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diff --git a/final/main.tex b/final/main.tex
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@@ -405,6 +405,8 @@ Next, we define another mechanism, $M'$, such that $M'$ is also IR-IC, and has a
 Finally, we show that $$\E_{\tilde{t} \sim F_{\beta}^+}[\tilde{p}(\tilde{t}) - \beta \cdot \tilde{x}(\tilde{t})] \leq \Rev(F_\beta^+ - \beta),$$ where the mechanism $M''$ that has revenue given by $\Rev(F_\beta^+ - \beta)$ is also shown to be IR-IC.
  \end{proofsketch}\end{lemma}
 
+\section{Conclusion}
+
 \bibliographystyle{abbrvnat}
 \bibliography{main}
 \end{document}