Fix obsoleted message to the reader

Thanks to David Roberts
https://stacks.math.columbia.edu/tag/03O4#comment-5417

etale-cohomology.tex

@@ -1084,9 +1084,11 @@ \section{The fpqc topology}
 
 \begin{remark}
 \label{remark-fpqc-finest}
-The fpqc is the finest topology that we will see. Hence any presheaf
+The fpqc is finer than the Zariski, \'etale, smooth, syntomic, and fppf
+topologies. Hence any presheaf
 satisfying the sheaf condition for the fpqc topology will be a
-sheaf in the subsequent sites (\'etale, smooth, etc). In particular
+sheaf on the Zariski, \'etale, smooth, syntomic, and fppf
+sites. In particular
 representable presheaves will be sheaves on the \'etale site of a scheme
 for example.
 \end{remark}