Entanglement Harmonics: The Standard Model Mass Spectrum as Defect Modes of the FCC Tensor Network

In Part I, we demonstrated that the proton-electron mass ratio (µ ≈1836) arises nat- urally from a vacuum lattice with coordination number K = 12, defined as the sum of Volumetric Displacement (K3) and Braid Tension (9K). This paper extends the Selection- Stitch Model (SSM) to the broader Standard Model spectrum, including the Lepton family (Muon, Tau), the Neutron, and the heavy Gauge Bosons (W, Z, H). We propose that while the proton is a volumetric defect, higher-generation leptons act as “Tension Harmonics” derived from lattice diagonal stress. We identify the scaling factor 17 as the nearest integer to the lattice face diagonal (K√2), deriving the Muon as a linear mode (17K) and the Tau as a planar resonance (172K). Additionally, we resolve the Neutron mass as a stabilized baryon-lepton balance (p+ +e− +δgap) and derive the Higgs Boson as the geometric capacity of the node (K5), achieving high predictive accuracy against experimental data.