Brute force

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Given a list of $N$ integers **A** as $[ A_1, A_2, ........ A_N ]$ . You have to find total No of pairs for which $XOR$ of paired integers is greater than both integers. More formally You have to find total number of pairs $(i,j)$ such that **i < j** and $A_i$^$A_j$ > max$(A_i,A_j)$. Here "^" is bitwise xor operator. ###Input: - The first line

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solution.cppC++17

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