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Rodin aerodynamics - Free-Energy Devices

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perfect mathematical coherence on all six axes and is not only three dimensional,<br />

but actually higher omni fourth dimensional. and higher.<br />

With the <strong>Rodin</strong> Solution, Marko <strong>Rodin</strong> is able to navigate on all axes of a <strong>Rodin</strong><br />

Coil Torus, thus resolving the obstacles to creating artificial intelligence by being<br />

able to compute multi-dimensionally. <strong>Rodin</strong> also adds a new factor of polarity to<br />

the binary code by using his binary triplet code which is based on the fact that all<br />

numbers begin and end at a point. The basis of the binary triplet is <strong>Rodin</strong>’s<br />

binary combinational explosion tree which enables <strong>Rodin</strong> to map this process<br />

through the event horizon of a torus and into the vortex-well singularity where it<br />

inverts. No mathematics, other than <strong>Rodin</strong>’s, can calculate while inverting, since<br />

all existing branches of mathematics self-destruct before emerging on the other<br />

side of the toroid.<br />

The <strong>Rodin</strong> Solution harnesses a heretofore unavailable mathematical skill, or<br />

language, that takes advantage of number patterns’ six different self-referencing<br />

axis configurations over the surface topology of the <strong>Rodin</strong> Coil’s toroidal matrix,<br />

thus enabling the creation of new revolutionary artificial intelligence hardware<br />

and software.<br />

Marko <strong>Rodin</strong>’s binary-triplet based operating system relies upon the discovery of<br />

the Bifilar Doubling Circuit. Any further description of how <strong>Rodin</strong> creates the<br />

binary doubling circuits is proprietary, as well as the methods <strong>Rodin</strong> uses to<br />

harness them.<br />

MATHEMATICS and PHYSICS<br />

Using his Vortex-Based Mathematics, Marko <strong>Rodin</strong> is able to show that numbers<br />

are real and that nature expresses herself through numbers. He solves the<br />

longstanding debate in mathematics – whether numbers are a man-made<br />

contrivance or based in nature - by proving that numbers are a condition of<br />

creation. With this math, <strong>Rodin</strong> is able to demonstrate the man-made mistakes in<br />

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