A competition for making an oscillator with the highest possible period.
It will be held in two separate categories:
1.Conway's game of life
2.OCA
The oscillator mustn't contain any components that could infinitely increase its period,altrough it can be made of more components (but if the above thingy is satisfied).
Have a good day!
BokaBB
The Oscillator Challenge (Game)
The Oscillator Challenge (Game)
777
I CAN APGSEARCH NOW!
Sure, I was a bad person, but I have changed myself.
I'd love to befriend anybody who's interested.
Have a good day!
BokaBB
I CAN APGSEARCH NOW!
Sure, I was a bad person, but I have changed myself.
I'd love to befriend anybody who's interested.
Have a good day!
BokaBB
-
MathAndCode
- Posts: 5285
- Joined: August 31st, 2020, 5:58 pm
Re: The Oscillator Challenge (Game)
MathAndCode wrote: November 4th, 2020, 8:20 pmp252547Code: Select all
x = 18, y = 18, rule = Symbiosis 8.2B$7.B.AB$6.B.3AB$5.B.3A.AB$4.B.2A4.AB$3.B.2A6.AB$2.B.A.A3.A3.AB$.B.A6.3A2.AB$B.2A3.A8.AB$.B.2A2.4A4.A.B$2.B.2A4.A.A.A.B$3.B.A7.A.B$4.B.A4.2A.B$5.B.A3.A.B$6.B.3A.B$7.B.A.B$8.B.B$9.B!
I am tentatively considering myself back.
Re: The Oscillator Challenge (Game)
universal turing machine, set to calculate TREE(3) by brute forcing it. it resets itself each time it calculates TREE(3)
κ is measurable iff there is a nontrivial elementary embedding j:V→M (M transitive) with critical point κ