- From: Ian Hickson via cvs-syncmail <cvsmail@w3.org>
- Date: Thu, 24 Sep 2009 23:10:27 +0000
- To: public-html-commits@w3.org
Update of /sources/public/html5/spec In directory hutz:/tmp/cvs-serv27622 Modified Files: Overview.html Log Message: Editorial fixes: mis-xreffing, too many 'when's (whatwg r3995) Index: Overview.html =================================================================== RCS file: /sources/public/html5/spec/Overview.html,v retrieving revision 1.3156 retrieving revision 1.3157 diff -u -d -r1.3156 -r1.3157 --- Overview.html 24 Sep 2009 23:07:09 -0000 1.3156 +++ Overview.html 24 Sep 2009 23:10:23 -0000 1.3157 @@ -21357,9 +21357,10 @@ or its vertical dimension is zero) then the method must return the string "<code title="">data:,</code>". (This is the shortest <code title="">data:</code> URL; it represents the empty string in a <code title="">text/plain</code> resource.)</p> - <p>When the <code title="dom-canvas-toDataURL"><a href="#dom-canvas-todataurl">toDataURL(<var title="">type</var>)</a></code> method, when called with one <em>or - more</em> arguments, must return a <code title="">data:</code> URL - containing a representation of the image in the format given by <var title="">type</var>. The possible values are <a href="#mime-type" title="MIME + <p>When the <code title="dom-canvas-toDataURL"><a href="#dom-canvas-todataurl">toDataURL(<var title="">type</var>)</a></code> method is called with one <em>or + more</em> arguments, it must return a <code title="">data:</code> + URL containing a representation of the image in the format given by + <var title="">type</var>. The possible values are <a href="#mime-type" title="MIME type">MIME types</a> with no parameters, for example <code>image/png</code>, <code>image/jpeg</code>, or even maybe <code>image/svg+xml</code> if the implementation actually keeps @@ -22091,11 +22092,11 @@ <li> - <p>Let <span>x(<var title="">ω</var>) = (<var title="">x<sub>1</sub></var>-<var title="">x<sub>0</sub></var>)<var title="">ω</var> + <var title="">x<sub>0</sub></var></span></p> + <p>Let <span title="">x(<var title="">ω</var>) = (<var title="">x<sub>1</sub></var>-<var title="">x<sub>0</sub></var>)<var title="">ω</var> + <var title="">x<sub>0</sub></var></span></p> - <p>Let <span>y(<var title="">ω</var>) = (<var title="">y<sub>1</sub></var>-<var title="">y<sub>0</sub></var>)<var title="">ω</var> + <var title="">y<sub>0</sub></var></span></p> + <p>Let <span title="">y(<var title="">ω</var>) = (<var title="">y<sub>1</sub></var>-<var title="">y<sub>0</sub></var>)<var title="">ω</var> + <var title="">y<sub>0</sub></var></span></p> - <p>Let <span>r(<var title="">ω</var>) = (<var title="">r<sub>1</sub></var>-<var title="">r<sub>0</sub></var>)<var title="">ω</var> + <var title="">r<sub>0</sub></var></span></p> + <p>Let <span title="">r(<var title="">ω</var>) = (<var title="">r<sub>1</sub></var>-<var title="">r<sub>0</sub></var>)<var title="">ω</var> + <var title="">r<sub>0</sub></var></span></p> <p>Let the color at <var title="">ω</var> be the color at that position on the gradient (with the colors coming from the <a href="#interpolation">interpolation and extrapolation</a> @@ -22103,11 +22104,10 @@ </li> - <li><p>For all values of <var title="">ω</var> where - <span>r(<var title="">ω</var>) > 0</span>, + <li><p>For all values of <var title="">ω</var> where <span title="">r(<var title="">ω</var>) > 0</span>, starting with the value of <var title="">ω</var> nearest to positive infinity and ending with the value of <var title="">ω</var> nearest to negative infinity, draw the - circumference of the circle with radius <span>r(<var title="">ω</var>)</span> at position (<span>x(<var title="">ω</var>)</span>, <span>y(<var title="">ω</var>)</span>), with the color at <var title="">ω</var>, but only painting on the parts of the + circumference of the circle with radius <span title="">r(<var title="">ω</var>)</span> at position (<span title="">x(<var title="">ω</var>)</span>, <span title="">y(<var title="">ω</var>)</span>), with the color at <var title="">ω</var>, but only painting on the parts of the canvas that have not yet been painted on by earlier circles in this step for this rendering of the gradient.</li>
Received on Thursday, 24 September 2009 23:10:35 UTC