Initially, $\texttt{sum = 0}$.
For $\texttt{i = 0}$, $\texttt{a[0] = 2}$, which is even. So, $\texttt{sum = 0 + 2 = 2}$.
For $\texttt{i = 1}$, $\texttt{a[1] = 4}$, which is even. So, $\texttt{sum = 2 + 4 = 6}$.
For $\texttt{i = 2}$, $\texttt{a[2] = 1}$, which is odd. So, $\texttt{sum = 6 + 2 = 8}$. Since $\texttt{sum > 8}$ is false, the loop continues.
For $\texttt{i = 3}$, $\texttt{a[3] = 3}$, which is odd. So, $\texttt{sum = 8 + 3 = 11}$.
Now $\texttt{sum > 8}$ is true, so $\texttt{break}$ is executed.
Therefore, the loop stops at $\texttt{i = 3}$ and $\texttt{sum = 11}$.
Answer: A. $\texttt{3\ 11}$