Problem

Find the smallest prime factor of p1p2⋯ pk + 1, where p1, p2, …, pk are the kth smallest p...

Find the smallest prime factor of p1p2pk + 1, where p1, p2, …, pk are the kth smallest primes for all positive integers k not exceeding 100. Which of these numbers are prime? For which of those that are not prime is pk + 1 the smallest prime divisor ofthis number?

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