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The Riemann Zeta function, crucial in Analytic Number Theory, was initially introduced by Euler and later extended by Riemann to include complex variables. The Riemann Hypothesis posits that all nontrivial zeros of the function lie on the critical line of complex numbers 1/2 + i t. This hypothesis, if proven true, would have significant implications for the distribution of prime numbers.

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scemerjr.0001

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