Add missing bullet

Thanks to Mahdi Majidi-Zolbanin
https://stacks.math.columbia.edu/tag/08CC#comment-2770

cohomology.tex

@@ -9247,7 +9247,7 @@ \section{Pseudo-coherent modules}
 \begin{proof}
 Let $\mathcal{F}^\bullet$ be any complex representing $E$
 and let $X = \bigcup U_i$ and
-$\alpha_i : \mathcal{E}_i \to E|_{U_i}$ be as in (1).
+$\alpha_i : \mathcal{E}_i^\bullet \to E|_{U_i}$ be as in (1).
 We will show that $\mathcal{F}^\bullet$ is $m$-pseudo-coherent
 as a complex, which will prove (1) and (2) simultaneously.
 By Lemma \ref{lemma-local-actual}