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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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        <p bold="true">Animation in Maxima</p>
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        <p italic="true">Each press of F9 increases the value of the variable by one.</p>
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          <e type="operand">4</e>
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          <e type="operand">surf</e>
          <e type="operand">u</e>
          <e type="operand">v</e>
          <e type="operand">2</e>
          <e type="operand">π</e>
          <e type="operator" args="2">*</e>
          <e type="operand">~a</e>
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          <e type="function" args="1">sin</e>
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          <e type="operand">f1</e>
          <e type="operand">u</e>
          <e type="operand">π</e>
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          <e type="operand">π</e>
          <e type="operand">v</e>
          <e type="operand">1</e>
          <e type="operand">π</e>
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          <e type="operand">1</e>
          <e type="operand">π</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="9">parametric_surface</e>
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          <PlotStore xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns="">
            <commandList>
              <string>terminal=pngcairo</string>
              <string>file_name="C:/Users/Martin Kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/jbcoj4kf"</string>
              <string>dimensions=[400,400]</string>
              <string>font="Arial"</string>
              <string>font_size=1</string>
              <string>contour_levels=16</string>
              <string>contour=base</string>
              <string>enhanced3d = true</string>
              <string>palette =[blue,red,green]</string>
              <string>xu_grid=60</string>
              <string>yv_grid=40</string>
              <string>xlabel="x"</string>
              <string>ylabel="y"</string>
              <string>zlabel="z"</string>
            </commandList>
            <prambleList>
              <string>"set term pngcairo font ',1' enhanced size 400, 400"</string>
              <string>"set object 1 rectangle from screen -0.1,-0.1 to screen 1.1 ,1.1 fillcolor rgb'#ffffff' behind"</string>
              <string>"set encoding utf8"</string>
            </prambleList>
            <plotType>plot3D</plotType>
            <titleDefault>SAMPLE PLOT</titleDefault>
            <title />
            <titleState>Disable</titleState>
            <border>Disable</border>
            <borderVal>4095</borderVal>
            <textSize>1</textSize>
            <textSizeState>Custom</textSizeState>
            <textFont>Arial</textFont>
            <contour>Enable</contour>
            <contourType>base</contourType>
            <contourLevels>16</contourLevels>
            <pm3d>Enable</pm3d>
            <pm3dpalette>[blue,red,green]</pm3dpalette>
            <gridXu>60</gridXu>
            <gridYv>40</gridYv>
            <gridState>Custom</gridState>
            <width>400</width>
            <height>400</height>
            <pictureSizeState>Custom</pictureSizeState>
            <filename>C:/Users/Martin Kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/jbcoj4kf</filename>
            <termType>png</termType>
            <mapView>Disable</mapView>
            <xName>x</xName>
            <yName>y</yName>
            <zName>z</zName>
            <xNameS>Enable</xNameS>
            <yNameS>Enable</yNameS>
            <zNameS>Enable</zNameS>
            <xMinRange>-5</xMinRange>
            <xMaxRange>5</xMaxRange>
            <yMinRange>-5</yMinRange>
            <yMaxRange>5</yMaxRange>
            <zMinRange>-6.608</zMinRange>
            <zMaxRange>0</zMaxRange>
            <xRangeS>Disable</xRangeS>
            <yRangeS>Disable</yRangeS>
            <zRangeS>Disable</zRangeS>
            <xGrid>Disable</xGrid>
            <yGrid>Disable</yGrid>
            <zGrid>Disable</zGrid>
            <xLogarithmic>Disable</xLogarithmic>
            <yLogarithmic>Disable</yLogarithmic>
            <zLogarithmic>Disable</zLogarithmic>
            <xLogBase>10</xLogBase>
            <yLogBase>10</yLogBase>
            <zLogBase>10</zLogBase>
            <azimuth>80</azimuth>
            <zenith>58</zenith>
            <scalAzimuth>1</scalAzimuth>
            <scalZenith>1</scalZenith>
            <view>Disable</view>
            <mouseRedirecting>Disable</mouseRedirecting>
            <varNameMouseX>MouseX3</varNameMouseX>
            <varNameMouseY>MouseY3</varNameMouseY>
            <varNameMouseWheel>MouseW3</varNameMouseWheel>
            <viewRedirecting>Disable</viewRedirecting>
            <varNameAzimuth>Azimuth3</varNameAzimuth>
            <varNameZenith>Zenith3</varNameZenith>
            <xRedirecting>Disable</xRedirecting>
            <varNameXmin>MinX3</varNameXmin>
            <varNameXmax>MaxX3</varNameXmax>
            <yRedirecting>Disable</yRedirecting>
            <varNameYmin>MinY3</varNameYmin>
            <varNameYmax>MaxY3</varNameYmax>
            <zRedirecting>Disable</zRedirecting>
            <varNameZmin>MinZ3</varNameZmin>
            <varNameZmax>MaxZ3</varNameZmax>
            <option>border=true;</option>
          </PlotStore>
        </plotstore>
        <input>
          <e type="operand">surf</e>
        </input>
      </maximaplugin>
    </region>
  </regions>
</worksheet>