Mr Meeseeks

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Jerry not being very smart summons Mr. Meeseeks to solve the given problem. Given an array of $N$ integers and a value $P$. You need to discard a subarray from the given array of some length(possibly zero) such that the product of the remaining elements is divisible by $P$. $P$ is unique in a way that out of all its divisors it has exactly one divisor which is a perfect square. You need to

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solution.cppC++17

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