The Loophole That Cannot Close: Why No Bell Test Can Exclude Quantum-Geometry Dynamics

Abstract

Bell's theorem excludes theories that are both local and realist. Loophole-free Bell tests close the experimental gap by ensuring the two measurement events are spacelike separated — a light-cone constraint that rules out any subluminal influence connecting them. This paper argues Quantum-Geometry Dynamics (QGD) falls outside that exclusion for a purely structural reason: its gravitational interaction is instantaneous, not a propagating signal but a co-instantaneous property of the global preonic configuration (P11 Ch. 13; P38). No timing-and-separation argument can exclude an interaction with no propagation time to exclude — the same reasoning that has left Bohmian mechanics unexcluded by any Bell test. Unlike a mechanism tuned specifically to reproduce quantum statistics, QGD's instantaneous gravity is not a patch: it is an unavoidable consequence of the theory's two axioms, independently tested across nuclear, cosmological, and detection phenomena unrelated to Bell correlations. The paper deliberately narrows the claim relative to earlier QGD treatments: it does not assert a specific mechanism deriving the exact correlation function, and does not claim QGD is unfalsifiable — its testable content lies elsewhere. The argument is symmetric: it shows Bell-test data cannot exclude QGD, not that such data favors QGD over other non-local accounts.