Between the years 1601 and 16019 Johannes Kepler living in a German country with ineffective dogmatic religious authorities was able to formulate his laws of planetary motion basing on the Copernican system of heliocentricity. In the annals of science, Kepler’s dilemma was the exact opposite of later days discovers. He was a consummate mathematician in search of good experimental data. Without data he was led to wrongly postulate Platonic solids representing the 5 visible planets of the 17th century. Fortunately, from persistent begging and humiliation he was able to receive perfect data from the influential and wealthy Danish astronomer Tycho Brahe. These allow him to trace the curves of heavenly ellipses and unknowingly discovering that planets move by dual focal points. One of the foci is occupied by the source of the gravity force. But what is the purpose of the unoccupied focus? There still no satisfactory scientific explanation for this planetary eccentricity. Is this the same physical phenomenon as the empty molecular orbital? That minimizes energy? Obviously perfect symmetry as that of a circular conic section, the two foci merged into one center of the circle. But circles can be perfect only in 2 spatial dimensions in a Euclidean plane. Or in 3 and 1 time dimension of a light-cone these circles represent closed world-lines of constant time interval.


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