Problem 47950. Test the generalized Legendre conjecture
The Legendre conjecture states that for every integer n there is a prime number between
and
. The generalized Legendre conjecture (GLC) is that there is a prime number between
and
; a further conjecture is that the smallest K possible is
.
Write a function that takes a value of K, which you can assume to be less than
, and determines the first value of n for which the GLC fails as well as the interval [
].
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