Due to Richard Dawkins mechanism of evolution works as a semiconductor, which conserves such mutation, which useful for surviving. Thus, instead of big steps, evolution goes by series of small steps. Let's consider its math expression. For Boltzmanian distribution w(E)=N*exp(-E/E0) exponential part doesn't change at changing of evolution trajectory.So, acceleration of the evolution progress can be only by renormalizing process. If we take the Dowkins' idea one gets increasing of probability of a big step of evolution as 2^n, here n ia a number of small steps. The same result is valid for the Gaussian distribution. The question is about a time scale of the one small step. Of course it depends on speed of generations change and of level of "noise". Sure the viruses and bacteria are champions of speed of the evolution process

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