An array of size n and two integers D and S are given, the special sum of a subarray is defined as follows: (Sum of all elements of the subarray)  (D - p  S) Where p = number of distinct prime factors of “product of all elements of the subarray”. Find the maximum special sum by considering all non-empty subarrays of the given array. Input:- First 3 integers will be n, D and S and the following will be the elements of the array Output:-   Output maximum special sum considering all non-empty subarrays of the array(single output integer)

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Random Variables

A random variable Z is a real valued function of the type Z: S → R on a sample space S. That means the function assigns a real number to every primitive event in the sample space. In other words, a random variable is a function mapping a sample space S to a set of real numbers R.