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Super factorial

Writing functions:

factorialsuper(x)

The function definition :

factorialsuper(x) = 1! * 2! * 3! * ... * x!

See also: factorial

A super factorial is a mathematical function that represents the product of the first n factorials. For example, the super factorial of the number 4 will be 1! * 2! * 3! * 4! = 288. The application of the super factorial in mathematics can be diverse, for example, in combinatorics to count the number of different permutations of elements. The super factorial can also be used to solve problems in discrete mathematics and probability theory. This function has unique properties that make it an important tool in mathematical calculations.

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