Max Consecutive 1's in Binary Array with K Flips

I recently tackled an interesting sliding window problem: given a binary array, what is the maximum number of consecutive 1's you can get if you are allowed to flip at most k zeros? The Logic: Instead of trying every possible flip (which would be O(n^2) or worse), I used the Sliding Window (Two Pointers) technique. ✅ Expand: Move the right pointer to grow the window. ✅ Constraint Check: If we hit more than 'k' zeros, it's time to shrink the window from the left. ✅ Maximize: Keep track of the largest window size we've seen that satisfies the condition. Efficiency: By only passing through the array once, the solution hits an optimal O(n) time complexity and O(1) space complexity. It’s a classic example of how a dynamic window can turn a complex search into a streamlined linear process. Implementation: https://htmlify.me/r/6uhp #DataStructures #Algorithms #Python #CodingChallenge #SlidingWindow #ProblemSolving

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