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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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      <p>B =&gt; Reduce the plot line canvas.p =&gt; data set for construction ofDe Casteljau/Bézier SVG. </p>
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    <plot type="2d" render="lines" scale_x="0.187048009854798" scale_y="0.111565635696121" scale_z="0.302709432645666" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-184" transpose_y="-15" transpose_z="0">
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        <p>Alternate: plots points/plot line ... "svg scale" as you wish</p>
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    <text lang="eng">
      <p>Mathcad crappy Microsoft Pica plot, made imagesaved PNG, converted SVG Art draw "MethodDraw". </p>
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