Orthodox quantum mechanics corresponds to the approximation, valid for inanimate organizations of matter only I conjecture, that the quantum force acts on the particle but the particle does not directly act back on its own objective nonlocal wave function making the quantum force. This lack of a feedback loop, not even conceivable in the Copenhagen interpretation, is the explanation of what Bohr called the "uncontrollable" randomness in quantum processes. The absence of direct feedback of particle to its wave function is why probability current is locally conserved. Introduction of such feedback introduces coherent control and violates the statistical predictions of orthodox quantum mechanics in accord with Josephson's idea that living matter is able to use the nonlocal quantum connection as a direct communication channel in which local statistical patterns can be shifted at a distance from outside the light cone resulting in strong causality violation such as precognitive remote viewing. Probability current is no longer conserved locally in these "nonunitary" open systems. Kip Thorne's et-al global self-consistency condition that the quantum amplitude vanishes in such cases can be directly tested. It also leads to the possibility of the paradox engine.
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