Largest Magical Binary String

Problem Statement

Largest Magical Binary String Problem Description In a good binary string: The number of 0's equals the number of 1's. For every prefix of the string, the number of 1's is greater than or equal to the number of 0's. Optimize a "good" binary string by rearranging its good substrings to create the largest possible numeric value. Rules: A good string can contain multiple good substrings. Two adjacent good substrings can be swapped if the resulting string remains good. Two substrings are adjacent if the last character of the first substring is immediately before the first character of the second substring. Perform zero or more swap operations on adjacent good substrings to form the binary string with the largest possible numeric value and return that value. Function Description Complete the function `largestMagical` in the editor with the following parameters: `str binString`: a binary string Returns: `str`: the largest possible binary value as a string Examples Example 1: Input: binString