[Patchanim-commit] SF.net SVN: patchanim: [140] trunk/patchanim/htdocs

[<dbr...@us...>]

Revision: 140
          http://patchanim.svn.sourceforge.net/patchanim/?rev=140&view=rev
Author:   dbrosius
Date:     2008-02-09 23:11:33 -0800 (Sat, 09 Feb 2008)

Log Message:
-----------
update web page to show animated png

Modified Paths:
--------------
    trunk/patchanim/htdocs/index.html

Added Paths:
-----------
    trunk/patchanim/htdocs/animation.png

Added: trunk/patchanim/htdocs/animation.png
===================================================================
(Binary files differ)


Property changes on: trunk/patchanim/htdocs/animation.png
___________________________________________________________________
Name: svn:mime-type
   + application/octet-stream

Modified: trunk/patchanim/htdocs/index.html
===================================================================
--- trunk/patchanim/htdocs/index.html	2008-02-10 07:02:15 UTC (rev 139)
+++ trunk/patchanim/htdocs/index.html	2008-02-10 07:11:33 UTC (rev 140)
@@ -22,9 +22,9 @@
 			animated giving smooth transitions from one blend to another. Blend animations can be outputted to animated gifs, mpegs 
 			or a series of bitmaps.</p>
 			<div style="position:relative;left:100;"><img src="animation.gif"/></div>
-			<p>Unfortunately gif files are 256 images, and so you get some grainyness. Eventually MPeg and APng will be supported to
-			get around this shortcoming</p>
-
+			<p>Unfortunately gif files are 256 images, and so you get some grainyness. If you have FireFox 3.0 with the APng Editor
+			plugin, you can see the following Animated Png, which is shown in 24 bits. If you do not, you will just see a still image.</p>
+			<div style="position:relative;left:100;"><img src="animation.png"/></div>
 			<p>A Cubic Bezier <b>curve</b> is a curve defined by 4 control points. The curve goes thru both end points, and
 			the curve is influenced by the two middle points. In fact the slope of the curve at the first point is equal to
 			the slope of the line from the first to the second point. Similarly the slope of the curve at the end point is 


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