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l.t
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Is there an integer a such that f(X)+a is irreducible in Z[X]?
Thank you. Indeed, I forgot about Gauss Lemma, so I feel silly asking about $\mathbb{Q}[X]$ now. However, Hilbert's Theorem is too advanced for me, unless there is a simple proof for this case. I was thinking to look for big primes, but I haven't found anything useful yet.
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