Abstract
A recent article in this journal (Eugen Muchowski 2021 EPL 134 10004) presents a counterexample to the Bell theorem by presumably taking into account the contextuality condition that, according to the Kochen-Specker theorem, all hidden variables models of quantum mechanics are required to comply, and which is allegedly overlooked in the formulation of the Bell theorem. We explain why Bell's model of local hidden variables complies with such contextual property and that the presented counterexample is indeed nonlocal. Therefore the proposed model does not constitute a counterexample to the Bell theorem.
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