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          <p style="font-weight: bold; text-decoration: underline; font-family: Arial; font-size: 18px;">Vectorize Question: How to get 2D Matrix Output?</p>
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          <e type="operand">10</e>
          <e type="operand">20</e>
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          <e type="operand">40</e>
          <e type="operand">50</e>
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          <e type="operand">70</e>
          <e type="operand">80</e>
          <e type="operand">90</e>
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          <p style="color: #808080; background-color: #ffffff;">Sound pressure level (SPL) reduction</p>
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</raw>
      </picture>
    </region>
    <region left="1179" top="234" width="54" height="24" color="#ffffff" fontSize="10">
      <math decimalPlaces="2">
        <input>
          <e type="operand">dB</e>
          <e type="operand">1</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="1323" top="333" width="117" height="40" color="#808080" fontSize="10" isBreakable="false">
      <text lang="eng" width="111" fontFamily="Arial" fontSize="10">
        <content>
          <p style="color: #808080; font-style: italic;">All load at the far end of the cable</p>
        </content>
      </text>
    </region>
    <region left="0" top="342" width="81" height="24" color="#000000" fontSize="10" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; text-decoration: underline; font-family: Arial;">Constants: </p>
        </content>
      </text>
    </region>
    <region left="0" top="369" width="127" height="24" border="true" color="#000000" bgColor="#ffff00" fontSize="10">
      <math decimalPlaces="1">
        <input>
          <e type="operand">ρ</e>
          <e type="operand">0.0171</e>
          <e type="operand" style="unit">mΩ</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="207" top="369" width="370" height="24" color="#808080" fontSize="10" isBreakable="false">
      <text lang="eng" width="370" fontFamily="Arial" fontSize="10">
        <content>
          <p style="color: #808080; background-color: #ffffff;">Resistivity of copper (temperature dependent)</p>
        </content>
      </text>
    </region>
    <region left="0" top="414" width="270" height="24" color="#000000" fontSize="10" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; text-decoration: underline; font-family: Arial;">Vectorized Formulas for Calculated Values: </p>
        </content>
      </text>
    </region>
    <region left="0" top="450" width="349" height="94" color="#000000" fontSize="10">
      <math optimize="2" decimalPlaces="2" trailingZeros="true">
        <description active="true" position="Top" lang="eng">
          <content>
            <p>Required cable size (mm2) as a function of LoadPWR, CableLength, &amp; SPLReduction</p>
          </content>
        </description>
        <input>
          <e type="operand">Cable.CSA</e>
          <e type="operand">ρ</e>
          <e type="operand">Load.PWR</e>
          <e type="operator" args="2">*</e>
          <e type="operand">Cable.Length</e>
          <e type="function" args="1">transpose</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">A</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">s</e>
          <e type="operand">6</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">5000</e>
          <e type="operand" style="unit">kg</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">4</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">10</e>
          <e type="operand">SPL.Reduction</e>
          <e type="operand">20</e>
          <e type="operator" args="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="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="576" width="548" height="24" color="#000000" fontSize="10" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; text-decoration: underline; font-family: Arial;">Resulting Cable Length for Given Load Power (W), Cable Length (m), &amp; SPL Reduction (dB):</p>
        </content>
      </text>
    </region>
    <region left="0" top="612" width="718" height="280" border="true" color="#000000" bgColor="#ff8000" fontSize="12">
      <math decimalPlaces="2" roundingMode="1" matrixOptions="0,0,12,13">
        <description active="true" position="Top" lang="eng">
          <content>
            <p>Cable size required for the given LoadPWR, CableLength, &amp; SPLReduction</p>
          </content>
        </description>
        <input>
          <e type="operand">Cable.CSA</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
        </contract>
        <result action="numeric">
          <e type="operand">0.03</e>
          <e type="operand">0.07</e>
          <e type="operand">0.14</e>
          <e type="operand">0.21</e>
          <e type="operand">0.28</e>
          <e type="operand">0.35</e>
          <e type="operand">0.42</e>
          <e type="operand">0.49</e>
          <e type="operand">0.56</e>
          <e type="operand">0.63</e>
          <e type="operand">0.7</e>
          <e type="operand">0.77</e>
          <e type="operand">0.06</e>
          <e type="operand">0.14</e>
          <e type="operand">0.28</e>
          <e type="operand">0.42</e>
          <e type="operand">0.56</e>
          <e type="operand">0.7</e>
          <e type="operand">0.84</e>
          <e type="operand">0.98</e>
          <e type="operand">1.12</e>
          <e type="operand">1.26</e>
          <e type="operand">1.4</e>
          <e type="operand">1.54</e>
          <e type="operand">0.08</e>
          <e type="operand">0.21</e>
          <e type="operand">0.42</e>
          <e type="operand">0.63</e>
          <e type="operand">0.84</e>
          <e type="operand">1.05</e>
          <e type="operand">1.26</e>
          <e type="operand">1.47</e>
          <e type="operand">1.68</e>
          <e type="operand">1.89</e>
          <e type="operand">2.1</e>
          <e type="operand">2.31</e>
          <e type="operand">0.11</e>
          <e type="operand">0.28</e>
          <e type="operand">0.56</e>
          <e type="operand">0.84</e>
          <e type="operand">1.12</e>
          <e type="operand">1.4</e>
          <e type="operand">1.68</e>
          <e type="operand">1.96</e>
          <e type="operand">2.24</e>
          <e type="operand">2.52</e>
          <e type="operand">2.8</e>
          <e type="operand">3.08</e>
          <e type="operand">0.14</e>
          <e type="operand">0.35</e>
          <e type="operand">0.7</e>
          <e type="operand">1.05</e>
          <e type="operand">1.4</e>
          <e type="operand">1.75</e>
          <e type="operand">2.1</e>
          <e type="operand">2.45</e>
          <e type="operand">2.8</e>
          <e type="operand">3.15</e>
          <e type="operand">3.5</e>
          <e type="operand">3.85</e>
          <e type="operand">0.17</e>
          <e type="operand">0.42</e>
          <e type="operand">0.84</e>
          <e type="operand">1.26</e>
          <e type="operand">1.68</e>
          <e type="operand">2.1</e>
          <e type="operand">2.52</e>
          <e type="operand">2.94</e>
          <e type="operand">3.36</e>
          <e type="operand">3.78</e>
          <e type="operand">4.2</e>
          <e type="operand">4.62</e>
          <e type="operand">0.2</e>
          <e type="operand">0.49</e>
          <e type="operand">0.98</e>
          <e type="operand">1.47</e>
          <e type="operand">1.96</e>
          <e type="operand">2.45</e>
          <e type="operand">2.94</e>
          <e type="operand">3.43</e>
          <e type="operand">3.92</e>
          <e type="operand">4.41</e>
          <e type="operand">4.9</e>
          <e type="operand">5.4</e>
          <e type="operand">0.22</e>
          <e type="operand">0.56</e>
          <e type="operand">1.12</e>
          <e type="operand">1.68</e>
          <e type="operand">2.24</e>
          <e type="operand">2.8</e>
          <e type="operand">3.36</e>
          <e type="operand">3.92</e>
          <e type="operand">4.48</e>
          <e type="operand">5.05</e>
          <e type="operand">5.61</e>
          <e type="operand">6.17</e>
          <e type="operand">0.25</e>
          <e type="operand">0.63</e>
          <e type="operand">1.26</e>
          <e type="operand">1.89</e>
          <e type="operand">2.52</e>
          <e type="operand">3.15</e>
          <e type="operand">3.78</e>
          <e type="operand">4.41</e>
          <e type="operand">5.05</e>
          <e type="operand">5.68</e>
          <e type="operand">6.31</e>
          <e type="operand">6.94</e>
          <e type="operand">0.28</e>
          <e type="operand">0.7</e>
          <e type="operand">1.4</e>
          <e type="operand">2.1</e>
          <e type="operand">2.8</e>
          <e type="operand">3.5</e>
          <e type="operand">4.2</e>
          <e type="operand">4.9</e>
          <e type="operand">5.61</e>
          <e type="operand">6.31</e>
          <e type="operand">7.01</e>
          <e type="operand">7.71</e>
          <e type="operand">0.31</e>
          <e type="operand">0.77</e>
          <e type="operand">1.54</e>
          <e type="operand">2.31</e>
          <e type="operand">3.08</e>
          <e type="operand">3.85</e>
          <e type="operand">4.62</e>
          <e type="operand">5.4</e>
          <e type="operand">6.17</e>
          <e type="operand">6.94</e>
          <e type="operand">7.71</e>
          <e type="operand">8.48</e>
          <e type="operand">0.35</e>
          <e type="operand">0.88</e>
          <e type="operand">1.75</e>
          <e type="operand">2.63</e>
          <e type="operand">3.5</e>
          <e type="operand">4.38</e>
          <e type="operand">5.26</e>
          <e type="operand">6.13</e>
          <e type="operand">7.01</e>
          <e type="operand">7.88</e>
          <e type="operand">8.76</e>
          <e type="operand">9.63</e>
          <e type="operand">12</e>
          <e type="operand">12</e>
          <e type="function" args="146">mat</e>
        </result>
      </math>
    </region>
    <region left="0" top="918" width="49" height="24" color="#000000" fontSize="10" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p>END. </p>
        </content>
      </text>
    </region>
    <region left="198" top="963" width="786" height="21" color="#808080" fontSize="8" isBreakable="false">
      <text lang="eng" width="786" fontFamily="Arial" fontSize="12">
        <content>
          <p style="color: #808080; font-size: 8px;">20220414 Vectorize Question.sm</p>
        </content>
      </text>
    </region>
    <region top="1107" color="#000000">
      <area collapsed="true">
        <title lang="eng">
          <content>
            <p>Table Data</p>
          </content>
        </title>
      </area>
      <region left="216" top="1134" width="401" height="159" color="#000000" fontSize="10">
        <math evaluate="false">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>Piecewise calculation with for() loop algorithm</p>
            </content>
          </description>
          <input>
            <e type="operand">i</e>
            <e type="operand">1</e>
            <e type="operand">Load.PWR</e>
            <e type="function" args="1">length</e>
            <e type="function" args="2">range</e>
            <e type="operand">j</e>
            <e type="operand">1</e>
            <e type="operand">Cable.Length</e>
            <e type="function" args="1">length</e>
            <e type="function" args="2">range</e>
            <e type="operand">Cable.CSA</e>
            <e type="operand">i</e>
            <e type="operand">j</e>
            <e type="function" args="3">el</e>
            <e type="operand">ρ</e>
            <e type="operand">Cable.Length</e>
            <e type="operand">j</e>
            <e type="function" args="2">el</e>
            <e type="operator" args="2">*</e>
            <e type="operand">Load.PWR</e>
            <e type="operand">i</e>
            <e type="function" args="2">el</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">A</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">s</e>
            <e type="operand">6</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">5000</e>
            <e type="operand" style="unit">kg</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">m</e>
            <e type="operand">4</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">1</e>
            <e type="operator" args="1">-</e>
            <e type="operand">10</e>
            <e type="operand">SPL.Reduction</e>
            <e type="operand">20</e>
            <e type="operator" args="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="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
            <e type="function" args="3">for</e>
            <e type="function" args="3">for</e>
          </input>
        </math>
      </region>
      <region left="54" top="1323" width="223" height="78" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Table.Header</e>
            <e type="operand">Cable.Length</e>
            <e type="function" args="1">transpose</e>
            <e type="operand" style="unit">km</e>
            <e type="operator" args="2">/</e>
            <e type="operand" style="string">S:'km</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="378" top="1332" width="226" height="52" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Table.Left</e>
            <e type="operand">Load.PWR</e>
            <e type="operand" style="unit">W</e>
            <e type="operator" args="2">/</e>
            <e type="operand" style="string">S:'W</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="4">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="603" top="1332" width="165" height="58" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Table.Body</e>
            <e type="operand">Cable.CSA</e>
            <e type="operand" style="unit">mm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="774" top="1350" width="199" height="33" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Table.footer</e>
            <e type="operand" style="string">S:'mm^2</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region top="1413" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region left="18" top="1449" width="653" height="366" color="#000000" fontSize="10">
      <table id="1" elementsOnDataSizeChange="10,10" focus="0,0;11,11" bgColor="White" borderSize="1,1" borderStyle="Solid,Solid" borderColor="Black,Black" frameBorderSize="1,1,1,1" frameBorderStyle="Solid,Solid,Solid,Solid" frameBorderColor="Black,Black,Black,Black" resizeFrame="5px #0080FF" resizeFrameInner="#000000 alpha:0" resizeFrameOuter="#0A0A0A alpha:130">
        <inputs>
          <e regions="columns">Table.footer</e>
          <e regions="columns">Table.Body</e>
          <e regions="columns">Table.Left</e>
          <e regions="columns">Cable.CSA</e>
          <e regions="columns">ρ</e>
          <e regions="columns">SPL.Reduction</e>
          <e regions="columns">Cable.Length</e>
          <e regions="columns">Load.PWR</e>
          <e regions="rows">Table.footer</e>
          <e regions="rows">Table.Body</e>
          <e regions="rows">Table.Header</e>
          <e regions="rows">Cable.CSA</e>
          <e regions="rows">ρ</e>
          <e regions="rows">SPL.Reduction</e>
          <e regions="rows">Cable.Length</e>
          <e regions="rows">Load.PWR</e>
          <e regions="units">ρ</e>
          <e regions="units">SPL.Reduction</e>
          <e regions="units">Cable.Length</e>
          <e regions="units">Load.PWR</e>
        </inputs>
        <regions header="True" lstub="True" units="False,Top" rstub="False" footer="True" footnote="False" caption="False,Bottom">
          <body rows="12" cols="12" align="Center" pattern="Fixed,Fixed" borderSize="1,1" borderStyle="Dot,Dot" borderColor="Black,Black" padding="3,3" color="Black,Black" bgColor="White,White" style="Uniform" styleEffects="None" font="Courier New, 10pt" numbers="Default,2,15,False,0,True,6" highlighters="#0080FF,#FFFFFF,#E1E1E1,#000000" ellipsisFont="Courier New, 13.33333px" ellipsisSize="0">
            <tr>
              <td>0.03</td>
              <td>0.07</td>
              <td>0.14</td>
              <td>0.21</td>
              <td>0.28</td>
              <td>0.35</td>
              <td>0.42</td>
              <td>0.49</td>
              <td>0.56</td>
              <td>0.63</td>
              <td>0.7</td>
              <td>0.77</td>
            </tr>
            <tr>
              <td>0.06</td>
              <td>0.14</td>
              <td>0.28</td>
              <td>0.42</td>
              <td>0.56</td>
              <td>0.7</td>
              <td>0.84</td>
              <td>0.98</td>
              <td>1.12</td>
              <td>1.26</td>
              <td>1.4</td>
              <td>1.54</td>
            </tr>
            <tr>
              <td>0.08</td>
              <td>0.21</td>
              <td>0.42</td>
              <td>0.63</td>
              <td>0.84</td>
              <td>1.05</td>
              <td>1.26</td>
              <td>1.47</td>
              <td>1.68</td>
              <td>1.89</td>
              <td>2.1</td>
              <td>2.31</td>
            </tr>
            <tr>
              <td>0.11</td>
              <td>0.28</td>
              <td>0.56</td>
              <td>0.84</td>
              <td>1.12</td>
              <td>1.4</td>
              <td>1.68</td>
              <td>1.96</td>
              <td>2.24</td>
              <td>2.52</td>
              <td>2.8</td>
              <td>3.08</td>
            </tr>
            <tr>
              <td>0.14</td>
              <td>0.35</td>
              <td>0.7</td>
              <td>1.05</td>
              <td>1.4</td>
              <td>1.75</td>
              <td>2.1</td>
              <td>2.45</td>
              <td>2.8</td>
              <td>3.15</td>
              <td>3.5</td>
              <td>3.85</td>
            </tr>
            <tr>
              <td>0.17</td>
              <td>0.42</td>
              <td>0.84</td>
              <td>1.26</td>
              <td>1.68</td>
              <td>2.1</td>
              <td>2.52</td>
              <td>2.94</td>
              <td>3.36</td>
              <td>3.78</td>
              <td>4.2</td>
              <td>4.62</td>
            </tr>
            <tr>
              <td>0.2</td>
              <td>0.49</td>
              <td>0.98</td>
              <td>1.47</td>
              <td>1.96</td>
              <td>2.45</td>
              <td>2.94</td>
              <td>3.43</td>
              <td>3.92</td>
              <td>4.41</td>
              <td>4.9</td>
              <td>5.4</td>
            </tr>
            <tr>
              <td>0.22</td>
              <td>0.56</td>
              <td>1.12</td>
              <td>1.68</td>
              <td>2.24</td>
              <td>2.8</td>
              <td>3.36</td>
              <td>3.92</td>
              <td>4.48</td>
              <td>5.05</td>
              <td>5.61</td>
              <td>6.17</td>
            </tr>
            <tr>
              <td>0.25</td>
              <td>0.63</td>
              <td>1.26</td>
              <td>1.89</td>
              <td>2.52</td>
              <td>3.15</td>
              <td>3.78</td>
              <td>4.41</td>
              <td>5.05</td>
              <td>5.68</td>
              <td>6.31</td>
              <td>6.94</td>
            </tr>
            <tr>
              <td>0.28</td>
              <td>0.7</td>
              <td>1.4</td>
              <td>2.1</td>
              <td>2.8</td>
              <td>3.5</td>
              <td>4.2</td>
              <td>4.9</td>
              <td>5.61</td>
              <td>6.31</td>
              <td>7.01</td>
              <td>7.71</td>
            </tr>
            <tr>
              <td>0.31</td>
              <td>0.77</td>
              <td>1.54</td>
              <td>2.31</td>
              <td>3.08</td>
              <td>3.85</td>
              <td>4.62</td>
              <td>5.4</td>
              <td>6.17</td>
              <td>6.94</td>
              <td>7.71</td>
              <td>8.48</td>
            </tr>
            <tr>
              <td>0.35</td>
              <td>0.88</td>
              <td>1.75</td>
              <td>2.63</td>
              <td>3.5</td>
              <td>4.38</td>
              <td>5.26</td>
              <td>6.13</td>
              <td>7.01</td>
              <td>7.88</td>
              <td>8.76</td>
              <td>9.63</td>
            </tr>
          </body>
          <units input="" rows="1" cols="1" align="Center" pattern="Fixed,Fixed" borderSize="1,1" borderStyle="Dot,Dot" borderColor="Black,Black" padding="3,3" color="Black,Black" bgColor="White,White" style="Uniform" styleEffects="None" font="Courier New, 10pt" numbers="Default,2,15,False,0,True,6" highlighters="#0080FF,#FFFFFF,#E1E1E1,#000000" ellipsisFont="Courier New, 13.33333px" ellipsisSize="0">
            <tr>
              <td>#</td>
            </tr>
          </units>
          <header input="Table.Header" rows="2" cols="1" align="Center" pattern="Fixed,Fixed" borderSize="1,1" borderStyle="Dot,Dot" borderColor="Black,Black" padding="3,3" color="Black,Black" bgColor="White,White" style="Uniform" styleEffects="None" font="Courier New, 10pt" numbers="Default,2,15,False,0,True,6" highlighters="#0080FF,#FFFFFF,#E1E1E1,#000000" ellipsisFont="Courier New, 13.33333px" ellipsisSize="0">
            <tr>
              <td>mat(0.1,0.25,0.5,0.75,1,1.25,1.5,1.75,2,2.25,2.5,2.75,1,12)</td>
            </tr>
            <tr>
              <td>S:'km</td>
            </tr>
          </header>
          <lstub input="Table.Left" rows="1" cols="2" align="Center" pattern="Fixed,Fixed" borderSize="1,1" borderStyle="Dot,Dot" borderColor="Black,Black" padding="3,3" color="Black,Black" bgColor="White,White" style="Uniform" styleEffects="None" font="Courier New, 10pt" numbers="Default,2,15,False,0,True,6" highlighters="#0080FF,#FFFFFF,#E1E1E1,#000000" ellipsisFont="Courier New, 13.33333px" ellipsisSize="0">
            <tr>
              <td>mat(10,20,30,40,50,60,70,80,90,100,110,125,12,1)</td>
              <td>S:'W</td>
            </tr>
          </lstub>
          <rstub input="" rows="1" cols="1" align="Center" pattern="Fixed,Fixed" borderSize="1,1" borderStyle="Dot,Dot" borderColor="Black,Black" padding="3,3" color="Black,Black" bgColor="White,White" style="Uniform" styleEffects="None" font="Courier New, 10pt" numbers="Default,2,15,False,0,True,6" highlighters="#0080FF,#FFFFFF,#E1E1E1,#000000" ellipsisFont="Courier New, 13.33333px" ellipsisSize="0">
            <tr>
              <td>#</td>
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              <td>S:'mm^2</td>
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