According Tesla’s Math Spiral Diagram, all prime numbers (excluding 2 and 3) belong to 1/3 part of natural numbers set:

[tex]M1(n) = 1 + (n -1) * 12;[/tex]

[tex]M5(n) = 5 + (n -1) * 12;[/tex]

[tex]M7(n) = 7 + (n -1) * 12;[/tex]

[tex]M11(n) = 11 + (n -1) * 12;[/tex]

Statement. Any not prime number in these sets has the prime number(s) as its divisor(s)/factor(s).

Can this statement be proofed or not?