My next main point will try to figure out the following equation.

6/5 * phi^2 = pi.

6/5 = 1.2

1.2 approx equal 11/9.

There is indeed a 11 spiral. It goes against the grain from the other spirals. I have not had time to finish the thought as to why it is there, but I think it has to do with the above.

This is what I got so far... I will try to go back and post some pictures of this.

So lets link this prime number thing with the rodin coil doubling sequence...

Lets split the prime lines. For the 1,7,4 primes.
1,7,13,19,(25),31,37,43,(49),(55) note the () are not prime, we will get to that later.

So we draw circle of 9...

Draw a line starting at 1. Add six to 7.

Next we need to draw a line to 7+6 =13. Mod9(13) is 4. But 13 is in the next row. So we need to also move it over one digit. So while 13 is a 4, is will be in the 3 column on the next row. So let's draw a line from 7 to 3.

13 + 6 = 19. Which is on the 3rd row. So draw a line from 3 to 8.

19 + 6 = 25. Draw a line from 8 to 5.

Plus 6 = 31. Another row down. Draw a line from 5 to 1.

In your circle you should now see a 5 pointed star.

We went 1,7,3,8,5,1 down the 1,7,4 prime triangle and it gave us a 5 pointed star. Let's keep going...

This time lets try the 2,8,5 prime triangle. -1,5,11,17,23,29...

-1 is in the 8 column. 9 is zero... Just count backward one circle of nine...

-1 +6 =5. Draw line 8 to 5.
5+6=11. Draw line from 5 to 1.
Plus 6 is 17. Draw a line from 1 to 7.
Plus six. 23. Draw line from 7 to 3.
Plus six. 29. Draw line from 3 to 8.

Another 5 point stat? So the two prime triangles follow the same path if you line them up this way. They double.

6/5? 1.2?

If you count six forward (1) it is the same as counting two back?

Break...