diff --git a/sections/twists.tex b/sections/twists.tex
@@ -377,7 +377,7 @@ Historically, the modified graph of nonseparating curves first arose as a
Lickorish \cite{lickorish} essentially showed that, apart from a small number
of sporadic cases, \(\mathcal{C}(\Sigma_{g, r})\) is connected.
-\begin{theorem}[Lickorish]
+\begin{theorem}
If \(\Sigma_{g, r}\) is not one \(\Sigma_0 = \mathbb{S}^2, \Sigma_{0, 1},
\ldots, \Sigma_{0, 4}, \Sigma_1 = \mathbb{T}^2\) and \(\Sigma_{1, 1}\) then
\(\mathcal{C}(\Sigma_{g, r})\) is connected.