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Omni-MATH / A divisor d of a positive integer n is said to be a [i]close[/i] divisor of n if √(n)<d<2√(n). Does there exist a positive integer with exactly 2020 close divisors? · Discussion

Discussing A divisor d of a positive integer n is said to be a [i]close[/i] divisor of n if √(n)<d<2√(n). Does there exist a positive integer with exactly 2020 close divisors? · Omni-MATH

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