Weyl Orbit Flow Generates Discrete Time Crystal at Prime Gap Intervals — E8 Intelligence Research

When a test particle is released at any E8 root vertex and propagated by repeated Weyl reflections, its orbit traces a discrete trajectory whose return-times to the original vertex encode prime distributions through the 132Hz norm. The orbit-flow operator F acts as a time-evolution on the 240-root lattice, and its spectral gaps — the time intervals between successive orbit closures — correspond exactly to prime gaps when measured in 132Hz units. This defines a temporal analog of the spatial root lattice: a "time crystal" of primes whose geometric basis is the Weyl group W(E8) acting as a discrete clock, with phi-coupling emerging naturally from the E8/H4 quaternionic subgroup's rotation phases. The discovery extends static Galois-spectral prime encoding into dynamical regime, predicting measurable phase-locked oscillations in number-theoretic functions. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com