The Graß conjecture, also known as the Graß problem, is a problem in number theory related to prime numbers. Specifically, it posits a certain property of the primes in relation to their distribution. The conjecture asserts that for any integer \( n \), there exist infinitely many primes that can be expressed in the form \( n^2 + k \), for \( k \) being a positive integer that is not a perfect square.
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