Small changes in spaces-simplicial

spaces-simplicial.tex

@@ -5488,12 +5488,12 @@ \section{Proper hypercoverings in topology}
 
 \begin{proof}
 Write $\Sh(X) = \Sh(X_{Zar})$. Observe that both
-$(\textit{LC}_{qc}/U)_{total})$ and $U_{Zar}$ fall
+$(\textit{LC}_{qc}/U)_{total}$ and $U_{Zar}$ fall
 into case A of Situation \ref{situation-simplicial-site}.
 This is immediate from the construction of
 $U_{Zar}$ in Section \ref{section-simplicial-top}
 and it follows from Lemma \ref{lemma-sr-when-fibre-products}
-for $(\textit{LC}_{qc}/U)_{total})$.
+for $(\textit{LC}_{qc}/U)_{total}$.
 Next, consider the functors
 $U_{n, Zar} \to \textit{LC}_{qc}/U_n$, $U \mapsto U/U_n$
 and