$n = 2$, and $m_ i, a_{ij}, w_ i, g_ i$ given by
\[ \left( \begin{matrix} 2m \\ m \end{matrix} \right), \quad \left( \begin{matrix} -2w & 4w \\ 4w & -8w \end{matrix} \right), \quad \left( \begin{matrix} w \\ 4w \end{matrix} \right), \quad \left( \begin{matrix} 0 \\ 0 \end{matrix} \right) \]with $w$ and $m$ arbitrary,
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