P15086 [UOI 2025 II Stage] A+B=C

Us the Cossack laid out matches on the table to form the expression (not necessarily correct) $a+b=c$, where $a,b,c$ are single-digit integers from $0$ to $9$. :::align{center}  ::: Vus the Cossack noticed this expression and wants to move the matches $\textbf{only}$ in the numbers $a$ and $b$ so that the expression becomes correct. That is, the $\tt{+}$, $\tt{=}$ and $c$ cannot be changed. Can Vus make the expression correct?

The first line contains three integers $a$, $b$, and $c$ $(0\leq a,b,c\leq 9)$.

Print $\tt{Yes}$, if it is possible to do so, or $\tt{No}$ otherwise.

In the first example: :::align{center}  ::: In the second example, the equality holds immediately. In the third example, it is impossible to rearrange the matches.