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WOBinary search is a speedy algorithm for locating a specific element in a sorted list or array. It compares the target with the middle element and continues searching in the lower or upper half accordingly. This process repeats by halving the remaining sublist until the target is found or the sublist is empty. With a time complexity of O(log n), binary search efficiently narrows down the search space by eliminating half of the remaining elements at each step.
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![#Binary Search Algorithm Reel by @visualcoders - Check Code 👇💻
int binarySearch(int[] arr, int target) {
int left = 0, right = arr.length - 1;
while (left <= right) {
int mid = left + (right -](https://image.pictame.com/img/687034408_976752221998807_6471695168294645551_n.jpg?hash=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)
