The Void Channel: H = L + ηV and the Boson-Fermion Parity of the Truncated Octahedron

The axiom B + V = D maps to the Hamiltonian H = L + ηV, where L = face Laplacian (wall channel: local, causal, speed c, gives QFT) and V = antipodal map (void channel: instantaneous, non-local, gives entanglement). Antipodal parity: A₁g, Eg, T₂g EVEN (bosons); T₁u, A₂u ODD (fermions). A₂u (Higgs) pushed down — void assists SSB. m_H/M_Z improves from 0.14% to 0.06%. No-signalling from bulk incompressibility. Part LVI of the Unified Foam Field Theory.v2.0 (July 2026): Section 6 corrected per Paper #75 (DOI 10.5281/zenodo.21323993). The void coupling η sets the formation probability of entangled pairs (proportional to η²) and the fragility of the channel, never the correlation strength of a formed pair, which is kinematic and Tsirelson-maximal (CHSH = 2√2). Reference added; no other content changes.