--- T460-live
+++ T460-proposed
@@ -1,6 +1,6 @@
 {
-  "Title": "Weil--Petersson volume polynomials $V_{g,n}(L_1,\\dots,L_n)$",
-  "Definition": "The polynomial $V_{g,n}(L)$ is the Weil-Petersson orbifold volume of the moduli space of oriented hyperbolic surfaces of curvature $-1$, genus $g$, and $n$ labelled geodesic boundaries of lengths $L_1,\\ldots,L_n$ CITE{Do}.",
+  "Title": "Weil-Petersson volume polynomials $V_{g,n}(L_1,\\dots,L_n)$",
+  "Definition": "The polynomial $V_{g,n}(L)$ is the Weil-Petersson orbifold volume of the moduli space of oriented hyperbolic surfaces of curvature $-1$, genus $g$, and $n$ labelled geodesic boundaries of lengths $L_1,\\ldots,L_n$ CITE{Do}. The stored polynomials use $p$ as a formal stand-in for $\\pi$.",
   "Parameters": {
     "g": {
       "type": "Z",