Coh ---> Complexes

Thanks to arp
https://stacks.math.columbia.edu/tag/0DPV#comment-3013
https://stacks.math.columbia.edu/tag/0DPV#comment-3014

moduli.tex

@@ -2054,7 +2054,7 @@ \section{Properties of moduli of complexes on a proper morphism}
 show that its diagonal is quasi-compact and quasi-separated.
 This is immediate from Lemma \ref{lemma-complexes-diagonal-affine-fp}.
 To prove that $\Complexesstack_{X/B} \to B$ is locally of finite
-presentation, we have to show that $\Cohstack_{X/B} \to B$
+presentation, we have to show that $\Complexesstack_{X/B} \to B$
 is limit preserving, see
 Limits of Stacks, Proposition
 \ref{stacks-limits-proposition-characterize-locally-finite-presentation}.