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        <e type="operator" args="2">:</e>
        <e type="operand">H</e>
        <e type="operand">85</e>
        <e type="operator" args="2">:</e>
        <e type="operand">N</e>
        <e type="operand">199</e>
        <e type="operator" args="2">:</e>
        <e type="operand">U</e>
        <e type="operand">L</e>
        <e type="operand">H</e>
        <e type="operand">N</e>
        <e type="function" args="3">xd</e>
        <e type="operator" args="2">:</e>
        <e type="operand">X</e>
        <e type="operand">ISA2085</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Y</e>
        <e type="operand">ISA2085</e>
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        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="8">line</e>
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      <input>
        <e type="operand">ISA2085</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">U</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">vy</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">U</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="1">J</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">U</e>
        <e type="operand">vy</e>
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        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="operator" args="2">:</e>
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    <math decimalPlaces="4">
      <input>
        <e type="operand">Pts</e>
        <e type="operand" style="string">blak by default</e>
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        <e type="operand">1</e>
        <e type="operand">X</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">p</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand" style="string">.</e>
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        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">X</e>
        <e type="operand">Y</e>
        <e type="operand">p</e>
        <e type="function" preserve="true" args="3">augment</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="14" left="252" top="1512" width="194" height="76" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">V</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">X</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">vy</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">X</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="1">J</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">X</e>
        <e type="operand">vy</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="15" left="27" top="1629" width="399" height="158" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
    <plot type="2d" render="lines" scale_x="105.651767591726" scale_y="0.274041096817978" scale_z="28.9529262715947" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-199" transpose_y="-52" transpose_z="0">
      <description active="true" position="Top" lang="eng">
        <p>Air specific 'ρ' @ geopotential x = km [ISA2085].Coefficients from Mathcad 11 [Strato/Mesosphere].</p>
      </description>
      <input>
        <e type="operand">Pts</e>
        <e type="operand">ISA2085</e>
        <e type="operand">20</e>
        <e type="operand">1</e>
        <e type="operand">20</e>
        <e type="operand">0</e>
        <e type="operand">2</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="6">mat</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </plot>
  </region>
  <region id="16" left="27" top="1854" width="435" height="62" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Atmosphere segments ... -1 =&gt; 11... 11 =&gt; 20... 20 =&gt; 85</p>
      </description>
      <input>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">rational</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">11</e>
        <e type="operand">20</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">expDecay</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">20</e>
        <e type="operand">85</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">rational</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="operand" style="string">Thiele QUICK [PDAS11].sm</e>
        <e type="operand" style="string">Genfit Minimize [PDAS1120].sm</e>
        <e type="operand" style="string">Thiele QUICK [ISA2085].sm</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
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      <input>
        <e type="operand">ISA</e>
        <e type="operand">0.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1.0489</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0.5</e>
        <e type="operand">0.9529</e>
        <e type="operand">1</e>
        <e type="operand">0.9075</e>
        <e type="operand">1.5</e>
        <e type="operand">0.8638</e>
        <e type="operand">2</e>
        <e type="operand">0.8217</e>
        <e type="operand">2.5</e>
        <e type="operand">0.7812</e>
        <e type="operand">3</e>
        <e type="operand">0.7422</e>
        <e type="operand">3.5</e>
        <e type="operand">0.7048</e>
        <e type="operand">4</e>
        <e type="operand">0.6689</e>
        <e type="operand">4.5</e>
        <e type="operand">0.6343</e>
        <e type="operand">5</e>
        <e type="operand">0.6012</e>
        <e type="operand">5.5</e>
        <e type="operand">0.5694</e>
        <e type="operand">6</e>
        <e type="operand">0.5389</e>
        <e type="operand">6.5</e>
        <e type="operand">0.5096</e>
        <e type="operand">7</e>
        <e type="operand">0.4816</e>
        <e type="operand">7.5</e>
        <e type="operand">0.4548</e>
        <e type="operand">8</e>
        <e type="operand">0.4292</e>
        <e type="operand">8.5</e>
        <e type="operand">0.4047</e>
        <e type="operand">9</e>
        <e type="operand">0.3813</e>
        <e type="operand">9.5</e>
        <e type="operand">0.3589</e>
        <e type="operand">10</e>
        <e type="operand">0.3376</e>
        <e type="operand">10.5</e>
        <e type="operand">0.3172</e>
        <e type="operand">11</e>
        <e type="operand">0.2978</e>
        <e type="operand">11.5</e>
        <e type="operand">0.2755</e>
        <e type="operand">12</e>
        <e type="operand">0.2546</e>
        <e type="operand">12.5</e>
        <e type="operand">0.2354</e>
        <e type="operand">13</e>
        <e type="operand">0.2176</e>
        <e type="operand">13.5</e>
        <e type="operand">0.2012</e>
        <e type="operand">14</e>
        <e type="operand">0.186</e>
        <e type="operand">14.5</e>
        <e type="operand">0.172</e>
        <e type="operand">15</e>
        <e type="operand">0.159</e>
        <e type="operand">15.5</e>
        <e type="operand">0.147</e>
        <e type="operand">16</e>
        <e type="operand">0.1359</e>
        <e type="operand">16.5</e>
        <e type="operand">0.1256</e>
        <e type="operand">17</e>
        <e type="operand">0.1162</e>
        <e type="operand">17.5</e>
        <e type="operand">0.1074</e>
        <e type="operand">18</e>
        <e type="operand">0.0993</e>
        <e type="operand">18.5</e>
        <e type="operand">0.0918</e>
        <e type="operand">19</e>
        <e type="operand">0.0849</e>
        <e type="operand">19.5</e>
        <e type="operand">0.0785</e>
        <e type="operand">20</e>
        <e type="operand">0.0726</e>
        <e type="operand">25</e>
        <e type="operand">0.032</e>
        <e type="operand">30</e>
        <e type="operand">0.015</e>
        <e type="operand">32</e>
        <e type="operand">0.011</e>
        <e type="operand">35</e>
        <e type="operand">0.006705</e>
        <e type="operand">40</e>
        <e type="operand">0.003144</e>
        <e type="operand">45</e>
        <e type="operand">0.001536</e>
        <e type="operand">47</e>
        <e type="operand">0.001165</e>
        <e type="operand">50</e>
        <e type="operand">0.000798</e>
        <e type="operand">52</e>
        <e type="operand">0.00062</e>
        <e type="operand">55</e>
        <e type="operand">0.000432</e>
        <e type="operand">60</e>
        <e type="operand">0.000233</e>
        <e type="operand">61</e>
        <e type="operand">0.000205</e>
        <e type="operand">71</e>
        <e type="operand">0.00005242</e>
        <e type="operand">85</e>
        <e type="operand">0.00000568</e>
        <e type="operand">56</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="114">mat</e>
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    <math>
      <input>
        <e type="operand">PDAS</e>
        <e type="operand">0.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1.0489</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0.5</e>
        <e type="operand">0.9529</e>
        <e type="operand">1</e>
        <e type="operand">0.9075</e>
        <e type="operand">1.5</e>
        <e type="operand">0.8638</e>
        <e type="operand">2</e>
        <e type="operand">0.8217</e>
        <e type="operand">2.5</e>
        <e type="operand">0.7812</e>
        <e type="operand">3</e>
        <e type="operand">0.7422</e>
        <e type="operand">3.5</e>
        <e type="operand">0.7048</e>
        <e type="operand">4</e>
        <e type="operand">0.6689</e>
        <e type="operand">4.5</e>
        <e type="operand">0.6343</e>
        <e type="operand">5</e>
        <e type="operand">0.6012</e>
        <e type="operand">5.5</e>
        <e type="operand">0.5694</e>
        <e type="operand">6</e>
        <e type="operand">0.5389</e>
        <e type="operand">6.5</e>
        <e type="operand">0.5096</e>
        <e type="operand">7</e>
        <e type="operand">0.4816</e>
        <e type="operand">7.5</e>
        <e type="operand">0.4548</e>
        <e type="operand">8</e>
        <e type="operand">0.4292</e>
        <e type="operand">8.5</e>
        <e type="operand">0.4047</e>
        <e type="operand">9</e>
        <e type="operand">0.3813</e>
        <e type="operand">9.5</e>
        <e type="operand">0.3589</e>
        <e type="operand">10</e>
        <e type="operand">0.3376</e>
        <e type="operand">10.5</e>
        <e type="operand">0.3172</e>
        <e type="operand">11</e>
        <e type="operand">0.2978</e>
        <e type="operand">11.5</e>
        <e type="operand">0.2755</e>
        <e type="operand">12</e>
        <e type="operand">0.2546</e>
        <e type="operand">12.5</e>
        <e type="operand">0.2354</e>
        <e type="operand">13</e>
        <e type="operand">0.2176</e>
        <e type="operand">13.5</e>
        <e type="operand">0.2012</e>
        <e type="operand">14</e>
        <e type="operand">0.1860</e>
        <e type="operand">14.5</e>
        <e type="operand">0.1720</e>
        <e type="operand">15</e>
        <e type="operand">0.1590</e>
        <e type="operand">15.5</e>
        <e type="operand">0.1470</e>
        <e type="operand">16</e>
        <e type="operand">0.1359</e>
        <e type="operand">16.5</e>
        <e type="operand">0.1256</e>
        <e type="operand">17</e>
        <e type="operand">0.1162</e>
        <e type="operand">17.5</e>
        <e type="operand">0.1074</e>
        <e type="operand">18</e>
        <e type="operand">0.0993</e>
        <e type="operand">18.5</e>
        <e type="operand">0.0918</e>
        <e type="operand">19</e>
        <e type="operand">0.0849</e>
        <e type="operand">19.5</e>
        <e type="operand">0.0785</e>
        <e type="operand">20</e>
        <e type="operand">0.0726</e>
        <e type="operand">42</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="86">mat</e>
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    <math decimalPlaces="4">
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        <e type="operand">H</e>
        <e type="operand">N</e>
        <e type="function" args="3">xd</e>
        <e type="operand">U</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">dx</e>
        <e type="operand">H</e>
        <e type="operand">L</e>
        <e type="operator" args="2">-</e>
        <e type="operand">N</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">N</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">U</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">L</e>
        <e type="operand">dx</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">dx</e>
        <e type="operand">i</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">U</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
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  <region id="20" left="423" top="2610" width="132" height="48" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">X</e>
        <e type="operand">ISA</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Y</e>
        <e type="operand">ISA</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
      </input>
    </math>
  </region>
  <region id="21" left="423" top="2673" width="205" height="72" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">Pts</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">X</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">p</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand" style="string">.</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">X</e>
        <e type="operand">Y</e>
        <e type="operand">p</e>
        <e type="function" preserve="true" args="3">augment</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="22" left="216" top="2835" width="410" height="40" color="#000000" bgColor="#80ffff" fontSize="10">
    <text lang="eng">
      <p>You may encounter this formula, so many decimals wrt uncertainty are unjustified. </p>
    </text>
  </region>
  <region id="23" left="216" top="2880" width="536" height="41" color="#000000" bgColor="#ffffff">
    <picture>
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    </picture>
  </region>
  <region id="24" left="27" top="3087" width="343" height="31" color="#000000" bgColor="#ffe1e1" fontSize="14">
    <text lang="eng">
      <p bold="true">Reconciliation wrt PDAS data </p>
    </text>
  </region>
  <region id="25" left="27" top="3132" width="258" height="35" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math evaluate="false">
      <description active="true" position="Top" lang="eng">
        <p>45 Aops compared to f11(x) [9 Aops]</p>
      </description>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">ρ11</e>
        <e type="operand">1</e>
        <e type="operand">22.557</e>
        <e type="operand">x</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0.001</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">4.256</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="26" left="342" top="3132" width="232" height="51" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Much better fit to PDAS</p>
      </description>
      <input>
        <e type="operand">x</e>
        <e type="operand">β</e>
        <e type="function" args="2">ρ20</e>
        <e type="operand">β</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">β</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">β</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="27" left="585" top="3150" width="119" height="62" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math>
      <input>
        <e type="operand">β</e>
        <e type="operand">0.0001376</e>
        <e type="operand">1.67547</e>
        <e type="operand">6.36715</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="28" left="27" top="3222" width="442" height="75" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>A much better fit @ low computing cost !Reserved for the  x &lt; 11</p>
      </description>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">ρ11</e>
        <e type="operand">1.604858</e>
        <e type="operand">174.727169</e>
        <e type="operand">x</e>
        <e type="operand">43.473225</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1286.481982</e>
        <e type="operand">x</e>
        <e type="operand">5.24242</e>
        <e type="operator" args="2">+</e>
        <e type="operand">0.000159</e>
        <e type="operand">x</e>
        <e type="operand">5.14073</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="29" left="27" top="3339" width="590" height="301" color="#000000" bgColor="#ebebeb" fontSize="10">
    <plot type="2d" render="lines" scale_x="17.0135748107931" scale_y="1" scale_z="17.0135748107931" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-224" transpose_y="-121" transpose_z="0">
      <description active="true" position="Top" lang="eng">
        <p>The two PDAS segments, rated exact fit to data, which data are pure convention for comparative reference/tracability. .. ρ = specific gravity</p>
      </description>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">ρ11</e>
        <e type="operand">x</e>
        <e type="operand">β</e>
        <e type="function" args="2">ρ20</e>
        <e type="operand">11</e>
        <e type="operand">0.5</e>
        <e type="operand">11</e>
        <e type="operand">0</e>
        <e type="operand">2</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="6">mat</e>
        <e type="operand">Pts</e>
        <e type="operand">20</e>
        <e type="operand">0.5</e>
        <e type="operand">20</e>
        <e type="operand">0</e>
        <e type="operand">2</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="6">mat</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">sys</e>
      </input>
    </plot>
  </region>
  <region id="30" left="459" top="3573" width="225" height="24" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <text lang="eng">
      <p>ρ [kg/m³]=1.225 @ 0km,15°C</p>
    </text>
  </region>
  <region id="31" left="27" top="3843" width="700" height="31" color="#000000" bgColor="#ffe1e1" fontSize="14">
    <text lang="eng">
      <p bold="true">Absolute residuals... the two segments are declared "Exact" </p>
    </text>
  </region>
  <region id="32" left="27" top="3879" width="317" height="122" border="true" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math>
      <input>
        <e type="operand">Δ11</e>
        <e type="operand">xy</e>
        <e type="operand">PDAS</e>
        <e type="operand">1</e>
        <e type="operand">24</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="5">submatrix</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">xy</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">u</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">xy</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">δ</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">xy</e>
        <e type="operand">i</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">u</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="1">ρ11</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">u</e>
        <e type="operand">δ</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="33" left="378" top="3879" width="325" height="122" border="true" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math>
      <input>
        <e type="operand">Δ20</e>
        <e type="operand">xy</e>
        <e type="operand">PDAS</e>
        <e type="operand">24</e>
        <e type="operand">42</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="5">submatrix</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">xy</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">u</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">xy</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">δ</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">xy</e>
        <e type="operand">i</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">u</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">β</e>
        <e type="function" args="2">ρ20</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">u</e>
        <e type="operand">δ</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="34" left="27" top="4014" width="154" height="26" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math>
      <input>
        <e type="operand">Δ</e>
        <e type="operand">Δ11</e>
        <e type="operand">Δ20</e>
        <e type="function" preserve="true" args="2">stack</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="35" left="135" top="4176" width="325" height="24" color="#000000" bgColor="#ffffe1" fontSize="10">
    <text lang="eng">
      <p>http://www.pdas.com/atmosTable2SI.html</p>
    </text>
  </region>
  <region id="36" left="603" top="4176" width="155" height="782" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">Δ</e>
      </input>
      <result action="numeric">
        <e type="operand">0.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0001</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0.5</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1.5</e>
        <e type="operand">0</e>
        <e type="operand">2</e>
        <e type="operand">0</e>
        <e type="operand">2.5</e>
        <e type="operand">0</e>
        <e type="operand">3</e>
        <e type="operand">0</e>
        <e type="operand">3.5</e>
        <e type="operand">0</e>
        <e type="operand">4</e>
        <e type="operand">0.0001</e>
        <e type="operand">4.5</e>
        <e type="operand">0</e>
        <e type="operand">5</e>
        <e type="operand">0</e>
        <e type="operand">5.5</e>
        <e type="operand">0.0001</e>
        <e type="operand">6</e>
        <e type="operand">0.0001</e>
        <e type="operand">6.5</e>
        <e type="operand">0</e>
        <e type="operand">7</e>
        <e type="operand">0</e>
        <e type="operand">7.5</e>
        <e type="operand">0</e>
        <e type="operand">8</e>
        <e type="operand">0</e>
        <e type="operand">8.5</e>
        <e type="operand">0</e>
        <e type="operand">9</e>
        <e type="operand">0</e>
        <e type="operand">9.5</e>
        <e type="operand">0</e>
        <e type="operand">10</e>
        <e type="operand">0</e>
        <e type="operand">10.5</e>
        <e type="operand">0</e>
        <e type="operand">11</e>
        <e type="operand">0</e>
        <e type="operand">11</e>
        <e type="operand">0.0001</e>
        <e type="operator" args="1">-</e>
        <e type="operand">11.5</e>
        <e type="operand">0.0001</e>
        <e type="operand">12</e>
        <e type="operand">0</e>
        <e type="operand">12.5</e>
        <e type="operand">0</e>
        <e type="operand">13</e>
        <e type="operand">0</e>
        <e type="operand">13.5</e>
        <e type="operand">0</e>
        <e type="operand">14</e>
        <e type="operand">0</e>
        <e type="operand">14.5</e>
        <e type="operand">0</e>
        <e type="operand">15</e>
        <e type="operand">0</e>
        <e type="operand">15.5</e>
        <e type="operand">0</e>
        <e type="operand">16</e>
        <e type="operand">0</e>
        <e type="operand">16.5</e>
        <e type="operand">0.0001</e>
        <e type="operator" args="1">-</e>
        <e type="operand">17</e>
        <e type="operand">0</e>
        <e type="operand">17.5</e>
        <e type="operand">0</e>
        <e type="operand">18</e>
        <e type="operand">0</e>
        <e type="operand">18.5</e>
        <e type="operand">0</e>
        <e type="operand">19</e>
        <e type="operand">0</e>
        <e type="operand">19.5</e>
        <e type="operand">0</e>
        <e type="operand">20</e>
        <e type="operand">0</e>
        <e type="operand">43</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="88">mat</e>
      </result>
    </math>
  </region>
  <region id="37" left="18" top="4212" width="575" height="700" color="#000000" bgColor="#ff0000">
    <picture>
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    </picture>
  </region>
  <region id="38" left="27" top="5139" width="201" height="76" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">f11</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">11</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand">x</e>
        <e type="function" args="1">ρ11</e>
        <e type="operand" style="string">not</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="39" left="270" top="5139" width="200" height="76" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">f20</e>
        <e type="operand">11</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">20</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand">x</e>
        <e type="operand">β</e>
        <e type="function" args="2">ρ20</e>
        <e type="operand" style="string">not</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="40" left="486" top="5139" width="200" height="76" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">f85</e>
        <e type="operand">20</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">85</e>
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        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand">x</e>
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        <e type="function" preserve="true" args="3">if</e>
        <e type="operator" args="2">:</e>
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  <region id="41" left="27" top="5229" width="661" height="304" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="17.4494022688864" scale_y="0.539422799466616" scale_z="9.41260542090184" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-292" transpose_y="-109" transpose_z="0">
      <input>
        <e type="operand">x</e>
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        <e type="operand">x</e>
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        <e type="operand">x</e>
        <e type="function" args="1">f85</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </plot>
  </region>
  <region id="42" left="0" top="5616" width="751" height="488" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>TroposphereThe troposphere starts at the Earth's surface and extends 8 to 14.5 kilometers high (5 to 9 miles). This part of the atmosphere is the most dense. Almost all weather is in this region.StratosphereThe stratosphere starts just above the troposphere and extends to 50 kilometers (31 miles) high. The ozone layer, which absorbs and scatters the solar ultraviolet radiation, is in this layer.MesosphereThe mesosphere starts just above the stratosphere and extends to 85 kilometers (53 miles) high. Meteors burn up in this layerThermosphereThe thermosphere starts just above the mesosphere and extends to 600 kilometers (372 miles) high. Aurora and satellites occur in this layer.IonosphereThe ionosphere is an abundant layer of electrons and ionized atoms and molecules that stretches from about 48 kilometers (30 miles) above the surface to the edge of space at about 965 km (600 mi), overlapping into the mesosphere and thermosphere. This dynamic region grows and shrinks based on solar conditions and divides further into the sub-regions: D, E and F; based on what wavelength of solar radiation is absorbed. The ionosphere is a critical link in the chain of Sun-Earth interactions. This region is what makes radio communications possible.ExosphereThis is the upper limit of our atmosphere. It extends from the top of the thermosphere up to 10,000 km (6,200 mi)</p>
    </text>
  </region>
</regions>