write-up aand the rest off the site is really good.

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]]>if separated into five Base 10 even columns. However, when converted to

Nature’s Base 6 there are only THREE even columns and it turns out that

there are THREE Quantum solutions, which are different for each of the three columns.

In a pseudo generated Base 6 format — c2 = (6n+2) = 2,8,14,20….. to infinity

with solution set c2 = c7+c7′ = (6m+1)+(6p+1);

and c7; c7’=(6q+1) = 1,7,13,19,25,31……to infinity

Similarly for c4 = (6n+4) = 4,10,16,22,….. {{ (6n+10) {mod 6}}

giving c4=(6n+10) = c5+c5′ = (6m+5)+(6p+5); c5=5,11,17,23,29……

Similarly for c6=6,12,18,24,30……. As can be seen in the attached article, c6 has twice

the solution set to c2 and c4, which is why there appears to be two separated comets.

In Base 10 —- 2,4,6,8,10 are spread across five different even columns which

merges all THREE TYPES and makes finding any solution essentially impossible.

Separating all the even numbers into three columns demonstrates

“WHOLE COLUMN SOLUTIONS” some of which are not prime.

Once the STRUCTURE is known the composites are then extracted

leaving only Prime Solutions.

The methodology of the construction can be shown to

have continuation to infinity and thereby prove Goldbach

since the expansion of the Prime Solution set for any X=even

can be shown to be growing faster.

See a little more at http://primenumbers.eu.pn

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