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If we found a counter example to the Riemann Hypothesis what else would that tell us about maths?
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My understanding is that we probably won't find any counter examples but we don't have proof its true yet, and so there's a collection of proofs that assume the Riemann Hypothesis is true. So if we found out the Riemann Hypothesis was wrong, what else would we be wrong about and what would the wider implications be?
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