Lemma 101.27.5. Let f : \mathcal{X} \to \mathcal{Y} be a morphism of algebraic stacks.
If \mathcal{Y} is locally Noetherian and f locally of finite type then f is locally of finite presentation.
If \mathcal{Y} is locally Noetherian and f of finite type and quasi-separated then f is of finite presentation.
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