Given an array of positive integers, find bitwise AND of a subarray, among all subarrays, which is closest to a given positive integer, 'P'.
The solution can obviously be found in O(n^2), but can we do better?
Given an array of positive integers, find bitwise AND of a subarray, among all subarrays, which is closest to a given positive integer, 'P'.
The solution can obviously be found in O(n^2), but can we do better?