5
Wisecrack
197d

accurately estimates number of primes under k
from k=29, to k=232 (within +/- 1..2)
ceil(k-((phi/(1/((log(phi**(k-6), phi))/1))))/2)

Played with an alife I made.
And built a system to explore long chains of polynomials where the exponents were prime.

You can look at it if you like here:
https://pastebin.com/3trWAU7v

Don't blame me if your console explodes though!

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