= Multiplicative partitions of factorials
{wiki=Multiplicative_partitions_of_factorials}
Multiplicative partitions of factorials refer to a way of expressing a factorial as a product of integers, where the order of multiplication matters. A factorial \\( n! \\) is the product of all positive integers up to \\( n \\). In the context of multiplicative partitions, you are looking for ways to write \\( n! \\) as a product of factors, rather than as a sum. For example, consider \\( 4! = 24 \\).
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