# Tesla’s Math Spiral Diagram and Prime numbers

### Tesla’s Math Spiral Diagram and Prime numbers

According Tesla’s Math Spiral Diagram, all prime numbers (excluding 2 and 3) belong to 1/3 part of natural numbers set:
$M1(n) = 1 + (n -1) * 12;$
$M5(n) = 5 + (n -1) * 12;$
$M7(n) = 7 + (n -1) * 12;$
$M11(n) = 11 + (n -1) * 12;$

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?
Mblacob

Posts: 6
Joined: Thu Jun 14, 2018 6:58 am
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### Re: Tesla’s Math Spiral Diagram and Prime numbers

According Tesla’s Math Spiral Diagram these two sets of natural odd numbers:

M3(n)=3+(n−1)∗12;
M9(n)=9+(n−1)∗12;

don’t have any Prime numbers because ALL their numbers have 3 as the prime factor.
Guest

### Re: Tesla’s Math Spiral Diagram and Prime numbers

[quote="Mblacob"]According Tesla’s Math Spiral Diagram, all prime numbers (excluding 2 and 3) belong to 1/3 part of natural numbers set:
$M1(n) = 1 + (n -1) * 12;$
$M5(n) = 5 + (n -1) * 12;$
$M7(n) = 7 + (n -1) * 12;$
$M11(n) = 11 + (n -1) * 12;$
Guest