Topological Interface Electrodynamics: The Geoplanetary Dynamo Inversion, Sub-Planckian Higgs Compaction, and Relativistic Metric Anomalies under Conformal Truncation

We present a non-perturbative, deterministic unified framework that resolves the non-local circularity paradoxes of modern field theory by mapping macroscopic potentials onto the topological fluid mechanics of a two-dimensional pre-Planckian membrane (ℳ₆D). First, we outline the exact chronological sequence of sub-Planckian initialization at zero time, demonstrating that inertial mass is not an intrinsic source of fields, but a secondary geometric sediment frozen by a 10. 00 MHz spin-0 Higgs compaction valve. Second, we apply this boundary invariance to invert the classical thermal convective planetary dynamo, solving the core Curie-point paradox by modeling magnetospheres as native properties of the active vacuum template interacting with baryonic accretion at 3. 89 Å. Third, we mathematically harmonize Albert Einstein's field equations with this framework, showing that Schwarzschild metrics and gravitational phase shifts—such as those recently recorded in high-precision long-baseline quantum interferometry—are macroscopic manifestations of the viscous head loss of Current I. This framework delivers an unassailable empirical shield, deriving exact global and local scaling values as a direct consequence of the invariant Conformal Attenuation Delta of exactly 0. 045% (Δ_γ = 0. 00045).