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LeetCode Problem of the Day (POTD) - 23 Dec 2025 Problem 2054: Two Best Non-Overlapping Events In this video, we solve LeetCode 2054 using an efficient O(n log n) approach. Binary Search (lower_bound) and Suffix Maximum Precomputation. Problem link: https://leetcode.com/problems/two-best-non... Approach: 1) Sort events by start time 2) Build a suffix best array where best[i] stores the maximum event value from i to end 3) For each event, use binary search to find the next valid event whose start time is at least end time plus one 4) Take maximum of: choosing only one event choosing two non-overlapping events Complexity: Time complexity: O(n log n) Space complexity: O(n) Language: C++ If you are preparing for coding interviews or LeetCode daily challenges, this pattern using binary search and suffix best is very useful. #leetcode #leetcodepotd #leetcodedailychallenge #LeetCode2054 #TwoBestNonOverlappingEvents #binarysearch #SuffixMaximum #cplusplus #codinginterview #faangpreparation #codinginterview #leetcode #dsa #algorithm #coding #programmer #tech #SoftwareEngineering #CodeExplanation #CodingTutorial #LeetcodeSolution #CodingPractice #InterviewPrep #ProgrammingLogic #StringManipulation #CompetitiveProgramming #DataStructures #Algorithms #CodeWithMe #CodeWalkthrough #Developer #ProblemSolving #TechEducation #LearnCoding #JavaProgramming #CodingSkills #TechInterview #CodeExplained #CodeOptimization #LeetCode #LeetCodeSolution #LeetCodeDaily #LeetCodeProblems #LeetCodeChallenge #LeetCodeJava #LeetCodeExplained #LeetCodeDiscuss #LeetCodeHard #LeetCodeMedium #LeetCodeEasy #LeetCodeCommunity #LeetCode2025 #LeetCodeInterview #LeetCodePractice #LeetCodeWalkthrough #LeetCodeCoding #LeetCodeProblemSolving #LeetCodeExplanation #LeetCodeSolutions #LeetCodeStudy #LeetCodePrep #LeetCodeContest #LeetCodeQuestion #LeetCodeAlgorithm #LeetCodeDSA #LeetCodeCode #LeetCodeProgramming #LeetCodeTips #LeetCodeGuide #LeetCodeEditorial #2054 #leetcode2054