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  3. Check if a number is a Kaprekar number (split square into two parts whose sum equals the original number, e.g., 45² = 2025, 20 + 25 = 45).

Check if a number is a Kaprekar number (split square into two parts whose sum equals the original number, e.g., 45² = 2025, 20 + 25 = 45).

Difficulty: Hard

Phase: 6 · Mixed Logical Challenges

XP Reward: 30 XP

Topics: Mixed Logical Challenges, Hard

Supported Languages: Python, JavaScript, C, C++, Java

Problem Description

Check if positive integer N is a Kaprekar number (split square into two parts that sum to N). Print 'Yes' or 'No'. Input Format: Read input from standard input (stdin). Output Format: Print the result to standard output (stdout).

Constraints

  • -10^9 <= N <= 10^9

Examples

Example 1

Input: 45

Output: Yes

Explanation: Sample execution for input 45