Gann's Square of Nine and Spiral Properties of Prime numbers

The property of prime numbers is a very important concept of Gann's Square of Nine.

The prime spiral has been created in many ways by mathematicians and physicists, using the same or very similar number theories. Though these are not Square of Nine (as known in Gann terminology) their property implies that similar relationship HAS to exist even in Gann's Sqaure of Nine.

Here are some examples with number structures:

This is another important pattern that emerges in the placement of prime numbers in the number structures.

 

This sprial of Prime numbers is commonly refered (in our context) as Ullam's Spiral.

References:

http://mathworld.wolfram.com/PrimeSpiral.html

http://dmitrybrant.com/2007/01/05/primespiral

Ps: Watch the Sunflower spiral very closely that will give you lots of clues as to the existences of 'spots'