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@@ -108,7 +108,7 @@ Any $k$-regular bipartite graph has a perfect matching and a proper $k$-edge col
\subsection*{König's Theorem}
-For bipartite $G$ the size of the smallest matching equals the size of a smallest vertex cover.
+For bipartite $G$ the size of the largest matching equals the size of a smallest vertex cover.
\subsection*{Hajnal and Szemer\'{e}di}