Generated.

[text-relativity-of-wrong-asimov.git] / The_Relativity_of_Wrong.txt

diff --git a/The_Relativity_of_Wrong.txt b/The_Relativity_of_Wrong.txt
index 5c7750eaa11f6c9c9614ac00e6997486eff6debc..7330dbe33deca85a8614d214905b80c05fcc5b87 100644 (file)
--- a/The_Relativity_of_Wrong.txt
+++ b/The_Relativity_of_Wrong.txt
@@ -79,7 +79,7 @@ the fact that stretches of water (ponds and lakes) looked pretty flat
 on quiet days.
 
 Another way of looking at it is to ask what is the "curvature" of the
-earth's surface Over a considerable length, how much does the surface
+earth's surface.  Over a considerable length, how much does the surface
 deviate (on the average) from perfect flatness. The flat-earth theory
 would make it seem that the surface doesn't deviate from flatness at
 all, that its curvature is 0 to the mile.
@@ -188,7 +188,7 @@ kilometers (7,900 miles).
 The difference between the longest and shortest diameters is 44
 kilometers (27 miles), and that means that the "oblateness" of the
 earth (its departure from true sphericity) is 44/12755, or
-0.0034. This amounts to l/3 of 1 percent.
+0.0034. This amounts to 1/3 of 1 percent.
 
 To put it another way, on a flat surface, curvature is 0 per mile
 everywhere. On the earth's spherical surface, curvature is 0.000126