Paper 35: The Ghost Constant: Healing Dynamics and Angular Memory in the Holosphere Lattice

This paper introduces a universal healing constant, gamma, that governs the re-coherence of entangled states in the Holosphere lattice. In this framework, coherence is maintained through angular alignment across a discrete network of rotating spheres, and decoherence occurs when local strain exceeds a critical threshold. We show that gamma, defined as alpha divided by 2 pi, matches the leading term in the electron’s anomalous magnetic moment and regulates the exponential decay of angular memory after collapse. Because it measures how long coherence persists after entanglement failure, we refer to gamma as the Ghost Constant. Through analytic derivation and 3D lattice simulations, we confirm this value to five digits and validate the decoherence threshold epsilon_c = 2 alpha. These results establish a classical analog to quantum electrodynamics and mark the first full convergence between Holosphere theory and numerical simulation.