PS
8 December 2021
Fausto Morales kindly provided the following formulas:
With k(0) = 34 , k(1) = 34, k(2) = 25 , k(3) = 19, k(4) = 32, k(5) = 29, k(6) = 11 and k(7) = 29,
Minimal case:
P(n) = 12*n^2 - k{abs[(n mod 12) - 7]}
Maximal case:
M(n) = 12*n^2 + k{abs[(n mod 12) - 7]}