ConwayLife.com

I don’t know if anyone knows this, but using LtL rules, you can simulate n^2 life universes in parallel by using the following adjustable rule:
Rn,C2,S2-3,B3,NF
This can also allow inflated life patterns to work as they would in Life. An example:
x = 8, y = 8, rule = R2,C2,S2-3,B3,NF
4o$o2bobo ...

587/250 = 2.348 (+0.0000247)

ln(tan(84.54 deg)) = 2.34774470054 (+0.00117111026)

190/81 = 2.34567901235 (+0.00048101201)

pzq_alex wrote: February 15th, 2023, 2:54 am

pipsqueek wrote: February 14th, 2023, 9:45 pm 3

This is too fast for this thread

Agreed
117/50 = 2.34

7/3 = 2.33333333333 (+0.001128823158)

2017/867 = 2.32641291811 (+.00011129850)

1.3^(pi + 3/40) = 2.32546255038 (+0.00258599508)

rutabaga wrote: February 11th, 2023, 10:50 am

14142135623 wrote: December 25th, 53117087590, 9:18 pm e - .4 = 2.3182818284 (+0.0078818284)

speeding things up I see?
sec(64.5 deg) = 2.32​282049734 (+0.0045​3866889)

I do not intend to speed things up monumentally.
log_pi^2 (204) = 2.32287112426 (+0.00005062692)
log_x means the base-x logarithm.

e - .4 = 2.3182818284 (+0.0078818284)

((e^3) + 3)/10 = 2.3085536923 (+0.0074718934)

I’ve also found a caterer-domino interaction that allows for more LCM oscillators, like this p12. Again, don’t know whether or not this has been found.

Sorry that I didn’t do it like this earlier, I didn’t know how to at the time.

This is my first post, and I’m not sure if anyone else knows this, but cis-fuse with two tails is extensible. Found this while playing around with LifeViewer on the cis-fuse with two tails page.
RLE:
x = 18, y = 18, rule = B3/S23
5bo$3b3o$2bo$2b4o$6bo$2b5o$bo$b6o$7bo$b7o$o7b2o$b5o2boboboo ...