Topological Synthesis of the Phase Invariant in an Inverted Torus Model

The model operates on a two-dimensional inverted torus undergoing continuous eversion (infinite turning inside out). Numbers are treated as dynamic phase angles in a complex wave space. While time (tau) scales and oscillates through frequencies 19 and 31, the core geometry contains a stationary center of inversion. This unmoving node is calculated as a contour integral over the eversion cycles, isolating the topological Berry phase of the vacuum mesh.