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because
score: 13
For any finite list of primes, there exists at least one prime that is not on that list.
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because
score: 9
Letting P be the product of all primes on the list, if P + 1 is not prime, then it has a prime factor not on the list.
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because
score: 6
A prime factor of P + 1 cannot divide P, but all primes on the list can divide P.
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because
score: 3
In order to divide both P and P + 1, the prime factor would also need to divide 1, and no prime number divides 1.
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because
score: 2
Letting P be the product of all primes on the list, if P + 1 is prime, then it is a prime number not on the list.
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The argument is too complex. You can switch to list view.
elliottbelardo2
