Typo in spaces-morphisms

Thanks to Lukas
https://stacks.math.columbia.edu/tag/03MK#comment-5960

spaces-morphisms.tex

@@ -5775,7 +5775,7 @@ \section{Flat morphisms}
 \item Let $x \in |X|$. We say $f$ is {\it flat at $x$} if the
 equivalent conditions of
 Lemma \ref{lemma-local-source-target-at-point}
-holds with $\mathcal{Q} =$``induced map local rings is flat''.
+hold with $\mathcal{Q} =$``induced map local rings is flat''.
 \end{enumerate}
 Note that the second part makes sense by
 Descent, Lemma \ref{descent-lemma-flat-at-point}.