Problem 53009. Easy Sequences 48: Prime Big Omega of Factorial Sequence

For an integer n, the prime big omega function, , is defined as the total number of prime factors of n. So, if , since , therefore .
Given an integer n, write a function that evaluates the following summation:
For example for :
In this case therefore, the function should return .

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66.67% Correct | 33.33% Incorrect
Last Solution submitted on Mar 19, 2023

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