
Paper LXVI established that SU(2)L gauge symmetry is never broken in the Fano framework, consistent with Elitzur's theorem. This raises the question: if no symmetry breaks and the W and Z are not Goldstone-eating gauge bosons, what are they physically? We propose and develop the answer: the W and Z bosons are resonant transition states of the Fano λ = 4 lattice mode during nucleon quark reconguration between stable wave forms. A nucleon is a specic stable conguration of three quark focal zones at Fano lattice nodes. Beta decay (n →p) is the transition between two distinct stable nucleon congurations neutron {u, dd} and proton {uu, d} requiring a quark isospin ip within the λ = 4 Fano doublet sector. The W −boson is not a particle that propagates freely and then mediates the decay; it is the transient resonant state of the Fano lattice during the quark doublet reconguration, exactly as a chemical transition state is the resonance between reactant and product molecular congurations. The W boson mass mW = g2v/2 is the energy of this transition state the barrier height of the λ = 4 Fano potential between the two stable congurations set by the condensation scale v of Paper LXIII. The Z boson is the neutral resonance: the λ = 4 Fano mode is excited without an isospin ip, returning the quark to its original conguration but with a transient change in the mixed λ = 4/λ = 0 Fano occupation. All decay branching fractions follow from the Z3 generation structure of Paper LVI: three equal leptonic channels (lepton universality from Z3 symmetry) and Nc = 3 colour copies of two hadronic doublet channels, giving B(W →ℓν) = 1/9 vs the observed 0.1071. The Fermi constant GF = g2 2/(4m2 W √ 2) is computed from Fano quantities to 0.32% accuracy. Virtual W/Z exchange (as in nuclear beta decay or neutrino scattering) corresponds to a sub-threshold or tunneling Fano reconguration the Fano bridge forms and breaks without the resonance reaching full mass-shell energy. Four new predictions follow (Predictions 134137). Part of the One-Octonion Brane-Bulk Framework series. Anchor DOI: 10.5281/zenodo.19120873. Community: one-octonion-brane-bulk. Author: Bharathi Dasan Jagadeesan, M.D., University of Minnesota. ORCID: 0000-0002-1143-941X.
One-Octonion Brane-Bulk Framework, G2, auxetic brane, Klein quartic, Fano plane, octonion
One-Octonion Brane-Bulk Framework, G2, auxetic brane, Klein quartic, Fano plane, octonion
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