  We derive a geometric model for the module category $\operatorname{mod}
\mathbf{k} Q$ of a Dynkin quiver $Q$ via the heart of a total stability
condition on the bounded derived category of $\operatorname{mod} \mathbf{k} Q$.
As an application, we prove Reineke's conjecture that there is a stability
function on $\operatorname{mod} \mathbf{k} Q$ making any indecomposables
stable.
