Same Rightmost Digit

Background

Congcong is currently learning about number properties. He wants to know if, given three integers, at least two of them have the same rightmost digit.

Problem Description

Given three non-negative integers $a$, $b$, $c$, return true if two or more of them have the same rightmost digit. The integers are non-negative. Note: the % "mod" operator computes the remainder, e.g. $17 \% 10$ is $7$.

Input Format

Input is given from Standard Input in the following format.

a b c

Output Format

Output is printed to Standard Output in the following format.

true or false

Sample

23 19 13

true

23 19 12

false

23 19 3

true

Sample Explanation

Sample 1: The rightmost digit of $23$ is $3$, the rightmost digit of $19$ is $9$, and the rightmost digit of $13$ is $3$. Since $23$ and $13$ both have $3$ as their rightmost digit, true is returned.

Sample 2: The rightmost digit of $23$ is $3$, the rightmost digit of $19$ is $9$, and the rightmost digit of $12$ is $2$. No two or more integers have the same rightmost digit, so false is returned.

Sample 3: The rightmost digit of $23$ is $3$, the rightmost digit of $19$ is $9$, and the rightmost digit of $3$ is $3$. Since $23$ and $3$ both have $3$ as their rightmost digit, true is returned.

Constraints

Time limit: 1 second, Memory limit: 1024 KiB for each test case.