Here ya go. Ha. And nothing to do with anagrams, or gematria, per se.
The case of four, and, then, eight, (and sixteen, which isn't included) dimensions, on a circle of eight axes, is the progression from Matter, to velocity, with acceleration, and, (1 / velocity), with (acceleration / velocity^2), to the first forms of mass/energy, to momentum = (mass X velocity), with Force = (mass X acceleration), to Energy (opposing Matter, on the thus circle), to (acceleration / velocity) with (acceleration / velocity)^2, and, (velocity X acceleration), with acceleration^2, to the second forms of energy/mass, to Power = (Force X velocity) , with (Power / time) = (Force X acceleration), back to Matter, but on a different level than before.
The progression is fairly simple. For example, by (velocity X first mass) = force, and, similarly, the [(a / v) X second energy] = Power. But, a little trickier with the first energy-term, and second mass-term. Then velocity, and acceleration, are replaced with the terms, (1 / velocity), and (acceleration / velocity^2). Note that [velocity X (acceleration / velocity)] = its companion term, acceleration, and, so, by the same model, [(1 / velocity) X (acceleration / velocity)] = its companion term, (acceleration / velocity^2). Then, for example, (1 / velocity) X first energy = momentum = (mass X velocity), and, [(acceleration / velocity^2) X first energy] = force = mass X acceleration, which is the companion term to momentum. And, [(velocity X acceleration) X second mass] = Power.
To review, a bit. The respective diagonally companion terms, around the thus circle, in spot-1, of velocity, with acceleration, to spot-5, of (acceleration / velocity), with (acceleration / velocity)^2 = [(acceleration / velocity) X (acceleration / velocity)], by the same model as before. And, in spot-1, of (1 / velocity), with (acceleration / velocity)^2, to spot-5, of (velocity X acceleration), with acceleration^2 = [(acceleration X velocity) X (acceleration / velocity)], again by the same model as before. Every thing progress from the term of velocity, to acceleration, by a factor of (acceleration / velocity), and, by velocity inverted = (1 / velocity), to (acceleration / velocity^2), by the same factor, and, so on.
The first forms of mass/energy have to do with energy in terms of Work = Force X d, and, the second forms of mass/energy have to do with kinetic energy.
Of course, except for Matter, and Energy, with capitals, the absolute forms of, the above terms may be written with v's, a's, m's, and e's. And simplified, for example, (acceleration / velocity) = (1 / t), where t = time, and d = distance, given velocity = (d / t), and, acceleration = (v / t).
P.S. I didn't put it up here for others to understand, and, then, comment on it. Or, for myself to expound it. But, to be able to claim that I, first, put it on a gambling forum, and, then, absolutely no one gave a shit. Ha.
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297 ---> 297 = 11* 3^2 ---> 113.