From Part 4. we know:

Each *Prime1* has a twin *Prime2*.

*Prime1* < *Prime2*

*Prime1* and *Prime2 *are connected with a *CenterNumber*

*(Prime1 + Prime2) / 2 = CenterNumber*

If we assume on Euclidean Space for each symmetry:

`x = 0`

- draw a circle
- center of circle is
*CenterNumber* - radius of circle is length of symmetry

- center of circle is

then on `x = 0`

shape of the circles will be touching other shape of circles at prime numbers.

As you can see – the circles at length of radius are creating triangles seems to be placed at diagonal axes with some pattern.

*Is this pattern is random?*

Code is available Github.