B3678/S35678 & B4678/S34678

For discussion of other cellular automata.
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pifricted
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B3678/S35678 & B4678/S34678

Post by pifricted »

2 stable rules.

Code: Select all

x = 100, y = 38, rule = B3678/S35678
3bo13b2o12b2o11bo2bo10b3o12b2o15b2o3b2o$2b2o12bo2bo10bo2bo10bo2bo9bo14b
o2bo13bo2bobo2bo$3bo15bo12bo11bo2bo9b3o13b2o17bobo2bo$3bo14bo14bo10b4o
9bo2bo11bo2bo15bo2bo2bo$3bo13bo12bo2bo13bo9bo2bo11bo2bo14bo3bo2bo$2b4o
10b4o11b2o14bo10b2o13b2o14b4o2b2o4$2o29bobo23bobo$2o12b2o14b6o6b2o12b
7o8b4o18bo$15b2o12b7o6b3o10b8o8b4o17b3o$30b2o2b3o6b3o8b5o2b2o8b4o14b9o
$29b3o2b2o8b2o9b3o3b3o7b4o14b9o$30b7o17b3o3b3o26b9o$30b6o19b2o2b5o24b
11o$14bo17bobo20b8o24b13o$15b2o38b7o26b11o$15bo42bobo28b9o$89b9o$32bo
bo54b9o$29b7o56b3o$29b8o56bo$16bo12b9o$14b2o12b4o2b3o$16b2o11b3o2b4o$
15bo12b9o$29b8o$30b7o$31bobo$15bo$13bobo$17bo$11b2o$17b2o$12bo$14bobo
$14bo!

Code: Select all

x = 40, y = 34, rule = B4678/S34678
3bo9b2o8b2o9b2o$2b2o8bo2bo6bo2bo7bo$3bo11bo8bo8b3o$3bo10bo10bo7bo2bo$
3bo9bo8bo2bo7bo2bo$2b3o7b4o7b2o9b2o4$2o34b2o$2o10b2o8b2o11b3o$12b3o6b
4o9b6o$13b3o5b3obo7b7o$14b2o6bob3o5b4o2bo$b2o20b4o5b4o$4o20b2o8b3o$4o
30b2o$b2o$12b2obo$11b6o$11b6o5b2ob2o$bo10bo2bo5b7o$3o18b7o$bo20b5o5$25b
2o$24b4o$23b4o$22b6o$22b6o$23bob2o!
...is enjoying his teenage time.
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tommyaweosme
Posts: 1581
Joined: January 15th, 2024, 9:37 am

Re: B3678/S35678 & B4678/S34678

Post by tommyaweosme »

for my 750th post, let me help you with that first rule:

Code: Select all

x = 50, y = 56, rule = B3678/S35678
6bo$4b5o$2o2b5o$2o4bo3$4b2o12b2o$4bobo9b2obo5bo$o4b2obo2bo4bo3bo2b2o$
2o10b2o3b4o4b2o$bo4bo5bo4bo6bo3$9bo3bo$2o8b6o$2o2b2o4b5o$4b2o4b5o$7o2b
7o$5obo3b4obo$2bobo5bo2b2o3$obo$b3o$3o$bobo3$22bo$bobo17b5obo14bo$3o19b
6o13b4obo$b3o6bobo10b7o4bo2b2o3b2o$2b2o5b3o3b2o5b8o3b4o6b5o$b4o5b3o2b
3o3b8o5b2o7bo$5o6b2o2b3o4bo5b2o5bobo4b2o$bo2b3o3b3o2b4o8bob2o3b2obo3b
4ob4o$4b3o2b3o3b2o10b4o2b4o5bo2bo$4b2o4bobo15bo5bobo11bo3$b2o2bobobob
o$b11o$b11o$3b9o$b11o$b11o$b2o2bobobobo3$b2o2bobobobo$b13o$b13o$3b12o
$b13o$b13o$b2o2bobobobo!
thank rlifesrc for this
here's the gosper glider gun

Code: Select all

#R life
24bo$22bobo$12b2o6b2o12b2o$11bo3bo4b2o12b2o$2o8bo5bo3b2o$2o8bo3bob2o4b
obo$10bo5bo7bo$11bo3bo$12b2o!
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pifricted
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Re: B3678/S35678 & B4678/S34678

Post by pifricted »

Code: Select all

x = 43, y = 21, rule = B3678/S35678
16bo$16bo$14b5o$2bobo10b3o$2o2b2o9b3o$bobo11b3o$16bo8$11bo27bo$8b3o27b
2ob2o$8b4obo23b4obo$8b5o24bob3o$7bob4o26bo$10b3o$9bo!
...is enjoying his teenage time.
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Drelectron8
Posts: 154
Joined: March 5th, 2023, 4:54 am

Re: B3678/S35678 & B4678/S34678

Post by Drelectron8 »

Patterns can be stabilized this way:

Code: Select all

x = 54, y = 23, rule = B3678/S35678
11bo22bo2bobobobobobo2bo$9b5o18b21o$9b5o18b21o$7b9o15b23o$7b9o16b21o$
5b13o14b21o$5b13o13b23o$3b17o12b21o$3b17o11b23o$b21o10b21o$b21o9b23o$
23o9b21o$b21o9b23o$b21o10b21o$3b17o11b23o$3b17o12b21o$5b13o13b23o$5b13o
14b21o$7b9o16b21o$7b9o15b23o$9b5o18b21o$9b5o18b21o$11bo22bo2bobobobob
obo2bo!
Minor changes in the patterns for the other rule:

Code: Select all

x = 54, y = 23, rule = B4678/S34678
10bobo22bobobobobobobobo$9b5o20b17o$9b5o20b17o$7b9o16b21o$7b9o15b23o$
5b13o14b21o$5b13o13b23o$3b17o12b21o$3b17o11b23o$b21o10b21o$23o8b23o$b
21o10b21o$23o8b23o$b21o10b21o$3b17o11b23o$3b17o12b21o$5b13o13b23o$5b13o
14b21o$7b9o15b23o$7b9o16b21o$9b5o20b17o$9b5o20b17o$10bobo22bobobobobo
bobobo!
people, places :!:
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pifricted
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Re: B3678/S35678 & B4678/S34678

Post by pifricted »

Drelectron8 wrote: June 11th, 2024, 4:19 am Patterns can be stabilized this way:

Code: Select all

x = 54, y = 23, rule = B3678/S35678
11bo22bo2bobobobobobo2bo$9b5o18b21o$9b5o18b21o$7b9o15b23o$7b9o16b21o$
5b13o14b21o$5b13o13b23o$3b17o12b21o$3b17o11b23o$b21o10b21o$b21o9b23o$
23o9b21o$b21o9b23o$b21o10b21o$3b17o11b23o$3b17o12b21o$5b13o13b23o$5b13o
14b21o$7b9o16b21o$7b9o15b23o$9b5o18b21o$9b5o18b21o$11bo22bo2bobobobob
obo2bo!
Minor changes in the patterns for the other rule:

Code: Select all

x = 54, y = 23, rule = B4678/S34678
10bobo22bobobobobobobobo$9b5o20b17o$9b5o20b17o$7b9o16b21o$7b9o15b23o$
5b13o14b21o$5b13o13b23o$3b17o12b21o$3b17o11b23o$b21o10b21o$23o8b23o$b
21o10b21o$23o8b23o$b21o10b21o$3b17o11b23o$3b17o12b21o$5b13o13b23o$5b13o
14b21o$7b9o15b23o$7b9o16b21o$9b5o20b17o$9b5o20b17o$10bobo22bobobobobo
bobobo!
We find “pattern(s) in other stable pattern” like this.

Code: Select all

x = 4, y = 4, rule = B4678/S34678
b2o$2obo$ob2o$b2o!

Code: Select all

x = 12, y = 12, rule = B3678/S35678
5b2o$5b2o$3b6o$2b8o$2b3o2b3o$4o2bob4o$4obo2b4o$2b3o2b3o$2b8o$3b6o$5b2o
$5b2o!
...is enjoying his teenage time.
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