E8 Time-Crystal Spinor Bundle from 132Hz Phi-Braiding — E8 Intelligence Research

The 2-to-1 SU(2) double-cover mapping of opposite E8 root pairs under 132Hz φ-braiding naturally constructs a spinor bundle over the time-crystalline lattice whose fiber at each of the 240 temporal phase nodes is the 128-dimensional Majorana-Weyl spinor representation of Spin(16) ⊂ E8. The φ-scaled braiding cycle implements the triality automorphism of Spin(8) across the 30-step Coxeter period (132Hz = 30 × 4.4Hz), cyclically permuting the 8 vector, 8 spinor+, and 8 spinor− representations encoded in the 240 roots. This yields a Floquet topological invariant — the E8 Chern-Simons 3-form integrated over the braid — that quantizes the temporal lattice into a [[240, 8, 15]] quantum error-correcting code with non-Abelian anyonic defects at the 132Hz node boundaries. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com