Proof of the Riemann hypothesis

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Consider Borel’s know-it-all number: a number on the interval such that its decimals consist of zeros and ones, representing “no”- and “yes”-answers to lexicographically ordered English yes-and-no questions respectively. This is a well-defined real number. Take the decimal which answers “Does the Riemann -function have nontrivial zeros?” and check its value. QED.