Let the minimum value \( v_0 \) of \( v = |z|^{2} + |z-3|^{2} + |z-6i|^{2}, \, z \in \mathbb{C} \) is attained at \( z=z_0 \). Then \( \left|2z_0{^2}-\overline{z_0{^3}}+3\right|^{2}+v_0{^2} \) is equal to:
\( 1000 \)
\( 1024 \)
\( 1105 \)
\( 1196 \)
