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        <p>      plotG(data,char,size,clr)     </p>
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        <p>range of P(t) -10 ... 100 </p>
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        <p>Air  water vapor content g/kg @ °Cdew temperature</p>
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      <p bold="true">Denver Colorado April 8, 2018Pb [Airport], [Td, Tw from friends]</p>
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</raw>
    </picture>
  </region>
  <region id="11" left="18" top="594" width="97" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>dry bulb [°C]wet bulb [°C]actual pressure [bar]</p>
      </description>
      <input>
        <e type="operand">Td</e>
        <e type="operand">20</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Tw</e>
        <e type="operand">12</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Pb</e>
        <e type="operand">0.823</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="12" left="18" top="666" width="394" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2">
      <description active="true" position="Top" lang="eng">
        <p>3 parameters saturation pressure @ dry/wet bulb °C</p>
      </description>
      <input>
        <e type="operand">Tw</e>
        <e type="function" args="1">Pm</e>
        <e type="operand">Tw</e>
        <e type="function" args="1">P</e>
        <e type="operand">0.0006606</e>
        <e type="operand">Pb</e>
        <e type="operator" args="2">*</e>
        <e type="operand">Td</e>
        <e type="operand">Tw</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operand">0.00115</e>
        <e type="operand">Tw</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="13" left="477" top="711" width="258" height="198" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" 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</raw>
    </picture>
  </region>
  <region id="14" left="18" top="720" width="147" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Tw</e>
        <e type="function" args="1">Pm</e>
      </input>
      <contract>
        <e type="operand">bar</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.0096</e>
      </result>
    </math>
  </region>
  <region id="15" left="18" top="756" width="456" height="28" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="2">
      <description active="true" position="Top" lang="eng">
        <p>solve for dew point @ saturation pressure Pm(Tw)</p>
      </description>
      <input>
        <e type="operand">°Cdew</e>
        <e type="operand">°Cdew</e>
        <e type="function" args="1">P</e>
        <e type="operand">Tw</e>
        <e type="function" args="1">Pm</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">°Cdew</e>
        <e type="operand">10</e>
        <e type="operator" args="1">-</e>
        <e type="operand">Td</e>
        <e type="function" preserve="true" args="4">solve</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand">°C</e>
      </contract>
      <result action="numeric">
        <e type="operand">6.38</e>
      </result>
    </math>
  </region>
  <region id="16" left="18" top="819" width="225" height="92" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math>
      <input>
        <e type="operand">°Cdew</e>
        <e type="operand">°Cdew</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">round</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Weight</e>
        <e type="operand">°Cdew</e>
        <e type="function" args="1">E</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">round</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Hr</e>
        <e type="operand">Tw</e>
        <e type="function" args="1">Pm</e>
        <e type="operand">Td</e>
        <e type="function" args="1">P</e>
        <e type="operator" args="2">/</e>
        <e type="operand">100</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">round</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
      </input>
    </math>
  </region>
  <region id="17" left="450" top="900" width="315" height="31" color="#000000" bgColor="#ebebeb" fontSize="14">
    <text lang="eng">
      <p bold="true">Fisher Traceable Barometer</p>
    </text>
  </region>
  <region id="18" left="18" top="927" width="147" height="117" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math decimalPlaces="3">
      <input>
        <e type="operand">Td</e>
        <e type="operand">Tw</e>
        <e type="operand">Pb</e>
        <e type="operand">Hr</e>
        <e type="operand">°Cdew</e>
        <e type="operand">Weight</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="8">mat</e>
      </input>
      <result action="numeric">
        <e type="operand">20</e>
        <e type="operand">12</e>
        <e type="operand">0.823</e>
        <e type="operand">41.1</e>
        <e type="operand">6.4</e>
        <e type="operand">6</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="8">mat</e>
      </result>
    </math>
  </region>
  <region id="19" left="162" top="927" width="74" height="117" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <input>
        <e type="operand">°C</e>
        <e type="operand">°C</e>
        <e type="operand">bar</e>
        <e type="operand">%Hr</e>
        <e type="operand">°C</e>
        <e type="operand" style="string">g/kg</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="8">sys</e>
      </input>
    </math>
  </region>
  <region id="20" left="243" top="927" width="289" height="135" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math>
      <input>
        <e type="operand">Lo</e>
        <e type="operand">°Cdew</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Hi</e>
        <e type="operand">Td</e>
        <e type="operator" args="2">:</e>
        <e type="operand">n</e>
        <e type="operand">100</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="operand">v</e>
        <e type="operand">Lo</e>
        <e type="operand">Hi</e>
        <e type="operand">Lo</e>
        <e type="operand">Hi</e>
        <e type="operand">Lo</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="function" preserve="true" args="3">range</e>
        <e type="operator" args="2">:</e>
        <e type="operand">user</e>
        <e type="operand">v</e>
        <e type="operand">v</e>
        <e type="function" args="1">P</e>
        <e type="function" preserve="true" args="1">vectorize</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Meteo</e>
        <e type="operand">user</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">red</e>
        <e type="function" args="4">plotG</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Bar</e>
        <e type="operand">Bar</e>
        <e type="operand" style="string">o</e>
        <e type="operand">7</e>
        <e type="operand" style="string">black</e>
        <e type="function" args="4">plotG</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="21" left="549" top="972" width="182" height="200" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <input>
        <e type="operand">plot</e>
        <e type="operand">x</e>
        <e type="function" args="1">P</e>
        <e type="operand">x</e>
        <e type="function" args="1">t</e>
        <e type="operator" args="2">*</e>
        <e type="operand">°Cdew</e>
        <e type="operand">0.025</e>
        <e type="operand">°Cdew</e>
        <e type="operand">0.025</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">Tw</e>
        <e type="operand">0.025</e>
        <e type="operand">Tw</e>
        <e type="operand">0.025</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">Td</e>
        <e type="operand">0.05</e>
        <e type="operand">Td</e>
        <e type="operand">0.05</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">Dew</e>
        <e type="operand">Meteo</e>
        <e type="operand">Bar</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">sys</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="22" left="243" top="1062" width="290" height="107" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math>
      <input>
        <e type="operand">Lo</e>
        <e type="operand">°Cdew</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Hi</e>
        <e type="operand">Td</e>
        <e type="operator" args="2">:</e>
        <e type="operand">n</e>
        <e type="operand">14</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="operand">dew</e>
        <e type="operand">Lo</e>
        <e type="operand">Hi</e>
        <e type="operand">Lo</e>
        <e type="operand">Hi</e>
        <e type="operand">Lo</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="function" preserve="true" args="3">range</e>
        <e type="operator" args="2">:</e>
        <e type="operand">dew</e>
        <e type="operand">dew</e>
        <e type="operand">0</e>
        <e type="operand">dew</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Dew</e>
        <e type="operand">dew</e>
        <e type="operand" style="string">.</e>
        <e type="operand">14</e>
        <e type="operand" style="string">black</e>
        <e type="function" args="4">plotG</e>
        <e type="operator" args="2">:</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">sys</e>
      </input>
    </math>
  </region>
  <region id="23" left="18" top="1215" width="240" height="158" color="#000000" bgColor="#a5b4cd" fontSize="10" showInputData="False">
    <plot type="2d" render="lines" scale_x="10.6600479377292" scale_y="0.183448998696332" scale_z="1.95557512023132" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-68" transpose_y="-43" transpose_z="0">
      <description active="true" position="Top" lang="eng">
        <p>P(°C) on  range [-10 ... 100]</p>
      </description>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">P</e>
        <e type="operand">x</e>
        <e type="function" args="1">t</e>
        <e type="operator" args="2">*</e>
        <e type="operand">Bar</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="24" left="261" top="1215" width="510" height="328" color="#000000" bgColor="#ebebeb" fontSize="10">
    <plot type="2d" render="lines" scale_x="456.904005262128" scale_y="1.1161459680756" scale_z="509.971563270917" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-115" transpose_y="-132" transpose_z="0">
      <description active="true" position="Top" lang="eng">
        <p>Water saturation pressure [bar &lt;= °C] in the °C range  [-10 ... 100]</p>
      </description>
      <input>
        <e type="operand">plot</e>
      </input>
    </plot>
  </region>
  <region id="25" left="117" top="1422" width="139" height="26" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <input>
        <e type="operand">Td</e>
        <e type="function" args="1">P</e>
      </input>
      <contract>
        <e type="operand">bar</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.0234</e>
      </result>
    </math>
  </region>
  <region id="26" left="252" top="1431" width="364" height="10" color="#000000" bgColor="#ffffff">
    <picture>
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    </picture>
  </region>
  <region id="27" left="126" top="1467" width="131" height="26" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <input>
        <e type="operand">Tw</e>
        <e type="function" args="1">P</e>
      </input>
      <contract>
        <e type="operand">bar</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.014</e>
      </result>
    </math>
  </region>
  <region id="28" left="252" top="1476" width="275" height="10" color="#000000" bgColor="#ffffff">
    <picture>
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    </picture>
  </region>
  <region id="29" left="90" top="1494" width="164" height="26" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <input>
        <e type="operand">°Cdew</e>
        <e type="function" args="1">P</e>
      </input>
      <contract>
        <e type="operand">bar</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.0096</e>
      </result>
    </math>
  </region>
  <region id="30" left="252" top="1494" width="220" height="11" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAANQAAAADCAYAAADr5SGPAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAnSURBVEhLY/g/CkbBKKAaYAACEDGKR/EopgaGZqxRMApGAcXg/38AcaRs9nWVFzcAAAAASUVORK5CYII=</raw>
    </picture>
  </region>
  <region id="31" left="36" top="1530" width="139" height="99" color="#ffff00" bgColor="#010101" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>&lt;= dry °C&lt;= wet °C&lt;= °C dew&lt;= g/kg&lt;= % Hr</p>
      </description>
      <input>
        <e type="operand">Td</e>
        <e type="operand">Tw</e>
        <e type="operand">°Cdew</e>
        <e type="operand">Weight</e>
        <e type="operand">Hr</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">mat</e>
      </input>
      <result action="numeric">
        <e type="operand">20</e>
        <e type="operand">12</e>
        <e type="operand">6.4</e>
        <e type="operand">6</e>
        <e type="operand">41.1</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">mat</e>
      </result>
    </math>
  </region>
  <region id="32" left="459" top="1575" width="14" height="39" color="#000000" bgColor="#ffffff">
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    </picture>
  </region>
  <region id="33" left="522" top="1575" width="14" height="39" color="#000000" bgColor="#ffffff">
    <picture>
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    </picture>
  </region>
  <region id="34" left="603" top="1575" width="14" height="39" color="#000000" bgColor="#ffffff">
    <picture>
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    </picture>
  </region>
  <region id="35" left="450" top="1611" width="173" height="24" color="#000000" bgColor="#ebebeb" fontSize="10">
    <text lang="eng">
      <p>°Cdew     Tw               Td</p>
    </text>
  </region>
  <region id="36" top="1656" color="#000000" bgColor="#ff8080">
    <area single="true" collapsed="true" />
  </region>
  <region id="37" left="36" top="1692" width="406" height="31" color="#000000" bgColor="#80ffff" fontSize="14">
    <text lang="eng">
      <p bold="true">Put pyjamas on the tomatoes plants</p>
    </text>
  </region>
  <region id="38" left="459" top="1692" width="292" height="138" 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><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong><span style="color: Blue">Explain</span></strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt">Long time ago, gardeners observed that at</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt">sunset if the sky would clear, atmospheric</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt">pressure would raise and there was a risk</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt">of freezing . This is double true =&gt; as the </span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt">wet bulb decreases [higher Δ &#176;C].</span></span></div></span>]]></writer>
  </region>
  <region id="39" left="36" top="1728" width="89" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>dry bulb [°C]wet bulb [°C]clear sky day [bar]</p>
      </description>
      <input>
        <e type="operand">Td</e>
        <e type="operand">7</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Tw</e>
        <e type="operand">4</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Pb</e>
        <e type="operand">1.11</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="40" left="36" top="1800" width="394" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2">
      <description active="true" position="Top" lang="eng">
        <p>3 parameters saturation pressure @ dry/wet bulb °C</p>
      </description>
      <input>
        <e type="operand">Tw</e>
        <e type="function" args="1">Pm</e>
        <e type="operand">Tw</e>
        <e type="function" args="1">P</e>
        <e type="operand">0.0006606</e>
        <e type="operand">Pb</e>
        <e type="operator" args="2">*</e>
        <e type="operand">Td</e>
        <e type="operand">Tw</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operand">0.00115</e>
        <e type="operand">Tw</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="41" left="36" top="1854" width="147" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Tw</e>
        <e type="function" args="1">Pm</e>
      </input>
      <contract>
        <e type="operand">bar</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.0059</e>
      </result>
    </math>
  </region>
  <region id="42" left="36" top="1890" width="465" height="28" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="2">
      <description active="true" position="Top" lang="eng">
        <p>solve for dew point @ saturation pressure Pm(Tw)</p>
      </description>
      <input>
        <e type="operand">°Cdew</e>
        <e type="operand">°Cdew</e>
        <e type="function" args="1">P</e>
        <e type="operand">Tw</e>
        <e type="function" args="1">Pm</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">°Cdew</e>
        <e type="operand">10</e>
        <e type="operator" args="1">-</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="4">solve</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand">°C</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.41</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="43" top="1953" color="#000000" bgColor="#ff8080">
    <area single="true" collapsed="true" />
  </region>
</regions>