2o2$5504b2o$5504bobo$5505bo$2290b3o$2292bo
3814bo$2291bo3815b2obo$6107bo$8692bo$8692b2o$8691bobo8$5780bo$5472bo
307b2o$5461b3o8b2o305bobo$5460b3ob2o5bobo$5459b2o3b2o$5460bobo2b2o$
5461b2o2bo$5465bo4$5895bo$5471b3o421b2obo$5470b2ob2o420bo$5470b2o3bo$
5332bo138bo3bo$5331bobo137bo2bo$5332b2o138b3o$5876bo2$5876bo$5326bo
548b3o$5325bobo$5326b2o826b2o$6153b3o$5342b2o63b2o745b2o$5315b3o24bobo
61b3o$5304b3o8bobo25bo63b2o$5304bobo8bo2bo$5304bo2bo4b3o2bobo$5301b3o
2bobo3bo$5301bo10b2obo2bo17b2o$5301b2obo2bo6bo2bo18bobo$5303bo2bo8bo
21bo$5304bo2$5311b2o$5305bobo3b4o$5306b2o6b2o$5306bo6b2o$5308b2o3b2o
13b2o$5301b2o6bo20bo$5300bobo6b2o17bob2o$5301bo8bo17b3o122b2o$5320b2o
7bo122bobo$5319bobo132bo$5319b2o$5942b2o$5314b3o3bo118bo501b3o$5314b3o
2b2o117bobo501b2o$5321bobo115b2o$5296bo22bobobo3b2o$5295bobo23bob2o4bo
$5296b2o21b2o6bob2o$5327b3o321b2o$5328bo321b3o$2515b3o2799b2o119bo212b
2o$2517bo2772bo24bo2bo117b2obo$2516bo2772bobo25bo122bo$5290b2o24bo122b
o2b2o756bo$5436bobo2b3o6b2o748b2obo$5306b2o128bo5bobo5bobo747bo$5280bo
25bobo132b2ob2o5bo$2213b2o3053b3o8bobo25bo130b2o4bo$2214b2o3052bobo8b
2o157bo2b3o$2213bo3054bo2bo167b2obo$5265b3o2bobo162b2o474b3o$3146b3o
2116bo9bo24b2o133b2o474b3o$3147bo2117b2obo2bo4b2o22bobo609bo2701b3o$
5267bo2bo4b2o24bo3314bo$3147bo2120bo9bo3336bo$5278b3o$5280b2o$5274b2o$
5267b3o4b2o$5267bobo5bob2o8b2o$5267bo2bo4b4o8b2o7bo$5264b3o2bobo4bo10b
2o9bo$5264bo30bobo404b3o$5264b2obo2bo24b2o407bo$5266bo2bo14b2o2bobobo
393bo16bo$5267bo15bobob2o3bo392bobo$5283b2o4b3o394b2o$5988bo$5289b3o
111bo584b2obo$5291bo110bobo583bo$5403b2o$5685bo$5290bob2o390b3o$5279bo
b2o7bo2b2o388bo3b2o$5279bo2b2o7b3o103bo284b2ob4o$5280b3o9bo103bobo284b
obobo$5281bo115b2o283bo6bo7b2o$5682bobo3bobo6bobo$5683b2o2bo3bo6bo$
5476b3o211bo556b2o$5414b2o60b3o201b2o4b2o2bo555b3o$5414bobo60bo202b2o
565b2o$5415bo4$5408b2o$5408bobo$5409bo7$5948bo2$5948bo$5947b3o2$5650bo
$5649bobo$5650b2o$6035b2o$5376bo657b3o$5365b3o8b2o657b2o$5364b3ob2o5bo
bo266bo$5363b2o3b2o273bobo$5364bobo2b2o273b2o74b3o$5365b2o2bo350b3o$
5369bo351bo2$5661b2o$5661bobo$5662bo$5375b3o915bo$5374b2ob2o914b2obo$
2438b2o2934b2o3bo913bo$2439b2o2934bo3bo275b2o$2438bo2936bo2bo276bobo$
5376b3o277bo4$2136b2o$2135bobo$2137bo3$8537b2o$8538b2o$8537bo3$5532b2o
$5531b3o$5532b2o$5613b2o$5611b2o2bo$5611bo3b2o8b2o454bo$5611bo4bo9b2o
453b2obo$5612b5o8bo455bo$5614b2o$5983b3o$5983b3o$5984bo$5623bo$5621b5o
$5624b2o$5626bo$5622b2ob2o$5622bo2b2o713b2o$5623b3o713b3o$5624bo715b2o
5$5583b3o$5585bo$5567bo16bo$5566bobo$5567b2o5$5566bo$5565b3o$3111bo
2452bo3b2o$3110b3o2450b2ob4o$3110b3o2451bobobo150b2o$5563bo6bo7b2o139b
obo$5563bobo3bobo6bobo139bo$5564b2o2bo3bo6bo$5571bo556b2o$5561b2o4b2o
2bo555b3o$5561b2o565b2o10$6386bo$6020bo365b2obo$6386bo$6020bo$6019b3o
3$2361b2o$2360bobo$2362bo3168bo$5530bobo$5531b2o3$2059bo$2059b2o3464bo
$2058bobo3463bobo$5525b2o74b3o$5601b3o$5602bo2857b2o$5683b2o2774bobo$
5542b2o139bobo2775bo$5542bobo139bo$5543bo$6174bo$6174b2obo$6174bo$
5536b2o$5536bobo$5537bo7$6433b2o$6432b3o$6433b2o8$5494b2o$5492b2o2bo$
5492bo3b2o8b2o$5492bo4bo9b2o546b3o$5493b5o8bo548b3o$5495b2o559bo4$
5504bo$5502b5o140b2o$5505b2o140bobo$5507bo140bo$5503b2ob2o$5503bo2b2o
713b2o$5504b3o713b3o$5505bo715b2o10$6479bo$6479b2obo$6479bo7$5602bo$
5601bobo$5602b2o$2284bo$2284b2o$2283bobo$5596bo$5595bobo$5596b2o3$
1981b3o3627b2o$1983bo3627bobo$1982bo3603bo25bo479bo$5575bo9b3o$5574b3o
7b2o2bo503bo174bo2115bo$5573b2o2bo7b2obo502b3o173b2obo2112b2o$5574b2ob
o27b2o660bo2114bobo$5605bobo$5606bo$3074b3o2499bo$3075bo2500b3o2$3075b
o2500b3o4b2o$5575bo3b2obobo$5575bobobo2b2o15bo$5571b2o24bo2bo$5570bobo
23bo2bob2o923b2o$5569bo9b2o21bo922b3o$5571bo7b2o9bo4bobo2b3o923b2o$
5579b2o7b4o4bo2bo$5588b2obo5bobo$5591b2o4b3o$5591b2o$5585b2o$5586b3o$
5566bo21bo9bo$5565bobo22b2o4bo2bo$5566b2o21b2o4bo2bob2o$5591bo9bo$
5594bobo2b3o$5595bo2bo$5560bo25b2o8bobo$5559bobo23bobo8b3o$5560b2o24bo
2$5551bo$5550bo24b2o$5549bo2bo22bobo$5549b2o25bo$5539bo$5538b3o773b2o$
5537b2obo6b2o764b3o$5538bo4b2obo22b2o743b2o$5539b2o3bobobo20bobo$5544b
obo23bo$5547b2o2b3o$5547bo3b3o2$5547b2o$5546bobo$5538bo7b2o579b3o$
5537b3o587b3o$5536b2obo16bo8bo562bo443bo$5537bo18b2o6bobo1005b2obo$
5538b2o17bo6b2o1006bo$5552b2o3b2o$5552b2o6bo$5551b2o6b2o$5552b4o3bobo$
5554b2o2$5562bo$5551bo8bo2bo$5549bo2bo6bo2bob2o$5548bo2bob2o10bo$5554b
o3bobo2b3o$5547bobo2b3o4bo2bo$5548bo2bo8bobo$5549bobo8b3o$5549b3o$
2206b3o$2208bo$2207bo4$6360bo$1904b2o4454b2obo$1905b2o4453bo$1904bo3$
8305b3o$8307bo$8306bo4$6619b2o$6618b3o$6619b2o5$6164bo2$6164bo$6163b3o
14$6407b2o$6406b3o$6407b2o10$6665bo$6665b2obo$6665bo$3039bo$3038b3o$
3038b3o14$6199b3o$6199b3o$6200bo2$2129b2o$2130b2o4321bo$2129bo4323b2ob
o$6453bo4$1827b2o$1826bobo$1828bo3$8228b2o$6712b2o1515b2o$6711b3o1514b
o$6712b2o22$6500b2o$6499b3o$6500b2o2$6236bo2$6236bo$6235b3o5$6758bo$
6758b2obo$6758bo22$6546bo$6546b2obo$6546bo2$2052b2o$2051bobo$2053bo5$
1750bo$1750b2o5053b2o$1749bobo5052b3o$6805b2o2$6271b3o1877b2o$6271b3o
1876bobo$6272bo1879bo8$3002b3o$3003bo2$3003bo7$6593b2o$6592b3o$6593b2o
10$6851bo$6851b2obo$6851bo11$6308bo2$6308bo$6307b3o8$6639bo$6639b2obo$
6639bo7$1975bo$1975b2o$1974bobo$6898b2o$6897b3o$6898b2o3$1672b3o$1674b
o$1673bo2$8074bo$8074b2o$8073bobo13$6686b2o$6343b3o339b3o$6343b3o340b
2o$6344bo9$6944bo$6944b2obo$6944bo22$2967bo3764bo$2966b3o3763b2obo$
2966b3o3763bo8$6380bo2$6380bo610b2o$6379b3o608b3o$6991b2o$1897b3o$
1899bo$1898bo5$1595b2o$1596b2o$1595bo3$7996b3o$7998bo$7997bo7$6779b2o$
6778b3o$6779b2o10$7037bo$7037b2obo$7037bo8$6415b3o$6415b3o$6416bo12$
6825bo$6825b2obo$6825bo10$7084b2o$7083b3o$7084b2o6$1820b2o$1821b2o$
1820bo5$1518b2o$1517bobo$1519bo2$6452bo$7919b2o$6452bo1467b2o$6451b3o
1465bo2$6872b2o$6871b3o$6872b2o9$2930b3o$2931bo4198bo$7130b2obo$2931bo
4198bo22$6918bo$6918b2obo$6918bo5$6487b3o$6487b3o$6488bo3$7177b2o$
7176b3o$7177b2o11$1743b2o$1742bobo$1744bo5$1441bo$1441b2o$1440bobo2$
6965b2o$6964b3o875b2o$6965b2o874bobo$7843bo9$7223bo$7223b2obo$7223bo2$
6524bo2$6524bo$6523b3o17$7011bo$7011b2obo$7011bo10$7270b2o$7269b3o$
7270b2o7$2895bo$2894b3o$2894b3o5$6559b3o$6559b3o$1666bo4893bo$1666b2o$
1665bobo4$7058b2o$7057b3o$1363b3o5692b2o$1365bo$1364bo2$7765bo$7765b2o
$7764bobo4$7316bo$7316b2obo$7316bo22$7104bo$6596bo507b2obo$7104bo$
6596bo$6595b3o8$7363b2o$7362b3o$7363b2o22$1588b3o5560b2o$1590bo5559b3o
$1589bo5561b2o5$1286b2o$1287b2o$1286bo3$7409bo277b3o$6631b3o775b2obo
276bo$6631b3o775bo278bo$6632bo17$2858b3o$2859bo2$2859bo$7197bo$7197b2o
bo$7197bo10$7456b2o$7455b3o$7456b2o8$6668bo2$6668bo$6667b3o11$7244b2o$
7243b3o$7244b2o3$1511b2o$1512b2o$1511bo5$1209b2o6291bo$1208bobo6291b2o
bo$1210bo6291bo3$7610b2o$7611b2o$7610bo15$6703b3o$6703b3o$6704bo585bo$
7290b2obo$7290bo10$7549b2o$7548b3o$7549b2o22$7337b2o$7336b3o234b3o$
7337b2o200bo33b3o$7538bobo33bo$7539b2o2$2823bo$2822b3o3915bo$2822b3o
4708bo$6740bo791bobo$1434b2o5303b3o791b2o$1433bobo$1435bo2$7550b2o$
7550bobo$7551bo$1132bo$1132b2o$1131bobo$7544b2o$7544bobo$7533b2o10bo$
7532bobo$7513b3o18bo$7510b2o3bo$7509b3o3bo$7508bobo3bo$7507b3ob2o$
7507b2obo$7510bo$7506bo$7506bo2bo$7506b3o3$7383bo$7383b2obo121b2o$
7383bo119b2o2bobo19bo$7502bobo2b2o19b3o$7503bo24bob2o$7491b2o$7492b2o
33bo$7491bo34bo$7497bo27bobo$7496bobo17b2o6bobo2bo$7496b2o17bobo3b2o
87bo$7515b2o3b2o5bo$7489b3o29b2o87bo$7486b2o3bo4b2o24bo86b3o$7485b3o3b
o3bobo17b2o$7484bobo3bo4b2o17bobo$7483b3ob2o26bo$7483b2obo$7486bo$
6775b3o704bo$6775b3o704bo2bo23bo$6776bo705b3o19b2o2bobo$7503bobo2b2o$
7503b2o3$7505bo$7504b3o$7504bob2o2$7503bo$7502bo$7501bobo$7500bobo2bo$
7497b2o$7496b2o5bo$7430b2o65b2o$7429b3o66bo109b2o$7430b2o176bobo$7609b
o12$1357bo$1357b2o$1356bobo6$1054b3o$1056bo$1055bo6398b3o$7420bo33b3o$
7419bobo33bo$6812bo607b2o2$6812bo$6811b3o$7414bo$7413bobo$7414b2o3$
7572b2o$7431b2o139bobo$7431bobo139bo$7432bo4$7425b2o$7425bobo$7414b2o
10bo$7413bobo$7394b3o18bo$7391b2o3bo$7390b3o3bo$7389bobo3bo$7388b3ob2o
$2786b3o4599b2obo$2787bo4603bo$7387bo$2787bo4599bo2bo$7387b3o4$7389b2o
$7384b2o2bobo19bo$7383bobo2b2o19b3o$7384bo24bob2o2$7408bo$7407bo$7378b
o27bobo$7377bobo17b2o6bobo2bo$7377b2o17bobo3b2o87bo$7396b2o3b2o5bo$
7370b3o29b2o87bo$7367b2o3bo4b2o24bo86b3o43b2o$7366b3o3bo3bobo17b2o138b
obo$7365bobo3bo4b2o17bobo139bo$6847b3o514b3ob2o26bo$6847b3o514b2obo$
6848bo518bo$7363bo$7363bo2bo23bo$7363b3o19b2o2bobo$7384bobo2b2o$7384b
2o3$7386bo$7385b3o$7385bob2o2$7384bo$7383bo$7382bobo$1279b3o6099bobo2b
o$1281bo6096b2o$1280bo6096b2o5bo$7378b2o$7379bo$7491bo$7490bobo$977b2o
6512b2o$978b2o$977bo7$7500b2o$7500bobo$7501bo10$6884bo2$6884bo$6883b3o
10$7455bo$7454bobo$7455b2o4$7449bo$7448bobo$7449b2o3$7464b2o$7464bobo$
7465bo4$7458b2o$7458bobo$7459bo14$7418b2o$7418bobo$6919b3o498bo$1202b
2o5715b3o496b3o$1203b2o1546bo4168bo493b2o$1202bo1547b3o4660bobo$2750b
3o4660b2o3$7409b2obo$900b2o6507bo2bo$899bobo6508b3o18bo$901bo6528b3o$
7429b2o2bo$7429b2ob2o$7429bo$7430b2o$7430b5o$7432bo$7428b2o$7427bobo$
7421b3o3b2o$7420b3ob2o$7419b2o3b2o$7420bobo2b2o$7421b2o2bo$7425bo21$
6956bo2$6956bo$6955b3o30$1125b2o$1124bobo$1126bo5$823bo$823b2o$822bobo
6$6991b3o$6991b3o$6992bo26$2714b3o$2715bo2$2715bo14$7028bo2$7028bo$
7027b3o14$1048bo$945bo102b2o$920bo24b2obo98bobo$919bobo23bo$920b2o4$
745b3o$747bo$746bo21$7063b3o$7063b3o$7064bo4$992b2o$884bo106b3o$883bob
o106b2o$884b2o20$979bo$978bobo$979b2o35b3o$1016b3o$1017bo2$973bo$972bo
bo$973b2o4$990b2o$990bobo$848bo142bo$847bobo$848b2o6250bo2$970b3o11b2o
6114bo$972bo11bobo6112b3o$971bo13bo$954bo$954b2o$949bo5b2o$954b2o1723b
o$668b2o277bo2bobo1725b3o$669b2o278bobo1726b3o$668bo281bo$949bo2$945b
2obo$946b3o$947bo3$948b2o$943b2o2bobo$942bobo2b2o19b3o$943bo23bo2bo$
970bo$966bo$966bob2o$937bo26b2ob3o$936bobo17b2o4bo3bobo$936b2o17bobo3b
o3b3o$930bo24b2o4bo3b2o$930b2o29b3o$925bo5b2o3b2o115bo$930b2o3bobo17b
2o$923bo2bobo6b2o17bobo96bo$812bo112bobo27bo96b3o$811bobo112bo$812b2o
111bo2$921b2obo24bo$922b3o19b2o2bobo$923bo19bobo2b2o$943b2o2$952bo$
822b2o25bo102b2o$822bobo24b2obo91b3o4bobo$823bo25bo93bo2bo$946bo$942bo
6192b3o$942bob2o6189b3o$940b2ob3o6190bo$938bo3bobo$937bo3b3o$937bo3b2o
$937b3o16$776bo$775bobo$776b2o4$770bo$769bobo$770b2o$1088b3o$786b2o
108b2o190b3o$786bobo106b3o191bo$787bo108b2o4$591b2o187b2o$590bobo187bo
bo$592bo188bo5$7172bo2$7172bo$7171b3o6$738bo$738bo2b2o140bo$737b2o2bob
o138bobo$738b2o3b2o138b2o35b3o$738b2ob3o176b3o$735b2o3b3o178bo$734bobo
$734b2o141bo$731bo144bobo$729b5o143b2o$732b2o$734bo$730b2ob2o$730bo2b
2o159b2o$731b3o18b3o139bobo$732bo19bo2bo139bo$752bob2o3$750b2o122b3o
11b2o$749bobo124bo11bobo$749b2o124bo13bo$744b3o111bo266bo$744bo113b2o$
744bobo106bo5b2o264bo$745b2o111b2o264b3o1515b3o$851bo2bobo1786bo$853bo
bo$854bo1788bo$853bo2$849b2obo$850b3o$851bo3$852b2o$847b2o2bobo$846bob
o2b2o19b3o$847bo23bo2bo6332b3o$874bo6332b3o$870bo6337bo$870bob2o$841bo
26b2ob3o$840bobo17b2o4bo3bobo$840b2o17bobo3bo3b3o$834bo24b2o4bo3b2o$
834b2o29b3o$829bo5b2o3b2o115bo$834b2o3bobo17b2o$827bo2bobo6b2o17bobo
96bo$829bobo27bo96b3o$830bo$829bo2$825b2obo24bo$826b3o19b2o2bobo$827bo
19bobo2b2o$847b2o3$514bo$514b2o332b3o$513bobo331bo2bo$850bo$846bo$846b
ob2o$844b2ob3o$842bo3bobo$841bo3b3o$841bo3b2o313b3o$841b3o316b3o$1161b
o18$7186b2o$7185bobo$7187bo4$992b3o$992b3o$993bo17$1197bo2$1197bo$
1196b3o21$436b3o$438bo$437bo591bo2$1029bo1577bo$1028b3o1575b3o$2606b3o
18$1232b3o$1232b3o$1233bo2$7109bo$7109b2o$7108bobo20$1064b3o$1064b3o$
1065bo17$1269bo2$1269bo$1268b3o5$359b2o$360b2o$359bo16$1101bo2$1101bo$
1100b3o8$7031b3o$7033bo$7032bo9$1304b3o$1304b3o$1305bo4$2570b3o$2571bo
2$2571bo9$239b2o$174bo63b3o$173bobo63b2o$174b2o5$1136b3o$1136b3o$1137b
o9$282b2o$281bobo$283bo2$269bo203b2o$268bobo201b3o$269b2o202b2o2$1341b
o2$1341bo$1340b3o2$263b2o3b2o$262bo4b2obo180bo$266b3obo180b2o$272b2o6b
2o168bobo$263bo3b3obo2bo5bobo$138bo129b2obo2bo6bo$137bobo127b2o3b2o$
138b2o127bobo$270b3o$265b2o3b3o$266bo3b2obo$266b2o5bo$267bo4$6954b2o$
6955b2o$6954bo3$1173bo2$1173bo$1172b3o3$233bo285bo$232bobo284b2obo$
233b2o284bo4$227bo$226bobo$227b2o$306b3o$306b3o$307bo$244b2o$244bobo$
102bo142bo$101bobo$102b2o1272b3o$1376b3o$238b2o1137bo$238bobo$239bo7$
325b2o$324b3o$325b2o7$566b2o$197bo7bo359b3o$196b2o7b2o359b2o$195b2obo
5bobo$196bobo$197b2o8b2o$208bo999b3o$1208b3o$1209bo$210bo2$2535bo$205b
2obo2325b3o$205bo2bo2325b3o$66bo139b3o$65bobo$66b2o305b3o$358bo16bo$
357bobo14bo$358b2o$60bo$59bobo$60b2o2$76b2o65b2o$76bobo63b3o212b2o
1054bo$77bo65b2o206b2o3bo2bo$49b3o301b2obo2bo1053bo$38b3o7bo2bo300b3o
2b2o1053b3o$37bo2bo7bo3bo299b3o5b2o7b2o$37bo3bo6b4o18b2o283bob2o3bo6bo
bo6505b2o$37b4o29bobo283b3ob3o7bo6505bobo$71bo278b2o3b2obob2o6516bo$
351b3o6bo$40bo312bo$40b2o320bo$358bo3bo249bo$40bob2o3b2o312bo250b2obo$
39bo4b3obo8bo554bo$40bob6o9bo2b2o$35b2o19b2o2bobo$34bobo20b2o3b2o$35bo
21b2ob3o$42bo2bo8b2o3b3o124b2o$53bobo129bobo$53b2o132bo$50bo$48b5o120b
o$51b2o119bobo$51bobo2bo116b2o$30bo17bo2bo2bobo2b2o$29bobo18bo4b2o2bob
o1183bo$30b2o24b2o3b2o$48b2o6b2ob3o260bo922bo$47b2o2bo6b3o260bobo920b
3o$47b2ob2o270b2o$24bo24b2o116b2o3b2o$23bobo140bo4b2obo$24b2o144b3obo$
176b2o6b2o130bo75b3o$40b2o125bo3b3obo2bo5bobo128bobo74b3o$14bo25bobo
129b2obo2bo6bo130b2o75bo$13bobo25bo129b2o3b2o$13b2o156bobo$2b3o169b3o$
bo2bo164b2o3b3o156b2o$bo2bo6bo22b2o134bo3b2obo155bobo$b2obo2b2obobo21b
obo133b2o5bo156bo$3bo4bo26bo135bo$10bobo3bo$10bobo$11b2o314b2o$11b2o3b
o310bobo329b2o$11b2o15b2o298bo329b3o787b3o$10bobo8bo2bo2b3o629b2o787b
3o$b3o6b2o9bo5bo2bo1418bo$o2bo16b2o3bo3b2o$o2bo17b4o3b2o$2obo17b2o$2bo
15b2o3bo$17bobo4bo$17b2o6bo$14bo8b5o$12b5o9b2o109bo$15b2o11bo107bobo$
17bo6b2ob2o108b2o$13b2ob2o6bo2b2o$13bo2b2o7b3o$14b3o9bo$15bo115bo158bo
$130bobo$131b2o152b3o5b2o$285bo8bo$285bobo8b2o$286b2o9b2o$148b2o146bo$
148bobo$149bo2$1280b3o$1280b3o$142b2o150b3o984bo$142bobo149bo2b2o$143b
o151b3o$296bo3$6800bo$705bo6094b2o$705b2obo6090bobo$705bo2$254b3o$239b
o16bo$238bobo14bo$239b2o3$1485bo2$101bo7bo1375bo$100b2o7b2o127b2o1244b
3o$99b2obo5bobo121b2o3bo2bo$100bobo131b2obo2bo$101b2o8b2o120b3o2b2o
151b2o$112bo120b3o5b2o7b2o139bobo$236bob2o3bo6bobo139bo$237b3ob3o7bo$
114bo116b2o3b2obob2o$232b3o6bo$234bo2263b3o$109b2obo130bo2255bo$109bo
2bo126bo3bo$110b3o129bo2256bo11$752b2o563bo$751b3o$752b2o563bo$1316b3o
2$203bo$202bobo$203b2o4$197bo75b3o$196bobo74b3o$197b2o75bo$6389b2o$
6389b3o$355b2o6032b2o$214b2o139bobo$214bobo139bo$215bo3$1520b3o$208b2o
1310b3o$208bobo1310bo$209bo11$798bo$798b2obo$798bo3$171bo6550b3o$6724b
o$166b3o5b2o6547bo$166bo8bo$166bobo8b2o$167b2o9b2o$177bo6243bo$1352b3o
5066b2o$1352b3o5065bobo$1353bo4918bo$6269bob2o$319b2o5951bo$175b3o141b
obo$175bo2b2o140bo$176b3o$177bo11$1557bo2$1557bo$1556b3o2$845b2o$844b
3o$845b2o3$274bo$273bobo$274b2o4$268bo$267bobo$268b2o$6152b2o$6152b3o$
283b2o5867b2o$283bobo$284bo2$258bo$247bo9b3o1129bo$246b3o7b2o2bo16b2o$
245b2o2bo6b2ob2o16bobo1109bo$245b2ob2o6bo21bo1109b3o$245bo11b2o$246b2o
9b5o$246b5o8bo$248bo6b2o$249bo4bobo$250bo3b2o$251b2o17bo$244b2o3b4o16b
ob2o2190bo$243b2o3bo3b2o15bo2bo2189b3o$243bo2bo5bo16bo2bo2189b3o$244b
3o2bo2bo8b2o6b3o$244b2o14bobo628bo$260b2o629b2obo$256bo3b2o629bo$260b
2o$260bobo$238bo17bo3bobo$237bobo24bo4bo$238b2o20bobob2o2bob2o1320b3o$
261bo6bo2bo1320b3o$268bo2bo1321bo$268b3o6374b2o$232bo25b2o6386b2o$231b
obo23bobo6385bo$232b2o24bo$6035bo$6032bob2o$247b2o5786bo$223b2o22bobo
6093b3o$222b2ob2o21bo6096bo$213b3o6bo2b2o6117bo$212b3ob2o6b2o$211b2o3b
2o$212bobo2b2o4bo17b2o$213b2o2bobo2bo2bo15bobo$217bo2bobo19bo$221b2o$
221b5o$223bo$219b2o$218bobo$212b3o3b2o$211b3ob2o10bo2bo$210b2o3b2o20bo
$211bobo2b2o18bobo1185b3o$212b2o2bo19b2o1186b3o$216bo8b6obo1192bo$224b
ob3o4bo704b2o$224b2o3b2obo704b3o$938b2o$231b2o$232bo3$232b4o$221b4o6bo
3bo$220bo3bo7bo2bo$221bo2bo7b3o$221b3o3$5915b2o$5915b3o$1629bo4285b2o
2$1629bo$1628b3o17$984bo$984b2obo$984bo4$1461bo2$1461bo$1460b3o5$5798b
o$5795bob2o769b2o$5798bo768bobo$6569bo5$6266b2o$6267b2o$6266bo4$1664b
3o$1664b3o$1665bo6$1031b2o$1030b3o$1031b2o5$2426b3o$2427bo2$2427bo4$
5678b2o$5678b3o$5678b2o2$1496b3o$1496b3o$1497bo16$1077bo$1077b2obo620b
o$1077bo$1701bo$1700b3o10$5561bo$5558bob2o$5561bo4$6491bo$6491b2o$
6490bobo5$1533bo4655b2o$6188bobo$1533bo4656bo$1532b3o6$1124b2o$1123b3o
$1124b2o11$1736b3o$1736b3o3702b2o$1737bo3703b3o$5441b2o20$1170bo$1170b
2obo$1170bo$1568b3o$1568b3o$1569bo9$5324bo$5321bob2o$5324bo$2391bo$
2390b3o$2390b3o3$1773bo2$1773bo$1772b3o$6413b3o$6415bo$6414bo4$6112bo$
6112b2o$6111bobo2$1217b2o$1216b3o$1217b2o10$1605bo2$1605bo3598b2o$
1604b3o3597b3o$5204b2o18$1808b3o$1808b3o$1263bo545bo$1263b2obo$1263bo
12$5087bo$5084bob2o$5087bo8$1640b3o$1640b3o$1641bo5$6336b2o$6337b2o$
6336bo3$1310b2o$1309b3o$1310b2o4722b3o$6036bo$6035bo3$1845bo2$1845bo$
1844b3o4$4967b2o$4967b3o$4967b2o12$2354b3o$2355bo2$2355bo2$1677bo2$
1677bo$1356bo319b3o$1356b2obo$1356bo12$4850bo$4847bob2o$4850bo3$1880b
3o$1880b3o$1881bo15$1403b2o4854b2o$1402b3o4853bobo$1403b2o4855bo5$
5957b2o$5958b2o$1712b3o4242bo$1712b3o$1713bo3$4730b2o$4730b3o$4730b2o
12$1917bo2$1917bo$1916b3o5$1449bo$1449b2obo$1449bo12$4613bo$4610bob2o$
4613bo2$1749bo2$1749bo$1748b3o15$1496b2o$1495b3o$1496b2o821bo$2318b3o$
1952b3o363b3o$1952b3o4227bo$1953bo4228b2o$6181bobo5$5880b2o$5879bobo$
4493b2o1386bo$4493b3o$4493b2o14$1784b3o$1784b3o$1785bo4$1542bo$1542b2o
bo$1542bo11$1989bo$4376bo$1989bo2383bob2o$1988b3o2385bo20$1589b2o$
1588b3o$1589b2o$1821bo2$1821bo$1820b3o5$6104b3o$6106bo$6105bo$4256b2o$
4256b3o$4256b2o$5803bo$5803b2o$5802bobo6$2024b3o$2024b3o$2025bo9$1635b
o$1635b2obo$1635bo11$2282b3o$2283bo1855bo$1856b3o2277bob2o$1856b3o424b
o1855bo$1857bo17$2061bo2$1682b2o377bo$1681b3o376b3o$1682b2o12$4019b2o$
4019b3o$4019b2o2006b2o$6028b2o$6027bo5$5725b3o$1893bo3833bo$5726bo$
1893bo$1892b3o9$1728bo$1728b2obo$1728bo8$2096b3o$2096b3o$2097bo2$3902b
o$3899bob2o$3902bo20$1775b2o151b3o$1774b3o151b3o$1775b2o152bo12$3782b
2o$3782b3o$3782b2o3$2133bo2$2133bo3816b2o$2132b3o3814bobo$2247bo3703bo
$2246b3o$2246b3o3$5648b2o$5649b2o$5648bo6$1821bo$1821b2obo$1821bo7$
1965bo2$1965bo$1964b3o2$3665bo$3662bob2o$3665bo15$2168b3o$2168b3o$
2169bo3$1868b2o$1867b3o$1868b2o12$3545b2o$3545b3o$3545b2o5$2000b3o$
2000b3o$2001bo3$5873bo$5873b2o$5872bobo5$5571b2o$5570bobo$5572bo$1914b
o$1914b2obo$1914bo2$2205bo2$2205bo$2204b3o7$3428bo$3425bob2o$3428bo14$
2037bo2$2037bo$2036b3o$2210b3o$2211bo$1961b2o$1960b3o248bo$1961b2o12$
3308b2o$3308b3o$2240b3o1065b2o$2240b3o$2241bo14$5795b3o$5797bo$5796bo
2$2007bo$2007b2obo$2007bo3486bo$5494b2o$5493bobo2$2072b3o$2072b3o$
2073bo6$3191bo$3188bob2o$3191bo9$2277bo2$2277bo$2276b3o8$2054b2o$2053b
3o$2054b2o12$3071b2o$2109bo961b3o$3071b2o$2109bo$2108b3o18$2100bo$
2100b2obo208b3o3403b2o$2100bo211b3o3404b2o$2313bo11bo3392bo$2322bob2o$
2325bo3$2175bo3240b3o$2174b3o3241bo$2174b3o3240bo4$2954bo$2951bob2o$
2954bo11$2144b3o$2144b3o$2145bo7$2147b2o$2146b3o$2147b2o$2205b2o$2205b
3o$2205b2o4$2365b3o$2366bo2$2366bo2$2834b2o$2834b3o$2834b2o4$2368b2o$
2367b3o$2368b2o9$2177b3o$2177b3o$2178bo9$5641b2o$5640bobo$5642bo5$
5339b2o$2717bo2622b2o$2714bob2o2621bo$2717bo4$2414bo$2414b2obo$2414bo
2$2119b2o$2120b2o$2119bo14$2214bo2$2214bo$2213b3o7$2597b2o$2597b3o$
2597b2o4$2461b2o$2460b3o$2461b2o25$1996b2o257bo3308bo$1933bo61b3o257b
2obo3305b2o$1932bobo61b2o257bo3307bobo$1933b2o545bo$2477bob2o$2480bo2$
5262b2o$2330bo2930bobo$2329b3o175bo2755bo$2329b3o175b2obo$2507bo7$
2042b2o$2041bobo$2043bo3$2028bo$2027bobo$2028b2o6$2027bo$2025b2obo$
2029bo$2028bo2b2o$2025bobo2b3o6b2o$2025bo5bobo5bobo260b2o$1897bo132b2o
b2o5bo260b3o$1896bobo128b2o4bo268b2o$1897b2o128bo2b3o327b2o$2028b2obo
328b3o$2024b2o334b2o$2024b2o3$2554b2o$2553b3o$2554b2o12$1992bo$1991bob
o$1992b2o4$1986bo$1985bobo$1986b2o344b3o$2332b3o$2333bo8b2o$2065b3o
273b3o$2003b2o60b3o274b2o$2003bobo60bo$1861bo142bo$1860bobo$1861b2o2$
1997b2o$1997bobo3486b3o$1998bo3489bo$5487bo$2600bo$2600b2obo$2600bo$
5185bo$5185b2o$5184bobo8$2273bo$1965bo307b2o$1954b3o8b2o305bobo$1953b
3ob2o5bobo$1952b2o3b2o$1953bobo2b2o$1954b2o2bo$1958bo4$2388bo$1964b3o
421b2obo$1963b2ob2o420bo$1963b2o3bo$1825bo138bo3bo$1824bobo137bo2bo$
1825b2o138b3o$2369bo2$2369bo$1819bo548b3o$1818bobo$1819b2o826b2o$2646b
3o$1835b2o63b2o745b2o$1808b3o24bobo61b3o$1797b3o8bobo25bo63b2o$1797bob
o8bo2bo$1797bo2bo4b3o2bobo$1794b3o2bobo3bo$1794bo10b2obo2bo17b2o$1794b
2obo2bo6bo2bo18bobo$1796bo2bo8bo21bo$1797bo2$1804b2o$1798bobo3b4o$
1799b2o6b2o$1799bo6b2o$1801b2o3b2o13b2o$1794b2o6bo20bo$1793bobo6b2o17b
ob2o$1794bo8bo17b3o122b2o$1813b2o7bo122bobo$1812bobo132bo$1812b2o$
2435b2o$1807b3o3bo118bo501b3o$1807b3o2b2o117bobo501b2o$1814bobo115b2o$
1789bo22bobobo3b2o$1788bobo23bob2o4bo$1789b2o21b2o6bob2o$1820b3o321b2o
$1821bo321b3o$1810b2o119bo212b2o$1783bo24bo2bo117b2obo$1782bobo25bo
122bo$1783b2o24bo122bo2b2o756bo$1929bobo2b3o6b2o748b2obo$1799b2o128bo
5bobo5bobo747bo2715b2o$1773bo25bobo132b2ob2o5bo3465b2o$1761b3o8bobo25b
o130b2o4bo3471bo$1761bobo8b2o157bo2b3o$1761bo2bo167b2obo$1758b3o2bobo
162b2o474b3o$1758bo9bo24b2o133b2o474b3o$1758b2obo2bo4b2o22bobo609bo
2701b3o$1760bo2bo4b2o24bo3314bo$1761bo9bo3336bo$1771b3o$1773b2o$1767b
2o$1760b3o4b2o$1760bobo5bob2o8b2o$1760bo2bo4b4o8b2o7bo$1757b3o2bobo4bo
10b2o9bo$1757bo30bobo404b3o$1757b2obo2bo24b2o407bo$1759bo2bo14b2o2bobo
bo393bo16bo$1760bo15bobob2o3bo392bobo$1776b2o4b3o394b2o$2481bo$1782b3o
111bo584b2obo$1784bo110bobo583bo$1896b2o$2178bo$1783bob2o390b3o$1772bo
b2o7bo2b2o388bo3b2o$1772bo2b2o7b3o103bo284b2ob4o$1773b3o9bo103bobo284b
obobo$1774bo115b2o283bo6bo7b2o$2175bobo3bobo6bobo$2176b2o2bo3bo6bo$
1969b3o211bo556b2o$1907b2o60b3o201b2o4b2o2bo555b3o$1907bobo60bo202b2o
565b2o$1908bo4$1901b2o$1901bobo$1902bo7$2441bo2$2441bo$2440b3o2$2143bo
$2142bobo$2143b2o$2528b2o$1869bo657b3o$1858b3o8b2o657b2o$1857b3ob2o5bo
bo266bo$1856b2o3b2o273bobo$1857bobo2b2o273b2o74b3o$1858b2o2bo350b3o$
1862bo351bo2$2154b2o$2154bobo$2155bo$1868b3o915bo$1867b2ob2o914b2obo$
1867b2o3bo913bo$1868bo3bo275b2o$1868bo2bo276bobo$1869b3o277bo2$5332b2o
$5331bobo$5333bo5$5030b2o$5031b2o$5030bo3$2025b2o$2024b3o$2025b2o$
2106b2o$2104b2o2bo$2104bo3b2o8b2o454bo$2104bo4bo9b2o453b2obo$2105b5o8b
o455bo$2107b2o$2476b3o$2476b3o$2477bo$2116bo$2114b5o$2117b2o$2119bo$
2115b2ob2o$2115bo2b2o713b2o$2116b3o713b3o$2117bo715b2o5$2076b3o$2078bo
$2060bo16bo$2059bobo$2060b2o5$2059bo$2058b3o$2057bo3b2o$2056b2ob4o$
2057bobobo150b2o$2056bo6bo7b2o139bobo$2056bobo3bobo6bobo139bo$2057b2o
2bo3bo6bo$2064bo556b2o$2054b2o4b2o2bo555b3o$2054b2o565b2o10$2879bo$
2513bo365b2obo$2879bo$2513bo$2512b3o5$2024bo$2023bobo$2024b2o$5255bo$
5255b2o$5254bobo$2018bo$2017bobo$2018b2o74b3o$2094b3o$2095bo2857b2o$
2176b2o2774bobo$2035b2o139bobo2775bo$2035bobo139bo$2036bo$2667bo$2667b
2obo$2667bo$2029b2o$2029bobo$2030bo7$2926b2o$2925b3o$2926b2o8$1987b2o$
1985b2o2bo$1985bo3b2o8b2o$1985bo4bo9b2o546b3o$1986b5o8bo548b3o$1988b2o
559bo4$1997bo$1995b5o140b2o$1998b2o140bobo$2000bo140bo$1996b2ob2o$
1996bo2b2o713b2o$1997b3o713b3o$1998bo715b2o10$2972bo$2972b2obo$2972bo
7$2095bo$2094bobo$2095b2o4$2089bo$2088bobo$2089b2o$5177b3o$5179bo$
2104b2o3072bo$2104bobo$2079bo25bo479bo$2068bo9b3o$2067b3o7b2o2bo503bo
174bo2115bo$2066b2o2bo7b2obo502b3o173b2obo2112b2o$2067b2obo27b2o660bo
2114bobo$2098bobo$2099bo$2069bo$2069b3o2$2069b3o4b2o$2068bo3b2obobo$
2068bobobo2b2o15bo$2064b2o24bo2bo$2063bobo23bo2bob2o923b2o$2062bo9b2o
21bo922b3o$2064bo7b2o9bo4bobo2b3o923b2o$2072b2o7b4o4bo2bo$2081b2obo5bo
bo$2084b2o4b3o$2084b2o$2078b2o$2079b3o$2059bo21bo9bo$2058bobo22b2o4bo
2bo$2059b2o21b2o4bo2bob2o$2084bo9bo$2087bobo2b3o$2088bo2bo$2053bo25b2o
8bobo$2052bobo23bobo8b3o$2053b2o24bo2$2044bo$2043bo24b2o$2042bo2bo22bo
bo$2042b2o25bo$2032bo$2031b3o773b2o$2030b2obo6b2o764b3o$2031bo4b2obo
22b2o743b2o$2032b2o3bobobo20bobo$2037bobo23bo$2040b2o2b3o$2040bo3b3o2$
2040b2o$2039bobo$2031bo7b2o579b3o$2030b3o587b3o$2029b2obo16bo8bo562bo
443bo$2030bo18b2o6bobo1005b2obo$2031b2o17bo6b2o1006bo$2045b2o3b2o$
2045b2o6bo$2044b2o6b2o$2045b4o3bobo$2047b2o2$2055bo$2044bo8bo2bo$2042b
o2bo6bo2bob2o$2041bo2bob2o10bo$2047bo3bobo2b3o$2040bobo2b3o4bo2bo$
2041bo2bo8bobo$2042bobo8b3o$2042b3o6$5100b2o$2853bo2247b2o$2853b2obo
2243bo$2853bo4$4798b3o$4800bo$4799bo4$3112b2o$3111b3o$3112b2o5$2657bo
2$2657bo$2656b3o14$2900b2o$2899b3o$2900b2o10$3158bo$3158b2obo$3158bo
17$2692b3o$2692b3o$2693bo3$2946bo$2946b2obo$2946bo2$5023b2o$5022bobo$
5024bo5$4721b2o$3205b2o1515b2o$3204b3o1514bo$3205b2o22$2993b2o$2992b3o
$2993b2o2$2729bo2$2729bo$2728b3o5$3251bo$3251b2obo$3251bo22$3039bo$
3039b2obo$3039bo7$4946bo$4946b2o$4945bobo$3298b2o$3297b3o$3298b2o2$
2764b3o1877b2o$2764b3o1876bobo$2765bo1879bo18$3086b2o$3085b3o$3086b2o
10$3344bo$3344b2obo$3344bo11$2801bo2$2801bo$2800b3o8$3132bo$3132b2obo$
3132bo10$3391b2o$3390b3o$3391b2o$4868b3o$4870bo$4869bo4$4567bo$4567b2o
$4566bobo13$3179b2o$2836b3o339b3o$2836b3o340b2o$2837bo9$3437bo$3437b2o
bo$3437bo22$3225bo$3225b2obo$3225bo8$2873bo2$2873bo610b2o$2872b3o608b
3o$3484b2o6$4791b2o$4792b2o$4791bo5$4489b3o$4491bo$4490bo7$3272b2o$
3271b3o$3272b2o10$3530bo$3530b2obo$3530bo8$2908b3o$2908b3o$2909bo12$
3318bo$3318b2obo$3318bo10$3577b2o$3576b3o$3577b2o11$4714b2o$4713bobo$
4715bo4$2945bo$4412b2o$2945bo1467b2o$2944b3o1465bo2$3365b2o$3364b3o$
3365b2o10$3623bo$3623b2obo$3623bo22$3411bo$3411b2obo$3411bo5$2980b3o$
2980b3o$2981bo3$3670b2o$3669b3o$3670b2o16$4637bo$4637b2o$4636bobo4$
3458b2o$3457b3o875b2o$3458b2o874bobo$4336bo9$3716bo$3716b2obo$3716bo2$
3017bo2$3017bo$3016b3o17$3504bo$3504b2obo$3504bo10$3763b2o$3762b3o$
3763b2o14$3052b3o$3052b3o$3053bo6$3551b2o1006b3o$3550b3o1008bo$3551b2o
1007bo4$4258bo$4258b2o$4257bobo4$3809bo$3809b2obo$3809bo22$3597bo$
3089bo507b2obo$3597bo$3089bo$3088b3o8$3856b2o$3855b3o$3856b2o22$3644b
2o$3643b3o$3644b2o3$4482b2o$4483b2o$4482bo5$3902bo277b3o$3124b3o775b2o
bo276bo$3124b3o775bo278bo$3125bo21$3690bo$3690b2obo$3690bo10$3949b2o$
3948b3o$3949b2o8$3161bo2$3161bo$3160b3o11$3737b2o$3736b3o$3737b2o8$
4405b2o$4404bobo$3995bo410bo$3995b2obo$3995bo3$4103b2o$4104b2o$4103bo
15$3196b3o$3196b3o$3197bo585bo$3783b2obo$3783bo10$4042b2o$4041b3o$
4042b2o22$3830b2o$3829b3o234b3o$3830b2o200bo33b3o$4031bobo33bo$4032b2o
3$3233bo$4026bo$3233bo791bobo$3232b3o791b2o4$4043b2o$4043bobo282bo$
4044bo283b2o$4327bobo3$4037b2o$4037bobo$4026b2o10bo$4025bobo$4006b3o
18bo$4003b2o3bo$4002b3o3bo$4001bobo3bo$4000b3ob2o$4000b2obo$4003bo$
3999bo$3999bo2bo$3999b3o3$3876bo$3876b2obo121b2o$3876bo119b2o2bobo19bo
$3995bobo2b2o19b3o$3996bo24bob2o$3984b2o$3985b2o33bo$3984bo34bo$3990bo
27bobo$3989bobo17b2o6bobo2bo$3989b2o17bobo3b2o87bo$4008b2o3b2o5bo$
3982b3o29b2o87bo$3979b2o3bo4b2o24bo86b3o$3978b3o3bo3bobo17b2o$3977bobo
3bo4b2o17bobo$3976b3ob2o26bo$3976b2obo$3979bo$3268b3o704bo$3268b3o704b
o2bo23bo$3269bo705b3o19b2o2bobo$3996bobo2b2o$3996b2o3$3998bo$3997b3o$
3997bob2o2$3996bo$3995bo$3994bobo$3993bobo2bo$3990b2o$3989b2o5bo$3923b
2o65b2o$3922b3o66bo109b2o$3923b2o176bobo$4102bo18$4250b3o$4252bo$4251b
o2$3947b3o$3913bo33b3o$3912bobo33bo$3305bo607b2o2$3305bo$3304b3o$3907b
o$3906bobo$3907b2o3$4065b2o$3924b2o139bobo$3924bobo139bo$3925bo4$3918b
2o$3918bobo$3907b2o10bo$3906bobo$3887b3o18bo$3884b2o3bo$3883b3o3bo$
3882bobo3bo$3881b3ob2o$3881b2obo$3884bo$3880bo$3880bo2bo$3880b3o4$
3882b2o$3877b2o2bobo19bo$3876bobo2b2o19b3o$3877bo24bob2o2$3901bo$3900b
o$3871bo27bobo$3870bobo17b2o6bobo2bo$3870b2o17bobo3b2o87bo$3889b2o3b2o
5bo$3863b3o29b2o87bo$3860b2o3bo4b2o24bo86b3o43b2o$3859b3o3bo3bobo17b2o
138bobo$3858bobo3bo4b2o17bobo139bo$3340b3o514b3ob2o26bo$3340b3o514b2ob
o$3341bo518bo$3856bo$3856bo2bo23bo$3856b3o19b2o2bobo$3877bobo2b2o$
3877b2o3$3879bo$3878b3o$3878bob2o2$3877bo$3876bo$3875bobo$3874bobo2bo$
3871b2o$3870b2o5bo$3871b2o$3872bo$3984bo188b2o$3983bobo188b2o$3984b2o
187bo9$3993b2o$3993bobo$3994bo10$3377bo2$3377bo$3376b3o10$3948bo$3947b
obo$3948b2o4$3942bo$3941bobo$3942b2o3$3957b2o$3957bobo$3958bo4$3951b2o
$3951bobo$3952bo14$3911b2o$3911bobo$3412b3o498bo$3412b3o496b3o$3413bo
493b2o$3906bobo$3906b2o2$4096b2o$3902b2obo189bobo$3902bo2bo191bo$3903b
3o18bo$3923b3o$3922b2o2bo$3922b2ob2o$3922bo$3923b2o$3923b5o$3925bo$
3921b2o$3920bobo$3914b3o3b2o$3913b3ob2o$3912b2o3b2o$3913bobo2b2o$3914b
2o2bo$3918bo21$3449bo2$3449bo$3448b3o35$4019bo$4019b2o$4018bobo8$3484b
3o$3484b3o$3485bo43$3521bo2$3521bo$3520b3o20$3941b3o$3943bo$3942bo23$
3556b3o$3556b3o$3557bo43$3593bo2$3593bo$3592b3o4$3864b2o$3865b2o$3864b
o39$3628b3o$3628b3o$3629bo20$3618b2o$3619b2o$3618bo12$3787b2o$3786bobo
$3788bo42$3498b2o$3433bo63b3o$3432bobo63b2o$3433b2o16$3541b2o$3540bobo
$3542bo2$3528bo$3527bobo$3528b2o7$3522b2o3b2o$3521bo4b2obo180bo$3525b
3obo180b2o$3531b2o6b2o168bobo$3522bo3b3obo2bo5bobo$3397bo129b2obo2bo6b
o$3396bobo127b2o3b2o$3397b2o127bobo$3529b3o$3524b2o3b3o$3525bo3b2obo$
3525b2o5bo$3526bo15$3492bo$3491bobo$3492b2o4$3486bo$3485bobo$3486b2o$
3565b3o$3565b3o$3566bo$3503b2o$3503bobo$3361bo142bo$3360bobo$3361b2o2$
3497b2o$3497bobo$3498bo7$3584b2o$3583b3o$3584b2o8$3456bo7bo$3455b2o7b
2o$3454b2obo5bobo$3455bobo$3456b2o8b2o$3467bo3$3469bo3$3464b2obo$3464b
o2bo$3325bo139b3o$3324bobo$3325b2o305b3o$3617bo16bo$3616bobo14bo$3617b
2o$3319bo$3318bobo$3319b2o2$3335b2o65b2o$3335bobo63b3o212b2o$3336bo65b
2o206b2o3bo2bo$3308b3o301b2obo2bo$3297b3o7bo2bo300b3o2b2o$3296bo2bo7bo
3bo299b3o5b2o7b2o$3296bo3bo6b4o18b2o283bob2o3bo6bobo$3296b4o29bobo283b
3ob3o7bo$3330bo278b2o3b2obob2o$3610b3o6bo$3299bo312bo$3299b2o320bo$
3617bo3bo$3299bob2o3b2o312bo$3298bo4b3obo8bo$3299bob6o9bo2b2o$3294b2o
19b2o2bobo$3293bobo20b2o3b2o$3294bo21b2ob3o$3301bo2bo8b2o3b3o124b2o$
3312bobo129bobo$3312b2o132bo$3309bo$3307b5o120bo$3310b2o119bobo$3310bo
bo2bo116b2o$3289bo17bo2bo2bobo2b2o$3288bobo18bo4b2o2bobo$3289b2o24b2o
3b2o$3307b2o6b2ob3o260bo$3306b2o2bo6b3o260bobo$3306b2ob2o270b2o$3283bo
24b2o116b2o3b2o$3282bobo140bo4b2obo$3283b2o144b3obo$3435b2o6b2o130bo
75b3o$3299b2o125bo3b3obo2bo5bobo128bobo74b3o$3273bo25bobo129b2obo2bo6b
o130b2o75bo$3272bobo25bo129b2o3b2o$3272b2o156bobo$3261b3o169b3o$3260bo
2bo164b2o3b3o156b2o$3260bo2bo6bo22b2o134bo3b2obo155bobo$3260b2obo2b2ob
obo21bobo133b2o5bo156bo$3262bo4bo26bo135bo$3269bobo3bo$3269bobo$3270b
2o314b2o$3270b2o3bo310bobo$3270b2o15b2o298bo$3269bobo8bo2bo2b3o$3260b
3o6b2o9bo5bo2bo$3259bo2bo16b2o3bo3b2o$3259bo2bo17b4o3b2o$3259b2obo17b
2o$3261bo15b2o3bo$3276bobo4bo$3276b2o6bo$3273bo8b5o$3271b5o9b2o109bo$
3274b2o11bo107bobo$3276bo6b2ob2o108b2o$3272b2ob2o6bo2b2o$3272bo2b2o7b
3o$3273b3o9bo$3274bo115bo158bo$3389bobo$3390b2o152b3o5b2o$3544bo8bo$
3544bobo8b2o$3545b2o9b2o$3407b2o146bo$3407bobo$3408bo4$3401b2o150b3o$
3401bobo149bo2b2o$3402bo151b3o$3555bo8$3513b3o$3498bo16bo$3497bobo14bo
$3498b2o5$3360bo7bo$3359b2o7b2o127b2o$3358b2obo5bobo121b2o3bo2bo$3359b
obo131b2obo2bo$3360b2o8b2o120b3o2b2o151b2o$3371bo120b3o5b2o7b2o139bobo
$3495bob2o3bo6bobo139bo$3496b3ob3o7bo$3373bo116b2o3b2obob2o$3491b3o6bo
$3493bo$3368b2obo130bo$3368bo2bo126bo3bo$3369b3o129bo16$3462bo$3461bob
o$3462b2o4$3456bo75b3o$3455bobo74b3o$3456b2o75bo3$3614b2o$3473b2o139bo
bo$3473bobo139bo$3474bo4$3467b2o$3467bobo$3468bo16$3430bo2$3425b3o5b2o
$3425bo8bo$3425bobo8b2o$3426b2o9b2o$3436bo5$3578b2o$3434b3o141bobo$
3434bo2b2o140bo$3435b3o$3436bo21$3533bo$3532bobo$3533b2o4$3527bo$3526b
obo$3527b2o3$3542b2o$3542bobo$3543bo2$3517bo$3506bo9b3o$3505b3o7b2o2bo
16b2o$3504b2o2bo6b2ob2o16bobo$3504b2ob2o6bo21bo$3504bo11b2o$3505b2o9b
5o$3505b5o8bo$3507bo6b2o$3508bo4bobo$3509bo3b2o$3510b2o17bo$3503b2o3b
4o16bob2o$3502b2o3bo3b2o15bo2bo$3502bo2bo5bo16bo2bo$3503b3o2bo2bo8b2o
6b3o$3503b2o14bobo$3519b2o$3515bo3b2o$3519b2o$3519bobo$3497bo17bo3bobo
$3496bobo24bo4bo$3497b2o20bobob2o2bob2o$3520bo6bo2bo$3527bo2bo$3527b3o
$3491bo25b2o$3490bobo23bobo$3491b2o24bo3$3506b2o$3482b2o22bobo$3481b2o
b2o21bo$3472b3o6bo2b2o$3471b3ob2o6b2o$3470b2o3b2o$3471bobo2b2o4bo17b2o
$3472b2o2bobo2bo2bo15bobo$3476bo2bobo19bo$3480b2o$3480b5o$3482bo$3478b
2o$3477bobo$3471b3o3b2o$3470b3ob2o10bo2bo$3469b2o3b2o20bo$3470bobo2b2o
18bobo$3471b2o2bo19b2o$3475bo8b6obo$3483bob3o4bo$3483b2o3b2obo2$3490b
2o$3491bo3$3491b4o$3480b4o6bo3bo$3479bo3bo7bo2bo$3480bo2bo7b3o$3480b3o!

w33z8kqrqk8zzzw33
Posts: 34
Joined: August 11th, 2022, 1:33 am

Re: Rules with interesting replicators

Post by w33z8kqrqk8zzzw33 » December 20th, 2022, 11:31 pm

Weirdpinski:

Code: Select all

x = 4, y = 3, rule = B2i3-cen5nr7e8/S2-i3-ac4iyz6a7e8
bo$3o$ob2o!
Edit: this takes longer to explode:

Code: Select all

x = 4, y = 3, rule = B2i3-cen5nr7e8/S2-i3-ac4ciyz6a7e
bo$3o$ob2o!

Naszvadi
Posts: 1248
Joined: May 7th, 2016, 8:53 am
Contact:

Re: Rules with interesting replicators

Post by Naszvadi » December 21st, 2022, 1:24 pm

w33z8kqrqk8zzzw33 wrote:
December 20th, 2022, 11:31 pm
Weirdpinski:

Code: Select all

x = 4, y = 3, rule = B2i3-cen5nr7e8/S2-i3-ac4iyz6a7e8
bo$3o$ob2o!
Edit: this takes longer to explode:

Code: Select all

x = 4, y = 3, rule = B2i3-cen5nr7e8/S2-i3-ac4ciyz6a7e
bo$3o$ob2o!
Some stuff, including the linear replicator:

Code: Select all

x = 139, y = 18, rule = B2i3-cen5nr7e8/S2-i3-ac4iyz6a7e8
46bo15bo68bo5bo$45b3o13b3o66b3o3b3o$44b2obo13bob2o65bob2ob2obo$2obo3bo
b2o37bo11bo$b3o3b3o$2bo5bo39bo11bo$47b2ob2o5b2ob2o$48b2obo5bob2o$47b2o
b2o5b2ob2o$48bo11bo4$47b2o11b2o$47b2o11b2o$46b2o13b2o$45b3o13b3o$45b3o
13b3o!
[APPEND#1]

P64 oscillator and higher period gun:

Code: Select all

x = 611, y = 174, rule = B2i3-cen5nr7e8/S2-i3-ac4iyz6a7e8
291b2o246b2o$289bo4bo242bo4bo$288bo6bo240bo6bo$288bo6bo240bo6bo$288b3o
2b3o240b3o2b3o4$288b3o2b3o240b3o2b3o$288bo6bo240bo6bo$288bo6bo240bo6bo
$289bo4bo242bo4bo$291b2o246b2o6$303b3o3b3o208b3o3b3o$302bo2bo3bo2bo
206bo2bo3bo2bo$305bo3bo212bo3bo$301bo11bo204bo11bo$301bo11bo204bo11bo$
305bo3bo212bo3bo$302bo2bo3bo2bo206bo2bo3bo2bo$303b3o3b3o208b3o3b3o41$
38b2o$39b2o182b3o3b3o368b3o3b3o$38b2o182bo2bo3bo2bo366bo2bo3bo2bo$38bo
186bo3bo372bo3bo$221bo11bo364bo11bo$38bo182bo11bo364bo11bo$38b2o185bo
3bo372bo3bo$39b2o181bo2bo3bo2bo366bo2bo3bo2bo$38b2o183b3o3b3o368b3o3b
3o6$242b2o344b2o$240bo4bo340bo4bo$239bo6bo338bo6bo$239bo6bo123b2o88b2o
123bo6bo$239b3o2b3o124b2o86b2o124b3o2b3o$52bo5bo311b2o88b2o$51b3o3b3o
310bo90bo$51bob2ob2obo$239b3o2b3o123bo90bo123b3o2b3o$239bo6bo123b2o88b
2o123bo6bo$239bo6bo124b2o86b2o124bo6bo$240bo4bo124b2o88b2o124bo4bo$
242b2o344b2o3$ob2ob2obo$3o3b3o$bo5bo5$384bo5bo50bo5bo$383b3o3b3o48b3o
3b3o$383bob2ob2obo48bob2ob2obo4$20b2o$19b2o$20b2o$21bo2$21bo$20b2o$19b
2o$20b2o32$303b3o3b3o208b3o3b3o$302bo2bo3bo2bo206bo2bo3bo2bo$305bo3bo
212bo3bo$301bo11bo204bo11bo$301bo11bo204bo11bo$305bo3bo212bo3bo$302bo
2bo3bo2bo206bo2bo3bo2bo$303b3o3b3o208b3o3b3o6$322b2o184b2o$320bo4bo
180bo4bo$319bo6bo178bo6bo$319bo6bo178bo6bo$319b3o2b3o178b3o2b3o4$319b
3o2b3o178b3o2b3o$319bo6bo178bo6bo$319bo6bo178bo6bo$320bo4bo180bo4bo$
322b2o184b2o!

User avatar
pipsqueek
Posts: 265
Joined: September 10th, 2022, 4:42 pm

Re: Rules with interesting replicators

Post by pipsqueek » December 25th, 2022, 1:09 pm

This might not be classified as a replicator, but it's really weird. and it slowly explodes and makes weird snake-like branches

Code: Select all

x = 3, y = 3, rule = B2i3ai/S2a3aeijr4-cknqy5aciy
2o$2o$3o!

Code: Select all

x=17,y=16,rule=B3/S23
3bo3bobo2bob2o$bobo4bo4b4o$bobo5bobo2b3o$b2obob2o3b2o$3o4b2ob2o2b2o$4b
o4bo$4b2obobob2ob3o$3ob3o2b2o$b3o2bobobo5bo$o3b2o3bobo2b2o$4bo3bob2o3b
o$2obo2bobobo2b2o$3b3o5bo2b2o$2obo4bo2bob2o$o3bob2obo3b2o$2bo8bobobo![[ STOP 3 GPS 4 ]]

Naszvadi
Posts: 1248
Joined: May 7th, 2016, 8:53 am
Contact:

Re: Rules with interesting replicators

Post by Naszvadi » December 25th, 2022, 2:36 pm

pipsqueek wrote:
December 25th, 2022, 1:09 pm
This might not be classified as a replicator, but it's really weird. and it slowly explodes and makes weird snake-like branches

Code: Select all

x = 3, y = 3, rule = B2i3ai/S2a3aeijr4-cknqy5aciy
2o$2o$3o!
Basically, 2 engines could be used in a rake family - or replicators? - a stretcher-puffer, and a spaceship with velocity 8c/40:

Code: Select all

x = 489, y = 83, rule = B2i3ai/S2a3aeijr4-cknqy5aciy
57b2o10b2o$56b2o12b2o$57b3o8b3o$2bo55bo10bo$3o$3o5bo$8b3o$8b3o27$91bo
2bo$89b3o2b3o$89b3o2b3o6$423bo12bo$423b3o8b3o$424b2o8b2o38b2o10b2o$
424b2o8b2o37b2o12b2o$474b3o8b3o$425b3o4b3o40bo10bo$426b2o4b2o$426b2o4b
2o2$427b2o2b2o$428b4o$427b2o2b2o2$427b2o2b2o$428b4o$427b2o2b2o2$427b2o
2b2o$428b4o$427b2o2b2o2$427b2o2b2o$428b4o$427b2o2b2o2$427b2o2b2o$428b
4o$427b2o2b2o$88bo10bo$87b3o8b3o326b2o2b2o$86b2o12b2o326b4o$87b2o10b2o
326b2o2b2o2$426b2o4b2o$426b2o4b2o$425b3o4b3o2$424b2o8b2o$424b2o8b2o$
423b3o8b3o$423bo12bo!
The "replicators" above have some self-healing capabilities!

User avatar
NimbleRogue
Posts: 535
Joined: January 11th, 2021, 11:48 pm

Re: Rules with interesting replicators

Post by NimbleRogue » December 29th, 2022, 3:10 pm

Crazy failed rep ship, it looks like a perfect replicator at gen 412

Code: Select all

x = 49, y = 44, rule = B3aeijr4ce5er6n/S2-ci3-aky4ceinrz5acjk6en7e
16$24b2o$24bo5bo$23b2o4b3o$29bob2o!

Code: Select all

x = 4, y = 3, rule = B3-cnqy4e5kr6n7c/S2-i3-ay4einrtyz5cejn6cin78
bo$3o$ob2o!

Code: Select all

#14c/85265o
x = 10, y = 4, rule = B2-an3-iqy4iknrtz5aijqy6aei78/S02ck3nqy4eiqrtwy5-ekq6-i78
2bo4bo$3b4o$ob6obo$2b6o!

Post Reply