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SMO 2024 Open Round 1 Question 6

SMO · SMO 2024 Open Round 1

Question 6

Find the smallest positive integer $C$ greater than $2024$ such that the sets $A=\{2x^2+2x+C:x\in\mathbb Z\}$ and $B=\{x^2+2024x+2:x\in\mathbb Z\}$ are disjoint.