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    <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>Jet-Liner Segment . . .</strong></span></span></div>
<div style="text-align: center"><span style="font-family: 'Times New Roman'"><span style="font-size: 16pt"><strong><span style="color: Red">corrected flight altitude</span></strong></span></span></div></span>]]></writer>
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      <p>In the air, as you fly along and encounter nonstandard temperatures, indicated altitude can differ from true altitude. ... When the temperature is colder than standard, you are at an altitude lower than your altimeter indicates. @ temperature warmer than standard, you are higher than your altimeter indicates.......................In such conditions, an approximate correction is 4 per cent height increase for every 10°C  below standard temperature as measured at the altimeter setting source. This is safe for all altimeter setting source altitudes for temperatures above –15°C. 4.3.2 Tabulated corrections</p>
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      <p>http://code7700.com/altimeter_temperature_correction.htm#correctionhttps://en.wikipedia.org/wiki/Altimeter</p>
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<div style="text-align: center"><span style="font-family: 'Times New Roman'"><span style="font-size: 20pt"><strong><span style="color: Red">Conservative pilot chart . . . </span></strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>OBSERVE: NASA11(kPa) is conservative by ~ 6 m</strong></span></span></div></span>]]></writer>
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      <p bold="true">..... -10,210 is in error .....</p>
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</raw>
    </picture>
  </region>
  <region id="7" left="9" top="693" width="472" height="107" border="true" color="#000000" bgColor="#e1ffff" fontSize="10">
    <math>
      <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">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="8" left="81" top="810" width="245" height="31" color="#000000" bgColor="#80ffff" fontSize="14">
    <text lang="eng">
      <p bold="true">otherwise formulated</p>
    </text>
  </region>
  <region id="9" left="9" top="846" width="193" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
    <text lang="eng">
      <p>'h' NASA(kPa) altitude</p>
    </text>
  </region>
  <region id="10" left="270" top="846" 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="11" left="198" top="855" width="28" height="31" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAABQAAAAXCAYAAAALHW+jAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAA9SURBVEhLY/hPZcAABCCCbIwOKHLhqIFgMGogaWCEGoiMwWJgkkxAUwNhYIQYiAxGDSQNoBsGAlQ28P9/ACFKisraGHSGAAAAAElFTkSuQmCC</raw>
    </picture>
  </region>
  <region id="12" left="234" top="855" width="31" height="32" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAABcAAAAYCAYAAAARfGZ1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAABUSURBVEhL7dNBCgAgCERR739Qr2GMIBjZIrQg8MO0kreL5GJbnIhSU0PfIDvI1HhY42GNh00CQL9sd3FmFsyqwmEuQhWO3uKo8fc4+hdH/nOdJzIA1nD4PfaskGgAAAAASUVORK5CYII=</raw>
    </picture>
  </region>
  <region id="13" left="189" top="882" width="301" height="45" color="#000000" bgColor="#e1ffff" fontSize="10">
    <math>
      <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="14" left="189" top="936" width="139" 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">300</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">88</e>
      </result>
    </math>
  </region>
  <region id="15" left="108" top="1035" width="188" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>p[kPa] from altimeter </p>
    </text>
  </region>
  <region id="16" left="36" top="1062" width="377" height="124" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <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>
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    </math>
  </region>
  <region id="17" left="423" top="1062" width="67" height="29" color="#000000" bgColor="#ffffff">
    <picture>
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    </picture>
  </region>
  <region id="18" left="486" top="1062" width="256" height="31" color="#000000" bgColor="#ffe1e1" fontSize="14">
    <text lang="eng">
      <p bold="true">raw altimeter reading</p>
    </text>
  </region>
  <region id="19" left="99" top="1071" width="31" height="32" color="#000000" bgColor="#ffffff">
    <picture>
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    <picture>
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  <region id="21" left="486" top="1152" width="279" height="31" color="#000000" bgColor="#ffe1e1" fontSize="14">
    <text lang="eng">
      <p bold="true">... flight altitude [m]</p>
    </text>
  </region>
  <region id="22" left="333" top="1188" width="31" height="32" color="#000000" bgColor="#ffffff">
    <picture>
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    </picture>
  </region>
  <region id="23" left="369" top="1188" 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="24" left="180" top="1197" width="55" height="50" color="#000000" bgColor="#ffffff">
    <picture>
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    </picture>
  </region>
  <region id="25" left="243" top="1233" width="283" height="24" color="#000000" bgColor="#ebebeb" fontSize="10">
    <text lang="eng">
      <p>Altimeter reading from sensed kPa</p>
    </text>
  </region>
  <region id="26" left="567" top="1233" width="188" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="0">
      <input>
        <e type="operand">85</e>
        <e type="operand">30</e>
        <e type="operator" args="1">-</e>
        <e type="function" args="2">Flight</e>
      </input>
      <result action="numeric">
        <e type="operand">1742</e>
      </result>
    </math>
  </region>
  <region id="27" left="180" top="1269" 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) 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="28" left="90" top="1404" width="569" height="150" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">M</e>
        <e type="operand">x</e>
        <e type="operand">y</e>
        <e type="function" args="3">Spline</e>
        <e type="operand">A</e>
        <e type="operand">M</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="1">cols</e>
        <e type="function" preserve="true" args="5">submatrix</e>
        <e type="operator" args="2">:</e>
        <e type="operand">B</e>
        <e type="operand">M</e>
        <e type="operand">2</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">submatrix</e>
        <e type="operator" args="2">:</e>
        <e type="operand">C</e>
        <e type="operand">M</e>
        <e type="operand">2</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="operand">2</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="1">cols</e>
        <e type="function" preserve="true" args="5">submatrix</e>
        <e type="operator" args="2">:</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="1">length</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="3">range</e>
        <e type="operand">CC</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">B</e>
        <e type="operand">C</e>
        <e type="operand">1</e>
        <e type="operand">C</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="operand">j</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="5">submatrix</e>
        <e type="operand">y</e>
        <e type="function" preserve="true" args="3">linterp</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="1">transpose</e>
        <e type="operand">CC</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="3">linterp</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">line</e>
        <e type="operator" args="2">:</e>
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    </math>
  </region>
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  <region id="30" left="405" top="1575" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>'x' direction</p>
    </text>
  </region>
  <region id="31" left="9" top="1611" width="678" height="135" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">TableIII</e>
        <e type="operand" style="string">°C/Altimeter</e>
        <e type="operand">60</e>
        <e type="operand">90</e>
        <e type="operand">120</e>
        <e type="operand">150</e>
        <e type="operand">180</e>
        <e type="operand">210</e>
        <e type="operand">240</e>
        <e type="operand">270</e>
        <e type="operand">300</e>
        <e type="operand">450</e>
        <e type="operand">600</e>
        <e type="operand">900</e>
        <e type="operand">1200</e>
        <e type="operand">1500</e>
        <e type="operand">0</e>
        <e type="operand">5</e>
        <e type="operand">5</e>
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        <e type="operand">10</e>
        <e type="operand">10</e>
        <e type="operand">15</e>
        <e type="operand">15</e>
        <e type="operand">15</e>
        <e type="operand">20</e>
        <e type="operand">25</e>
        <e type="operand">35</e>
        <e type="operand">50</e>
        <e type="operand">70</e>
        <e type="operand">85</e>
        <e type="operand">10</e>
        <e type="operator" args="1">-</e>
        <e type="operand">10</e>
        <e type="operand">10</e>
        <e type="operand">15</e>
        <e type="operand">15</e>
        <e type="operand">20</e>
        <e type="operand">25</e>
        <e type="operand">25</e>
        <e type="operand">30</e>
        <e type="operand">30</e>
        <e type="operand">45</e>
        <e type="operand">60</e>
        <e type="operand">90</e>
        <e type="operand">120</e>
        <e type="operand">150</e>
        <e type="operand">20</e>
        <e type="operator" args="1">-</e>
        <e type="operand">10</e>
        <e type="operand">15</e>
        <e type="operand">20</e>
        <e type="operand">25</e>
        <e type="operand">25</e>
        <e type="operand">30</e>
        <e type="operand">35</e>
        <e type="operand">40</e>
        <e type="operand">45</e>
        <e type="operand">65</e>
        <e type="operand">85</e>
        <e type="operand">130</e>
        <e type="operand">170</e>
        <e type="operand">215</e>
        <e type="operand">30</e>
        <e type="operator" args="1">-</e>
        <e type="operand">15</e>
        <e type="operand">20</e>
        <e type="operand">25</e>
        <e type="operand">30</e>
        <e type="operand">35</e>
        <e type="operand">40</e>
        <e type="operand">45</e>
        <e type="operand">55</e>
        <e type="operand">60</e>
        <e type="operand">85</e>
        <e type="operand">115</e>
        <e type="operand">170</e>
        <e type="operand">230</e>
        <e type="operand">285</e>
        <e type="operand">40</e>
        <e type="operator" args="1">-</e>
        <e type="operand">15</e>
        <e type="operand">25</e>
        <e type="operand">30</e>
        <e type="operand">40</e>
        <e type="operand">45</e>
        <e type="operand">50</e>
        <e type="operand">60</e>
        <e type="operand">65</e>
        <e type="operand">75</e>
        <e type="operand">110</e>
        <e type="operand">145</e>
        <e type="operand">220</e>
        <e type="operand">290</e>
        <e type="operand">365</e>
        <e type="operand">50</e>
        <e type="operator" args="1">-</e>
        <e type="operand">20</e>
        <e type="operand">30</e>
        <e type="operand">40</e>
        <e type="operand">5</e>
        <e type="operand">55</e>
        <e type="operand">65</e>
        <e type="operand">75</e>
        <e type="operand">80</e>
        <e type="operand">90</e>
        <e type="operand">135</e>
        <e type="operand">180</e>
        <e type="operand">270</e>
        <e type="operand">360</e>
        <e type="operand">450</e>
        <e type="operand">7</e>
        <e type="operand">15</e>
        <e type="function" preserve="true" args="107">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
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  <region id="32" left="702" top="1638" width="37" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>'y'</p>
    </text>
  </region>
  <region id="33" left="711" top="1665" width="29" height="73" color="#000000" bgColor="#ffffff">
    <picture>
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    <math decimalPlaces="0">
      <input>
        <e type="operand">TableIII</e>
        <e type="operand">500</e>
        <e type="operand">35</e>
        <e type="operator" args="1">-</e>
        <e type="function" args="3">Spline</e>
        <e type="operand">TableIII</e>
        <e type="operand">600</e>
        <e type="operand">30</e>
        <e type="operator" args="1">-</e>
        <e type="function" args="3">Spline</e>
        <e type="operand">TableIII</e>
        <e type="operand">1000</e>
        <e type="operand">15</e>
        <e type="operator" args="1">-</e>
        <e type="function" args="3">Spline</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">108</e>
        <e type="operand">115</e>
        <e type="operand">122</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
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    <math>
      <input>
        <e type="operand">Landing</e>
        <e type="operand">u</e>
        <e type="operand">1500</e>
        <e type="operand">10</e>
        <e type="operand">1490</e>
        <e type="function" preserve="true" args="3">range</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">C</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">TableIII</e>
        <e type="operand">u</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">40</e>
        <e type="operator" args="1">-</e>
        <e type="function" args="3">Spline</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">u</e>
        <e type="operand">C</e>
        <e type="operand">0</e>
        <e type="function" preserve="true" args="2">round</e>
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        <e type="function" preserve="true" args="2">augment</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
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        <e type="operand">Landing</e>
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</raw>
    </picture>
  </region>
  <region id="52" left="117" top="2529" width="568" height="41" color="#000000" bgColor="#80ffff" fontSize="20">
    <text lang="eng">
      <p bold="true">.....  More bed time reading .....</p>
    </text>
  </region>
  <region id="53" left="9" top="2592" width="231" height="133" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="6">
      <input>
        <e type="operand">Lo</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
        <e type="bracket">(</e>
        <e type="operand" style="string">fillet the foot</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">alt</e>
        <e type="operand">11000</e>
        <e type="operator" args="2">:</e>
        <e type="operand">λ</e>
        <e type="operand">0.1</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">alt</e>
        <e type="operand">n</e>
        <e type="operand">x</e>
        <e type="function" args="3">G</e>
        <e type="operand">alt</e>
        <e type="operand">Lo</e>
        <e type="operand">λ</e>
        <e type="operand">x</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</e>
        <e type="operand">n</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">x</e>
        <e type="function" args="1">profile</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≤</e>
        <e type="operand" style="string" />
        <e type="function" preserve="true" args="3">cases</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>
      </input>
    </math>
  </region>
  <region id="54" left="387" top="2592" width="371" height="338" border="true" color="#000000" bgColor="#ffffe1">
    <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: 16pt"><strong><span style="color: Teal">Some maths behind landing profile</span></strong></span></span></div>
<div style="text-align: center"><span style="font-family: 'Times New Roman'"><span style="font-size: 16pt"><strong><span style="color: Teal">. . . suggestive didactic . . .</span></strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>1.</strong> Copy/paste this section in new WS.</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>2.</strong> Experiment <strong><span style="color: Blue">fillet the foot Lo.</span></strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong><span style="color: Red">3. Observe </span>new alt and new black cross</strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt">    relative position in between</span></span> .</div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>4. </strong>This little piece of maths is suggestive of  the</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt">descending gradient the auto-pilot has to track.</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt">From only few reference points wrt aircraft and</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt">other landing conditions, infinitely many landing</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt">profiles may be constructed from convex splines. </span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>5. </strong> The rule of thumb for the descending distance</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt">      is ~ 3 times the flying altitude.</span></span></div></span>]]></writer>
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      <p>https://www.faa.gov/regulations_policies/handbooks_manuals/aviation/phak/media/10_phak_ch8.pdf</p>
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