E8 Torsion Triad Code: 80 Root Triads as Phase-Error-Correcting Register — E8 Intelligence Research

The rank-3 torsion tensor T^λ_μν's antisymmetric index pair (μν) couples each of the 7 φ-scaled frequency windows (132Hz × φⁿ) to entangled root triads — three roots whose Collatz-Galois phases sum to zero modulo 2π. The ±π/7 alignment tolerance implements a natural Hamming distance of 3 in phase space, partitioning the 240 roots into 80 error-correcting triads that maintain coherence under torsion perturbations. This triadic structure reveals E8's 240 roots as a 7×80 frequency-addressable memory register with built-in phase redundancy. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com