[html5] r3996 - [e] (0) Editorial fixes: more mis-xreffing

[whatwg at whatwg.org]

Author: ianh
Date: 2009-09-24 16:21:58 -0700 (Thu, 24 Sep 2009)
New Revision: 3996

Modified:
   index
   source
Log:
[e] (0) Editorial fixes: more mis-xreffing

Modified: index
===================================================================
--- index	2009-09-24 23:17:50 UTC (rev 3995)
+++ index	2009-09-24 23:21:58 UTC (rev 3996)
@@ -25495,10 +25495,10 @@
   <p>The <a href=#transformations title=dom-context-2d-transformation>current
   transformation matrix</a> must be applied to the following four
   coordinates, which form the path that must then be closed to get the
-  specified rectangle: <span>(<var title="">x</var>, <var title="">y</var>)</span>, <span>(<span title=""><var title="">x</var>+<var title="">w</var></span>, <var title="">y</var>)</span>,
-  <span>(<span title=""><var title="">x</var>+<var title="">w</var></span>,
+  specified rectangle: <span title="">(<var title="">x</var>, <var title="">y</var>)</span>, <span title="">(<span title=""><var title="">x</var>+<var title="">w</var></span>, <var title="">y</var>)</span>,
+  <span title="">(<span title=""><var title="">x</var>+<var title="">w</var></span>,
   <span title=""><var title="">y</var>+<var title="">h</var></span>)</span>,
-  <span>(<var title="">x</var>, <span title=""><var title="">y</var>+<var title="">h</var></span>)</span>.</p>
+  <span title="">(<var title="">x</var>, <span title=""><var title="">y</var>+<var title="">h</var></span>)</span>.</p>
 
   <p>Shapes are painted without affecting the current path, and are
   subject to the <a href=#clipping-region title="clipping region">clipping region</a>,
@@ -25805,16 +25805,16 @@
 
   <p>If the <var title="">anticlockwise</var> argument is false and
   <span title=""><var title="">endAngle</var>-<var title="">startAngle</var></span> is equal to or greater than
-  <span>2π</span>, or, if the <var title="">anticlockwise</var>
+  <span title="">2π</span>, or, if the <var title="">anticlockwise</var>
   argument is <em>true</em> and <span title=""><var title="">startAngle</var>-<var title="">endAngle</var></span> is
-  equal to or greater than <span>2π</span>, then the arc is the
+  equal to or greater than <span title="">2π</span>, then the arc is the
   whole circumference of this circle.</p>
 
   <!--alternatively (this is not equivalent, but might make more
   sense, if browsers are willing to change to it: <p>If the absolute
   magnitude of the difference between the <var
   title="">startAngle</var> and <var title="">endAngle</var> angles is
-  equal to or greater than <span>2π</span>, then the arc is the
+  equal to or greater than <span title="">2π</span>, then the arc is the
   whole circumference of this circle.</p>-->
 
   <p>Otherwise, the arc is the path along the circumference of this
@@ -25822,7 +25822,7 @@
   if the <var title="">anticlockwise</var> argument is true, and
   clockwise otherwise. Since the points are on the circle, as opposed
   to being simply angles from zero, the arc can never cover an angle
-  greater than <span>2π</span> radians. If the two points are the
+  greater than <span title="">2π</span> radians. If the two points are the
   same, or if the radius is zero, then the arc is defined as being of
   zero length in both directions.</p>
 

Modified: source
===================================================================
--- source	2009-09-24 23:17:50 UTC (rev 3995)
+++ source	2009-09-24 23:21:58 UTC (rev 3996)
@@ -27829,12 +27829,12 @@
   <p>The <span title="dom-context-2d-transformation">current
   transformation matrix</span> must be applied to the following four
   coordinates, which form the path that must then be closed to get the
-  specified rectangle: <span>(<var title="">x</var>, <var
-  title="">y</var>)</span>, <span>(<span title=""><var title="">x</var>+<var
+  specified rectangle: <span title="">(<var title="">x</var>, <var
+  title="">y</var>)</span>, <span title="">(<span title=""><var title="">x</var>+<var
   title="">w</var></span>, <var title="">y</var>)</span>,
-  <span>(<span title=""><var title="">x</var>+<var title="">w</var></span>,
+  <span title="">(<span title=""><var title="">x</var>+<var title="">w</var></span>,
   <span title=""><var title="">y</var>+<var title="">h</var></span>)</span>,
-  <span>(<var title="">x</var>, <span title=""><var title="">y</var>+<var
+  <span title="">(<var title="">x</var>, <span title=""><var title="">y</var>+<var
   title="">h</var></span>)</span>.</p>
 
   <p>Shapes are painted without affecting the current path, and are
@@ -28208,17 +28208,17 @@
   <p>If the <var title="">anticlockwise</var> argument is false and
   <span title=""><var title="">endAngle</var>-<var
   title="">startAngle</var></span> is equal to or greater than
-  <span>2π</span>, or, if the <var title="">anticlockwise</var>
+  <span title="">2π</span>, or, if the <var title="">anticlockwise</var>
   argument is <em>true</em> and <span title=""><var
   title="">startAngle</var>-<var title="">endAngle</var></span> is
-  equal to or greater than <span>2π</span>, then the arc is the
+  equal to or greater than <span title="">2π</span>, then the arc is the
   whole circumference of this circle.</p>
 
   <!--alternatively (this is not equivalent, but might make more
   sense, if browsers are willing to change to it: <p>If the absolute
   magnitude of the difference between the <var
   title="">startAngle</var> and <var title="">endAngle</var> angles is
-  equal to or greater than <span>2π</span>, then the arc is the
+  equal to or greater than <span title="">2π</span>, then the arc is the
   whole circumference of this circle.</p>-->
 
   <p>Otherwise, the arc is the path along the circumference of this
@@ -28226,7 +28226,7 @@
   if the <var title="">anticlockwise</var> argument is true, and
   clockwise otherwise. Since the points are on the circle, as opposed
   to being simply angles from zero, the arc can never cover an angle
-  greater than <span>2π</span> radians. If the two points are the
+  greater than <span title="">2π</span> radians. If the two points are the
   same, or if the radius is zero, then the arc is defined as being of
   zero length in both directions.</p>