Definition 66.8.2. Let $S$ be a scheme. Let $X$ be an algebraic space over $S$. Let $E \subset |X|$ be a subset. We say $E$ is étale locally constructible if the equivalent conditions of Lemma 66.8.1 are satisfied.
Definition 66.8.2. Let $S$ be a scheme. Let $X$ be an algebraic space over $S$. Let $E \subset |X|$ be a subset. We say $E$ is étale locally constructible if the equivalent conditions of Lemma 66.8.1 are satisfied.
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