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      <title>ADR</title>
      <author>R. Sidranski</author>
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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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        <p>Most fans, in the US, are tested to AMCA standards"M" is the extreme min or max</p>
      </description>
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        <e type="operand">#Temp.DBaM</e>
        <e type="function" args="1" style="unit">Temp.ratio</e>
        <e type="operand">#Temp.DBaM</e>
        <e type="operand" preserve="false" style="unit">Temp.AMCA</e>
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      <description active="true" position="Top" lang="eng">
        <p>Density variation wrt site altitude</p>
      </description>
      <input>
        <e type="operand">#ASL</e>
        <e type="function" args="1" style="unit">Press.ratio</e>
        <e type="operand" style="unit">atm</e>
        <e type="operand">#ASL</e>
        <e type="function" args="1" style="unit">Press.atmsite</e>
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        <p>ADR wrt temperature (high) and site altitude</p>
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        <e type="operand">1</e>
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        <p>Delete (TEST)</p>
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          <p>FUNCTION FROM OTHER SHEET</p>
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          <e type="operand">1</e>
          <e type="operand">6.8754</e>
          <e type="operand">10</e>
          <e type="operand">6</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">#ASL</e>
          <e type="operand" style="unit">ft</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="operand">5.2559</e>
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          <e type="operator" args="2">*</e>
          <e type="function" preserve="true" args="1">vectorize</e>
          <e type="operand" style="unit">psi</e>
          <e type="operator" args="2">*</e>
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</raw>
      </picture>
    </region>
    <region id="8" left="0" top="351" width="133" height="32" color="#000000" bgColor="#000000" fontSize="10">
      <math>
        <description active="true" position="Right" lang="eng">
          <p fontName="Arial">TYPICALLY DEFIED IN ANOTHER SHEET</p>
        </description>
        <input>
          <e type="operand" preserve="false" style="unit">Temp.AMCA</e>
          <e type="operand">70</e>
          <e type="operand" style="unit">°F</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="9" left="0" top="405" width="961" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <text lang="eng">
        <p fontName="Arial">THIS WORKS IF I DO NOT USE RANGES ANYWHERE. I WANT TO GENERATE THE TABLE AND CHERRY PICK THE REQUIRED VALUE</p>
      </text>
    </region>
    <region id="10" left="0" top="459" width="107" height="24" color="#000000" bgColor="#000000" fontSize="10">
      <math exponentialThreshold="8">
        <input>
          <e type="operand">ASL</e>
          <e type="operand">3000</e>
          <e type="operand" style="unit">ft</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="11" left="9" top="504" width="367" height="50" color="#000000" bgColor="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">ASL</e>
          <e type="function" args="1" style="unit">Press.atmsite</e>
        </input>
        <contract>
          <e type="operand" preserve="false" style="unit">inHg</e>
        </contract>
        <result action="numeric">
          <e type="operand">90812.2113</e>
          <e type="operand" style="unit">kg</e>
          <e type="operand" style="unit">m</e>
          <e type="operand" style="unit">s</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" preserve="false" style="unit">inHg</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region id="12" left="297" top="504" width="208" height="32" color="#000000" bgColor="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">ASL</e>
          <e type="function" args="1" style="unit">Press.ratio</e>
        </input>
        <result action="numeric">
          <e type="operand">1.1158</e>
        </result>
      </math>
    </region>
    <region id="13" left="0" top="558" width="430" height="57" color="#000000" bgColor="#000000" fontSize="10">
      <math optimize="2">
        <description active="true" position="Top" lang="eng">
          <p>ADR wrt temperature and site altitude</p>
        </description>
        <input>
          <e type="operand">#Temp.DBaM</e>
          <e type="function" args="1">ADR</e>
          <e type="operand">1</e>
          <e type="operand">#Temp.DBaM</e>
          <e type="function" args="1" style="unit">Temp.ratio</e>
          <e type="operand">ASL</e>
          <e type="function" args="1" style="unit">Press.ratio</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="function" preserve="true" args="1">vectorize</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="14" left="18" top="675" width="170" height="26" color="#000000" bgColor="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">300</e>
          <e type="operand" style="unit">°F</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">ADR</e>
        </input>
        <result action="numeric">
          <e type="operand">0.6249</e>
        </result>
      </math>
    </region>
    <region id="15" top="729" color="#000000" bgColor="#000000">
      <area single="true" collapsed="true">
        <title lang="eng">
          <p fontName="Arial" />
        </title>
      </area>
    </region>
    <region id="16" left="0" top="756" width="457" height="24" color="#000000" bgColor="#000000" fontSize="10">
      <text lang="eng">
        <p fontName="Arial">GENERATE THE MATRICES TO EVENTUALLY CREATE A TABLE</p>
      </text>
    </region>
    <region id="17" left="0" top="783" width="186" height="24" color="#000000" bgColor="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">ASL</e>
          <e type="operand">0</e>
          <e type="operand">3000</e>
          <e type="operand">1000</e>
          <e type="function" preserve="true" args="3">range</e>
          <e type="operand" style="unit">ft</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="18" left="0" top="828" width="379" height="186" color="#000000" bgColor="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">ASL</e>
          <e type="function" args="1" style="unit">Press.atmsite</e>
        </input>
        <contract>
          <e type="operand" preserve="false" style="unit">inHg</e>
        </contract>
        <result action="numeric">
          <e type="operand">1.0133</e>
          <e type="operand">10</e>
          <e type="operand">5</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">kg</e>
          <e type="operand" style="unit">m</e>
          <e type="operand" style="unit">s</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" preserve="false" style="unit">inHg</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operand">97716.9901</e>
          <e type="operand" style="unit">kg</e>
          <e type="operand" style="unit">m</e>
          <e type="operand" style="unit">s</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" preserve="false" style="unit">inHg</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operand">94213.3905</e>
          <e type="operand" style="unit">kg</e>
          <e type="operand" style="unit">m</e>
          <e type="operand" style="unit">s</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" preserve="false" style="unit">inHg</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operand">90812.2113</e>
          <e type="operand" style="unit">kg</e>
          <e type="operand" style="unit">m</e>
          <e type="operand" style="unit">s</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" preserve="false" style="unit">inHg</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="6">mat</e>
        </result>
      </math>
    </region>
    <region id="19" left="288" top="828" width="218" height="81" color="#000000" bgColor="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">ASL</e>
          <e type="function" args="1" style="unit">Press.ratio</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
          <e type="operand">1.0369</e>
          <e type="operand">1.0755</e>
          <e type="operand">1.1158</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="6">mat</e>
        </result>
      </math>
    </region>
    <region id="20" left="0" top="909" width="227" height="33" color="#000000" bgColor="#000000" fontSize="10">
      <math exponentialThreshold="8">
        <description active="true" position="Right" lang="eng">
          <p>Ambient temperatures (DB)</p>
        </description>
        <input>
          <e type="operand">Temp.DBaM</e>
          <e type="operand">50</e>
          <e type="operator" args="1">-</e>
          <e type="bracket">(</e>
          <e type="operand">1000</e>
          <e type="operand">0</e>
          <e type="function" preserve="true" args="3">range</e>
          <e type="operand" style="unit">°F</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="21" left="783" top="918" width="671" height="43" color="#000000" bgColor="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">Temp.DBaM</e>
          <e type="function" args="1" style="unit">Temp.ratio</e>
          <e type="function" preserve="true" args="1">transpose</e>
        </input>
        <result action="numeric">
          <e type="operand">0.7734</e>
          <e type="operand">0.8678</e>
          <e type="operand">0.9622</e>
          <e type="operand">1.0566</e>
          <e type="operand">1.151</e>
          <e type="operand">1.2454</e>
          <e type="operand">1.3398</e>
          <e type="operand">1.4342</e>
          <e type="operand">1</e>
          <e type="operand">8</e>
          <e type="function" preserve="true" args="10">mat</e>
        </result>
      </math>
    </region>
    <region id="22" left="783" top="963" width="708" height="60" color="#000000" bgColor="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">Temp.DBaM</e>
          <e type="function" args="1" style="unit">Temp.ratio</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="function" preserve="true" args="1">vectorize</e>
          <e type="function" preserve="true" args="1">transpose</e>
        </input>
        <result action="numeric">
          <e type="operand">1.2929</e>
          <e type="operand">1.1523</e>
          <e type="operand">1.0392</e>
          <e type="operand">0.9464</e>
          <e type="operand">0.8688</e>
          <e type="operand">0.8029</e>
          <e type="operand">0.7464</e>
          <e type="operand">0.6972</e>
          <e type="operand">1</e>
          <e type="operand">8</e>
          <e type="function" preserve="true" args="10">mat</e>
        </result>
      </math>
    </region>
    <region id="23" left="783" top="1026" width="381" height="56" color="#000000" bgColor="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">ASL</e>
          <e type="function" args="1" style="unit">Press.ratio</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="function" preserve="true" args="1">vectorize</e>
          <e type="function" preserve="true" args="1">transpose</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
          <e type="operand">0.9644</e>
          <e type="operand">0.9298</e>
          <e type="operand">0.8962</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="function" preserve="true" args="6">mat</e>
        </result>
      </math>
    </region>
    <region id="24" left="0" top="1044" width="550" height="59" color="#000000" bgColor="#ff8080" fontSize="10">
      <math optimize="2" exponentialThreshold="8">
        <description active="true" position="Top" lang="eng">
          <p>ADR wrt temperature (high) and site altitude. THIS IS THE ONLY ITEM I BELIEVE NEEDS TO BE MODIFIEDANY WAY TO CLEAN UP THE EXPRESSION?</p>
        </description>
        <input>
          <e type="operand">#Temp.DBaM</e>
          <e type="operand">#ASL</e>
          <e type="function" args="2" style="unit">ADR</e>
          <e type="operand">#Temp.DBaM</e>
          <e type="function" args="1" style="unit">Temp.ratio</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="function" preserve="true" args="1">vectorize</e>
          <e type="operand">#ASL</e>
          <e type="function" args="1" style="unit">Press.ratio</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="function" preserve="true" args="1">vectorize</e>
          <e type="function" preserve="true" args="1">transpose</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="25" left="9" top="1161" width="612" height="405" color="#000000" bgColor="#ffff80" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <p fontName="Arial">TABLE CGENERATING CORRECTLY</p>
        </description>
        <input>
          <e type="operand">Temp.DBaM</e>
          <e type="function" args="1" style="unit">Temp.ratio</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="function" preserve="true" args="1">vectorize</e>
          <e type="operand">ASL</e>
          <e type="function" args="1" style="unit">Press.ratio</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="function" preserve="true" args="1">vectorize</e>
          <e type="function" preserve="true" args="1">transpose</e>
          <e type="operator" args="2">*</e>
        </input>
        <result action="numeric">
          <e type="operand">1.2929</e>
          <e type="operand">1.2469</e>
          <e type="operand">1.2022</e>
          <e type="operand">1.1588</e>
          <e type="operand">1.1523</e>
          <e type="operand">1.1113</e>
          <e type="operand">1.0714</e>
          <e type="operand">1.0327</e>
          <e type="operand">1.0392</e>
          <e type="operand">1.0022</e>
          <e type="operand">0.9663</e>
          <e type="operand">0.9314</e>
          <e type="operand">0.9464</e>
          <e type="operand">0.9127</e>
          <e type="operand">0.88</e>
          <e type="operand">0.8482</e>
          <e type="operand">0.8688</e>
          <e type="operand">0.8378</e>
          <e type="operand">0.8078</e>
          <e type="operand">0.7786</e>
          <e type="operand">0.8029</e>
          <e type="operand">0.7743</e>
          <e type="operand">0.7466</e>
          <e type="operand">0.7196</e>
          <e type="operand">0.7464</e>
          <e type="operand">0.7198</e>
          <e type="operand">0.694</e>
          <e type="operand">0.6689</e>
          <e type="operand">0.6972</e>
          <e type="operand">0.6724</e>
          <e type="operand">0.6483</e>
          <e type="operand">0.6249</e>
          <e type="operand">0.6542</e>
          <e type="operand">0.6309</e>
          <e type="operand">0.6083</e>
          <e type="operand">0.5863</e>
          <e type="operand">0.6161</e>
          <e type="operand">0.5942</e>
          <e type="operand">0.5729</e>
          <e type="operand">0.5522</e>
          <e type="operand">0.5823</e>
          <e type="operand">0.5615</e>
          <e type="operand">0.5414</e>
          <e type="operand">0.5219</e>
          <e type="operand">0.5519</e>
          <e type="operand">0.5323</e>
          <e type="operand">0.5132</e>
          <e type="operand">0.4947</e>
          <e type="operand">0.5246</e>
          <e type="operand">0.5059</e>
          <e type="operand">0.4878</e>
          <e type="operand">0.4702</e>
          <e type="operand">0.4998</e>
          <e type="operand">0.482</e>
          <e type="operand">0.4648</e>
          <e type="operand">0.448</e>
          <e type="operand">0.4773</e>
          <e type="operand">0.4603</e>
          <e type="operand">0.4438</e>
          <e type="operand">0.4278</e>
          <e type="operand">0.4567</e>
          <e type="operand">0.4405</e>
          <e type="operand">0.4247</e>
          <e type="operand">0.4094</e>
          <e type="operand">0.4379</e>
          <e type="operand">0.4223</e>
          <e type="operand">0.4071</e>
          <e type="operand">0.3924</e>
          <e type="operand">0.4205</e>
          <e type="operand">0.4055</e>
          <e type="operand">0.391</e>
          <e type="operand">0.3769</e>
          <e type="operand">0.4044</e>
          <e type="operand">0.39</e>
          <e type="operand">0.376</e>
          <e type="operand">0.3625</e>
          <e type="operand">0.3896</e>
          <e type="operand">0.3757</e>
          <e type="operand">0.3622</e>
          <e type="operand">0.3491</e>
          <e type="operand">0.3757</e>
          <e type="operand">0.3624</e>
          <e type="operand">0.3494</e>
          <e type="operand">0.3368</e>
          <e type="operand">0.3629</e>
          <e type="operand">0.3499</e>
          <e type="operand">0.3374</e>
          <e type="operand">0.3252</e>
          <e type="operand">22</e>
          <e type="operand">4</e>
          <e type="function" preserve="true" args="90">mat</e>
        </result>
      </math>
    </region>
    <region id="26" left="504" top="1629" width="290" height="405" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">data</e>
          <e type="operand">1.2929</e>
          <e type="operand">1.2469</e>
          <e type="operand">1.2022</e>
          <e type="operand">1.1588</e>
          <e type="operand">1.1523</e>
          <e type="operand">1.1113</e>
          <e type="operand">1.0714</e>
          <e type="operand">1.0327</e>
          <e type="operand">1.0392</e>
          <e type="operand">1.0022</e>
          <e type="operand">0.9663</e>
          <e type="operand">0.9314</e>
          <e type="operand">0.9464</e>
          <e type="operand">0.9127</e>
          <e type="operand">0.88</e>
          <e type="operand">0.8482</e>
          <e type="operand">0.8688</e>
          <e type="operand">0.8378</e>
          <e type="operand">0.8078</e>
          <e type="operand">0.7786</e>
          <e type="operand">0.8029</e>
          <e type="operand">0.7743</e>
          <e type="operand">0.7466</e>
          <e type="operand">0.7196</e>
          <e type="operand">0.7464</e>
          <e type="operand">0.7198</e>
          <e type="operand">0.694</e>
          <e type="operand">0.6689</e>
          <e type="operand">0.6972</e>
          <e type="operand">0.6724</e>
          <e type="operand">0.6483</e>
          <e type="operand">0.6249</e>
          <e type="operand">0.6542</e>
          <e type="operand">0.6309</e>
          <e type="operand">0.6083</e>
          <e type="operand">0.5863</e>
          <e type="operand">0.6161</e>
          <e type="operand">0.5942</e>
          <e type="operand">0.5729</e>
          <e type="operand">0.5522</e>
          <e type="operand">0.5823</e>
          <e type="operand">0.5615</e>
          <e type="operand">0.5414</e>
          <e type="operand">0.5219</e>
          <e type="operand">0.5519</e>
          <e type="operand">0.5323</e>
          <e type="operand">0.5132</e>
          <e type="operand">0.4947</e>
          <e type="operand">0.5246</e>
          <e type="operand">0.5059</e>
          <e type="operand">0.4878</e>
          <e type="operand">0.4702</e>
          <e type="operand">0.4998</e>
          <e type="operand">0.482</e>
          <e type="operand">0.4648</e>
          <e type="operand">0.448</e>
          <e type="operand">0.4773</e>
          <e type="operand">0.4603</e>
          <e type="operand">0.4438</e>
          <e type="operand">0.4278</e>
          <e type="operand">0.4567</e>
          <e type="operand">0.4405</e>
          <e type="operand">0.4247</e>
          <e type="operand">0.4094</e>
          <e type="operand">0.4379</e>
          <e type="operand">0.4223</e>
          <e type="operand">0.4071</e>
          <e type="operand">0.3924</e>
          <e type="operand">0.4205</e>
          <e type="operand">0.4055</e>
          <e type="operand">0.391</e>
          <e type="operand">0.3769</e>
          <e type="operand">0.4044</e>
          <e type="operand">0.39</e>
          <e type="operand">0.376</e>
          <e type="operand">0.3625</e>
          <e type="operand">0.3896</e>
          <e type="operand">0.3757</e>
          <e type="operand">0.3622</e>
          <e type="operand">0.3491</e>
          <e type="operand">0.3757</e>
          <e type="operand">0.3624</e>
          <e type="operand">0.3494</e>
          <e type="operand">0.3368</e>
          <e type="operand">0.3629</e>
          <e type="operand">0.3499</e>
          <e type="operand">0.3374</e>
          <e type="operand">0.3252</e>
          <e type="operand">22</e>
          <e type="operand">4</e>
          <e type="function" preserve="true" args="90">mat</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="27" left="0" top="1656" width="221" height="34" color="#000000" bgColor="#000000" fontSize="10">
      <math error="69">
        <description active="true" position="Top" lang="eng">
          <p fontName="Arial">THIS SHOULD ONLY BE SHOWING THE LAST  OR 4TH COLUMN ONLY</p>
        </description>
        <input>
          <e type="operand">Temp.DBaM</e>
          <e type="operand">3000</e>
          <e type="operand" style="unit">ft</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="2" style="unit">ADR</e>
        </input>
        <result action="numeric">
          <e type="operand">#</e>
        </result>
      </math>
    </region>
    <region id="28" left="0" top="1818" width="222" height="29" color="#000000" bgColor="#000000" fontSize="10">
      <math error="64">
        <description active="true" position="Top" lang="eng">
          <p fontName="Arial">CORRECT VALUE (0.6249 PER ABOVE)  SHOWN. I WANT THE INPUT NOT TO BE IN A CECTOR/MATRIX</p>
        </description>
        <input>
          <e type="operand">300</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="3">mat</e>
          <e type="operand" style="unit">°F</e>
          <e type="operator" args="2">*</e>
          <e type="operand">3000</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="3">mat</e>
          <e type="operand" style="unit">ft</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="2" style="unit">ADR</e>
        </input>
        <result action="numeric">
          <e type="operand">#</e>
        </result>
      </math>
    </region>
    <region id="29" left="351" top="1845" width="202" height="26" color="#000000" bgColor="#000000" fontSize="10">
      <math error="69">
        <description active="true" position="Top" lang="eng">
          <p fontName="Arial">LIKE THIS</p>
        </description>
        <input>
          <e type="operand">300</e>
          <e type="operand" style="unit">°F</e>
          <e type="operator" args="2">*</e>
          <e type="operand">3000</e>
          <e type="operand" style="unit">ft</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="2" style="unit">ADR</e>
        </input>
        <result action="numeric">
          <e type="operand">#</e>
        </result>
      </math>
    </region>
    <region id="30" left="0" top="2025" width="892" height="63" color="#000000" bgColor="#000000" fontSize="10">
      <math decimalPlaces="3" exponentialThreshold="8">
        <description active="true" position="Top" lang="eng">
          <p fontName="Arial">TABLE to Do Later, NOT important</p>
        </description>
        <input>
          <e type="operand">#ASL</e>
          <e type="function" args="1">Table</e>
          <e type="operand" style="string">Air Temp(degree F)</e>
          <e type="operand">#ASL</e>
          <e type="function" preserve="true" args="1">vectorize</e>
          <e type="operand" style="unit">ft</e>
          <e type="operator" args="2">/</e>
          <e type="function" preserve="true" args="1">num2str</e>
          <e type="operand" style="string"> ft</e>
          <e type="function" preserve="true" args="2">concat</e>
          <e type="function" preserve="true" args="2">augment</e>
          <e type="operand">Temp.DBaM</e>
          <e type="operand">0</e>
          <e type="operand" style="unit">°F</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="function" preserve="true" args="1">vectorize</e>
          <e type="operand" style="unit">Δ°F</e>
          <e type="operator" args="2">/</e>
          <e type="operand" preserve="false" style="unit">ADR</e>
          <e type="function" preserve="true" args="1">vectorize</e>
          <e type="function" preserve="true" args="2">augment</e>
          <e type="function" preserve="true" args="2">stack</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="31" left="0" top="2115" width="123" height="26" color="#000000" bgColor="#000000" fontSize="10">
      <math error="69" decimalPlaces="3" exponentialThreshold="8" matrixOptions="0,0,2,8">
        <input>
          <e type="operand">ASL</e>
          <e type="function" args="1">Table</e>
        </input>
        <result action="numeric">
          <e type="operand">#</e>
        </result>
      </math>
    </region>
    <region id="32" top="2223" color="#000000" bgColor="#000000">
      <area terminator="true" />
    </region>
  </region>
  <region id="33" left="0" top="2277" width="290" height="405" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">data</e>
        <e type="operand">1.2929</e>
        <e type="operand">1.2469</e>
        <e type="operand">1.2022</e>
        <e type="operand">1.1588</e>
        <e type="operand">1.1523</e>
        <e type="operand">1.1113</e>
        <e type="operand">1.0714</e>
        <e type="operand">1.0327</e>
        <e type="operand">1.0392</e>
        <e type="operand">1.0022</e>
        <e type="operand">0.9663</e>
        <e type="operand">0.9314</e>
        <e type="operand">0.9464</e>
        <e type="operand">0.9127</e>
        <e type="operand">0.88</e>
        <e type="operand">0.8482</e>
        <e type="operand">0.8688</e>
        <e type="operand">0.8378</e>
        <e type="operand">0.8078</e>
        <e type="operand">0.7786</e>
        <e type="operand">0.8029</e>
        <e type="operand">0.7743</e>
        <e type="operand">0.7466</e>
        <e type="operand">0.7196</e>
        <e type="operand">0.7464</e>
        <e type="operand">0.7198</e>
        <e type="operand">0.694</e>
        <e type="operand">0.6689</e>
        <e type="operand">0.6972</e>
        <e type="operand">0.6724</e>
        <e type="operand">0.6483</e>
        <e type="operand">0.6249</e>
        <e type="operand">0.6542</e>
        <e type="operand">0.6309</e>
        <e type="operand">0.6083</e>
        <e type="operand">0.5863</e>
        <e type="operand">0.6161</e>
        <e type="operand">0.5942</e>
        <e type="operand">0.5729</e>
        <e type="operand">0.5522</e>
        <e type="operand">0.5823</e>
        <e type="operand">0.5615</e>
        <e type="operand">0.5414</e>
        <e type="operand">0.5219</e>
        <e type="operand">0.5519</e>
        <e type="operand">0.5323</e>
        <e type="operand">0.5132</e>
        <e type="operand">0.4947</e>
        <e type="operand">0.5246</e>
        <e type="operand">0.5059</e>
        <e type="operand">0.4878</e>
        <e type="operand">0.4702</e>
        <e type="operand">0.4998</e>
        <e type="operand">0.482</e>
        <e type="operand">0.4648</e>
        <e type="operand">0.448</e>
        <e type="operand">0.4773</e>
        <e type="operand">0.4603</e>
        <e type="operand">0.4438</e>
        <e type="operand">0.4278</e>
        <e type="operand">0.4567</e>
        <e type="operand">0.4405</e>
        <e type="operand">0.4247</e>
        <e type="operand">0.4094</e>
        <e type="operand">0.4379</e>
        <e type="operand">0.4223</e>
        <e type="operand">0.4071</e>
        <e type="operand">0.3924</e>
        <e type="operand">0.4205</e>
        <e type="operand">0.4055</e>
        <e type="operand">0.391</e>
        <e type="operand">0.3769</e>
        <e type="operand">0.4044</e>
        <e type="operand">0.39</e>
        <e type="operand">0.376</e>
        <e type="operand">0.3625</e>
        <e type="operand">0.3896</e>
        <e type="operand">0.3757</e>
        <e type="operand">0.3622</e>
        <e type="operand">0.3491</e>
        <e type="operand">0.3757</e>
        <e type="operand">0.3624</e>
        <e type="operand">0.3494</e>
        <e type="operand">0.3368</e>
        <e type="operand">0.3629</e>
        <e type="operand">0.3499</e>
        <e type="operand">0.3374</e>
        <e type="operand">0.3252</e>
        <e type="operand">22</e>
        <e type="operand">4</e>
        <e type="function" preserve="true" args="90">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="34" left="306" top="2277" width="203" height="50" color="#000000" bgColor="#ffff80" fontSize="10">
    <math decimalPlaces="3">
      <description active="true" position="Right" lang="eng">
        <p>search range value"truth" condition</p>
      </description>
      <input>
        <e type="operand">lo</e>
        <e type="operand">0.6309</e>
        <e type="operator" args="2">:</e>
        <e type="operand">hi</e>
        <e type="operand">0.8688</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">x</e>
        <e type="function" args="1">c</e>
        <e type="operand">lo</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">hi</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="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </math>
  </region>
  <region id="35" left="306" top="2331" width="402" height="317" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math decimalPlaces="3">
      <description active="true" position="Top" lang="eng">
        <p>Nested exploder sorted row wise ... [row_col]</p>
      </description>
      <input>
        <e type="operand">M</e>
        <e type="operand">lo</e>
        <e type="operand">hi</e>
        <e type="function" args="3">locate</e>
        <e type="operand">k</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="1">cols</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">M</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">lo</e>
        <e type="operator" args="2">≥</e>
        <e type="bracket">(</e>
        <e type="operand">M</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">hi</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≠</e>
        <e type="operand">u</e>
        <e type="operand">k</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">i</e>
        <e type="operator" args="2">:</e>
        <e type="operand">v</e>
        <e type="operand">k</e>
        <e type="operand">k</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">j</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">k</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand" style="string">strip paired 0's</e>
        <e type="operand">k</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</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">u</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">v</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≠</e>
        <e type="operand">R</e>
        <e type="operand">k</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</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="operand">v</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">line</e>
        <e type="operand" style="string">NOT in search lo/hi</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">line</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">R</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</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>
  </region>
  <region id="36" left="720" top="2529" width="226" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="3">
      <input>
        <e type="operand">index</e>
        <e type="operand">data</e>
        <e type="operand">lo</e>
        <e type="operand">hi</e>
        <e type="function" args="3">locate</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="37" left="720" top="2565" width="122" height="387" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="3">
      <input>
        <e type="operand">index</e>
      </input>
      <result action="numeric">
        <e type="operand">4</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">5</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">5</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">5</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">6</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">6</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">6</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">7</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">7</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">7</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">8</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">8</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">9</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">9</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operand">18</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="20">mat</e>
      </result>
    </math>
  </region>
  <region id="38" left="9" top="2682" width="51" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">j</e>
        <e type="operand">11</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="39" left="306" top="2682" width="139" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">index</e>
        <e type="function" preserve="true" args="1">rows</e>
      </input>
      <result action="numeric">
        <e type="operand">18</e>
      </result>
    </math>
  </region>
  <region id="40" left="9" top="2709" width="137" height="81" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2">
      <input>
        <e type="operand">n</e>
        <e type="operand">index</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="bracket">(</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">k</e>
        <e type="operand">index</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="bracket">(</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="3">el</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="41" left="216" top="2727" width="126" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">index</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
      </input>
      <result action="numeric">
        <e type="operand">7</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
      </result>
    </math>
  </region>
  <region id="42" left="9" top="2790" width="147" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">data</e>
        <e type="operand">n</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="3">el</e>
      </input>
      <result action="numeric">
        <e type="operand">0.7198</e>
      </result>
    </math>
  </region>
</regions>