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This number is a prime.
The largest 4-digit super-2 emirp. [Loungrides]
The larger prime of any twin prime pair can be expressed as P + 2n^2, where P is any prime. Having checked up to 9931, all twin primes up to 10^5, they can also be expressed as P = 2n^2 - Q, where P is the larger of any twin prime pair and Q is the larger of another twin prime. Can you find a counterexample to this? [Homewood]
(There is one curio for this number that has not yet been approved by an editor.)
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