diff --git a/closed_ricci_flow_curvature_blowup_v2.txt b/closed_ricci_flow_curvature_blowup_v2.txt
index 13fc389..c4091b9 100644
--- a/closed_ricci_flow_curvature_blowup_v2.txt
+++ b/closed_ricci_flow_curvature_blowup_v2.txt
@@ -519,7 +519,7 @@ The source's notation and the notation of this document are related by
 Thus the source's moving cutoff, which is a constant times exp(-alpha_k tau)
 in the gamma variable, becomes a constant times theta in the r variable. The
 log-radius convexity condition in the source becomes the slope inequality in
-item (iii) through
+ (iii) through
 
     f = 1 + gamma Ut_gamma,
     f_r = (gamma/sqrt(delta)) ( Ut_(gamma gamma) + Ut_gamma / gamma ).