The Black Hole Information Paradox as an Artifact of the Semiclassical Approximation in M-Theory Compactification on G₂-Holonomy Manifolds

The black hole information paradox is re-examined within Quantum Geometric Unification (QGU), an M-theory compactification on a G₂-holonomy manifold with Betti numbers (b₂, b₃) = (27, 451). Seven mechanistically distinct local resolution mechanisms are systematically tested and demonstrated to fail due to a fundamental scale mismatch (m_K ~ 10⁻²⁸ eV vs black hole scales). This universal failure motivates re-examination of the paradox itself. Three results are established: (i) the cumulative semiclassical error over N ~ S_BH emissions reaches Δ = Nε² = π ~ O(1), independent of black hole mass; (ii) the vacuum correlator of the volume modulus K spans the horizon unimpeded (λ_K ≈ 60 kpc >> r_s), with K-matter mutual information I = (C_QG/K₀)² × S_BH ≈ 5.5 × 10⁻⁵ S_BH; (iii) a tripartite entanglement structure (radiation-K-interior) circumvents the AMPS firewall argument. The paradox is concluded to be an artifact of the semiclassical approximation applied beyond its domain of validity, not a physical phenomenon