Good Sequence

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A non-empty sequence $G$ is called a good sequence if it satisfies the following constraints: - All elements of $G$ are distinct integers greater than or equal to $0$. - There exists a sequence $F$ such that: $G(i) = ( \prod_{j=1}^i F(j) ) \mod K$ Given the integer $K$, calculate the total number of good sequences. Since the answer can be very large, print it modulo $MOD$. ###Input: - Th

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solution.cppC++17

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