Lemma 59.70.8. Let $X$ be a scheme. Let $Z \subset X$ be a closed subscheme and let $U \subset X$ be the complement. Denote $i : Z \to X$ and $j : U \to X$ the inclusion morphisms. For every abelian sheaf $\mathcal{F}$ on $X_{\acute{e}tale}$ there is a canonical short exact sequence

on $X_{\acute{e}tale}$.

## Comments (2)

Comment #3249 by William Chen on

Comment #3345 by Johan on