A Mechanistic Model of Black Hole Dynamics: Interstitial n=0 Flux Entrapment and the S=A/4 Topology

This paper introduces a non-singular model for Black Holes within the framework of Push-theory (DOI: 10.5281/zenodo.18799096 & DOI: 10.5281/zenodo.18740415). By replacing mathematical singularities with a state of maximum 8-Möbius Voxel (n=3) compression, we demonstrate that Black Holes function as topological storage units for the universal Zero Point Energy (ZPE) flux (n=0). We provide a mechanical derivation for Hawking radiation and the S=A/4 entropy law based on surface curvature and interstitial flux release. This model challenges the classical No-Hair Theorem by demonstrating that black holes possess Topological Hair in the form of n=3 voxel configurations. The information is not lost but archived within the interstitial n=0 flux.