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Larger than Life

For discussion of other cellular automata.

Re: Larger than Life

Postby Dean Hickerson » July 11th, 2017, 7:14 pm

Saka wrote:Also, what's ORing? Oring, or Or-ing?

Or-ing. It's one of the paste modes in Golly; you can cycle between the 4 modes by pressing "M". If you paste the clipboard into an existing pattern in Or-mode, then a cell will be present if it was already present OR if it's present in the clipboard.

You can also reflect or rotate the thing being pasted by pressing "x", "y", "<", or ">" before you click where you want the paste to happen.

So to make a pattern symmetric across the northwest-southeast diagonal, I do this:

type command-A (select pattern)
type command-C (copy it to clipboard)
type command-V (prepare to paste it)
type "x<" (reflect across diagonal)
type "M" as often as needed to get to Or-mode
click where I want to paste
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Re: Larger than Life

Postby gameoflifeboy » July 16th, 2017, 2:51 pm

blah wrote:This rule generates tree rings, though they get kind of octahedral as the tree grows:
x = 24, y = 24, rule = R9,C0,M1,S30..180,B24..45,NN:T400,400
2b4ob2o3b2obo$3b2o5bobo3bob3ob2o$b7o3bob2ob3ob4o$5b4obob2obobo2bo2bo$
2bob2o2bo2b3o2bobobo2bo$3b2obo3b2o2bob4ob3o$3o3b4ob2ob2o4b4o$b3o4b4o2b
ob2obo2b2o$bo4bo2b2o2bobobob3o$bo4b2ob2o3bo5bobo$obobo2b2o3bo2b3ob5o$b
5o2bobob2o4b2obobo$5b2obo3b3o2bo2b2obo$ob2o2b3ob2o2bo4b2obo$3o2b2ob3ob
2o4b4obo$5bobobo2bo2b3ob2o$b4o5bo2b3o3bobo$bob2o3bo2bob5obo3bo$bobob2o
3b2o2b4obobo$3b5ob4ob4obo3bo$3b2ob6o2bobo3bobo$bobo2bob2o2bo2bob2obo2b
o$b2o3bob4o2bob3obo2bo$2o2b2ob3o2bobobobo3bo!


Did you mean "octagonal"? I can't see anything polyhedral about this result (unless you stacked each generation above the one after it, then it would look like the tip of an octagonal pyramid)

83bismuth38 wrote:For me it don't work for me ):

You are aware that you need Golly 3.0, right?

If you already have it, could you please elaborate on your problem?
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Re: Larger than Life

Postby blah » July 16th, 2017, 4:07 pm

gameoflifeboy wrote:Did you mean "octagonal"?

Yes.
succ
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Re: Larger than Life

Postby Dean Hickerson » July 17th, 2017, 2:38 pm

I wrote:Here's the slowest yet, an orthogonal spaceship with range 43:

#C Speed 9/121716 orthogonal spacehip
...

This one is even slower:

# Speed 1/40368 orthogonal spaceship
x = 78, y = 81, rule = R39,C0,M1,S2174..3710,B1884..3748,NM
43bo$47bo$29bo17bobo$26b2o20b4o$24b3o22b5o$22b4o10b5o9b6o$21b4o5b16o5b
6o$17bob6o3b21o3b6o$16bob6o2b25o2b7o$15b8ob28ob8o$14b48o$13b50o$12b52o
$11b54o$10b56o$9b58o$8b60o$7b62o$6b64o$5b66o$4bob65o$3bob67o$4b69o$4b
69o$bob70o$3b72o$b4o2b62o2b3o$2b2o2b64o2b4o$3o3b64o3b2o$bo3b66o3b3o$o
4b66o4bo$4b68o$4b68o4b2o$4b68o$3b69o$3b69o$3b69o$3b70o$3b70o$3b70o$3b
70o$3b70o$3b70o$3b70o$3b69o$3b69o$3b69o$4b68o$4b68o4b2o$4b68o$o4b66o4b
o$bo3b66o3b3o$3o3b64o3b2o$2b2o2b64o2b4o$b4o2b62o2b3o$3b72o$bob70o$4b
69o$4b69o$3bob67o$4bob65o$5b66o$6b64o$7b62o$8b60o$9b58o$10b56o$11b54o$
12b52o$13b50o$14b48o$15b8ob28ob8o$16bob6o2b25o2b7o$17bob6o3b21o3b6o$
21b4o5b16o5b6o$22b4o10b5o9b6o$24b3o22b5o$26b2o20b4o$29bo17bobo$47bo$
43bo!
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Re: Larger than Life

Postby Dean Hickerson » July 23rd, 2017, 1:04 am

Here's a strange phenomenon that occurs in some LtL rules: "temporary spaceships". The object below moves steadily to the southeast for 2572 generations, and then suddenly stops:

#C Moves southeast with speed about 0.08 until generation 2572, when
#C it becomes a p2 oscillator.
x = 50, y = 50, rule = R25,C0,M1,S850..1324,B772..1600,NM
24b5o$21b11o$22b12o$21b15o$14bo3b19o$13bo3b19obo$12bo2b22ob2o$14b26o$
13b28o$12b28obo$11b30obo$10b31o2bo$6bo2b33ob2o$5bo2b35ob2o$4bo2b37ob2o
$6b40o$6b18o2b19o$5b17obob21o$4b16o3bob21o$4b15o7b2o2b17o$4b14o10bob
17o$bob15o11b2ob15o$b16o13bo2b15o$b18o11bo2b15o$16o14bob2ob13o$16ob2o
14bob13o$20o12b2ob13o$20o13bob13o$19obo7bobobo2b13o$b18o2bo7b2o4b13o$b
24o3b2obo2b16o$b20o9b2ob16o$2b20o2bobobo3b17o$2b26o3b18o$3b21o6b18o$3b
45o$4bob41o$5bob39o$6b40o$6b39o$8bob34o$9bo2b31o$10bo2b29o$11b2ob27o$
12b2ob25o$13b3ob22o$14bo4b18o$22b14o$30b4o$30bo!

Andrew Trevorrow has suggested the name "roomba bug" for objects like this, because of their resemblance to some robotic vacuum cleaners.

25 is the smallest range at which I've seen this sort of thing, but there are probably examples with smaller ranges. Here are some, with larger ranges, that move even longer.

#C Moves southeast with speed about 0.11 until generation 37143, when
#C it becomes a p2 oscillator.
x = 63, y = 63, rule = R32,C0,M1,S1381..2151,B1253..2549,NM
27b11o$25b16o$26b17o$19bo6b19o$19bo3b23o$16b2o3b26o$16bob28obo$17b30ob
2o$17b30o2bo$16b32o2bo$15b34o2bo$14b36o2bo$13b38ob2o$12b40ob2o$11b41ob
3o$10b43obobo$5b2o2b45o3bo$5bob48o2bo$6b50o2bo$3b2ob50o3bo$6b24obo2b
23o$5b25obo3b22o$5b25o5bob21o$4b25o6bob21o$4b25o6bo2b21o$bo2b24o10b21o
$b26o11bob19o$26o14b20o$25o15b20o$23o17b20o$20o17bob21o$22o11bob2o2bo
2b18o$20o12b2ob5o2b18o$20o11b2ob2ob2o3bob16o$21o12b2obo7b16o$25o6b3obo
8b18o$22o9b2obo8b20o$24o6bob2o9b19o$b26o5b2o8b20o$b25o4b3o8b21o$b30o
10b21o$2b29o8b22o$2b32o4b23o$3b30o3b24o$3b57o$4b55o$5bob51o$6bo2b49o$
7bo2b47o$7b2o2b45o$9bo2b42o$10bo2b40o$11b2o2b37o$12b3ob35o$13b3ob33o$
14bo3b32o$15bo4b29o$16b2o4b26o$18bo5b22o$19bo7b18o$35b8o$35b6o$36bo!

#C Moves southeast with speed about 0.13 until generation 216263, when
#C it becomes a p2 oscillator.
x = 71, y = 71, rule = R37,C0,M1,S1839..2864,B1669..3393,NM
29b16o$29b18o$25bo4b20o$25bo4b20o$22bo4b22ob3o$19b2o4b25ob3o$18bo2b30o
3bo$18bo2b30o3bo$19b34ob2o$18b36ob3o$17b38ob3o$17b38ob3o$16b40o2b2o$
14b48o$13b50o$13b50o$12b48o2b2o$10b52o2b2o$6b2ob54o$5bo2b55o$5bo2b55o$
6b58o$4bob29o2b29o$6b25o6b29o$6b25o6b29o$2b2ob24o9b28o$5b22o11b29o$4b
22o13b28o$4b22o13b28o$2o2b21o14b28o$25o14b29o$23o15bo3b26o$23o15bo3b
26o$23o14b2o4b6ob18o$23o12b2o8b4ob18o$22o12b3o9b3ob18o$22o12b3o9b3ob
18o$25o8bo13b2ob18o$27o4b3o16b18o$31o19b18o$31o19b18o$31o18b19o$33o16b
22o$34o13b24o$34o13b24o$b34o12b24o$b36o9b24o$2b36o5b27o$2b36o5b27o$2b
2ob28o8b27o$4bob62o$4b2o2b59o$4b2o2b59o$5bo3b58o$6b3ob56o$8b2o2b52o$9b
3ob50o$9b3ob50o$10b52o$12b48o$13b3ob42o$13b3ob42o$14b3ob40o$16bo4b35o$
17bo4b33o$17bo4b33o$26b28o$30b21o$42b7o$42b7o$42b4o!

#C Moves southeast with speed about 0.13 until generation 7186800, when
#C it becomes a p2 oscillator.
x = 77, y = 77, rule = R39,C0,M1,S2040..3177,B1851..3765,NM
33b13o$31b19o$31b19o$32b21o$23bo8b23o$23bo4b28o$20b2o4b31o$20bob34ob2o
$20bob34ob2o$21b36o2b2o$21b36o3bo$20b39o2bo$18b42o2bo$18b42o2bo$17b44o
2b2o$16b46ob3o$15b48o2b2o$14b49o2b3o$12b53obob2o$12b53obob2o$6b3o2b55o
4bo$6bo2b58o3bo$7b61o3bo$4b2ob61o4bo$7b30obo3b28o$7b30obo3b28o$6b31obo
4b27o$6b31o6bob26o$5b30o8bob26o$5b30o8bo2b26o$5b30o8bo2b26o$b2o2b29o
12b26o$b32o13b2ob23o$32o17b24o$31o18b24o$28o21b24o$28o21b24o$24o21bo2b
25o$27o13b2ob2o3bo2b22o$24o15b3ob6o2b22o$24o14b2o2b2ob3o3b2ob19o$24o
14b2o2b2ob3o3b2ob19o$26o14b3obo9b19o$31o7b4obo10b22o$27o11b2o2bo10b24o
$29o8bob3o11b23o$b32o6b3o9b25o$b32o6b3o9b25o$b31o5b3o10b26o$b37o12b26o
$3b35o10b26o$3b39o4b28o$3b39o4b28o$4b36o4b29o$4b69o$5b67o$6bo2b62o$7b
2o2b60o$7b2o2b60o$9bo2b58o$9b2o3b54o$11bo3b51o$12b2o2b49o$14b2o2b45o$
14b2o2b45o$15b3o2b42o$16b4ob40o$17bo4b39o$18b2o4b36o$18b2o4b36o$20b2o
5b32o$22bo6b27o$23bo9b22o$43b10o$43b7o$43b7o$44bo!

Presumably there are true spaceships that look like these, but I haven't found any yet.

Finally, here's one with range 50 that goes for more than 2 billion generations. I don't know its final fate:

#C Moves southeast with speed about 0.18 for more than 2 billion
#C generations.
x = 96, y = 96, rule = R50,C0,M1,S3334..5193,B3025..6154,NM
39b14o$35b9o7b7o$33b9o12b7o$31b10o15b6o$30b10o18bobobo$28b27o5bo$27b
32o$25b36o$25b3o2b33o$24bobob36o$27b39o$23bo2b41o$22bob45o$19bob49o$
17b2ob52o$16bo2b54o5bo$15bo2b57o4bo$14bo2b59o4bo$14bob61o$13bob63o$14b
65o4bo$13b67o4bo$12b69o4bo$11bob68o5bo$9bo2b70o5bo$7b2o3b72o3b2o$7b3ob
74o3bo$6b3ob76o2b2o$5b3ob78o2b2o$5b3ob79o2bo$4b34o17b33o2b2o$3b34o8b5o
7b32ob3o$3b32o8b9o7b31ob2o$2b32o8b11o7b34o$2b31o7b14o7b33o$b31o7b17o6b
32o$b31o6b18o7b32o$b30o6b20o6b32o$b29o6b5o8b9obo4b31o$30o5b5o10b11o3b
32o$4ob25o4b5o12b10o3b32o$3o2b25o4b4o14b10o2b32o$2o3b25o3b5o15b9o3b31o
$2o3b25o2b6o15b9o3b31o$o4b25o2b6o15b11ob31o$o4b25ob7o15b11ob31o$o4b25o
b7o15b11ob31o$o4b25ob7o15b9obob31o$o4b25ob7o14b6ob3o3b27ob3o$o4b25ob8o
13b6ob3obob27ob3o$o4b25o2b8o10b7o2b3o3b31o$2o3b25o2b9o9b6o3b3o3b31o$2o
3b25o3b9o6b7o3b3o3b32o$bo3b25o4b20o4b2o4b32o$b2o2b25o5b18o4b2o5b27ob3o
$b2o3b25o4b17o5b2o4b32o$b3o2b25o6b14o5b2o5b32o$b3o2b26o6b12o4b3o5b28ob
4o$2b3ob26o7b9o4b4o6b28ob3o$2b2o3b26o5b16o7b28ob4o$2b4ob27o5b14o7b29ob
obo$3bo4b27o6b11o7b29o3b2o$4bo3b28o8b3o10b30o2bobo$9b29o6b4obo5b31o4b
2o$10b32o10b34o4bo$10b75o5bo$11b73o5bo$12b72o$12b71o$13b69o$14b67o$14b
66o$15b65o$16b63o$16b62o$17b60o$18b58o$19b56o$15bo4b54o$16bo4b52o$17bo
4b49o$24b46o$25b44o$20bo4b43o$21bo4b40o$22bo4b38o$23bo4b35o$24b2o3b33o
$25b3o3b30o$27b2o3b27o3bo3bo$28b4ob24o2b2o2b3o$30b24ob5ob3o$31b17o2b
12o$33b27o$36b22o$39b15o!

Here it is in generation 2,111,340,534:

x = 98, y = 98, rule = R50,C0,M1,S3334..5193,B3025..6154,NM
38b2o$36bobo$34b6o$33b4ob3o$31b19o$29b25o11bo$29b2ob26o8bo$30b30o7b2o$
27b2o2b31o6b2o$24bo2bo3b33o5b2o$28b37o5b2o$23b4ob39o4bo$21b2obob43o3b
2o$19b51o3b2o$18b53o3b2o$17b56o2b2o$16b58o2b2o$15b60o2b2o$14b62o2b2o$
13b65ob3o$13b69o$12b71o$12b68o2b2o$11bob68ob3o$9bob71ob3o$11bob70ob3o$
11b73ob3o$8b2o2b73ob2o$8bob33o8b34ob4o$5b2o3b30o13b33ob4o$5b3o2b28o18b
36o$4b2ob30o20b36o$4b32o6b5o12b34o$3b32o6b6o13b34o$2b32o5b10o12b34o$2b
31o5b12o12b33o$b31o5b14o12b33o$2bob27o5b16o12b32o$30o5b18o12b32o$ob28o
4b21o11b31o$3b26o5b20o12b31o$4b25o4b24o10b31o$4b25o3b26o9b31o$4b24o4b
26o9b31o$4b24o4b26o9b31o$4b24o4b28o7b31o$4b24o4b29o6b31o$4b24o6b27o6b
31o$4b24o6b30o3b31o$4b24o7b29o3b31o$5b23o8b30ob31o$5b24o8b28o2b31o$5b
24o9b60o$5b25o9b58o$6b24o9bob51ob4o$6b24o11b51o2b3o$6b25o10b50o4bo$6b
26o10b49o4bo$7b25o13b45o$7b26o12b45o$8b26o12b43o$8b27o13b41o$9b27o12b
40o$9b28o11b39o$10b28o12b37o$5bo5b28o11bob34o$6bo4b30o11b33o$7bo4b73o$
7b2o3b72o$8b2o3b70o$9b2o3b68o$10b2o3b67o$12bo2b66o$12b2o2b64o$13b2o2b
62o$14b2o2b60o$15b2o2b58o$16b2ob57o$17b2ob55o$18b56o$19b3ob50o$19b3o2b
48o$21b3ob45o$22b3ob43o$23b3ob41o$24b3o2b37o$25b4ob35o$26b37o$28b34o$
28b32o$29b29o$30b26o$31b23o$33b22o$34b22o$36b22o$38b18o$41b12o!
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Re: Larger than Life

Postby Saka » July 23rd, 2017, 1:08 am

Dean Hickerson wrote:Here's a strange phenomenon that occurs in some LtL rules: "temporary spaceships". The object below moves steadily to the southeast for 2572 generations, and then suddenly stops:

These frustrate me a lot. "Oh look a spaceship!" *stabilizes*
Everyone, please stop posting B/S about CA
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!

(Check gen 2)
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Re: Larger than Life

Postby swsww » July 24th, 2017, 4:16 pm

oblique slow spaceship

#C (-1,6)/2558
x = 50, y = 50, rule = R21,C0,M1,S655..1142,B571..1166,NM:T4000,4000
19b10o$16b16o$15b13o4b2o$13b18o3b2o$12b21o3bo$11b24o2b2o$9b27o2b2o$9b
29ob2o$8b31ob2o$7b37o$6b2ob35o$5b2ob37o$5bob39o$4bo2b40o$3bo2b16o6b19o
$3bob16o8b19o$2bo2b14o11b19o$2bob14o14b17o$bo2b13o16b16o$bob13o18b16o$
bob13o18b16o$2ob12o20b15o$14o22b14o$14o22b14o$14o22b14o$14o22b14o$14o
22b14o$14o22b14o$15o20b12ob2o$16o18b13obo$16o18b13obo$b16o16b13ob2o$b
17o14b14obo$b18o12b14o2bo$2b19o8b16obo$3b19o6b16ob2o$3b40o2bo$4b39obo$
5b37ob2o$6b38o$7b36o$8b34o$9b2ob29o$10b2o2b26o$11b2o2b24o$13b2o2b21o$
14b2o3b18o$16b3o3b13o$18b16o$21b10o!
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Re: Larger than Life

Postby drc » July 24th, 2017, 5:25 pm

swsww wrote:oblique slow spaceship

#C (-1,6)/2558
x = 50, y = 50, rule = R21,C0,M1,S655..1142,B571..1166,NM:T4000,4000
19b10o$16b16o$15b13o4b2o$13b18o3b2o$12b21o3bo$11b24o2b2o$9b27o2b2o$9b
29ob2o$8b31ob2o$7b37o$6b2ob35o$5b2ob37o$5bob39o$4bo2b40o$3bo2b16o6b19o
$3bob16o8b19o$2bo2b14o11b19o$2bob14o14b17o$bo2b13o16b16o$bob13o18b16o$
bob13o18b16o$2ob12o20b15o$14o22b14o$14o22b14o$14o22b14o$14o22b14o$14o
22b14o$14o22b14o$15o20b12ob2o$16o18b13obo$16o18b13obo$b16o16b13ob2o$b
17o14b14obo$b18o12b14o2bo$2b19o8b16obo$3b19o6b16ob2o$3b40o2bo$4b39obo$
5b37ob2o$6b38o$7b36o$8b34o$9b2ob29o$10b2o2b26o$11b2o2b24o$13b2o2b21o$
14b2o3b18o$16b3o3b13o$18b16o$21b10o!

Verified with oscar. Nice!
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Re: Larger than Life

Postby swsww » July 24th, 2017, 10:56 pm

High period objects that move randomly along their axis of symmetry.

#C (0,0)/1549994
x = 49, y = 49, rule = R20,C0,M1,S634..991,B481..1001,NM:T4000,4000
24b4o$19b12o$17b2o10b4o$15bo15b3o$14bo18b2o$27b2o3bo2bo$25b6o2b2o$22b
11ob2o$14bo5b17o$11bobo4b20o$12bo4b22o$11b2o3b24o$9b3o2b27o$8b3o2b29ob
o$7b3o2b31obo$6b4ob30obob2o$5b4ob32obob2o$3b20o5b14o3b2o$2b6ob13o7b14o
3b2o$2bob17o9b13o3b2o$b19o11b13o3bo$b18o13b12o3b2o$18o14b11o4b2o$18o
14b11o4b2o$19o13b10o5b2o$19o13b10o5bo$b19o11b11o5bo$b5o2b13o9b11o6bo$
2bob2o3b13o7b12o6bo$2bob2o3b14o5b12o7bo$10b15o2b13o6bo$11b28o7bo$12b
26o$13b24o8bo$13b24o3bo3bo$14b22o3bo$16b19o2b2o$17b17o2b2obo$18b15o2b
2o$19b13ob4o$21b9ob5o$22b13o$22b12o$19b14o$19b13o$21b8ob2o$19b12o$21b
8o$23b4o!


#C (856,-856)/963626
x = 46, y = 46, rule = R20,C0,M1,S634..991,B481..1001,NM:T4000,4000
18b8o$15b13o$14b16o$12b17ob2o$11b14o5bob2o$9b5ob11o5bo2bo$8b2ob2ob14o
7bo$7b2obo2b16o$6bo2b2ob19o$5bo3bob21o$4bo3bob23o6bo$3b2o4b25o6bo$2b2o
5b26o6bo$2bo5b28o5bo$bo5b30o3bobo$bo5b14ob16o3b2o$bo4b13o4b15o5bo$o5b
11o8b14o3b2o$o4b11o10b14o2b3o$o4b11o11b13o2b3o$5b10o13b13ob4o$5b10o14b
17o$4b10o15b17o$4b10o16b16o$4b9o18b15o$o3b9o17b16o$o3b10o16b16o$o3b10o
15b17o$o2b12o14b16o$2obob10o13b17o$2ob13o10b19o$b17o6b16ob3o$b19o2b17o
b3o$2b36ob4o$2b2ob32o2b3o$3b2ob30ob2obo$4b2ob28ob2ob2o$5bo2b25o2bo2b2o
$6bo2b23o6bo$7bo2b20o7bo$8b2ob17o8bo$9b2ob4ob7o10b2o$10b8o15b2o$11b4o
17b2o$13b4o12b3o$15b6o5b3o!
swsww
 
Posts: 2
Joined: July 24th, 2017, 4:12 pm

Re: Larger than Life

Postby AforAmpere » July 26th, 2017, 8:23 pm

A bunch of speeds:
(8,1)c/6:
x = 10, y = 10, rule = R2,C6,M0,S9..12,B5..10,NM:T2000,2000
4.4A$3.3A.2A$3.BA2BABA$3.CA3B2A$2.CDA3BCA$2.2DE3AD$2.2E3DED$4.C.EDE$.
E2.2D$E3.3E2.E!


(13,5)c/6:
x = 23, y = 39, rule = R4,C11,M0,S6..7,B6..6,NM:P2000,2000
10.4A$10.4A$9.A.3A$9.2A3B$8.2A.3AB$7.A3.3A$6.B4.3A$5.A3.6C$2.2A.A2.C
6.C3.B$2.2A.A2.C.4C2.C$2.AF.A.DC.F5.D4.A$2.F.ABADC2.F4.2C$4.2ABDB2.F
4.2C$5.4G6E.CB4.A$5.4G6E6B.A$4.G.3G3.FA3BD3B.A$F3.2G3H3.F9.A$3.2GD3GH
2.F9.A$2.G3.3G3.A.E7.A$.H4.3G3.D.EA2.A$FED.6I.FDE$HFGIGE.E.EIF2.H$HFD
IE4I2FI$H.JIE.F2E2.J.D$HFJIE4.E.2I$.EJIG4.E.2I5.H$11.2I$10.6I$4.GFE5.
I.2I3.H$4.F2H4.E2.2I3.H$5.IH4.E2.2I3.H$4.GIHG2.2EJ.2I3.2G$5.F2G2JEJ2.
2I4.G$5.J.2J2EJ2.ED3.G$.H2.J5.EJ2E3.GH$7.H2E.JH.3H$3.I2J2DJ4.ID$3.2I
3.DJ2.I$5.I!


12c/16:
x = 14, y = 12, rule = R2,C6,M0,S4..7,B5..6,NM:T2000,2000
4.2A$3.2A2.A$3.A3B$2.CA.2BA$.2C2DBA3E$2.3D2.C2.DE$.BA2D7.E$.C2D.D6.CD
$A.3B2A5.C$.2A2B2A2.ED2C$.2A2.2A$3.2A!


15c/81 diagonal:
x = 14, y = 12, rule = R3,C6,M0,S6..7,B6..7,NM:P2000,2000
6.A$4.4A$3.B2AB2A$2.2A2.3AB$.2A.3CA.AB$.2AD4C2.3A$2.BC2.3C5A$2.B2E.E
3C.B.A$DC3E.ED.C.3A$D5.ED2C3A$D.3E2.D3BA$.D4.D!


A very strange 16c/470:
x = 20, y = 20, rule = R3,C6,M0,S7..7,B5..5,NM:P2000,2000
A15.4A$19.A$15.A4B$14.A4.B$13.A.B4C$12.A.B4.C$11.A.BAC4D$10.AB2.C2A2.
D$7.A2.B2.CAD4E$7.A2.B.C.D.B2.E$9.BC2.CBE$7.2BC2.D.E.C$11.D.E$7.AC.B.
DB.D$7.BCD.E2.D$8.CDEB.C.E$9.DE$10.E2$13.E!


26c/34 diagonal:
x = 9, y = 10, rule = R2,C6,M0,S7..8,B5..8,NM:T2000,2000
.4A$3AB.A$2A4B2A$2C2BCB2A$3DBCBC2A$DEDEDC2BA$2EDEDECB$4.C2D$6.E$7.E!


48c/56:
x = 87, y = 61, rule = R2,C6,M0,S6..8,B5..7,NM:T2000,2000
31.3A$30.3ABC3D$29.2A2BDB3E.D.C$29.2ABDCECE.E.2DC$29.4AC6E.C2D$30.ACE
D5.4ECDB$34.D5.4EB2C$38.E.E.2ECEC$20.B2.4A17.3D$18.B2CBCB4A17.DEB2A$
17.B2C.2DACB3A.C15.EB3A$17.BEC2DEA.CB2A3.2CB10.CACA.B$18.EC.DCB2C2A5D
BCB8.EDB3C3A$7.2B.D2E5.E4.E2AB6D2CB8.DEBD2C.2A$6.2B2CEDE11.2ED2E.2D.D
C11.BE.C2A$5.A3CE13.D2E.C.D2.D.E10.D2E2D2B.A$2.3ACA2D.C11.E.2D.D4.ED
12.CEDAB.BA$2.3A.4D2.E30.E4.E.B.BA$2.2ABA3D.C15.C18.D.ED2B.BA$2.A.2AD
E.C16.C.D16.C3D3B$.A.C.EB19.E2D17.3D.B2A$2A.2CE20.C.CE14.2C2DAC3A$4AC
E20.E2BC15.4CA$.3BED.C2.E11.E.DB.3AB14.3B$.2B.2D18.2EDCA$A.B.BDED2C
14.BCDC2A$.A3B3D14.AEA3C3A$.A.3B.D2C12.ABA2C.3A$2.A3BAC9.4A.2AB2ABA$
3.A.BAB8.3AB2A2.3A$4.4A7.A.2B2CA2.2A$15.2A2BC.4A$16.AEACDC3A$16.A.CAD
2C.2A$17.E2.DE2CAB$21.BE2CB$17.E4.3C$22.D2C$21.DE2C$19.EB3C.B40.8A$
19.ED3CB40.8A.A$19.2B2CAB40.4A2C2AB.A$20.2BAB42.2B3C2AB2A$20.3A42.3AC
DADC.B2A$65.AB.B.E2D2C.2A$68.DC2EB2C.2A$71.B2EC2A.A$63.E8.2E.2A.A$63.
E5.D3ECDC3A$61.DE5.C.E.ECD2A.A$61.DE4.E.EBC.2C3A4.2A$61.DEC3.CD.4CABA
3.BA.ABA$61.CAEB.2DBD3C.B5.CBCABA$60.3AB5D.B2.B4.2ECBCACA$60.2A.BA2D.
C2B4.E3.D.3DCA$61.2A2CB.C7.E4.2E2D2B$63.2AB9.E4.C3DB$82.A2C2A$81.CACA
$81.B2AB$82.3A!


4c/3:
x = 7, y = 8, rule = R3,C3,M0,S3..6,B6..6,NM:P2000,2000
5A2$.3B$.3B2.A$3B.2B$5.B$A4.BA$5.2A!


4c/5 diagonal:
x = 11, y = 11, rule = R2,C6,M0,S6..6,B5..9,NM:T2000,2000
2.3A$.4B2A$.3CAB2A$ED4C2BA$D2E2DC2B2A$.3E2D2CBA$E2.2E2DCABA$4.2ED2CBA
$5.2E2CBA$5.2EDCB$4.E.DE!


52c/118 diagonal:
x = 77, y = 91, rule = R4,C10,M0,S7..8,B7..8,NM:P2000,2000
26.I3.I2$31.I$33.I7$33.I$24.I7.I$31.I22$68.3A$67.4A$67.2A.2A$67.2A2.
2A$66.2BA2B3A$5.G4.GI6.I46.B.AC4.2A$3.G5.I2.G51.4DC4.3A$.G5.I4.G6.I
41.D5.A2CD2.3A$7.4H55.A.3CD.B2.A$G4.HI4H52.2E3.3CAD3A$3.6H54.6E2C5A$
3.6H54.E.5E3ADA$3.6H5.G46.H.E.5E3BD2A$2.E2HEH7.G38.H4I.2F2H2.G4E4.2A$
4.4H2.E5.H36.I.2I.2I6G2.3E3.2A$GE2.F2HI3H5.G2H38.F2I2.EG2.G.3E2.2A$.G
2.3F.I2H3.H3.G32.H4.DFG.2IEH2.G.2BE2ADA$2.G.3F.FIF3.H3.2I29.I.H7.2EIE
H2.G.2E3.DB$4.G2F.3F.I.H.I.I.I29.I.H3.D.GEI.EH.G.EF5.B$4.2F3G4F.HE.2I
G2.3I25.I2.G.HD.2EIEH.F2.E.2CDC$.E3.2F.4F2.H.E.I4.H5.I3.H9.D12.D2.2EH
2EGFEF.4C$6.F.2F.FG.H.E7.G4.G2.2H.I6.D16.EH2EGB.E5C$2.2E4.2F.CFG2CE2.
I3.H7.I3HI11.2FEIHF4.I3H2EGB.EC2DC$4.E4.F.DC2F3H.I6.G6.3H9.2EF2EGIH2.
FI3HC.2C2.E.3C$9.C5F2D2HI3H10.3H7.5E2.2G.3I3H4.3E.D.C4.B$6.E2B.AD.DGE
.CHI3H11.2HI6.E3.E2.2GH.3E2H2.E2A2.D2.C2.AB$4.2ABAEA.3DGE2.6H9.3H7.E
3.F2.2GHE3.2HF2DGB4.C3.BA$3.5AC.4EGA2.AHI3H14.C4.C2E.F3.2G4H2F2.E4D.C
3.B.A$3.A2.A.C2.2D.2B5.I.2ED2.E.H3.2H3.2D3.C3E4.GD.C.2FDG4D2.B2.B2.A$
3.A3.BC2.2C2.B.D.D.DI2DG3.EH3.HIC4.2D2.C3E3.GDBC.2GD2.A.7B2.A$4.2A.B.
4C.2B.DG4DIG5.H2.H2I2.G2.2DB3.3EF2.4G2F5.2BC3B2.A$4.4A5.3B.D.3D2.2FG
2F.H.3HC5.2D3.C.2E.2FD2.BF3DE.A2.C5.A$6.3A4.C.B2.2D.E2.4F3IH.2H4ED2.D
6.E3C3FBF2A2DA2.C$7.ABA4.C.B.6D2F.GC.H2.2H2F4D2.D3.2C.E3C3F2.3D8.2A$
9.2AB3.2B.2D.D3.2F.G.4H.2FG3D5.3C.E3C2.A2.3D$10.A4.3B.7D3F5.2F.G.3D4.
3CD.2E2.AB2E.2D3.A$11.A3.C4A2DE3D.3F.C.CFG3.3D3.C.2C.2C.5E.2D3B$12.4A
C6.E2D2.3FG4F3.E7.2C2.2C2.A.B2D3B.C$13.2A2.C6.ED3.2F3.2F5D3.C3.C2.2C
4.2D4BC$19.C5.5D5F3.2D3.B4.4CADA.2D.3BC$26.5D3F3.2D4.B8.C2A.B.2C3B$
23.C3.E3D5.DE3.C2A3B6.CA.BC.4B$28.E2D4.DE2.A.C2A3.B5.4B2.3B3.A$24.C4.
E7D2A3.2A$25.4A2D2A.2D3.C2.A12.A8.A$29.2D3.2D.3B.A13.A5.3A$26.C3B2D.
2D.3B18.A$27.3B.3D2.2BC$27.2CB6.BC$28.2B5.2B$28.9B$29.2B4.2B$25.A3.2B
3.2B3.A$31.3B5.A$26.A11.A$29.2A4.A$31.3A!


2 5c/2's:
x = 35, y = 13, rule = R4,C4,M0,S6..7,B7..8,NM:P2000,2000
3.4A21.4A$3.4A21.4A$2.B4AB19.B4AB$3.4A21.4A$B2.4A2.B15.B2.4A2.B$3.4C
21.4C$3.4C20.A4C$3.4C21.4C$3.4C21.4C$3.4C21.4C$25.B$B.C4.C.B22.C.B$.B
6.B18.B5.B!


5c/9:
x = 5, y = 3, rule = R3,C0,M0,S9..9,B7..8,NM:P2000,2000
bobo2$5o!


6c/5:
x = 8, y = 13, rule = R2,C6,M0,S9..16,B5..8,NM:T2000,2000
2.4A$.6A$AB.2A.BA$BC4ACB$CD4ADC$DEA2.AED$DE4AED$E.C2AC.E$2.B2.B$2.D2C
D$2.E2DE$.D.2C.D$3.2E!


14c/24 diagonal:
x = 12, y = 10, rule = R3,C5,M0,S4..8,B6..6,NM:P2000,2000
3.A2.A$2.A4.A$2.A5.2A$2.2ABC3A.A$2.A.BC3.A$.A2.3D.C.2A$6.D.C.2A$D2.D
3.2B$3.C.A.2A.A$5.2A2.A!


(24,4)c/8:
x = 93, y = 148, rule = R4,C15,M0,S5..8,B7..8,NM:P2000,2000
22$68.3A$68.4A$68.4A$66.7A$66.4A.2A$65.2A.2A2.2A$64.2A.3C2.2A$63.3A.
4C.3A$63.B3.4C$63.A.D5C4.B$63.A3.2C.2C$67.2C2.2C4.B$66.3E3.2C3.B$64.
2B4E3.2C$61.D4.4E6C$64.6E3.C$64.7E2.C$63.2E.4ECF3C$55.B3.D2.2E.3G2E5C
$59.2C3E.4GE6.B$59.2CF2C.4GB2.D2.2B$54.BC.4CFCH6GD4.B$49.C4.B3.3CF2CE
2GB2G$54.B2E.7C2G.3G$52.3D3.C.4C3I.2G$52.3D3.C.CF2C4I2G.H$51.4DB3FHC
2FE4I$49.A2D2.D3FCF2.7I.3F$44.5A.4D2F.B.F2.4I.2I$43.A4.A2.2A3F3G2F2I.
2I2.2I$42.A3.3BE2.3F2AH2.2IG3K2.2I$41.A4.2B.ECFCAG2AH.3I.4K.3I$45.B5.
F.AG2AH.J.E.4K5.H$40.A3.2B2.3CFCAG2AH.HEL5K2.2HJH$40.A3.2B.C4.F2AGA5H
G2K.2K$44.2BC2.D.AFA.2G3.F.E2K2.2K4.J$43.2B.C3.D2AF2.2G2.F.3M3.2K3.J$
38.A3.2B.C2.5D2F2.FGF2J4M3.2K$37.A4.B2.B.D3.3D3FL2.FE4M6K$36.A5.5BDB.
A4D5F6M3.K$32.A8.6BDB.A.3D2.C2.7M2.K$40.E5BEDB.A.2D3.C.2M.4MKN3K$35.
3B2.2B2.3BDB.AJ2DEL.C2M4.2M5K$30.A4.3B2.4B4.2DA3D.2K3M5.M6.J$33.5B2.B
.4F2.4D3.2KN2K5.J2.L2.2J$35.BDB.C.5FC.ADJK.4KNK7.L4.J$33.3BEB.C5FKC2.
EJ3.3KN2KM2.J$27.A4.4BD2B9F2.J2MC7K$27.A3.2B5D7F.2F3L3.K.4K$26.A6.4DG
DF3H2F2HF3L3.K.KN2K$26.A8B.G2BFH3F.2H4LJ3N.K2NM$26.A3.B4.G3DHDB2.FH2L
FEL3NKN10.3N$26.A7.2D.EB2HI3H.4L2N.J.N$24.B2A3.2C5.2BH2B.AH2.2I3N3.2N
$26.A.C.C5.CB2H2B3JM.F3N2I$27.C.EC3.2AC3HEB2JGMKNKI.2I$26.3CEC2.4EB2H
BJH4FN.I.2I4.M$26.3CEC.EBG2.2EB2J2F3KNKI.2I3.M$26.C2.5E2.I2EA2JDK.H2F
N2I.I$24.B2F2.EG2EF4.EF2JK.FLFINI4.2HN.M$24.2BD2.G3E2.F.2E2JGK3FL2IN
6.N$29.G2E4H2FJ2DKG.5L2N.HN.N$24.F3.2G2H2.3HJG2.J.LH2E3L3N3.NM$27.3GH
.2IF.J2.G3JLJ.H4L5N$27.3G2DID.DJG.G3JLJ3H3L2.K$27.GK2.I.E.KM.2G2JMLJ
3H2LG2.K$27.4G2I.LJF.2F3JLJ2H.2LM2.K$26.3G2.I2LEI5FE2H2LH3LG$24.GK2G
2.3L3I.F4N2.4L$19.G3.FK3.G4L3I6NK2IL$23.F4.4L3IK5N.K2.M$23.2H3F3L4.9N
5.K$17.G3.4H2.4L3.7N.2N$21.5H4LGH4N3.2N2.N$16.G4.5H3LD4N.N.3N$20.4H.D
2H.4ND6.N3.NM$19.5HJMDH3NE$19.2H.2JM2KNHJ.E$19.2H.2J.DNH2E.E3.2N$18.
4H2J.HNEIE.E3.2N$14.G3.I3.3JK2NIE.E3.N3.NM2N$18.I3.J.L.G2N4.D.N2.N$
24.L.GD3N4.N4.M$16.8HJ4L2N4.K4.M$16.5H4J2LI2.N.2N$17.6H.H2LI2.L3N2.K$
18.4HK.H.2L2.4L.ML$12.C5.C.H.K4.7L$11.C2.G2.2E2.H.J.2H.6L$16.D.5H.4J.
3L.L12.N$14.4D7H3J3.3L$13.3DGD4FHF2.2J2.I5.K9.N$13.5D4FIF2.GJ2.I7.N7.
N$15.D.G.5F.G3.3K7.N4.N$15.D3.5F$14.5D5F$11.C9.3F$14.2B3C2.F4.E$17.E$
18.E5.2E3$16.N3.2N$22.N$11.N6$24.N2$12.N$13.N$15.N$17.M.3N!


12c/56:
x = 4, y = 4, rule = R2,C4,M0,S2..2,B3..4,NN:T4000,4000
4A$BACA$.2CA$2.BA!
Things to work on:
- An Isotropic version of All_Speeds
- Find more ships in B2ek3-ajny4ajqr5a/S02ack3ackny4aq5y
- Find a (3,1)c/5 ship in a Non-totalistic rule (someone please search the rules)
AforAmpere
 
Posts: 282
Joined: July 1st, 2016, 3:58 pm

Re: Larger than Life

Postby Saka » July 27th, 2017, 7:35 am

AforAmpere wrote:
A very strange 16c/470:
x = 20, y = 20, rule = R3,C6,M0,S7..7,B5..5,NM:P2000,2000
A15.4A$19.A$15.A4B$14.A4.B$13.A.B4C$12.A.B4.C$11.A.BAC4D$10.AB2.C2A2.
D$7.A2.B2.CAD4E$7.A2.B.C.D.B2.E$9.BC2.CBE$7.2BC2.D.E.C$11.D.E$7.AC.B.
DB.D$7.BCD.E2.D$8.CDEB.C.E$9.DE$10.E2$13.E!



That is utterly beautiful.
Everyone, please stop posting B/S about CA
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!

(Check gen 2)
User avatar
Saka
 
Posts: 2243
Joined: June 19th, 2015, 8:50 pm
Location: In the kingdom of Sultan Hamengkubuwono X

Re: Larger than Life

Postby knightlife » July 30th, 2017, 9:30 pm

Dean Hickerson wrote:
Saka wrote:Also, who can find the first bug in Bugs Range 50? (Convert using my script/Dean Hickerson's algorithm)

Here's one:
#C Symmetric spaceship that moves southeast with speed 3000/929 ~ 3.229
x = 92, y = 92, rule = R50,C0,M1,S2866..4890,B2866..3794,NM:T10000,10000
36b14o$33b20o$31b24o$...


Merging two of these diagonal bugs makes an orthogonal bug (almost):
x = 339, y = 113, rule = R50,C0,M1,S2866..4890,B2866..3794,NM:T10000,10000
290b12o$285b21o$283b26o$281b30o$279b34o$278b37o$277b39o$276b41o$275b
43o$274b45o$273b47o$272b49o$271b51o$271b51o$270b53o$269b55o$268b56o$
267b58o$266b60o$265b61o$264b63o$35b16o212b64o$32b22o208b66o$29b27o205b
68o$27b31o202b69o$26b34o198b72o$24b37o196b73o$23b39o194b75o$22b41o192b
77o$21b43o190b78o$20b45o188b80o$19b47o186b81o$18b48o185b83o$17b50o183b
84o$17b51o182b85o$16b53o180b86o$15b55o179b42o10b35o$15b56o177b41o14b
33o$14b58o176b39o18b32o$13b60o174b39o20b31o$13b61o173b38o22b31o$12b63o
172b37o24b30o$12b64o171b37o24b31o$11b66o170b36o26b30o$10b68o168b37o27b
29o$10b69o167b36o29b28o$9b71o166b36o30b27o$8b74o164b36o30b27o$8b75o
163b36o31b26o$7b77o162b36o32b25o$7b78o161b36o32b25o$6b80o160b36o33b24o
$5b82o159b36o34b23o$5b83o158b36o36b21o$4b84o158b36o38b19o$4b85o157b37o
38b18o$3b86o158b36o39b17o$3b34o12b41o157b37o40b15o$2b33o15b40o157b37o
41b13o$2b32o18b39o156b38o41b12o$b32o20b38o157b38o39b12o$b30o23b37o157b
39o38b12o$b29o24b38o156b41o35b12o$29o26b37o157b41o34b12o$28o28b36o157b
42o32b12o$27o29b36o158b42o30b13o$26o30b36o158b44o28b12o$25o31b36o159b
44o26b13o$24o32b36o159b46o23b13o$24o32b36o160b46o21b14o$23o33b36o161b
46o19b14o$22o34b36o162b45o18b14o$21o35b36o163b45o16b15o$21o35b36o164b
44o15b15o$20o36b36o165b44o13b15o$19o37b36o166b44o11b15o$19o36b37o168b
43o8b16o$b17o37b37o169b42o7b17o$b15o38b37o172b41o4b18o$b14o38b38o173b
41ob19o$2b12o38b39o175b58o$2b12o38b38o178b54o$3b12o36b39o179b52o$3b13o
34b40o181b49o$4b12o33b40o184b46o$4b13o31b41o185b43o$5b13o29b41o188b40o
$5b14o27b41o191b36o$6b13o26b42o193b32o$7b13o23b43o196b28o$7b14o21b43o
199b24o$8b14o19b43o202b20o$9b14o16b44o205b16o$9b15o14b44o$10b16o10b45o
$11b16o8b45o$12b16o7b43o$13b17o4b43o$14b17o2b42o$15b59o$16b56o$17b53o$
18b51o$19b48o$21b45o$22b42o$24b38o$25b36o$27b32o$29b28o$31b24o$33b20o$
36b14o!

Surprisingly the bug straightens itself out some before it dies. I'm sure there is an ortho bug in this rule but haven't found one.
This merge goes the other way:
x = 314, y = 108, rule = R50,C0,M1,S2866..4890,B2866..3794,NM:T10000,10000
265b12o$260b21o$258b26o$256b30o$254b34o$253b37o$252b39o$251b41o$250b
43o$249b45o$248b47o$247b49o$246b51o$246b51o$245b53o$244b55o$35b16o192b
56o$32b22o188b58o$29b27o185b60o$27b31o182b61o$26b34o179b63o$24b37o177b
64o$23b39o175b66o$22b41o173b68o$21b43o171b69o$20b45o168b72o$19b47o166b
73o$18b48o165b75o$17b50o163b77o$17b51o161b78o$16b53o159b80o$15b55o157b
81o$15b56o155b83o$14b58o153b84o$13b60o152b85o$13b61o150b86o$12b63o149b
42o10b35o$12b64o147b41o14b33o$11b66o146b39o18b32o$10b68o144b39o20b31o$
10b69o143b38o22b31o$9b71o142b37o24b30o$8b74o140b37o24b31o$8b75o139b36o
26b30o$7b77o137b37o27b29o$7b78o136b36o29b28o$6b80o135b36o30b27o$5b82o
134b36o30b27o$5b83o133b36o31b26o$4b84o133b36o32b25o$4b85o132b36o32b25o
$3b86o132b36o33b24o$3b34o12b41o131b36o34b23o$2b33o15b40o131b36o36b21o$
2b32o18b39o130b36o38b19o$b32o20b38o130b37o38b18o$b30o23b37o131b36o39b
17o$b29o24b38o130b37o40b15o$29o26b37o130b37o41b13o$28o28b36o130b38o41b
12o$27o29b36o131b38o39b12o$26o30b36o131b39o38b12o$25o31b36o131b41o35b
12o$24o32b36o132b41o34b12o$24o32b36o132b42o32b12o$23o33b36o133b42o30b
13o$22o34b36o133b44o28b12o$21o35b36o134b44o26b13o$21o35b36o134b46o23b
13o$20o36b36o135b46o21b14o$19o37b36o136b46o19b14o$19o36b37o137b45o18b
14o$b17o37b37o138b45o16b15o$b15o38b37o140b44o15b15o$b14o38b38o141b44o
13b15o$2b12o38b39o142b44o11b15o$2b12o38b38o145b43o8b16o$3b12o36b39o
146b42o7b17o$3b13o34b40o148b41o4b18o$4b12o33b40o150b41ob19o$4b13o31b
41o152b58o$5b13o29b41o155b54o$5b14o27b41o157b52o$6b13o26b42o159b49o$7b
13o23b43o162b46o$7b14o21b43o164b43o$8b14o19b43o167b40o$9b14o16b44o170b
36o$9b15o14b44o173b32o$10b16o10b45o176b28o$11b16o8b45o179b24o$12b16o7b
43o183b20o$13b17o4b43o186b16o$14b17o2b42o$15b59o$16b56o$17b53o$18b51o$
19b48o$21b45o$22b42o$24b38o$25b36o$27b32o$29b28o$31b24o$33b20o$36b14o!

Perfectly symmetrical collisions seem to die out quickly in this rule. However:

swsww wrote:High period objects that move randomly along their axis of symmetry.

#C (0,0)/1549994
x = 49, y = 49, rule = R20,C0,M1,S634..991,B481..1001,NM:T4000,4000
24b4o$19b12o$17b2o10b4o$15bo15b3o$14bo18b2o$27b2o3bo2bo$25b6o2b2o$22b
11ob2o$14bo5b17o$11bobo4b20o$12bo4b22o$11b2o3b24o$9b3o2b27o$8b3o2b29ob
o$7b3o2b31obo$6b4ob30obob2o$5b4ob32obob2o$3b20o5b14o3b2o$2b6ob13o7b14o
3b2o$2bob17o9b13o3b2o$b19o11b13o3bo$b18o13b12o3b2o$18o14b11o4b2o$18o
14b11o4b2o$19o13b10o5b2o$19o13b10o5bo$b19o11b11o5bo$b5o2b13o9b11o6bo$
2bob2o3b13o7b12o6bo$2bob2o3b14o5b12o7bo$10b15o2b13o6bo$11b28o7bo$12b
26o$13b24o8bo$13b24o3bo3bo$14b22o3bo$16b19o2b2o$17b17o2b2obo$18b15o2b
2o$19b13ob4o$21b9ob5o$22b13o$22b12o$19b14o$19b13o$21b8ob2o$19b12o$21b
8o$23b4o!


#C (856,-856)/963626
x = 46, y = 46, rule = R20,C0,M1,S634..991,B481..1001,NM:T4000,4000
18b8o$15b13o$14b16o$12b17ob2o$11b14o5bob2o$9b5ob11o5bo2bo$8b2ob2ob14o
7bo$7b2obo2b16o$6bo2b2ob19o$5bo3bob21o$4bo3bob23o6bo$3b2o4b25o6bo$2b2o
5b26o6bo$2bo5b28o5bo$bo5b30o3bobo$bo5b14ob16o3b2o$bo4b13o4b15o5bo$o5b
11o8b14o3b2o$o4b11o10b14o2b3o$o4b11o11b13o2b3o$5b10o13b13ob4o$5b10o14b
17o$4b10o15b17o$4b10o16b16o$4b9o18b15o$o3b9o17b16o$o3b10o16b16o$o3b10o
15b17o$o2b12o14b16o$2obob10o13b17o$2ob13o10b19o$b17o6b16ob3o$b19o2b17o
b3o$2b36ob4o$2b2ob32o2b3o$3b2ob30ob2obo$4b2ob28ob2ob2o$5bo2b25o2bo2b2o
$6bo2b23o6bo$7bo2b20o7bo$8b2ob17o8bo$9b2ob4ob7o10b2o$10b8o15b2o$11b4o
17b2o$13b4o12b3o$15b6o5b3o!


Amazingly swsww's randomly moving objects merge quite well:
This collision merges into another randomly moving object (!):
x = 94, y = 94, rule = R20,C0,M1,S634..991,B481..1001,NM:T4000,4000
66b8o$63b13o$62b16o$60b17ob2o$59b14o5bob2o$57b5ob11o5bo2bo$56b2ob2ob
14o7bo$55b2obo2b16o$54bo2b2ob19o$53bo3bob21o$52bo3bob23o6bo$51b2o4b25o
6bo$50b2o5b26o6bo$50bo5b28o5bo$49bo5b30o3bobo$49bo5b14ob16o3b2o$49bo4b
13o4b15o5bo$48bo5b11o8b14o3b2o$48bo4b11o10b14o2b3o$48bo4b11o11b13o2b3o
$53b10o13b13ob4o$53b10o14b17o$52b10o15b17o$52b10o16b16o$52b9o18b15o$
48bo3b9o17b16o$48bo3b10o16b16o$48bo3b10o15b17o$48bo2b12o14b16o$48b2obo
b10o13b17o$48b2ob13o10b19o$49b17o6b16ob3o$49b19o2b17ob3o$50b36ob4o$50b
2ob32o2b3o$51b2ob30ob2obo$52b2ob28ob2ob2o$53bo2b25o2bo2b2o$54bo2b23o6b
o$55bo2b20o7bo$56b2ob17o8bo$57b2ob4ob7o10b2o$58b8o15b2o$59b4o17b2o$61b
4o12b3o$63b6o5b3o6$16b7o$14b12o$13b15o$11b12o2b3o$10b11o6b2o$9b9o11bo$
8b2ob11o$8bob15o$7bob18o$6bo2b19o$8b2ob19o$7b2ob21o$6b2ob23o$6bo2b24o
4bo$5bo2b25o5bo$8b26o4b3o$4bo2b28o4b2o$7b28o4b3o$6b30o4b2o$6b30o4b2o$
6b30o3b4o$6b31o2b4o$6b31ob5o$6b31ob5o$5b32ob5o$2b2ob38o$2b41o$2b3ob36o
$42o$b40o$b39o$2b38o$3b29ob3ob2o$4b27ob3ob2o$5b24o2b2o2b2o$6b21o3b2o2b
o$7b18o4b2o2bo$8b7ob3o9bo$9b8o9bo$10b8o$11b7o$12b3o$14bo!

Also merges well:
x = 90, y = 90, rule = R20,C0,M1,S634..991,B481..1001,NM:T4000,4000
63b7o$61b12o$60b15o$58b12o2b3o$57b11o6b2o$56b9o11bo$55b2ob11o$55bob15o
$54bob18o$53bo2b19o$55b2ob19o$54b2ob21o$53b2ob23o$53bo2b24o4bo$52bo2b
25o5bo$55b26o4b3o$51bo2b28o4b2o$54b28o4b3o$53b30o4b2o$53b30o4b2o$53b
30o3b4o$53b31o2b4o$53b31ob5o$53b31ob5o$52b32ob5o$49b2ob38o$49b41o$49b
3ob36o$47b42o$48b40o$48b39o$49b38o$50b29ob3ob2o$51b27ob3ob2o$52b24o2b
2o2b2o$53b21o3b2o2bo$54b18o4b2o2bo$55b7ob3o9bo$56b8o9bo$57b8o$58b7o$
59b3o$61bo8$14b8o$12b10o$10bob11o$9bob14o$10b9o6bo$6b2ob12o5b2o$6bob
16o3b2o$5bob19o2b2o$6b22ob2o$6b23ob2o$5b25ob2o$4b3ob23ob2o$4b2ob25ob2o
$3b2o2b25o2bo$3b2ob27o2bo$2b2o2b27o3bo$2bo3b28o2bo$6b28o2b2o$6b28o2b4o
$bo3b30ob4o$b2o2b30ob4o$b2o2b35o$b2o2b35o$b3ob35o$b39o$40o$ob37o$39o$b
36o$b35obo$2b33obo$2b32o$3b25ob4obo$4b22o2b4ob2o$5b16o6b3o2bo$6b10o9b
4o$7b10o7b3o$8b12o3b2o$10b3ob7o$12b3o!

The merge is often successful even if it is not directly head on collision.
The very first try made an oscillator (be patient, they will collide!):
x = 115, y = 113, rule = R20,C0,M1,S634..991,B481..1001,NM:T4000,4000
87b8o$84b13o$83b16o$81b17ob2o$80b14o5bob2o$78b5ob11o5bo2bo$77b2ob2ob
14o7bo$76b2obo2b16o$75bo2b2ob19o$74bo3bob21o$73bo3bob23o6bo$72b2o4b25o
6bo$71b2o5b26o6bo$71bo5b28o5bo$70bo5b30o3bobo$70bo5b14ob16o3b2o$70bo4b
13o4b15o5bo$69bo5b11o8b14o3b2o$69bo4b11o10b14o2b3o$69bo4b11o11b13o2b3o
$74b10o13b13ob4o$74b10o14b17o$73b10o15b17o$73b10o16b16o$73b9o18b15o$
69bo3b9o17b16o$69bo3b10o16b16o$69bo3b10o15b17o$69bo2b12o14b16o$69b2obo
b10o13b17o$69b2ob13o10b19o$70b17o6b16ob3o$70b19o2b17ob3o$71b36ob4o$71b
2ob32o2b3o$72b2ob30ob2obo$73b2ob28ob2ob2o$74bo2b25o2bo2b2o$75bo2b23o6b
o$76bo2b20o7bo$77b2ob17o8bo$78b2ob4ob7o10b2o$79b8o15b2o$80b4o17b2o$82b
4o12b3o$84b6o5b3o19$24b4o$19b12o$17b2o10b4o$15bo15b3o$14bo18b2o$27b2o
3bo2bo$25b6o2b2o$22b11ob2o$14bo5b17o$11bobo4b20o$12bo4b22o$11b2o3b24o$
9b3o2b27o$8b3o2b29obo$7b3o2b31obo$6b4ob30obob2o$5b4ob32obob2o$3b20o5b
14o3b2o$2b6ob13o7b14o3b2o$2bob17o9b13o3b2o$b19o11b13o3bo$b18o13b12o3b
2o$18o14b11o4b2o$18o14b11o4b2o$19o13b10o5b2o$19o13b10o5bo$b19o11b11o5b
o$b5o2b13o9b11o6bo$2bob2o3b13o7b12o6bo$2bob2o3b14o5b12o7bo$10b15o2b13o
6bo$11b28o7bo$12b26o$13b24o8bo$13b24o3bo3bo$14b22o3bo$16b19o2b2o$17b
17o2b2obo$18b15o2b2o$19b13ob4o$21b9ob5o$22b13o$22b12o$19b14o$19b13o$
21b8ob2o$19b12o$21b8o$23b4o!
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Re: Larger than Life

Postby muzik » July 31st, 2017, 6:55 pm

5c using AforAmpere's method:
x = 10, y = 10, rule = R9,C3,M0,S0..0,B50..50,NM
10A$10A$10A$10A$10A$10B$10B$10B$10B$10B!


How could we go about finding a 50c ship?


EDIT: 6c and 7c:

x = 12, y = 12, rule = R11,C3,M0,S0..0,B72..72,NM
12A$12A$12A$12A$12A$12A$12B$12B$12B$12B$12B$12B!

x = 14, y = 14, rule = R13,C3,M0,S0..0,B98..98,NM
14A$14A$14A$14A$14A$14A$14A$14B$14B$14B$14B$14B$14B$14B!
2c/n spaceships project

Current priorities: see here
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Re: Larger than Life

Postby toroidalet » July 31st, 2017, 7:49 pm

muzik wrote:5c using AforAmpere's method:
ship

Why did you feel the need to post this?
Forward rake:
x = 28, y = 4, rule = R2,C4,M0,S2..2,B3..4,NN:T4000,4000
4A20.4A$BACA20.ACAB$.2CA20.A2C$2.BA20.AB!

Also, why does the LTL algorithm slow down at step 10^2? (well, it speeds up but it becomes choppy)
I have the best signature ever.
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Re: Larger than Life

Postby muzik » August 1st, 2017, 10:52 am

toroidalet wrote:
muzik wrote:5c using AforAmpere's method:
ship

Why did you feel the need to post this?

I didn't see much evil in posting it. Maybe someone might want to compile a collection of some sort in the future, but is too lazy to construct the spaceships (i.e. me).

8c:
x = 16, y = 16, rule = R15,C3,M0,S0..0,B128..128,NM
16A$16A$16A$16A$16A$16A$16A$16A$16B$16B$16B$16B$16B$16B$16B$16B!


9c:
x = 18, y = 18, rule = R17,C3,M0,S0..0,B162..162,NM
18A$18A$18A$18A$18A$18A$18A$18A$18A$18B$18B$18B$18B$18B$18B$18B$18B$
18B!
2c/n spaceships project

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Re: Larger than Life

Postby Andrew » August 1st, 2017, 7:29 pm

I've removed the ":T10000,10000" suffix from the rules in the above post. Using a torus (or bounded plane) that size is just a huge waste of memory. Note that Golly 3.0b2 (out in the next day or two) will support unbounded universes. Patterns in such universes run slightly faster and typically use a lot less memory than a bounded universe, so unless you have good reasons for using a torus or bounded plane best not to post rules with a suffix.
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Re: Larger than Life

Postby blah » August 2nd, 2017, 5:08 am

Here's an agar that can probably be generalised into a set of p2 agars in different rules, going down to an oscillating checkerboard for R=1.
x = 48, y = 48, rule = R2,C0,M0,S1..1,B4..4,NN:T48,48
2bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo2$o3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo
3bo2$2bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo2$o3bo3bo3bo3bo3bo3bo3bo3bo3b
o3bo3bo2$2bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo2$o3bo3bo3bo3bo3bo3bo3bo
3bo3bo3bo3bo2$2bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo2$o3bo3bo3bo3bo3bo3b
o3bo3bo3bo3bo3bo2$2bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo2$o3bo3bo3bo3bo
3bo3bo3bo3bo3bo3bo3bo2$2bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo2$o3bo3bo3b
o3bo3bo3bo3bo3bo3bo3bo3bo2$2bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo2$o3bo
3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo2$2bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo2$
o3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo2$2bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo
3bo2$o3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo2$2bo3bo3bo3bo3bo3bo3bo3bo3bo3b
o3bo3bo2$o3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo2$2bo3bo3bo3bo3bo3bo3bo3bo
3bo3bo3bo3bo2$o3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo2$2bo3bo3bo3bo3bo3bo3b
o3bo3bo3bo3bo3bo2$o3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo3bo!
succ
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Re: Larger than Life

Postby Rhombic » August 2nd, 2017, 5:30 am

Tiny p5:
x = 10, y = 4, rule = R4,C5,M0,S3..5,B7..10,NN:P2000,2000
4ACA$3.B2.A$5.DA.2A$8.A!
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Re: Larger than Life

Postby Saka » August 3rd, 2017, 7:33 am

Now we can have extra super squishy bugs in range 500!! Who will find the first though?
Everyone, please stop posting B/S about CA
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!

(Check gen 2)
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Saka
 
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Location: In the kingdom of Sultan Hamengkubuwono X

Re: Larger than Life

Postby Saka » August 3rd, 2017, 9:03 am

As a celebration of Unbounded Grids, Range 500, and Golly 3.0b2, I have posted my collection of LTL stuff I found. Perhaps some of the patterns can be added into Golly into the Larger Than Life folder. It certainly isn't professional or anything but I hope you all enjoy it. I will update and repost it it every what, 20 new objects? :)
Attachments
Saka's LTL Stuff 3 August 2017.zip
Collection as of August 3rd 2017
(16.9 KiB) Downloaded 20 times
Everyone, please stop posting B/S about CA
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!

(Check gen 2)
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Saka
 
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Location: In the kingdom of Sultan Hamengkubuwono X

Re: Larger than Life

Postby muzik » August 3rd, 2017, 10:00 am

Has anyone tried making spaceships faster than 250c? That one method used to make the 92c/2 spaceship could very well be used to make a 996c/2 ship.
2c/n spaceships project

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Re: Larger than Life

Postby AforAmpere » August 3rd, 2017, 5:28 pm

Some diagonal ships in your Bugs 13 rule, at speeds 54c/57 diagonal, and 27c/27 diagonal:
x = 76, y = 26, rule = R13,C0,M1,S205..349,B205..271,NM
8b8o44b5o$6b12o39b10o$4b15o37b12o$4b17o34b14o$3b19o33b15o$2b21o31b17o$
2b21o31b18o$2b22o29b20o$b24o27b22o$b8o6b10o27b23o$8o8b10o25b9o5b10o$7o
10b9o25b8o7b10o$7o10b9o25b7o8b10o$7o10b9o25b6o9b10o$6o11b9o25b6o9b10o$
5o12b9o25b4o11b10o$4o13b9o25b3o11b10o$4o12b10o26b3o9b11o$b3o11b10o27b
4o7b12o$b4o7b13o28b4o4b13o$2b4o5b13o30b4o3b12o$2b5o3b14o31b4ob11o$3b
19o34b13o$4b17o36b11o$6b12o41b7o$8b8o!


You should add some stuff from this thread, too.

EDIT, a (7,1)c/5, from R12 Bugs:
x = 23, y = 23, rule = R12,C0,M1,S175..300,B175..232,NM
9b5o$6b10o$5b12o$4b14o$4b14o$3b16o$3b16o$2b18o$2b19o$2b19o$b9o2b9o$b8o
4b9o$7o7b8o$7o8b8o$b5o9b7o$b5o9b7o$2b4o9b6o$3b3o9b5o$3b4o8b4o$4b4o5b5o
$5b12o$6b10o$8b6o!


And a (16,2)c/29 from a R6 Bugs Variant:
x = 13, y = 13, rule = R6,C0,M1,S47..81,B47..71,NM
4b5o$3b7o$3b8o$2b9o$2b10o$b4o4b4o$4o5b4o$4o5b4o$b3o5b4o$b3o5b3o$2b4o2b
3o$3b7o$5b4o!


EDIT 2, an R100 Bugs variant, at a speed of (8694,9237)c/966, according to oscar:
x = 219, y = 219, rule = R100,C0,M1,S11303..19361,B11100..14996,NM
21$99b25o$94b35o$90b43o$88b48o$85b54o$83b58o$81b63o$80b66o$78b70o$77b
73o$76b75o$75b78o$74b80o$73b82o$72b85o$71b87o$70b89o$69b91o$68b90ob2o$
68b91o2bo$67b93o2bo$66b95o$65b97o$64b98o$63b100o$63b101o$62b103o$61b
104o$60b106o$59b107o$58b109o$57b111o$57b111o$56b113o$55b114o$54b116o$
53b117o$52b119o$51b120o$50b122o$49b123o$48b125o$47b126o$46b128o$45b
129o$44b131o$43b132o$42b134o$40b136o$39b138o$38b139o$37b141o$36b142o$
35b144o$33b147o$32b148o$31b150o$30b151o$28b154o$27b155o$26b157o$24b
159o$23b161o$22b162o$21b164o$20b165o$19b167o$18b168o$17b170o$16b171o$
15b173o$14b174o$14b92o13b70o$13b90o18b68o$12b89o22b67o$12b87o26b66o$
11b86o29b65o$11b85o32b64o$10b84o35b63o$10b83o37b63o$9b83o40b62o$9b81o
43b61o$8b81o45b61o$8b80o47b60o$8b79o49b60o$7b80o50b59o$7b79o52b59o$7b
78o54b58o$7b77o56b58o$7b77o57b57o$6b77o59b57o$6b76o61b56o$6b76o62b55o$
6b75o64b55o$6b75o65b54o$6b74o67b54o$6b74o68b53o$6b73o71b51o$6b73o72b
51o$5b74o73b50o$5b73o75b49o$5b73o76b48o$5b73o77b48o$5b73o78b47o$5b72o
80b46o$5b72o81b45o$5b72o82b44o$5b72o83b43o$5b72o84b42o$5b72o86b40o$5b
73o86b39o$5b73o86b38o$6b72o87b37o$6b73o87b36o$6b73o88b35o$6b74o89b32o$
6b74o90b31o$6b75o90b29o$6b75o91b28o$6b76o91b26o$7b76o91b25o$7b76o92b
24o$7b77o90b24o$7b78o89b24o$7b79o87b24o$8b78o86b24o$8b79o85b24o$8b80o
83b24o$8b81o82b24o$9b81o80b24o$9b82o78b25o$9b83o77b24o$10b83o75b24o$
10b85o72b25o$10b86o71b24o$11b86o69b25o$11b87o67b25o$11b88o65b25o$12b
88o64b25o$12b89o62b25o$13b89o60b26o$13b90o58b26o$14b90o56b26o$14b92o
53b27o$15b91o52b27o$16b91o51b26o$16b92o49b27o$17b92o47b27o$17b93o45b
27o$18b93o43b28o$19b94o40b28o$20b94o38b28o$20b95o36b28o$21b95o33b30o$
22b95o31b30o$23b95o29b30o$24b2ob92o27b30o$25b2ob92o25b30o$26b2o2b91o
23b30o$31b91o20b32o$32b92o17b32o$34b91o14b33o$36b90o12b33o$37b90o10b
33o$35bo3b89o7b34o$41b88o5b34o$43b87o2b35o$45b121o$48b116o$50b113o$52b
110o$54b107o$56b104o$58b100o$60b97o$63b93o$65b89o$67b86o$69b82o$71b79o
$73b75o$75b72o$77b68o$79b65o$81b61o$83b57o$84b55o$86b51o$88b47o$89b45o
$91b41o$93b37o$96b32o$98b28o$100b24o$103b19o$107b12o!


EDIT 3, 498c, using the one under a prime method, luckily, 499 is prime:
x = 1495, y = 1992, rule = R498,C3,M1,S8649..8649,B499..499,NM
498.499A498$498.499B$A497.499B497.A$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.
499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$498.499B$
498.499B$498.499B$498.499B$498.499B$498.499B2$497.B.497B.B$497.B.497B
.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$
497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.
B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.
497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B
.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$
497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.
B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.
497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B
.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$
497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.
B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.
497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B
.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$
497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.
B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.
497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B
.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$
497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.
B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.
497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B
.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$
497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.
B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.
497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B
.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$
497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.
B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.
497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B
.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$
497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.
B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.
497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B
.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$
497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.
B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.
497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B
.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$
497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.
B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.
497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B
.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$
497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.
B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.
497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B
.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$
497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.
B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.
497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B.B$497.B.497B
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Things to work on:
- An Isotropic version of All_Speeds
- Find more ships in B2ek3-ajny4ajqr5a/S02ack3ackny4aq5y
- Find a (3,1)c/5 ship in a Non-totalistic rule (someone please search the rules)
AforAmpere
 
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Re: Larger than Life

Postby Saka » August 4th, 2017, 7:20 am

I will make an "internet stuff" folder of the collection. When will we find a ship that is comparable to real life? So far the slowest speed found, c/40368 is still 7k meters a second. Faster than sound. For reference, the top speed for a passenger airline is 257 meters/second. To reach that, the ship would need to be slower than c/1,000,000
Everyone, please stop posting B/S about CA
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!

(Check gen 2)
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Saka
 
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Location: In the kingdom of Sultan Hamengkubuwono X

Re: Larger than Life

Postby muzik » August 4th, 2017, 8:13 am

Saka wrote:When will we find a ship that is comparable to real life?

That one adjustable speeds rule is always your friend. Also, Life's elbow ladders can be ridiculously slow with enough distance. Although both of these aren't necessarily Larger than Life rules.

I wonder: when will we find a ship that is about as fast as the growth of toenails?
2c/n spaceships project

Current priorities: see here
muzik
 
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Location: Scotland

Re: Larger than Life

Postby Saka » August 4th, 2017, 8:51 am

muzik wrote:That one adjustable speeds rule is always your friend. ...
I wonder: when will we find a ship that is about as fast as the growth of toenails?

I was thinking of an elementary non-adjustable ship.

I have calculated that if a ship were to go fast as toenails grow, the ship would need to be around c/43,000,000,000,000,000. That's 43 Quintillion.
Everyone, please stop posting B/S about CA
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!

(Check gen 2)
User avatar
Saka
 
Posts: 2243
Joined: June 19th, 2015, 8:50 pm
Location: In the kingdom of Sultan Hamengkubuwono X

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