There are no socialist primes less than 10^9

preprint2013arXivOpen access

There are no primes $p$ with $5<p<10^{9}$ for which $2!, 3!, \ldots, (p-1)!$ are all distinct modulo $p$ ; it is conjectured that there are no such primes.

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There are no socialist primes less than 10^9

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