Paper 41: Healing Echoes and Bell Deviations in the Holosphere Lattice

This paper presents a falsifiable prediction within the Holosphere Theory framework: that small, deterministic deviations from standard quantum Bell correlations may arise from angular phase memory in a discrete spacetime lattice. When entanglement collapses, residual coherence persists briefly due to a healing process governed by a universal constant gamma, approximately equal to alpha divided by 2 pi. This healing delay imprints a slight correlation bias known as a “healing echo,” resulting in a measurable shift in the CHSH Bell score on the order of 1e-5. The effect is derived analytically, supported by numerical simulations, and shown to preserve the Born rule within coherent regions. Experimental platforms such as NV centers, superconducting qubits, and photonic loops are proposed as candidates for detecting this effect. No existing Bell test has explicitly ruled out healing echoes, making this a novel and testable signature of classical angular memory in quantum measurement dynamics.