In fact, drop vertically down from any PD squared number until you intersect with its squared complement and you will have landed on a Primitive Pythagorean Triple (PPT) row, with a^2 + b^2 culminating with c^2 where that row now intercepts horizontally with the PD, giving a^2 + b^2 = c^ . Repeating this will identify all the PPTs.

But wait! Now divide every Inner Grid (IG) cell value by 24 and you will generate a criss- crossing diamond grid overlay pattern with almost magical properties!

The BIM÷24 grid will break out the overall matrix into two (2) types of ODD Axis rows:

• those ÷3 that are never PPT, never PRIMES = Non-Active Rows (NON-AR);

• those NOT ÷3 that PPTs and PRIMES are exclusively found on = Active Row Sets (ARS) or Active Rows (AR) for short.

NOTE: a necessary, but not sufficient, condition as some AR have neither.