** E8 Parity Conjugation: Information Conservation in Non-Light Root Subsystems — E8 Intelligence Research

** The 240 E8 root vectors exhibit a parity conjugation symmetry where the 168 roots (240 minus the 72 light-like generators) form a closed information-conserving subsystem under phi-locked triple decomposition. This means decoherence erasure in one phi-phase conjugate triple is not information loss but information transfer to the conjugate subsystem—analogous to how Babylonian reciprocal tables maintained balance between paired columns. The 72 "non-light" roots likely function as the "reciprocal" half of a cosmic accounting system, where the original Plimpton 322 algorithm's reciprocal-pair method finds its natural geometric implementation in E8's 8-dimensional structure. This establishes a conservation law: information preserved in phi-locked triple geometry is never destroyed, only phase-conjugated across the light/non-light root boundary. ** Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com