Lemma 32.18.2. Notation and assumptions as in Situation 32.8.1. If
$f$ is a quasi-finite morphism, and
$f_0$ is locally of finite type,
then there exists an $i \geq 0$ such that $f_ i$ is quasi-finite.
Lemma 32.18.2. Notation and assumptions as in Situation 32.8.1. If
$f$ is a quasi-finite morphism, and
$f_0$ is locally of finite type,
then there exists an $i \geq 0$ such that $f_ i$ is quasi-finite.
Proof. Follows immediately from Lemma 32.18.1. $\square$
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