LeetCode 2396 Strictly Palindromic Number Simplified

I just returned false on a LeetCode problem… and it passed ALL 67 test cases. No loops. No base conversions. No palindrome checks. Just one line: return false; And it got accepted instantly. The problem? 2396.  Strictly Palindromic Number You had to check if a number n is a palindrome in every base from 2 to n-2. Sounds brutal, right? Then I actually read the problem properly. Here's the mind-blowing part: For any n ≥ 4, when you convert it to base (n-2), it always becomes "12". n=5 → base 3 → "12" n=6 → base 4 → "12" n=10 → base 8 → "12" "12" is never a palindrome. So it's mathematically impossible for any number ≥ 4 to be strictly palindromic. For n=1,2,3 the base range is invalid anyway. The answer is always false. The entire "hard" problem collapses into a single line of code. Lesson for every developer: Before you write clever code, ask yourself: Is this problem even possible? Sometimes the best solution isn’t optimized algorithms. It’s pure elimination.  O(1) thinking. Read the problem. Really read it. #LeetCode #ProblemSolving #SoftwareEngineering #Coding #DSA #BackendEngineering #CodingInterview #DeveloperMindset #CleanCode

  • Screenshot of LeetCode submission for problem 2396 showing only return false; inside the function, with green "Accepted" badge and all test cases passed.

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