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-rw-r--r--docs/SkPath_Reference.bmh14
1 files changed, 7 insertions, 7 deletions
diff --git a/docs/SkPath_Reference.bmh b/docs/SkPath_Reference.bmh
index 1027a71fee..83943b0b6c 100644
--- a/docs/SkPath_Reference.bmh
+++ b/docs/SkPath_Reference.bmh
@@ -185,8 +185,8 @@ makes them visible.
#Class SkPath
Paths contain geometry. Paths may be empty, or contain one or more Verbs that
-outline a figure. Path always starts with a move verb to a Cartesian
-coordinate, and may be followed by additional verbs that add lines or curves.
+outline a figure. Path always starts with a move verb to a Cartesian_Coordinate,
+and may be followed by additional verbs that add lines or curves.
Adding a close verb makes the geometry into a continuous loop, a closed contour.
Paths may contain any number of contours, each beginning with a move verb.
@@ -376,8 +376,8 @@ manage Contour, and terminate Path.
##
#Const kCubic_Verb 4
Adds Cubic from Last_Point, using two control Points, and end Point.
- Cubic is a third-order Bezier section within tangents from Last_Point to
- first control Point, and from second control Point to end Point.
+ Cubic is a third-order Bezier_Curve section within tangents from Last_Point
+ to first control Point, and from second control Point to end Point.
##
#Const kClose_Verb 5
Closes Contour, connecting Last_Point to kMove_Verb Point.
@@ -1609,7 +1609,7 @@ line from (100,100) to (100.0001,100.0001) is not degenerate, exactly
#StdOut ##
##
-#SeeAlso IsQuadDegenerate IsCubicDegenerate SkPoint::equalsWithinTolerance
+#SeeAlso IsQuadDegenerate IsCubicDegenerate
##
# ------------------------------------------------------------------------------
@@ -1661,7 +1661,7 @@ quad (1100,1100), (1100,1100), (1100,1100) is degenerate, exactly
#StdOut ##
##
-#SeeAlso IsLineDegenerate IsCubicDegenerate SkPoint::equalsWithinTolerance
+#SeeAlso IsLineDegenerate IsCubicDegenerate
##
# ------------------------------------------------------------------------------
@@ -2858,7 +2858,7 @@ void draw(SkCanvas* canvas) {
#Alias Cubic_Bezier
#Alias Cubic_Beziers
-Cubic describes a Bezier curve segment described by a third-order polynomial.
+Cubic describes a Bezier_Curve segment described by a third-order polynomial.
Cubic begins at a start Point, curving towards the first control Point;
and curves from the end Point towards the second control Point.