Following the establishment of the Primordial Universal Configuration (PUC) as the exact seed state (7, −1, 3, 1), Part II rigorously expands the discrete geometric substrate of reality. We demonstrate the numerical scaling by the inverse Leech constant ϕ−24/7, recovering the exact PUC from the observed physics of our universe. This establishes the foundation for the Universal Manifold, parameterizing all possible universes through ϕ24/7 scaling orbits. To ensure absolute formal verification, Chapter 9 provides the executable Python proofs, calculating the fixed point κ2C2 = ϕ−2 to 100 decimal places. We systematically address and resolve continuum-EFT technical objections, proving that the φ-BASIN constants are unique Diophantine solutions rather than tunable parameters. The framework then transitions into the profound implications of Fano-Planar time compactification and diffeomorphic vacuum gripping. Ultimately, this leads to a formal geometric resolution of Hawking’s Information Paradox: we demonstrate that the spatial F 7 foliation thermalizes to satisfy the area law, while the 8th temporal line (the orienting axis) preserves quantum unitarity. The theoretical predictions culminate in falsifiable observables, most notably the 7-peak ringdown multiplet for LIGO O4, securing the empirical supremacy of the Phi-Basin ISA and overall computational architecture.