149 -- How many natural multiples of 9 exist such that when divided by 430, the remainder equals the integer part of the quotient?
[(1)] $4$
[(2)] $5$
[(3)] $6$
[(4)] $7$
\textbf{149 --} How many natural multiples of 9 exist such that when divided by 430, the remainder equals the integer part of the quotient?
\begin{itemize}
\item[(1)] $4$
\item[(2)] $5$
\item[(3)] $6$
\item[(4)] $7$
\end{itemize}