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Problem 6. Find all positive integers d for which there exists a degree d polynomial P with real coefficients such that there are at most d different values among P (0) , P (1) , P (2) , . . . , P ( d2− d ).
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Problem 6. Find all positive integers d for which there exists a degree d polynomial P with real coefficients such that there are at most d different values among P (0) , P (1) , P (2) , . . . , P ( d2− d ).
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