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    <title type="html">Cinderella Blog</title>
    <subtitle type="html">Cinderella Constructions and More</subtitle>
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    <updated>2010-07-09T09:32:25Z</updated>
    <generator uri="http://www.s9y.org/" version="1.5.3">Serendipity 1.5.3 - http://www.s9y.org/</generator>
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    <entry>
        <link href="http://blog.cinderella.de/archives/255-PlotterMotorrad.cdy.html" rel="alternate" title="PlotterMotorrad.cdy" />
        <author>
            <name>Anonymous Cinderella Submission</name>
            <email>anonymous@cinderella.de</email>        </author>
    
        <published>2010-07-09T09:32:25Z</published>
        <updated>2010-07-09T09:32:25Z</updated>
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        <title type="html">PlotterMotorrad.cdy</title>
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Bitte schalten Sie Java ein, um eine Cinderella-Konstruktion zu sehen.
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Bitte schalten Sie Java ein, um eine Cinderella-Konstruktion zu sehen.
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FIXME PRETEXT 
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    <entry>
        <link href="http://blog.cinderella.de/archives/252-Thebaults-Theorem.cdy.html" rel="alternate" title="Thebault's Theorem.cdy" />
        <author>
            <name>Anonymous Cinderella Submission</name>
            <email>anonymous@cinderella.de</email>        </author>
    
        <published>2010-03-19T20:06:00Z</published>
        <updated>2010-03-19T20:06:00Z</updated>
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        <title type="html">Thebault's Theorem.cdy</title>
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Please enable Java for an interactive construction (with Cinderella).
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Please enable Java for an interactive construction (with Cinderella).
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FIXME PRETEXT 
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    </entry>
    <entry>
        <link href="http://blog.cinderella.de/archives/240-Bezier-Degree-3.cdy.html" rel="alternate" title="Bezier-Degree-3.cdy" />
        <author>
            <name>Wolf-Dieter Heker</name>
            <email>heker@web.de</email>        </author>
    
        <published>2009-09-04T17:32:41Z</published>
        <updated>2010-02-26T22:12:21Z</updated>
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            <category scheme="http://blog.cinderella.de/categories/10-Elementary-Geometry" label="Elementary Geometry" term="Elementary Geometry" />
    
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        <title type="html">Bezier-Degree-3.cdy</title>
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Please enable Java for an interactive construction (with Cinderella).
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When Z travels on (A,D), T moves on a 3rd degree Bezier curve.<br />
Moving B and C produces interesting pictures. 
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