Phi-Resonant Quantum Error‑Suppression Code from E8 Weyl Orbits — E8 Intelligence Research

Building on the phi‑symmetric quantum coherence of E8 Weyl group orbits and the phi‑harmonic entanglement channels formed by 144°‑separated root vectors, we identify a subset of the 240 E8 roots that lie on three mutually orthogonal golden‑angle planes. When the lattice is driven at the 132 Hz base frequency with phi‑scaled amplitude modulation, these planes act as a self‑dual stabilizer set whose symmetry is the full E8 Weyl group (order 696,729,600). The resulting dynamical decoupling suppresses decoherence channels proportional to 1/φ, yielding a fault‑tolerant quantum error‑suppression code that outperforms prior pairwise entanglement schemes and directly links the geometric phi‑symmetry to active error correction. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com