Gauge-Invariant Topological Manifold

 When a compact Hamiltonian Topological Manifold, is to be physically transmitted through a smooth Lagrangian, while yet not acting to bear any Chern-Simons-Related Spurs, when being in the general process of this, that it will consequently tend to spontaneously occur, that the discrete energy impedance, that is here to be eminently corroborative, with the reductional process of such a respective case scenario, will tend to be gauge-invariant. 

An interstellar craft, that is round at its base, when beginning in the proximal local field, of an Anti-Gravitational field, ideally wobbles at both ends, of all four Minkowski-Associated coni axions, by a subtended angling, of ~28.274334 degrees, when preparing for the spontaneous formation, of an artificial worm-hole, yet; An interstellar craft, that is round at its base, when beginning in the proximal local field, of a Heuristic-Gravitational field, on earth, ideally wobbles at both ends, of all four Minkowski-Associated coni axions, by a subtended angling, of ~29.9792458 degrees, when preparing for the spontaneous formation, of an artificial worm-hole.This is interesting, on two different accounts: 1) On a vacuum on earth, light travels at Exactly 2.99792458*10^8 meters per second. &, 2) The apex of the pyramid of Giza, from Egypt, is at a latitude, of Exactly 29.9792458 degrees North Latitude.