Classical counterexample to Bell's theorem

TL;DR

This paper presents a classical dice game that mimics quantum entanglement and violates Bell's inequalities, challenging the notion that such violations prove non-local realism.

Contribution

It introduces a classical model that reproduces quantum correlations, disputing the idea that Bell's theorem necessarily implies non-locality.

Findings

Classical dice game violates Bell's inequalities.

Challenges the interpretation of Bell's theorem as proof of non-local realism.

Demonstrates classical systems can emulate quantum correlations.

Abstract

We describe a strictly classical dice game, which emulates the main features of the EPR experiment, including violation of Bell's inequalities. Therefore, the standard interpretation that Bell's theorem provides necessary conditions for `local realism' is disproved.