
diff -r e412b47640d1 -r 1b710b50072e text/evmap.tex
--- a/text/evmap.tex	Thu Feb 17 21:37:52 2011 -0800
+++ b/text/evmap.tex	Tue Feb 22 10:17:22 2011 -0800
@@ -125,10 +125,10 @@
 Let $g$ be the last of the $g_j$'s.
 Choose the sequence $\bar{f}_j$ so that 
 $g(B)$ is contained is an open set of $\cV_1$ and
-$g_{j-1}(|f_j|)$ is also contained is an open set of $\cV_1$.
+$g_{j-1}(|f_j|)$ is also contained in an open set of $\cV_1$.
 
 There are 1-blob diagrams $c_{ij} \in \bc_1(B)$ such that $c_{ij}$ is compatible with $\cV_1$
-(more specifically, $|c_{ij}| = g_{j-1}(B)$)
+(more specifically, $|c_{ij}| = g_{j-1}(|f_j|)$)
 and $\bd c_{ij} = g_{j-1}(a_i) - g_{j}(a_i)$.
 Define
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