Description

Given an unsigned integer $w$ that is greater than $10$ but not exceeding $1000000$, if $w$ is an $n$-digit integer ($n≥2$), find the number formed by the last $n−1$ digits of $w$.

Input Format

The first line contains $M$, indicating the number of test cases.
The next $M$ lines each contain one test case.

Output Format

Output $M$ lines, each containing the corresponding $n−1$ digit number (ignoring leading zeros). If all digits except the highest digit are $0$, output $0$.

Sample

4
1023
5923
923
1000

23
923
23
0