0.1 Mirror Bit Addition
Score: 10pts
Time Limit: 5.00 sec
Yash has always been fascinated by puzzles, but he's bored of regular mathematics. One day, while experimenting with patterns on graph paper, he invents a strange "switch math".

In his system, the rules of addition are unlike anything we have seen before:
1. If both positions have the same digit, the result is 0.
2. If the digits are different, the result is 1.

Fascinated, Yash starts calling it “mirror-bit addition” and decides to test it on various binary strings. Your task is to help Yash write a program that can take two such strings and compute their "mirror-bit sum" according to his unusual rules.

Constraints
1 <= n <= 100

Input Format
The first line of the input contains an integer 'n' which is the length of the binary strings.
The next two lines each contain a binary string consisting only of 0s and 1s.

Output Format
Output the "mirror-bit sum" in the form of a string.

Example 1
Input:
3
101
010

Output:
111

Explanation:
According to Mirror Bit Addition, sum of different characters gives 1 as a solution and sum of same characters give 0 as a solution.

Therefore -
101
+010
=111

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