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We propose a complete proof of the Born rule using an additional postulatestating that for a short enough time {\Delta}t between two measurements, aproperty of a particle will keep its values fixed. This dynamical postulateallows us to produce the Born rule in its explicit form by improving the resultgiven in [1]. While the proposed postulate is still not part of the quantummechanics postulates, every experiment obeys it, and it can not be deducedusing the standard postulates of quantum mechanics.

Improving the proof of the Born rule using a physical requirement on the dynamics of quantum particles