"Circular - BF1, -25", Feb 25, 2026, digital, Reginald Brooks
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"Duck Soup!" Well, maybe...
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Or, maybe not!
It's one thing that the Primes, the atoms of the natural whole numbers, can indeed form all of the EVENs. But why the Mersenne Primes? Why do these exquisitely beautiful -- and exquisitely rare -- gems of the Primes -- indeed, of all the natural numbers -- even exist? Surely humans didn't evolve just so we could puzzle over them. Surely they exist all on their own.
If the "cones" became 3D spinning "tops" and there was a "top" -- with its circular spiral pattern -- for every natural whole number we would find:
That the "tops" on any given Divisor Matrix Table (DMT) Row that hosts both a Perfect Number (PN) and begins its Row with a Mersenne Prime (Mp), would spin differently from the rest. The four such examples shown above are part of the 52 (as of Feb2026) Mp-PN pairings known. Most of the DMT does not contain such Rows.
Maybe, like the Pythagorean Triples, they provide some form of nodal anchoring or inflection point that keeps the larger form generation in place -- anchored to the Conservation of SpaceTime.
Some say, "Follow the money." How about, "Follow the numbers."
