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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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      <text lang="eng" fontFamily="Calibri" fontSize="10">
        <content>
          <p style="font-size: 12px;">Update 22</p>
        </content>
      </text>
    </region>
    <region left="0" top="54" width="532" height="28" color="#000000" fontSize="12">
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        <content>
          <p style="font-size: 12px;">1. Added Maxima Toolbox which can be found on the right side of the software.</p>
        </content>
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        <content>
          <p style="font-size: 12px;">2. Added cross product of vectors which can be accessed by Cross() or clicking the "x" symbol in the Maxima toolbox</p>
        </content>
      </text>
    </region>
    <region left="9" top="234" width="143" height="24" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Calibri" fontSize="10">
        <content>
          <p>Example cross problem:</p>
        </content>
      </text>
    </region>
    <region left="18" top="270" width="179" height="24" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Calibri" fontSize="10">
        <content>
          <p>Using  SMath built -in function</p>
        </content>
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      <math error="63">
        <input>
          <e type="operand">A.1</e>
          <e type="operand">a.1</e>
          <e type="operand">a.2</e>
          <e type="operand">a.3</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">mat</e>
          <e type="operator" args="2">*</e>
          <e type="operand">A.2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">B.1</e>
          <e type="operand">b.1</e>
          <e type="operand">b.2</e>
          <e type="operand">b.3</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">mat</e>
          <e type="operator" args="2">*</e>
          <e type="operand">B.2</e>
          <e type="operator" args="2">*</e>
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          <e type="operand">#</e>
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        <content>
          <p>Using maxima plugin:</p>
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        <input>
          <e type="operand">A.1</e>
          <e type="operand">a.1</e>
          <e type="operand">a.2</e>
          <e type="operand">a.3</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">mat</e>
          <e type="operator" args="2">*</e>
          <e type="operand">A.2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">B.1</e>
          <e type="operand">b.1</e>
          <e type="operand">b.2</e>
          <e type="operand">b.3</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">mat</e>
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          <e type="operand">B.2</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="2">Cross</e>
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          <e type="operand">A.1</e>
          <e type="operand">A.2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">B.1</e>
          <e type="operator" args="2">*</e>
          <e type="operand">B.2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">a.2</e>
          <e type="operand">b.3</e>
          <e type="operator" args="2">*</e>
          <e type="operand">a.3</e>
          <e type="operand">b.2</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">A.1</e>
          <e type="operand">A.2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">B.1</e>
          <e type="operator" args="2">*</e>
          <e type="operand">B.2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">a.3</e>
          <e type="operand">b.1</e>
          <e type="operator" args="2">*</e>
          <e type="operand">a.1</e>
          <e type="operand">b.3</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">A.1</e>
          <e type="operand">A.2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">B.1</e>
          <e type="operator" args="2">*</e>
          <e type="operand">B.2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">a.1</e>
          <e type="operand">b.2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">a.2</e>
          <e type="operand">b.1</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">mat</e>
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        <content>
          <p style="font-size: 12px;">3. Integrated custom glyphs for Maxima plugin which was previously handled by Custom Glyphs plugin.  <br /></p>
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        <input>
          <e type="operand">#</e>
          <e type="function" args="1">Maxima</e>
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        <content>
          <p style="font-weight: normal; font-size: 12px;">4. Added "Help" and "Restart" into the "Insert" menu entry. Clicking the "Help" will redirect the user to local Maxima documentation (if maxima is installed). Clicking on the restart button will restart maxima.<br /></p>
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        <content>
          <p style="font-size: 12px;">5. Added mouse interaction to the 3D draw region. Plotscale can be done by holding Ctrl button while scrolling the mouse. Meanwhile Z-Scale can be done by holding Shift button while scrolling the mouse. Fixed bugs related to the draw region and scaling of windows form according to the scale of the screen.</p>
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</ImageFile>
        <plotstore>
          <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/moses/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/mkay2nmn"</string>
              <string>font="Arial"</string>
              <string>font_size=8</string>
              <string>title="SAMPLE PLOT"</string>
              <string>background_color="#fefefe"</string>
              <string>enhanced3d = true</string>
              <string>xu_grid=40</string>
              <string>yv_grid=40</string>
              <string>xlabel="x"</string>
              <string>ylabel="y"</string>
              <string>zlabel="z"</string>
              <string>zrange=[-5,5]</string>
            </commandList>
            <prambleList>
              <string>"set term pngcairo enhanced size 300, 300"</string>
              <string>"set encoding utf8"</string>
              <string>"set style line 100 lc rgb 'black' lt -1 lw 0.1"</string>
              <string>"set grid xtics ls 100"</string>
              <string>"set grid ytics ls 100"</string>
              <string>"set pm3d lighting depthorder base"</string>
              <string>"set view 60, 60, 0.8, 0.9"</string>
            </prambleList>
            <plotType>plot3D</plotType>
            <titleDefault>SAMPLE PLOT</titleDefault>
            <title>SAMPLE PLOT</title>
            <titleState>Custom</titleState>
            <border>Disable</border>
            <borderVal>4095</borderVal>
            <textSize>8</textSize>
            <textSizeState>Disable</textSizeState>
            <textFont>Arial</textFont>
            <contour>Disable</contour>
            <contourType />
            <contourLevels>5</contourLevels>
            <bgColor>#fefefe</bgColor>
            <enhanced3dState>Enable</enhanced3dState>
            <pm3d>Enable</pm3d>
            <pm3dpalette>color</pm3dpalette>
            <gridXu>40</gridXu>
            <gridYv>40</gridYv>
            <gridState>Custom</gridState>
            <width>300</width>
            <height>300</height>
            <pictureSizeState>Interactive</pictureSizeState>
            <filename>C:/Users/moses/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/mkay2nmn</filename>
            <termType>png</termType>
            <mapView>Disable</mapView>
            <xName>x</xName>
            <yName>y</yName>
            <zName>z</zName>
            <xAxisType>solid</xAxisType>
            <yAxisType>solid</yAxisType>
            <xAxisColor>black</xAxisColor>
            <yAxisColor>black</yAxisColor>
            <xaxisWidth>1</xaxisWidth>
            <yaxisWidth>1</yaxisWidth>
            <xNameS>Enable</xNameS>
            <yNameS>Enable</yNameS>
            <zNameS>Enable</zNameS>
            <xMinRange>-5</xMinRange>
            <xMaxRange>5</xMaxRange>
            <yMinRange>-5</yMinRange>
            <yMaxRange>5</yMaxRange>
            <zMinRange>-5</zMinRange>
            <zMaxRange>5</zMaxRange>
            <xRangeS>Disable</xRangeS>
            <yRangeS>Disable</yRangeS>
            <zRangeS>Interactive</zRangeS>
            <xGrid>Enable</xGrid>
            <yGrid>Enable</yGrid>
            <zGrid>Disable</zGrid>
            <xLogarithmic>Disable</xLogarithmic>
            <yLogarithmic>Disable</yLogarithmic>
            <zLogarithmic>Disable</zLogarithmic>
            <xLogBase>10</xLogBase>
            <yLogBase>10</yLogBase>
            <zLogBase>10</zLogBase>
            <azimuth>60</azimuth>
            <zenith>60</zenith>
            <scalAzimuth>0.9</scalAzimuth>
            <scalZenith>0.8</scalZenith>
            <view>Interactive</view>
            <mouseRedirecting>Disable</mouseRedirecting>
            <varNameMouseX>MouseX1</varNameMouseX>
            <varNameMouseY>MouseY1</varNameMouseY>
            <varNameMouseWheel>MouseW1</varNameMouseWheel>
            <viewRedirecting>Disable</viewRedirecting>
            <varNameAzimuth>Azimut1</varNameAzimuth>
            <varNameZenith>Zenit1</varNameZenith>
            <xRedirecting>Disable</xRedirecting>
            <varNameXmin>MinX1</varNameXmin>
            <varNameXmax>MaxX1</varNameXmax>
            <yRedirecting>Disable</yRedirecting>
            <varNameYmin>MinY1</varNameYmin>
            <varNameYmax>MaxY1</varNameYmax>
            <zRedirecting>Disable</zRedirecting>
            <varNameZmin>MinZ1</varNameZmin>
            <varNameZmax>MaxZ1</varNameZmax>
            <option>border=true;</option>
            <enablexAxis>false</enablexAxis>
            <enableyAxis>false</enableyAxis>
            <enablezAxis>false</enablezAxis>
            <customPalatte>Enable</customPalatte>
            <propAxes>Disable</propAxes>
          </PlotStore>
        </plotstore>
        <input>
          <e type="operand">#</e>
        </input>
      </maximaplugin>
    </region>
  </regions>
</worksheet>