﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.98.6179.21440"?>
<regions>
  <settings>
    <identity>
      <id>f2c6ab19-7816-437d-8c31-0c26e3af891d</id>
      <revision>50</revision>
    </identity>
    <calculation>
      <precision>15</precision>
      <exponentialThreshold>12</exponentialThreshold>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="true" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="0" orientation="Portrait" width="850" height="1100" />
      <margins left="39" right="39" top="39" bottom="39" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
      <backgrounds />
    </pageModel>
    <dependencies>
      <assembly name="SMath Studio Desktop" version="0.98.6179.21440" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="Math Region" version="0.98.6179.21440" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="Picture Region" version="1.10.6179.21444" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="Custom Functions" version="1.1.6281.4594" guid="18dadffd-79a3-4cf9-aee1-d66deb0ea720" />
      <assembly name="Special Functions" version="1.11.6179.21442" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
      <assembly name="Text Region" version="1.10.6179.21446" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
      <assembly name="Writer Region" version="0.8.6150.16713" guid="5922d677-323f-4327-8c68-be902d8339ad" />
      <assembly name="Plot Region" version="1.9.6179.21450" guid="c451c2b5-798b-4f08-b9ec-b90963d1ddaa" />
    </dependencies>
    <mode debug="true" />
  </settings>
  <region id="0" left="18" top="18" width="531" height="40" color="#000000" bgColor="#80ffff" fontSize="10">
    <text lang="eng">
      <p>Electronic Altimeter ... 20 cm resolution ...  [0..25 km]https://www.aircraftspruce.com/catalog/pdf/altimeter-manual.pdf</p>
    </text>
  </region>
  <region id="1" left="576" top="45" width="28" height="31" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAABQAAAAXCAYAAAALHW+jAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAA9SURBVEhLY/hPZcAABCCCbIwOKHLhqIFgMGogaWCEGoiMwWJgkkxAUwNhYIQYiAxGDSQNoBsGAlQ28P9/ACFKisraGHSGAAAAAElFTkSuQmCC</raw>
    </picture>
  </region>
  <region id="2" left="18" top="72" width="611" height="412" color="#000000" bgColor="#00ffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="3" left="450" top="207" width="223" height="141" color="#000000" bgColor="#ff0000">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="4" left="171" top="495" width="573" height="41" color="#000000" bgColor="#ffffff">
    <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 115%">
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 20pt"><strong>ISA 1976 atmosphere . . . <span style="color: Red">[2 regions . . . hPa, m]</span></strong></span></span></div></span>]]></writer>
  </region>
  <region id="5" left="27" top="504" width="114" height="153" color="#000000" bgColor="#ffe4e1" fontSize="10">
    <math decimalPlaces="9">
      <input>
        <e type="operand">g</e>
        <e type="operand">9.806645</e>
        <e type="operator" args="2">:</e>
        <e type="operand">R</e>
        <e type="operand">287.0528</e>
        <e type="operator" args="2">:</e>
        <e type="operand">po</e>
        <e type="operand">1013.25</e>
        <e type="operator" args="2">:</e>
        <e type="operand">p1</e>
        <e type="operand">226.321</e>
        <e type="operator" args="2">:</e>
        <e type="operand">z1</e>
        <e type="operand">11000</e>
        <e type="operator" args="2">:</e>
        <e type="operand">To</e>
        <e type="operand">288.15</e>
        <e type="operator" args="2">:</e>
        <e type="operand">T1</e>
        <e type="operand">216.65</e>
        <e type="operator" args="2">:</e>
        <e type="operand">λ</e>
        <e type="operand">0.0065</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="10">sys</e>
      </input>
    </math>
  </region>
  <region id="6" left="171" top="549" width="234" height="111" color="#000000" bgColor="#ffe4e1" fontSize="10">
    <math decimalPlaces="9">
      <input>
        <e type="operand">z</e>
        <e type="function" args="1">ISA11</e>
        <e type="operand">po</e>
        <e type="operand">To</e>
        <e type="operand">λ</e>
        <e type="operand">z</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">To</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">g</e>
        <e type="operator" args="1">-</e>
        <e type="operand">R</e>
        <e type="operand">λ</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="operand">z</e>
        <e type="function" args="1">ISA25</e>
        <e type="operand">p1</e>
        <e type="operand">g</e>
        <e type="operand">z</e>
        <e type="operand">z1</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">R</e>
        <e type="operand">T1</e>
        <e type="operator" args="2">*</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="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </math>
  </region>
  <region id="7" left="414" top="549" width="244" height="31" color="#000000" bgColor="#ffe4e1" fontSize="14">
    <text lang="eng">
      <p bold="true">The two ISA segments</p>
    </text>
  </region>
  <region id="8" left="414" top="576" width="309" height="87" color="#000000" bgColor="#ffe4e1" fontSize="10">
    <math decimalPlaces="9">
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">c0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">11000</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand" style="string" />
        <e type="function" preserve="true" args="3">cases</e>
        <e type="operator" args="2">:</e>
        <e type="operand">x</e>
        <e type="function" args="1">c11</e>
        <e type="operand">1</e>
        <e type="operand">11000</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">25000</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand" style="string" />
        <e type="function" preserve="true" args="3">cases</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="9" left="27" top="684" width="298" height="158" color="#000000" bgColor="#ebebeb" fontSize="10">
    <plot type="2d" render="lines" scale_x="0.00936096518984744" scale_y="0.00083397631387789" scale_z="7.80682324336819E-06" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-110" transpose_y="-49" transpose_z="0">
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">ISA11</e>
        <e type="operand">x</e>
        <e type="function" args="1">c0</e>
        <e type="operator" args="2">*</e>
        <e type="operand">x</e>
        <e type="function" args="1">ISA25</e>
        <e type="operand">x</e>
        <e type="function" args="1">c11</e>
        <e type="operator" args="2">*</e>
        <e type="operand">11000</e>
        <e type="operand">600</e>
        <e type="operand">11000</e>
        <e type="operand">200</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="6">mat</e>
        <e type="operand">5000</e>
        <e type="operand">768</e>
        <e type="operand" style="string">Troposphere</e>
        <e type="operand">12</e>
        <e type="operand" style="string">blue</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operand">14000</e>
        <e type="operand">256</e>
        <e type="operand" style="string">Tropopause</e>
        <e type="operand">12</e>
        <e type="operand" style="string">red</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">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="10" left="369" top="684" width="320" height="138" color="#000000" bgColor="#ffe4e1" fontSize="10">
    <math decimalPlaces="9">
      <description active="true" position="Top" lang="eng">
        <p>ISA altitude[hPa] ... maple_solve</p>
      </description>
      <input>
        <e type="operand">hPa</e>
        <e type="function" args="1">alt11</e>
        <e type="operand">To</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">hPa</e>
        <e type="operand">po</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">ln</e>
        <e type="operand">R</e>
        <e type="operator" args="2">*</e>
        <e type="operand">λ</e>
        <e type="operator" args="2">*</e>
        <e type="operand">g</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="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">λ</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="operand">hPa</e>
        <e type="function" args="1">alt25</e>
        <e type="operand">g</e>
        <e type="operand">z1</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operand">hPa</e>
        <e type="operand">p1</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">ln</e>
        <e type="operand">R</e>
        <e type="operator" args="2">*</e>
        <e type="operand">T1</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">g</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</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="11" left="369" top="855" width="245" height="53" color="#000000" bgColor="#ffe4e1" fontSize="10">
    <math decimalPlaces="9">
      <description active="true" position="Right" lang="eng">
        <p>sanity check</p>
      </description>
      <input>
        <e type="operand">15000</e>
        <e type="function" args="1">ISA25</e>
        <e type="function" args="1">alt25</e>
        <e type="operand">5000</e>
        <e type="function" args="1">ISA11</e>
        <e type="function" args="1">alt11</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </input>
      <result action="numeric">
        <e type="operand">15000</e>
        <e type="operand">5000</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </result>
    </math>
  </region>
  <region id="12" left="342" top="918" width="202" height="69" color="#000000" bgColor="#e1ff80" fontSize="10">
    <math decimalPlaces="0">
      <description active="true" position="Right" lang="eng">
        <p>lowest local hPa TyphoonISA referencehighest local hPa Mongolia</p>
      </description>
      <input>
        <e type="operand">870</e>
        <e type="function" args="1">alt11</e>
        <e type="operand">1013.25</e>
        <e type="function" args="1">alt11</e>
        <e type="operand">1085.7</e>
        <e type="function" args="1">alt11</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </input>
      <result action="numeric">
        <e type="operand">1267</e>
        <e type="operand">0</e>
        <e type="operand">586</e>
        <e type="operator" args="1">-</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="13" left="342" top="990" width="422" height="24" color="#000000" bgColor="#e1ff80" fontSize="10">
    <text lang="eng">
      <p>lowest/highest local barometric pressures recorded</p>
    </text>
  </region>
  <region id="14" left="126" top="1035" width="539" height="41" color="#000000" bgColor="#ffffff">
    <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 115%">
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 20pt"><strong>NASA atmosphere . . . <span style="color: Red">[3 regions . . . kPa, m]</span></strong></span></span></div></span>]]></writer>
  </region>
  <region id="15" left="9" top="1080" width="546" height="120" color="#000000" bgColor="#e1ffff" fontSize="10">
    <math decimalPlaces="9">
      <description active="true" position="Top" lang="eng">
        <p>NASA Atmospheric Pressure vs altitude kPa(m)... as published</p>
      </description>
      <input>
        <e type="operand">h</e>
        <e type="function" args="1">NASA</e>
        <e type="operand">101.29</e>
        <e type="operand">288.14</e>
        <e type="operand">0.00649</e>
        <e type="operand">h</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operand">288.08</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">5.256</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1000</e>
        <e type="operator" args="1">-</e>
        <e type="operand">h</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">h</e>
        <e type="operand">11000</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand">22.65</e>
        <e type="operand">1.73</e>
        <e type="operand">0.000157</e>
        <e type="operand">h</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">*</e>
        <e type="operand">11000</e>
        <e type="operand">h</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">h</e>
        <e type="operand">25000</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand">2.488</e>
        <e type="operand">141.89</e>
        <e type="operand">0.00299</e>
        <e type="operand">h</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">216.6</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">11.388</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="5">cases</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="16" left="558" top="1107" width="209" height="89" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">0</e>
        <e type="function" args="1">NASA</e>
        <e type="operand">11000</e>
        <e type="function" args="1">NASA</e>
        <e type="operand">25000</e>
        <e type="function" args="1">NASA</e>
        <e type="operand">60000</e>
        <e type="function" args="1">NASA</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">mat</e>
      </input>
      <result action="numeric">
        <e type="operand">101.4009</e>
        <e type="operand">22.7074</e>
        <e type="operand">2.5223</e>
        <e type="operand">0.0279</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="17" left="558" top="1197" width="212" height="26" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math decimalPlaces="3">
      <description active="false" position="Right" lang="eng">
        <p>OACI</p>
      </description>
      <input>
        <e type="operand">11000</e>
        <e type="function" args="1">ISA11</e>
        <e type="operand">0.1</e>
        <e type="operator" args="2">*</e>
      </input>
      <result action="numeric">
        <e type="operand">22.632</e>
      </result>
    </math>
  </region>
  <region id="18" left="675" top="1224" width="31" height="32" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAABcAAAAYCAYAAAARfGZ1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAABASURBVEhL7c4xCgAwCEPR3P/SKR0sDtm0lkI+uL4IXkziQM/mLL5h43N4wMaPkuG/8Jxx4zLjsjd45aKeF2XkAhzC+Wm6oLWJAAAAAElFTkSuQmCC</raw>
    </picture>
  </region>
  <region id="19" left="702" top="1233" width="45" height="24" color="#000000" bgColor="#ebebeb" fontSize="10">
    <text lang="eng">
      <p>OACI</p>
    </text>
  </region>
  <region id="20" left="9" top="1242" width="675" height="214" color="#000000" bgColor="#e1ffff" fontSize="10">
    <math decimalPlaces="9">
      <description active="true" position="Top" lang="eng">
        <p>NASA Altitude vs Pressure m(kPa)... from Smath/Maple companions.</p>
      </description>
      <input>
        <e type="operand">kPa</e>
        <e type="function" args="1">alt</e>
        <e type="operand">2000</e>
        <e type="operand">14407</e>
        <e type="operand">14404</e>
        <e type="operand">100</e>
        <e type="operand">kPa</e>
        <e type="operator" args="2">*</e>
        <e type="operand">10129</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">ln</e>
        <e type="operand">5.256</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">649</e>
        <e type="operator" args="2">/</e>
        <e type="operand">101.4009</e>
        <e type="operand">kPa</e>
        <e type="operator" args="2">≥</e>
        <e type="bracket">(</e>
        <e type="operand">kPa</e>
        <e type="operand">22.7074</e>
        <e type="operator" args="2">≥</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand">10000</e>
        <e type="operand">173</e>
        <e type="operand">100</e>
        <e type="operand">20</e>
        <e type="operand">kPa</e>
        <e type="operator" args="2">*</e>
        <e type="operand">453</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">ln</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">157</e>
        <e type="operator" args="2">/</e>
        <e type="operand">22.7074</e>
        <e type="operand">kPa</e>
        <e type="operator" args="2">≥</e>
        <e type="bracket">(</e>
        <e type="operand">kPa</e>
        <e type="operand">2.5223</e>
        <e type="operator" args="2">≥</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand">1000</e>
        <e type="operand">14189</e>
        <e type="operator" args="1">-</e>
        <e type="operand">21660</e>
        <e type="operand">125</e>
        <e type="operand">kPa</e>
        <e type="operator" args="2">*</e>
        <e type="operand">311</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">ln</e>
        <e type="operand">11.388</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="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">299</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="5">cases</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="21" left="9" top="1485" width="212" height="30" color="#000000" bgColor="#c993ff" fontSize="12">
    <math decimalPlaces="0">
      <description active="true" position="Right" lang="eng">
        <p>sanity NASA vs ISA @ 11000 m</p>
      </description>
      <input>
        <e type="operand">226.32</e>
        <e type="function" args="1">alt11</e>
      </input>
      <result action="numeric">
        <e type="operand">11000</e>
      </result>
    </math>
  </region>
  <region id="22" left="18" top="1521" width="687" height="251" color="#000000" bgColor="#ff0000">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="23" left="18" top="1782" width="610" height="248" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <text lang="eng">
      <p>LOWEST ever recorded pressure on Earth87kPa /870 mbar / 652.53 mmHg /25.69 inHg	12 October 1979	Typhoon Tip,W. Pacific Ocean	Largest, most intense tropical cyclone on recordPeak width: 2,200 km / 1,380 milesPeak winds: 305 km/h or 190 mph====================================================HIGHEST ever recorded pressure on EarthMost common official citation:108.38kPa /1083.8 mbar / 812.92mmHg / 32.01 inHgAlternative citation that is currently uncertified :108.57 kPa/ 1085.7 mbar/ 814.32 mmHg /32.06 inHg31 December 1968 ... Agata Lake, N. Siberia19 December 2001 ... Tosontsengel, MongoliaClear and extreme cold -46C/-50.8F</p>
    </text>
  </region>
  <region id="24" left="378" top="2061" width="240" height="111" border="true" color="#000000" bgColor="#e1ffff" fontSize="10">
    <math decimalPlaces="9">
      <description active="true" position="Top" lang="eng">
        <p>collect/plot NASA regions</p>
      </description>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">alt</e>
        <e type="operand">x</e>
        <e type="function" args="1">c11</e>
        <e type="operator" args="2">*</e>
        <e type="operand">x</e>
        <e type="function" args="1">alt</e>
        <e type="operand">x</e>
        <e type="function" args="1">c25</e>
        <e type="operator" args="2">*</e>
        <e type="operand">x</e>
        <e type="function" args="1">alt</e>
        <e type="operand">x</e>
        <e type="function" args="1">c60</e>
        <e type="operator" args="2">*</e>
        <e type="operand">22.7</e>
        <e type="operand">11000</e>
        <e type="operand" style="string">+</e>
        <e type="operand">20</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operand">2.52</e>
        <e type="operand">25000</e>
        <e type="operand" style="string">+</e>
        <e type="operand">20</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">sys</e>
      </input>
    </math>
  </region>
  <region id="25" left="18" top="2070" width="351" height="126" border="true" color="#000000" bgColor="#e1ffff" fontSize="10">
    <math decimalPlaces="9">
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">c11</e>
        <e type="operand">1</e>
        <e type="operand">101.4009</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≥</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">22.7074</e>
        <e type="operator" args="2">≥</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand" style="string" />
        <e type="function" preserve="true" args="3">cases</e>
        <e type="operator" args="2">:</e>
        <e type="operand">x</e>
        <e type="function" args="1">c25</e>
        <e type="operand">1</e>
        <e type="operand">22.7074</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≥</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">2.5223</e>
        <e type="operator" args="2">≥</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand" style="string" />
        <e type="function" preserve="true" args="3">cases</e>
        <e type="operator" args="2">:</e>
        <e type="operand">x</e>
        <e type="function" args="1">c60</e>
        <e type="operand">1</e>
        <e type="operand">2.5223</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≥</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">0.0279</e>
        <e type="operator" args="2">≥</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand" style="string" />
        <e type="function" preserve="true" args="3">cases</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </math>
  </region>
  <region id="26" left="18" top="2205" width="453" height="210" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
    <plot type="2d" render="lines" scale_x="0.000202577752463198" scale_y="0.283614013117855" scale_z="0.00305601577023678" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-166" transpose_y="-69" transpose_z="0">
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">alt</e>
        <e type="operand">x</e>
        <e type="function" args="1">c11</e>
        <e type="operator" args="2">*</e>
        <e type="operand">x</e>
        <e type="function" args="1">alt</e>
        <e type="operand">x</e>
        <e type="function" args="1">c25</e>
        <e type="operator" args="2">*</e>
        <e type="operand">x</e>
        <e type="function" args="1">alt</e>
        <e type="operand">x</e>
        <e type="function" args="1">c60</e>
        <e type="operator" args="2">*</e>
        <e type="operand">22.7</e>
        <e type="operand">11000</e>
        <e type="operand" style="string">+</e>
        <e type="operand">20</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operand">2.52</e>
        <e type="operand">25000</e>
        <e type="operand" style="string">+</e>
        <e type="operand">20</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">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="27" left="99" top="2214" width="353" height="32" color="#000000" bgColor="#ebebeb">
    <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 115%">
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>NASA atmosphere . . . <span style="color: Red">[3 regions . . . m(kPa)]</span></strong></span></span></div></span>]]></writer>
  </region>
  <region id="28" left="522" top="2322" width="184" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="1">
      <description active="true" position="Right" lang="eng">
        <p>ISANASA</p>
      </description>
      <input>
        <e type="operand">1013.2</e>
        <e type="function" args="1">alt11</e>
        <e type="operand">101.32</e>
        <e type="function" args="1">alt</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </input>
      <result action="numeric">
        <e type="operand">0.4</e>
        <e type="operand">6.7</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </result>
    </math>
  </region>
  <region id="29" left="522" top="2385" width="178" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="9">
      <input>
        <e type="operand">29.92</e>
        <e type="operand">Hg</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1013.2</e>
        <e type="operand">mbar</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="30" left="18" top="2430" width="644" height="41" color="#000000" bgColor="#ebebeb">
    <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 115%">
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 20pt"><strong>Landing local corrections . . . <span style="color: Red">H(m) sea level . . .  t(&#176;C)</span></strong></span></span></div></span>]]></writer>
  </region>
  <region id="31" left="540" top="2475" width="225" height="225" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="32" left="9" top="2520" width="472" height="107" border="true" color="#000000" bgColor="#e1ffff" fontSize="10">
    <math decimalPlaces="9">
      <input>
        <e type="operand">t</e>
        <e type="operand">30</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
        <e type="bracket">(</e>
        <e type="operand" style="string">local temperature °C</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">L0</e>
        <e type="operand">0.0065</e>
        <e type="operator" args="2">:</e>
        <e type="bracket">(</e>
        <e type="operand" style="string">standard ISA temperature laps rate °C/m </e>
        <e type="operator" args="2">≡</e>
        <e type="operand">H</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="bracket">(</e>
        <e type="operand" style="string">datum landing runway sea level elevation [m]</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">m</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
        <e type="bracket">(</e>
        <e type="operand" style="string">meter unit</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">h</e>
        <e type="operand" style="string">NASA11(kPa)altimeter reading</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">sys</e>
      </input>
    </math>
  </region>
  <region id="33" left="81" top="2637" width="245" height="31" color="#000000" bgColor="#80ffff" fontSize="14">
    <text lang="eng">
      <p bold="true">otherwise formulated</p>
    </text>
  </region>
  <region id="34" left="9" top="2673" width="193" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
    <text lang="eng">
      <p>'h' NASA(kPa) altitude</p>
    </text>
  </region>
  <region id="35" left="270" top="2673" width="232" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
    <text lang="eng">
      <p>'t' local °C from Pt sensor</p>
    </text>
  </region>
  <region id="36" left="198" top="2682" width="28" height="31" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAABQAAAAXCAYAAAALHW+jAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAA9SURBVEhLY/hPZcAABCCCbIwOKHLhqIFgMGogaWCEGoiMwWJgkkxAUwNhYIQYiAxGDSQNoBsGAlQ28P9/ACFKisraGHSGAAAAAElFTkSuQmCC</raw>
    </picture>
  </region>
  <region id="37" left="234" top="2682" width="31" height="32" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAABcAAAAYCAYAAAARfGZ1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAABUSURBVEhL7dNBCgAgCERR739Qr2GMIBjZIrQg8MO0kreL5GJbnIhSU0PfIDvI1HhY42GNh00CQL9sd3FmFsyqwmEuQhWO3uKo8fc4+hdH/nOdJzIA1nD4PfaskGgAAAAASUVORK5CYII=</raw>
    </picture>
  </region>
  <region id="38" left="189" top="2709" width="301" height="45" color="#000000" bgColor="#e1ffff" fontSize="10">
    <math decimalPlaces="9">
      <description active="true" position="Right" lang="eng">
        <p>Local °C flight altitude correctionadd [m] to  altimeter reading [m]</p>
      </description>
      <input>
        <e type="operand">h</e>
        <e type="operand">t</e>
        <e type="function" args="2">C</e>
        <e type="operand">h</e>
        <e type="operand">15</e>
        <e type="operand">t</e>
        <e type="operand">L0</e>
        <e type="operand">H</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">-</e>
        <e type="operand">273</e>
        <e type="operand">t</e>
        <e type="operand">L0</e>
        <e type="operand">H</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">+</e>
        <e type="operand">0.5</e>
        <e type="operand">L0</e>
        <e type="operator" args="2">*</e>
        <e type="operand">h</e>
        <e type="operand">H</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="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="39" left="189" top="2763" width="156" height="26" color="#000000" bgColor="#e1ffff" fontSize="10">
    <math decimalPlaces="0">
      <description active="true" position="Right" lang="eng">
        <p>add to altimeter reading</p>
      </description>
      <input>
        <e type="operand">1500</e>
        <e type="operand">50</e>
        <e type="operator" args="1">-</e>
        <e type="function" args="2">C</e>
      </input>
      <contract>
        <e type="operand">m</e>
      </contract>
      <result action="numeric">
        <e type="operand">447</e>
      </result>
    </math>
  </region>
  <region id="40" left="81" top="2799" width="188" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>p[kPa] from altimeter </p>
    </text>
  </region>
  <region id="41" left="9" top="2826" width="377" height="124" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math decimalPlaces="9">
      <input>
        <e type="operand">p</e>
        <e type="function" args="1">NASA11</e>
        <e type="operand">2000</e>
        <e type="operand">14407</e>
        <e type="operand">14404</e>
        <e type="operand">100</e>
        <e type="operand">p</e>
        <e type="operator" args="2">*</e>
        <e type="operand">10129</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">ln</e>
        <e type="operand">5.256</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">649</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string" />
        <e type="operand">p</e>
        <e type="operand">t</e>
        <e type="function" args="2">Flight</e>
        <e type="operand">p</e>
        <e type="function" args="1">NASA11</e>
        <e type="operand">p</e>
        <e type="function" args="1">NASA11</e>
        <e type="operand">t</e>
        <e type="function" args="2">C</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </math>
  </region>
  <region id="42" left="396" top="2826" width="67" height="29" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAADsAAAAVCAYAAAD4g5b1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAC5SURBVFhH5ZRRCoQwDAUX8f4nlu2iEJDHGND2hcUOzI+amgHx0ybiiN2+W5nrsuJ1h0pZ7B4Z0n2Hij32HPnaWIoM6XmHyvBYilNpzqEyLJairqR5h0p3LMW4pPdnKo9jaRm3tEemcjuWlqiS9slUjlg6+A0qjz5jOrhC2iVT6fpB0UJOaYdMpSs2pMUy6QyHypDYkMJImnWoDI0NKfAszThULLEhhe7G/WqsseFUseFfxM7CRLGt/QDEBged7UtWcwAAAABJRU5ErkJggg==</raw>
    </picture>
  </region>
  <region id="43" left="459" top="2826" width="256" height="31" color="#000000" bgColor="#ffe1e1" fontSize="14">
    <text lang="eng">
      <p bold="true">raw altimeter reading</p>
    </text>
  </region>
  <region id="44" left="72" top="2835" width="31" height="32" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAABcAAAAYCAYAAAARfGZ1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAABUSURBVEhL7dNBCgAgCERR739Qr2GMIBjZIrQg8MO0kreL5GJbnIhSU0PfIDvI1HhY42GNh00CQL9sd3FmFsyqwmEuQhWO3uKo8fc4+hdH/nOdJzIA1nD4PfaskGgAAAAASUVORK5CYII=</raw>
    </picture>
  </region>
  <region id="45" left="396" top="2862" width="208" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="0">
      <description active="true" position="Right" lang="eng">
        <p>ISA altimeter ...corrected for -30 °C</p>
      </description>
      <input>
        <e type="operand">85</e>
        <e type="function" args="1">NASA11</e>
        <e type="operand">85</e>
        <e type="operand">30</e>
        <e type="operator" args="1">-</e>
        <e type="function" args="2">Flight</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </input>
      <result action="numeric">
        <e type="operand">1466</e>
        <e type="operand">1742</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </result>
    </math>
  </region>
  <region id="46" left="396" top="2916" width="67" height="29" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAADsAAAAVCAYAAAD4g5b1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAC5SURBVFhH5ZRRCoQwDAUX8f4nlu2iEJDHGND2hcUOzI+amgHx0ybiiN2+W5nrsuJ1h0pZ7B4Z0n2Hij32HPnaWIoM6XmHyvBYilNpzqEyLJairqR5h0p3LMW4pPdnKo9jaRm3tEemcjuWlqiS9slUjlg6+A0qjz5jOrhC2iVT6fpB0UJOaYdMpSs2pMUy6QyHypDYkMJImnWoDI0NKfAszThULLEhhe7G/WqsseFUseFfxM7CRLGt/QDEBged7UtWcwAAAABJRU5ErkJggg==</raw>
    </picture>
  </region>
  <region id="47" left="459" top="2916" width="279" height="31" color="#000000" bgColor="#ffe1e1" fontSize="14">
    <text lang="eng">
      <p bold="true">... flight altitude [m]</p>
    </text>
  </region>
  <region id="48" left="153" top="2943" width="55" height="50" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAAC8AAAAqCAYAAAAj6gIfAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAABqSURBVGhD7c9LCoBADATR3P+gucaIoOIHl6EmQxX0/nWMxq2Jj5j/l3iq9fA7XHxx4qk+whMuvjjxVA/hHS6+OPFUl/ANF1+ceKpfofjixFOJpxJPJZ5KPJV4qnXx0++wtkw8VWTm6LkcG3t4UnPcU27pAAAAAElFTkSuQmCC</raw>
    </picture>
  </region>
  <region id="49" left="306" top="2952" width="31" height="32" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAABcAAAAYCAYAAAARfGZ1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAABASURBVEhL7c4xCgAwCEPR3P/SKR0sDtm0lkI+uL4IXkziQM/mLL5h43N4wMaPkuG/8Jxx4zLjsjd45aKeF2XkAhzC+Wm6oLWJAAAAAElFTkSuQmCC</raw>
    </picture>
  </region>
  <region id="50" left="342" top="2952" width="353" height="40" color="#000000" bgColor="#ebebeb" fontSize="10">
    <text lang="eng">
      <p>'t' [°C]from the airport "OR" as measured at aircraft approaching landing runway. </p>
    </text>
  </region>
  <region id="51" left="9" top="2988" width="283" height="24" color="#000000" bgColor="#ebebeb" fontSize="10">
    <text lang="eng">
      <p>Altimeter reading from sensed kPa</p>
    </text>
  </region>
  <region id="52" left="9" top="3024" width="279" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="0">
      <description active="true" position="Right" lang="eng">
        <p>you are flying ~ 300 m below altimeter @ 85 kPa</p>
      </description>
      <input>
        <e type="operand">85</e>
        <e type="function" args="1">NASA11</e>
        <e type="operand">85</e>
        <e type="operand">30</e>
        <e type="operator" args="1">-</e>
        <e type="function" args="2">Flight</e>
        <e type="operator" args="2">-</e>
      </input>
      <result action="numeric">
        <e type="operand">277</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="53" left="153" top="3078" width="455" height="117" color="#000000" bgColor="#ebebeb">
    <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 115%">
<div style="text-align: center"><span style="font-family: 'Times New Roman'"><span style="font-size: 20pt"><strong><span style="color: Red">. . . in short . . . </span></strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>1.  altimeter reads ISA flying altitude from NASA11(kPa)</strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>2.  Flight(kPa , t) adds/subtracts corrected altitude [m]</strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>3.  NASA11(kPa)=m  approximates ISA  as &quot;kPa sensed&quot;.</strong></span></span></div></span>]]></writer>
  </region>
  <region id="54" left="243" top="3204" width="264" height="19" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="55" left="9" top="3240" width="523" height="76" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math optimize="2" fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">data</e>
        <e type="operand">char</e>
        <e type="operand">size</e>
        <e type="operand">clr</e>
        <e type="function" args="4">plot</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operand">data</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">r3</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">char</e>
        <e type="operator" args="2">:</e>
        <e type="operand">r4</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">size</e>
        <e type="operator" args="2">:</e>
        <e type="operand">r5</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">clr</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">data</e>
        <e type="operand">r3</e>
        <e type="operand">r4</e>
        <e type="operand">r5</e>
        <e type="function" preserve="true" args="4">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="56" left="531" top="3240" width="240" height="69" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math optimize="2" fractionType="auto" decimalPlaces="6">
      <input>
        <e type="operand">L</e>
        <e type="operand">Δ</e>
        <e type="operand">N</e>
        <e type="function" args="3">xd</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">N</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">X</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">L</e>
        <e type="operand">i</e>
        <e type="operand">Δ</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">X</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="57" left="9" top="3330" width="432" height="54" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math fractionType="auto" decimalPlaces="6">
      <input>
        <e type="operand">Grad</e>
        <e type="operand">0</e>
        <e type="operand">11</e>
        <e type="operand">20</e>
        <e type="operand">32</e>
        <e type="operand">47</e>
        <e type="operand">52</e>
        <e type="operand">61</e>
        <e type="operand">86</e>
        <e type="operand">15</e>
        <e type="operand">56.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">56.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">44.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">20.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">86.3</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="18">mat</e>
        <e type="function" preserve="true" args="1">transpose</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="58" left="9" top="3384" width="277" height="72" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math decimalPlaces="9">
      <input>
        <e type="operand">X</e>
        <e type="operand">Grad</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">Grad</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">col</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">h</e>
        <e type="operand">0</e>
        <e type="operand">0.5</e>
        <e type="operand">172</e>
        <e type="function" args="3">xd</e>
        <e type="operator" args="2">:</e>
        <e type="operand">x</e>
        <e type="function" args="1">f</e>
        <e type="operand">X</e>
        <e type="operand">Y</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="3">linterp</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </math>
  </region>
  <region id="59" left="288" top="3384" width="219" height="77" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math optimize="2" fractionType="auto" decimalPlaces="6">
      <input>
        <e type="operand">Data</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">h</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">°C</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="1">f</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">h</e>
        <e type="operand">°C</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="60" left="288" top="3456" width="331" height="158" color="#000000" bgColor="#ebebeb" fontSize="10">
    <plot type="2d" render="lines" scale_x="0.0403135697234667" scale_y="0.251644717004571" scale_z="0.0101446968445058" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-133" transpose_y="24" transpose_z="0">
      <description active="true" position="Top" lang="eng">
        <p>Geopotential °C @ km [altitude]</p>
      </description>
      <input>
        <e type="operand">Data</e>
        <e type="operand">Grad</e>
        <e type="operand" style="string">.</e>
        <e type="operand">14</e>
        <e type="operand" style="string">red</e>
        <e type="function" args="4">plot</e>
        <e type="operand">11</e>
        <e type="operand">56.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand" style="string">+</e>
        <e type="operand">40</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">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="61" left="9" top="3465" width="51" height="24" color="#000000" bgColor="#e1ff80" fontSize="10">
    <math decimalPlaces="9">
      <input>
        <e type="operand">km</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="62" left="9" top="3492" width="244" height="28" color="#000000" bgColor="#e1ff80" fontSize="10">
    <math decimalPlaces="1">
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">f</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">x</e>
        <e type="operand">0</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="4">solve</e>
      </input>
      <contract>
        <e type="operand">km</e>
      </contract>
      <result action="numeric">
        <e type="operand">2.3</e>
      </result>
    </math>
  </region>
  <region id="63" left="18" top="3735" width="617" height="193" border="true" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math optimize="2" decimalPlaces="4">
      <input>
        <e type="operand">data</e>
        <e type="operand">sub</e>
        <e type="function" args="2">subspace</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">data</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="operand">1</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">Vsub</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">sub</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">vx</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">data</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">i</e>
        <e type="operand">sub</e>
        <e type="operator" args="2">/</e>
        <e type="operand">data</e>
        <e type="operand">1</e>
        <e type="operand">j</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">data</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</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" preserve="true" args="3">for</e>
        <e type="operand">vx</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="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">v</e>
        <e type="operand">Vsub</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">j</e>
        <e type="operand">2</e>
        <e type="operand">Vsub</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">v</e>
        <e type="operand">v</e>
        <e type="operand">Vsub</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" preserve="true" args="2">stack</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">v</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="64" left="18" top="3951" width="428" height="69" border="true" color="#000000" bgColor="#e1ffff" fontSize="10">
    <math decimalPlaces="4">
      <description active="true" position="Right" lang="eng">
        <p>user original polygon</p>
      </description>
      <input>
        <e type="operand">Xo</e>
        <e type="operand">0</e>
        <e type="operand">11</e>
        <e type="operand">20</e>
        <e type="operand">32</e>
        <e type="operand">47</e>
        <e type="operand">52</e>
        <e type="operand">61</e>
        <e type="operand">86</e>
        <e type="operand">1</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="10">mat</e>
        <e type="function" preserve="true" args="1">transpose</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Yo</e>
        <e type="operand">15</e>
        <e type="operand">56.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">56.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">44.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">20.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">86.3</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="10">mat</e>
        <e type="function" preserve="true" args="1">transpose</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="65" left="18" top="4032" width="69" height="28" color="#000000" bgColor="#80ffff" fontSize="12">
    <math decimalPlaces="4">
      <input>
        <e type="operand">sub</e>
        <e type="operand">4</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="66" left="99" top="4032" width="43" height="32" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAACMAAAAYCAYAAABwZEQ3AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADFSURBVEhLzdNbCoMwEIXhUFxJcWXFZUlXJq5EmlLKCYrnkGTSdHz4X4wzfHgJw2uL3boN/LqoC2Z6TF+IF2ZZlyPCAyMRiMyozJgsApFZVTWmGIHIDlUxphqByC5VFmNGILJTJTHNCEMnjAcCJYwnAoUrIFCYn3Mc7yM9/HfpNV0BdfqAPVHy1/ZASQxqRpGdqiwGmVFkl6oYg6pRZIeqGoOKUWRWZcagLIrMqJoxSKLIvaqfYfYdUORc1QXzKT0pcsbb4hvMKQVKjmB8dgAAAABJRU5ErkJggg==</raw>
    </picture>
  </region>
  <region id="67" left="162" top="4032" width="199" height="31" color="#000000" bgColor="#80ffff" fontSize="14">
    <text lang="eng">
      <p bold="true">select subspaces</p>
    </text>
  </region>
  <region id="68" left="18" top="4104" width="419" height="62" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">New</e>
        <e type="operand">Xo</e>
        <e type="operand">sub</e>
        <e type="function" args="2">subspace</e>
        <e type="operand">Yo</e>
        <e type="operand">sub</e>
        <e type="function" args="2">subspace</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operator" args="2">:</e>
        <e type="operand">New</e>
        <e type="operand">Xo</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Yo</e>
        <e type="operand">1</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="operand">New</e>
        <e type="function" preserve="true" args="2">stack</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="69" left="450" top="4113" width="77" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
    <math decimalPlaces="4">
      <description active="true" position="Top" lang="eng">
        <p>isolate</p>
      </description>
      <input>
        <e type="operand">New</e>
        <e type="operand">New</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="70" left="585" top="4140" width="179" height="495" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="9" matrixOptions="0,0,2,27">
      <input>
        <e type="operand">New</e>
      </input>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">15</e>
        <e type="operand">2.75</e>
        <e type="operand">2.875</e>
        <e type="operator" args="1">-</e>
        <e type="operand">5.5</e>
        <e type="operand">20.75</e>
        <e type="operator" args="1">-</e>
        <e type="operand">8.25</e>
        <e type="operand">38.625</e>
        <e type="operator" args="1">-</e>
        <e type="operand">11</e>
        <e type="operand">56.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">13.25</e>
        <e type="operand">56.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">15.5</e>
        <e type="operand">56.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">17.75</e>
        <e type="operand">56.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">20</e>
        <e type="operand">56.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">23</e>
        <e type="operand">53.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">26</e>
        <e type="operand">50.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">29</e>
        <e type="operand">47.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">32</e>
        <e type="operand">44.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">35.75</e>
        <e type="operand">34</e>
        <e type="operator" args="1">-</e>
        <e type="operand">39.5</e>
        <e type="operand">23.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">43.25</e>
        <e type="operand">13</e>
        <e type="operator" args="1">-</e>
        <e type="operand">47</e>
        <e type="operand">2.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">48.25</e>
        <e type="operand">2.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">49.5</e>
        <e type="operand">2.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">50.75</e>
        <e type="operand">2.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">52</e>
        <e type="operand">2.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">54.25</e>
        <e type="operand">7</e>
        <e type="operator" args="1">-</e>
        <e type="operand">56.5</e>
        <e type="operand">11.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">58.75</e>
        <e type="operand">16</e>
        <e type="operator" args="1">-</e>
        <e type="operand">61</e>
        <e type="operand">20.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">67.25</e>
        <e type="operand">36.95</e>
        <e type="operator" args="1">-</e>
        <e type="operand">73.5</e>
        <e type="operand">53.4</e>
        <e type="operator" args="1">-</e>
        <e type="operand">27</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="56">mat</e>
      </result>
    </math>
  </region>
  <region id="71" left="18" top="4167" width="261" height="72" color="#000000" bgColor="#e1ffff" fontSize="10">
    <math decimalPlaces="9">
      <input>
        <e type="operand">X</e>
        <e type="operand">New</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">New</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">col</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">XY</e>
        <e type="operand">X</e>
        <e type="operand">Y</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operator" args="2">:</e>
        <e type="operand">XoYo</e>
        <e type="operand">Xo</e>
        <e type="operand">Yo</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </math>
  </region>
  <region id="72" left="18" top="4248" width="273" height="49" color="#000000" bgColor="#e1ffff" fontSize="10">
    <math decimalPlaces="9">
      <description active="true" position="Right" lang="eng">
        <p>data set °Csubspaced .</p>
      </description>
      <input>
        <e type="operand">XoYo</e>
        <e type="operand">XoYo</e>
        <e type="operand" style="string">o</e>
        <e type="operand">7</e>
        <e type="operand" style="string">red</e>
        <e type="function" args="4">plot</e>
        <e type="operator" args="2">:</e>
        <e type="operand">XY</e>
        <e type="operand">XY</e>
        <e type="operand" style="string">.</e>
        <e type="operand">10</e>
        <e type="operand" style="string">black</e>
        <e type="function" args="4">plot</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="73" left="18" top="4311" width="518" height="203" color="#000000" bgColor="#ebebeb" fontSize="10">
    <plot type="2d" render="lines" scale_x="0.103517387334858" scale_y="0.331589727149754" scale_z="0.0312048202014734" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-214" transpose_y="52" transpose_z="0">
      <description active="true" position="Top" lang="eng">
        <p>Geopotential °C @ km [altitude]... To be realist in the vincinity ofthe discontinuities, very easy to pass through the data set a Hermitepolyline, fillet at will around the discontinuities.</p>
      </description>
      <input>
        <e type="operand">XoYo</e>
        <e type="operand">XY</e>
        <e type="operand">11</e>
        <e type="operand">56.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand" style="string">+</e>
        <e type="operand">250</e>
        <e type="operand" style="string">blue</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operand">12</e>
        <e type="operand">57</e>
        <e type="operator" args="1">-</e>
        <e type="operand" style="string">-56.5 °C</e>
        <e type="operand">12</e>
        <e type="operand" style="string">blue</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operand">12</e>
        <e type="operand">0</e>
        <e type="operand" style="string">11 km</e>
        <e type="operand">12</e>
        <e type="operand" style="string">blue</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">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="74" left="18" top="4707" width="372" height="279" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math fractionType="auto" decimalPlaces="6">
      <description active="true" position="Top" lang="eng">
        <p>Linear interpolation/extrapolation </p>
      </description>
      <input>
        <e type="operand">data</e>
        <e type="operand">x</e>
        <e type="function" args="2">Linterp</e>
        <e type="operand">vx</e>
        <e type="operand">data</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
        <e type="operand">vy</e>
        <e type="operand">data</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
        <e type="operand">x</e>
        <e type="operand">vx</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">≤</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
        <e type="operand">x</e>
        <e type="operand">vx</e>
        <e type="operand">vx</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">≥</e>
        <e type="operand">k</e>
        <e type="operand">vx</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="operand">1</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
        <e type="operand">x</e>
        <e type="operand">vx</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">≥</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">while</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">if</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="operand">vy</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">vy</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">vy</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">vx</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">vx</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="operand">x</e>
        <e type="operand">vx</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</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">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="75" left="405" top="4707" width="51" height="24" color="#000000" bgColor="#80ff00" fontSize="10">
    <math decimalPlaces="9">
      <input>
        <e type="operand">°C</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="76" left="405" top="4734" width="231" height="26" color="#000000" bgColor="#80ff00" fontSize="10">
    <math decimalPlaces="1">
      <description active="true" position="Right" lang="eng">
        <p>Global 7000</p>
      </description>
      <input>
        <e type="operand">New</e>
        <e type="operand">18.3</e>
        <e type="function" args="2">Linterp</e>
      </input>
      <contract>
        <e type="operand">°C</e>
      </contract>
      <result action="numeric">
        <e type="operand">56.5</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="77" left="405" top="4788" width="325" height="31" color="#000000" bgColor="#80ffff" fontSize="14">
    <text lang="eng">
      <p bold="true">Earth gravity @ km altitude</p>
    </text>
  </region>
  <region id="78" left="405" top="4824" width="181" height="52" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="9">
      <input>
        <e type="operand">km</e>
        <e type="function" args="1">g</e>
        <e type="operand">9.8</e>
        <e type="operand">6400</e>
        <e type="operand">6400</e>
        <e type="operand">km</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</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 id="79" left="405" top="4878" width="254" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="9">
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">c</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">100000</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand" style="string" />
        <e type="function" preserve="true" args="3">cases</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="80" left="405" top="4932" width="240" height="158" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
    <plot type="2d" render="lines" scale_x="1.16154030445956" scale_y="0.000378701995568692" scale_z="0.000439877631232301" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-72" transpose_y="-49" transpose_z="0">
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">g</e>
        <e type="operand">x</e>
        <e type="function" args="1">c</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0</e>
        <e type="operand">9.8</e>
        <e type="operand" style="string">+</e>
        <e type="operand">20</e>
        <e type="operand" style="string">red</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </plot>
  </region>
  <region id="81" left="270" top="5022" width="126" height="69" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="2">
      <input>
        <e type="operand">11</e>
        <e type="function" args="1">g</e>
        <e type="operand">18</e>
        <e type="function" args="1">g</e>
        <e type="operand">60</e>
        <e type="function" args="1">g</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </input>
      <result action="numeric">
        <e type="operand">9.77</e>
        <e type="operand">9.75</e>
        <e type="operand">9.62</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
</regions>