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      <exponentialThreshold>5</exponentialThreshold>
      <fractions>decimal</fractions>
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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
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      <p bold="true">Experimental VTK interface</p>
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      <p>The Maxima draw package has an experimental interface to VTK. Pre-requisites:</p>
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      <p>- Install the VTK shell </p>
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      <p>- Include the directory to vtk.exe in the path</p>
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      <p>Download and install VTK:</p>
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      <p>Add something like ;C:\Program Files\VTK 5.8\bin to your path, depending on where youactually installed VTK.</p>
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        <e type="operand">msg</e>
        <e type="operand">draw</e>
        <e type="function" args="1">load</e>
        <e type="function" preserve="true" args="1">Maxima</e>
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        <e type="operand">vtk</e>
        <e type="function" preserve="true" args="2">MaximaDefine</e>
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        <e type="operand">vtk</e>
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        <e type="operand">line_type</e>
        <e type="operand">tube</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">line_width</e>
        <e type="operand">0.1</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">nticks</e>
        <e type="operand">50</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">1</e>
        <e type="operand">t</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operand">2</e>
        <e type="operand">t</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">*</e>
        <e type="operand">t</e>
        <e type="operand">0</e>
        <e type="operand">4</e>
        <e type="operand">π</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="6">parametric</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
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        <e type="operand">1</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
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        <e type="operand">y</e>
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        <e type="operand">1</e>
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        <e type="operand">x</e>
        <e type="operand">0.1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2.1</e>
        <e type="operand">y</e>
        <e type="operand">1.1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1.1</e>
        <e type="operand">z</e>
        <e type="operand">2.1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2.1</e>
        <e type="function" args="10">implicit</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
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        <e type="operand">yellow</e>
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        <e type="operand">opacity</e>
        <e type="operand">0.8</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">y</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
        <e type="operand">z</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
        <e type="operand">4</e>
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        <e type="operand">2.1</e>
        <e type="operand">y</e>
        <e type="operand">2.1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2.1</e>
        <e type="operand">z</e>
        <e type="operand">2.1</e>
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</raw>
    </picture>
  </region>
  <region id="15" left="27" top="603" width="280" height="139" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="9">
      <input>
        <e type="operand">msg</e>
        <e type="operand">axis_3d</e>
        <e type="operand">false</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">x_voxel</e>
        <e type="operand">30</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">y_voxel</e>
        <e type="operand">30</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">z_voxel</e>
        <e type="operand">30</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">curve</e>
        <e type="operand">cyl</e>
        <e type="operand">sphere</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">sys</e>
        <e type="function" args="1">draw3d</e>
        <e type="function" preserve="true" args="1">Maxima</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
</regions>