  Contrary to what Lambare [arXiv:2008.00369] assumes, in non-Newtonian
calculus (a calculus based on non-Diophantine arithmetic) an integral is
typically given by a nonlinear map. This is the technical reason why all the
standard proofs of Bell-type inequalities fail if non-Newtonian hidden
variables are taken into account. From the non-Newtonian perspective, Bell's
inequality is a property of a limited and unphysical class of hidden-variable
models. An explicit counterexample to Bell's theorem can be easily constructed.
