# Primes Platform (maps)

This page is referring to *child section* which *source* is inherited by *the prime spin* with *partitions* listed below. Please return always to the *Home Page* to *track* the *hierarchy*.

Prime hexagon is a mathematical structure developed by mathematician T. Gallion that is formed when integers are sequentially added to a field of tessellating equilateral triangles, where the path of the integers is changed whenever a prime is encountered.

```
This is not easy as they are linked to the nature of prime numbers, and nothing is easy about the nature of prime numbers. But I begin with this assumption: if the hexagons participate in the Universe in any way other than haphazardly, they must be demonstrably ***congruent to something organized*** _([T. Gallion](https://www.hexspin.com/minor-hexagons/))_.
```

The “cut-and-paste” method is used in conservative transposition. The enzyme transposase acts like DNA scissors, cutting through the double stranded DNA to remove a transposon from one genomic site. A new cut is made in the target site where the transposon is integrated back into the DNA. *(Wikipedia)*

This behaviour in a fundamental causal relation to the primes when the products are entered into the *partitions* system. The subclasses of partitions systemically develops characters similar to the distribution of prime numbers.

## Seven-day weeks

By True Prime Pars we shall take **36 nodes** to conjugate partitions. So the most possible way is taking the 3rd layer which hold the sum 36 of prime pair 19 and 17. Here we start by taking the 2 of **first primes 2 and 3** to 4 as 2x2 and 8 as 2x2x2.

The Babylonians divided their lunar months into seven-day weeks, with the final day of the week holding particular religious significance. The 28-day month, or a complete cycle of the Moon, is a bit too large a period of time to manage effectively, and so the Babylonians divided their months into four equal parts of seven. *(Discover)*

Taking a distinc function between f(π) as P vs f(i) as NP where e^{iπ} + 1 = 0 theoretically they shall be correlated to get an expression of the prime platform similar to the *Mathematical Elementary Cell 30 (MEC30)*.

These include generating variants of their abundance profile, assigning taxonomy and finally generating a rooted phylogenetic tree.

The code is interspersed with python, shell, perl, also demonstrates how multiple languages can be integrated seamlessly.