G is the centroid of Δ ABC. \(\overline{AD}\) is a median of ΔABC intersecting \(\overline{BC}\) at D. What is the ratio of the lengths of \(\overline{AG}\) and \(\overline{GD}\)?  

1
1 ∶ 2
2
1 ∶ 3
3
2 ∶ 1
4
3 ∶ 1

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