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A hidden variables model complying with the simplest form of Local Realismwas recently introduced, which reproduces Quantum Mechanics' predictions for aneven ideally perfect Bell's experiment. This is possible thanks to the use of anon-Boolean vector hidden variable. Yet, that model is as far as QuantumMechanics from the goal of providing a complete description of physical realityin the EPR-sense. Such complete description includes the capacity to calculate,from the values taken by the hidden variables, the time values when particlesare detected. This can be achieved by replacing Born's rule (which allowcalculating only probabilities) with a deterministic condition for particledetection. The simplest choice is a threshold condition on the hiddenvariables. However, in order to test this choice, a new type of quantum (orwave, or non-Boolean) computer is necessary. This new type of quantum computerdoes not exist yet, not even in theory. In this paper, a classical (Boolean)computer code is presented which mimics the operation of that new type ofquantum computer by using contextual instructions. These instructions take intoaccount a consequence of the principle of superposition (which is a typicalvector, i.e. non-Boolean, feature). Numerical results generated by themimicking code are analyzed. They illustrate the features the hypothetical newtype of quantum computer's output may have, and show how and why some intuitiveassumptions about Bell's experiment fail.

About the description of physical reality of Bell's experiment