Prime Curios!: 1051

1051
(another Prime Pages' Curiosity)

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C. J. Mozzochi utilized 1051 to show that if we let p(n) be the nth prime, then there exists a constant K such that p(n+1) - p(n) is less than K p(n)^(1051/1920). [Post]

1051 = (1*1051) + (0*1051) + (5*1051) + (1*1051). [Aghasoltan]

The largest known number n such that there is no prime between n^k and (n+1)^k, where k = 3/2. [Capelle]

The sum of all odd semiprimes less than a hundred. [Silva]