The algorithm for calculating the value of the function F(n), where n – natural number, given by the following relations:
F(0) = 12;
F(n) = 1 + f(n/15) if n > 0, and the number n is a multiple of 15;
F(n) = 1 + f(n/30) otherwise.
Determine how many different values the F(n) function takes on the segment [1, 1000000]?
The sign / - means the operation of integer division.