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        <p>     Convert Continued fraction Polynomial     </p>
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          <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">K</e>
          <e type="operand">8</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">9</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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">K</e>
          <e type="operand">9</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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="bracket">(</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="bracket">(</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">K</e>
          <e type="operand">5</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">6</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">8</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operand">8</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">9</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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">K</e>
          <e type="operand">9</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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="bracket">(</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="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operand">6</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">7</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">9</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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">K</e>
          <e type="operand">9</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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="bracket">(</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">K</e>
          <e type="operand">7</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">8</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operand">8</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">9</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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">K</e>
          <e type="operand">9</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">x</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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="bracket">(</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="bracket">(</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="bracket">(</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="bracket">(</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>
          <e type="operand">x</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="3" left="18" top="522" width="26675" height="101" color="#000000" bgColor="#c8ff96" fontSize="8">
      <math>
        <input>
          <e type="operand">Ω</e>
          <e type="function" args="1">°Cpoly</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">3</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">5</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">7</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">9</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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">K</e>
          <e type="operand">9</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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="bracket">(</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">K</e>
          <e type="operand">7</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">8</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operand">8</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">9</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
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          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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">K</e>
          <e type="operand">9</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operand">10</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">Ω</e>
          <e type="operand">X</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">-</e>
          <e type="operand">K</e>
          <e type="operand">11</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">K</e>
          <e type="operand">12</e>
          <e type="function" preserve="true" args="2">el</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="bracket">(</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="bracket">(</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="bracket">(</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="bracket">(</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>
          <e type="operand">Ω</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="4" top="630" color="#000000" bgColor="#c8ff96">
      <area terminator="true" />
    </region>
  </region>
  <region id="5" left="189" top="657" width="367" 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><span style="color: Blue">eit90 . . .</span></strong></span><span style="font-size: 16pt"><strong> <span style="color: Red">Thiele unary interpolation</span></strong></span></span></div></span>]]></writer>
  </region>
  <region id="6" top="702" color="#000000" bgColor="#ffffff">
    <area collapsed="true">
      <title lang="eng">
        <p>     plotG(vx,vy,char,size,color)     </p>
      </title>
    </area>
    <region id="7" left="36" top="729" width="761" height="121" color="#000000" bgColor="#ebebeb" fontSize="10">
      <math exponentialThreshold="3">
        <input>
          <e type="operand">vx</e>
          <e type="operand">vy</e>
          <e type="operand">char</e>
          <e type="operand">size</e>
          <e type="operand">color</e>
          <e type="function" args="5">plotG</e>
          <e type="operand">n</e>
          <e type="operand">vx</e>
          <e type="function" preserve="true" args="1">length</e>
          <e type="operator" args="2">:</e>
          <e type="operand">plot</e>
          <e type="operand">vx</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">vy</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">char</e>
          <e type="operand">size</e>
          <e type="operand">color</e>
          <e type="function" preserve="true" args="5">augment</e>
          <e type="operator" args="2">:</e>
          <e type="operand">i</e>
          <e type="operand">2</e>
          <e type="operand">n</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">plot</e>
          <e type="operand">plot</e>
          <e type="operand">vx</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">vy</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">char</e>
          <e type="operand">size</e>
          <e type="operand">color</e>
          <e type="function" preserve="true" args="5">augment</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">plot</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="8" top="855" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="9" left="36" top="882" width="243" height="225" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">eit90</e>
        <e type="operand">0.00119007</e>
        <e type="operand">259.3467</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.00844974</e>
        <e type="operand">248.5939</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.09171804</e>
        <e type="operand">218.7916</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.21585975</e>
        <e type="operand">189.3442</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.84414211</e>
        <e type="operand">38.8344</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operand">0.01</e>
        <e type="operand">1.11813889</e>
        <e type="operand">29.7646</e>
        <e type="operand">1.60980185</e>
        <e type="operand">156.5985</e>
        <e type="operand">1.89279768</e>
        <e type="operand">231.928</e>
        <e type="operand">2.5689173</e>
        <e type="operand">419.527</e>
        <e type="operand">3.3760086</e>
        <e type="operand">660.323</e>
        <e type="operand">4.28642053</e>
        <e type="operand">961.78</e>
        <e type="operand">12</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="26">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="10" left="333" top="882" width="378" height="389" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <input>
        <e type="operand">X</e>
        <e type="operand">Y</e>
        <e type="operand">Δ</e>
        <e type="function" args="3">Thiele</e>
        <e type="operand">ε</e>
        <e type="operand">10</e>
        <e type="operand">18</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">:</e>
        <e type="operand">n</e>
        <e type="operand">X</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="operator" args="2">:</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">M</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">Y</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">j</e>
        <e type="operand">2</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">dM</e>
        <e type="operand">M</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operator" args="2">-</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">M</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operator" args="2">-</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operator" args="2">-</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand">dM</e>
        <e type="operand">dM</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="operand">ε</e>
        <e type="operator" args="2">&lt;</e>
        <e type="operand">ε</e>
        <e type="operand">M</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">X</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">X</e>
        <e type="operand">j</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">dM</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="operator" args="2">:</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="function" preserve="true" args="3">for</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">c</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">X</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">c</e>
        <e type="operand">i</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">M</e>
        <e type="operand">i</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">Δ</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">c</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="8">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="11" left="18" top="1125" width="84" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="false" position="Right" lang="eng">
        <p>select the support points</p>
      </description>
      <input>
        <e type="operand">XY</e>
        <e type="operand">eit90</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="12" left="18" top="1161" width="137" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>length Thiele </p>
      </description>
      <input>
        <e type="operand">j</e>
        <e type="operand">XY</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">12</e>
      </result>
    </math>
  </region>
  <region id="13" left="9" top="1296" width="301" height="211" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math optimize="0">
      <description active="true" position="Top" lang="eng">
        <p>Thiele on length of support points 'j'</p>
      </description>
      <input>
        <e type="operand">K</e>
        <e type="operand">X</e>
        <e type="operand">x</e>
        <e type="function" args="3">Cfr</e>
        <e type="operand">N</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">j</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">c</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">N</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">a</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">jj</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">0</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">c</e>
        <e type="operand">jj</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">a</e>
        <e type="operand">jj</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">a</e>
        <e type="operand">jj</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">jj</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">X</e>
        <e type="operand">jj</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">c</e>
        <e type="operand">jj</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">a</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</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>
      </input>
    </math>
  </region>
  <region id="14" left="315" top="1296" width="626" height="307" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>symbolic expansion of Thiele continued fraction algo style</p>
      </description>
      <input>
        <e type="operand">K</e>
        <e type="operand">X</e>
        <e type="operand">x</e>
        <e type="function" args="3">Cfr</e>
      </input>
      <result action="none">
        <e type="operand">K</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">X</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">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">X</e>
        <e type="operand">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">3</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">X</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">4</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">X</e>
        <e type="operand">4</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">X</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">X</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">7</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">X</e>
        <e type="operand">7</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">X</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">X</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">X</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
      </result>
    </math>
  </region>
  <region id="15" left="27" top="1593" width="154" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>support points</p>
      </description>
      <input>
        <e type="operand">X</e>
        <e type="operand">XY</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operand">25</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Y</e>
        <e type="operand">XY</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </math>
  </region>
  <region id="16" left="27" top="1647" width="156" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>recast the Cf on the system  [K,X,x]</p>
      </description>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">Cf</e>
        <e type="operand">K</e>
        <e type="operand">X</e>
        <e type="operand">x</e>
        <e type="function" args="3">Cfr</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="17" top="1692" color="#000000" bgColor="#e1ff80">
    <area single="true" collapsed="true" />
  </region>
  <region id="18" left="18" top="1728" width="213" height="28" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="false" position="Right" lang="eng">
        <p>Thiele K's continued fraction </p>
      </description>
      <input>
        <e type="operand">K</e>
        <e type="operand">X</e>
        <e type="operand">Y</e>
        <e type="operand">0</e>
        <e type="function" args="3">Thiele</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="19" left="18" top="1773" width="296" height="225" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="12">
      <description active="true" position="Top" lang="eng">
        <p>"any" base triple point 'Ω'</p>
      </description>
      <input>
        <e type="operand">K</e>
        <e type="operand">K</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">round</e>
        <e type="function" preserve="true" args="1">vectorize</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">259.3467</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0006751423</e>
        <e type="operand">53.477237584</e>
        <e type="operand">0.0037333283</e>
        <e type="operand">3403.0125007016</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0013297113</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1306.0201602631</e>
        <e type="operand">0.0001108895</e>
        <e type="operand">3775.585941161</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0053476612</e>
        <e type="operand">509.7574532384</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0031530248</e>
        <e type="operator" args="1">-</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">mat</e>
      </result>
    </math>
  </region>
  <region id="20" left="324" top="1773" width="155" height="225" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>"Unary" eit90</p>
      </description>
      <input>
        <e type="operand">259.3467</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0006751423</e>
        <e type="operand">53.477237584</e>
        <e type="operand">0.0037333283</e>
        <e type="operand">3403.0125007016</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0013297113</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1306.0201602631</e>
        <e type="operand">0.0001108895</e>
        <e type="operand">3775.585941161</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0053476612</e>
        <e type="operand">509.7574532384</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0031530248</e>
        <e type="operator" args="1">-</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">mat</e>
      </input>
    </math>
  </region>
  <region id="21" left="900" top="1782" width="146" height="225" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="8">
      <input>
        <e type="operand">X</e>
      </input>
      <result action="numeric">
        <e type="operand">25.00119007</e>
        <e type="operand">25.00844974</e>
        <e type="operand">25.09171804</e>
        <e type="operand">25.21585975</e>
        <e type="operand">25.84414211</e>
        <e type="operand">26</e>
        <e type="operand">26.11813889</e>
        <e type="operand">26.60980185</e>
        <e type="operand">26.89279768</e>
        <e type="operand">27.5689173</e>
        <e type="operand">28.3760086</e>
        <e type="operand">29.28642053</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">mat</e>
      </result>
    </math>
  </region>
  <region id="22" left="567" top="1791" width="146" height="225" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="8">
      <input>
        <e type="operand">X</e>
      </input>
      <result action="numeric">
        <e type="operand">25.00119007</e>
        <e type="operand">25.00844974</e>
        <e type="operand">25.09171804</e>
        <e type="operand">25.21585975</e>
        <e type="operand">25.84414211</e>
        <e type="operand">26</e>
        <e type="operand">26.11813889</e>
        <e type="operand">26.60980185</e>
        <e type="operand">26.89279768</e>
        <e type="operand">27.5689173</e>
        <e type="operand">28.3760086</e>
        <e type="operand">29.28642053</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">mat</e>
      </result>
    </math>
  </region>
  <region id="23" left="387" top="2061" width="303" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <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">data</e>
        <e type="operand">X</e>
        <e type="operand">Y</e>
        <e type="operand" style="string">.</e>
        <e type="operand">14</e>
        <e type="operand" style="string">black</e>
        <e type="function" args="5">plotG</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="24" left="18" top="2070" width="304" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">λ</e>
        <e type="operand">1</e>
        <e type="operand">25.00119007</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">30</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="25" left="27" top="2124" width="188" height="75" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <input>
        <e type="operand">Δ</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">X</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">δ</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Y</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">X</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="1">Cf</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">Y</e>
        <e type="operand">δ</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="26" left="225" top="2124" width="51" height="24" color="#000000" bgColor="#80ff00" fontSize="10">
    <math>
      <input>
        <e type="operand">°C</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="27" left="225" top="2151" width="138" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="1">
      <input>
        <e type="operand">30</e>
        <e type="function" args="1">Cf</e>
      </input>
      <contract>
        <e type="operand">°C</e>
      </contract>
      <result action="numeric">
        <e type="operand">1229.8</e>
      </result>
    </math>
  </region>
  <region id="28" left="387" top="2151" width="138" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="2">
      <description active="true" position="Right" lang="eng">
        <p>BIPM 545.54</p>
      </description>
      <input>
        <e type="operand">28</e>
        <e type="function" args="1">Cf</e>
      </input>
      <contract>
        <e type="operand">°C</e>
      </contract>
      <result action="numeric">
        <e type="operand">545.56</e>
      </result>
    </math>
  </region>
  <region id="29" left="225" top="2178" width="145" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="2">
      <input>
        <e type="operand">U</e>
        <e type="operand">26</e>
        <e type="function" args="1">Cf</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand">°C</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.01</e>
      </result>
    </math>
  </region>
  <region id="30" left="387" top="2178" width="239" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">25.00119007</e>
        <e type="function" args="1">Cf</e>
      </input>
      <contract>
        <e type="operand">°C</e>
      </contract>
      <result action="numeric">
        <e type="operand">259.3467</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="31" left="387" top="2205" width="217" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">2.9578</e>
        <e type="operand">25</e>
        <e type="operator" args="2">+</e>
        <e type="function" args="1">Cf</e>
      </input>
      <contract>
        <e type="operand">°C</e>
      </contract>
      <result action="numeric">
        <e type="operand">532.9727</e>
      </result>
    </math>
  </region>
  <region id="32" left="387" top="2241" width="218" height="69" color="#000000" bgColor="#e1ff80" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>GR300 ... -229.8112GR300 ... -252.5818GR300 ... -256.6057</p>
      </description>
      <input>
        <e type="operand">25.05</e>
        <e type="function" args="1">Cf</e>
        <e type="operand">25.005</e>
        <e type="function" args="1">Cf</e>
        <e type="operand">25.0025</e>
        <e type="function" args="1">Cf</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">229.8113</e>
        <e type="operator" args="1">-</e>
        <e type="operand">252.5816</e>
        <e type="operator" args="1">-</e>
        <e type="operand">256.6056</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="33" left="18" top="2313" width="736" height="392" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
    <plot type="2d" render="lines" scale_x="0.0210860034808389" scale_y="9.35755998566206" scale_z="0.299279809931587" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-2984" transpose_y="-97" transpose_z="0">
      <input>
        <e type="operand" style="string" />
        <e type="operand">x</e>
        <e type="function" args="1">Cf</e>
        <e type="operand">x</e>
        <e type="function" args="1">λ</e>
        <e type="operator" args="2">*</e>
        <e type="operand">data</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="34" left="81" top="2322" width="196" height="225" color="#ffff00" bgColor="#010101" fontSize="10">
    <math>
      <input>
        <e type="operand">25.00119007</e>
        <e type="operand">259.3467</e>
        <e type="operator" args="1">-</e>
        <e type="operand">25.00844974</e>
        <e type="operand">248.5939</e>
        <e type="operator" args="1">-</e>
        <e type="operand">25.09171804</e>
        <e type="operand">218.7916</e>
        <e type="operator" args="1">-</e>
        <e type="operand">25.21585975</e>
        <e type="operand">189.3442</e>
        <e type="operator" args="1">-</e>
        <e type="operand">25.84414211</e>
        <e type="operand">38.8344</e>
        <e type="operator" args="1">-</e>
        <e type="operand">26</e>
        <e type="operand">0.01</e>
        <e type="operand">26.11813889</e>
        <e type="operand">29.7646</e>
        <e type="operand">26.60980185</e>
        <e type="operand">156.5985</e>
        <e type="operand">26.89279768</e>
        <e type="operand">231.928</e>
        <e type="operand">27.5689173</e>
        <e type="operand">419.527</e>
        <e type="operand">28.3760086</e>
        <e type="operand">660.323</e>
        <e type="operand">29.28642053</e>
        <e type="operand">961.78</e>
        <e type="operand">12</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="26">mat</e>
      </input>
    </math>
  </region>
  <region id="35" left="558" top="2412" width="195" height="225" color="#ffff00" bgColor="#010101" fontSize="10">
    <math exponentialThreshold="12" trailingZeros="true">
      <input>
        <e type="operand">Δ</e>
      </input>
      <contract>
        <e type="operand">°C</e>
      </contract>
      <result action="numeric">
        <e type="operand">259.3467</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0000</e>
        <e type="operand">248.5939</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0000</e>
        <e type="operand">218.7916</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0000</e>
        <e type="operand">189.3442</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0000</e>
        <e type="operand">38.8344</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0000</e>
        <e type="operand">0.0100</e>
        <e type="operand">0.0000</e>
        <e type="operand">29.7646</e>
        <e type="operand">0.0000</e>
        <e type="operand">156.5985</e>
        <e type="operand">0.0000</e>
        <e type="operand">231.9280</e>
        <e type="operand">0.0000</e>
        <e type="operand">419.5270</e>
        <e type="operand">0.0000</e>
        <e type="operand">660.3230</e>
        <e type="operand">0.0000</e>
        <e type="operand">961.7800</e>
        <e type="operand">0.0000</e>
        <e type="operand">12</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="26">mat</e>
      </result>
    </math>
  </region>
  <region id="36" left="72" top="2799" width="135" height="88" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Ω</e>
        <e type="operand">25.05</e>
        <e type="operator" args="2">:</e>
        <e type="operand">user</e>
        <e type="operand">Ω</e>
        <e type="operand">500</e>
        <e type="operator" args="1">-</e>
        <e type="operand">Ω</e>
        <e type="operand">Ω</e>
        <e type="function" args="1">Cf</e>
        <e type="operand">0</e>
        <e type="operand">Ω</e>
        <e type="function" args="1">Cf</e>
        <e type="operand">3</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="8">mat</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="37" left="9" top="2889" width="642" height="325" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="0.168286651416394" scale_y="38.1253509239455" scale_z="9.07048285159464" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-11693" transpose_y="407" transpose_z="0">
      <input>
        <e type="operand">user</e>
        <e type="operand">x</e>
        <e type="function" args="1">Cf</e>
        <e type="operand">x</e>
        <e type="function" args="1">λ</e>
        <e type="operator" args="2">*</e>
        <e type="operand">data</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </plot>
  </region>
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    <picture>
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    </picture>
  </region>
  <region id="39" left="144" top="3051" width="111" height="75" color="#ffff00" bgColor="#010101" fontSize="12">
    <math>
      <input>
        <e type="operand">218.7916</e>
        <e type="operator" args="1">-</e>
        <e type="operand">248.5939</e>
        <e type="operator" args="1">-</e>
        <e type="operand">259.3467</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>
      </input>
    </math>
  </region>
  <region id="40" left="279" top="3060" width="442" height="54" color="#ffff00" bgColor="#010101" fontSize="14">
    <text lang="eng">
      <p bold="true">Thiele subcryo region sanity check GR-300 secondary standard 0.000[± 1] </p>
    </text>
  </region>
  <region id="41" left="144" top="3168" width="241" height="29" color="#ffff00" bgColor="#010101" fontSize="10">
    <math>
      <input>
        <e type="operand">Ω</e>
        <e type="operand">Ω</e>
        <e type="function" args="1">Cf</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
      </input>
      <contract>
        <e type="operand">°C</e>
      </contract>
      <result action="numeric">
        <e type="operand">25.05</e>
        <e type="operand">229.8113</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
      </result>
    </math>
  </region>
  <region id="42" left="9" top="3276" width="716" height="108" color="#000000" bgColor="#ebebeb" fontSize="12">
    <text lang="eng">
      <p>Enfin on pourra longtemps accorder sa confiance à des résultats erronéssans que rien ne vous oblige a reconnaître l'erreur commise ...Les conditions erronées sont mises en évidence par les contradictionsde tous les instants avec les faits que l'on ne peut se refuser à voir.[H. Le Châtelier]</p>
    </text>
  </region>
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    <xyplot width="705" height="344" smoothing="false" points="100">
      <propertiessource index="1" sourcetype="PropertyGrid" />
      <grid gridcolor="LightGray" gridpattern="Solid" gridthickness="1" isxgrid="true" isygrid="true" />
      <xaxes xmin="24.995" xmax="25.375" xtick="0.0625" numberformat="General" decimalplaces="4" />
      <yaxes ymin="-273.15" ymax="-150" ytick="10" numberformat="General" decimalplaces="3" />
      <y2axes isy2axis="false" y2min="-1" y2max="1" y2tick="0.5" numberformat="General" decimalplaces="3" />
      <title2d title="eit90 . . . 25 Ohms" titlefont="Times New Roman, 14.25pt, style=Bold" titlefontcolor="Black" />
      <xylabel labelfont="Courier New, 14.25pt, style=Bold" labelfontcolor="Black" tickfont="Courier New, 12pt, style=Bold" tickfontcolor="Black" xlabel="Measured Ohms" ylabel="Temperature [°C]" y2label="y2" />
      <legend isbordervisible="true" islegendvisible="false" legendbackcolor="White" legendbordercolor="Black" legendfont="Arial, 8pt" legendposition="NorthEast" textcolor="Black" />
      <traces>
        <trace seriesname="" isy2data="false" isvisible="false" plotmethod="Lines" linecolor="Red" linethickness="1" linepattern="Solid" symbolsize="5" symboltype="Circle" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
        <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" linecolor="Red" linethickness="1" linepattern="Solid" symbolsize="5" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="Black" />
      </traces>
      <input>
        <e type="operand">XY</e>
        <e type="operand">x</e>
        <e type="function" args="1">Cf</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </xyplot>
  </region>
  <region id="44" left="9" top="3771" width="559" height="307" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <input>
        <e type="operand">Ω</e>
        <e type="function" args="1">°C</e>
        <e type="operand">K</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</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">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">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">3</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">4</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">4</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">7</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">7</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="45" left="9" top="4086" width="715" height="104" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <text lang="eng">
      <p>NOTES to Industrial Users ...1. Consider the XTR is a [4 ...mA]and the SPRT is a robust industrial immersion style.2. It is necessary and sufficient to measure the reading @ the triple point [0.01 °C].3. Add this value to "Unary eit90", run Thiele ... plug X,K in  ►  °C(Ω).4. The leak current of XTR through sensor has small effect on the reading.5. You can expect ± 0.01 °C ... from the i-situ measured 'Ω' </p>
    </text>
  </region>
  <region id="46" left="9" top="4203" width="441" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>https://www.wika.us/upload/DS_IN0031_en_co_65453.pdf</p>
    </text>
  </region>
  <region id="47" left="9" top="4230" width="350" height="24" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <text lang="eng">
      <p>https://www.omega.ca/en/resources/rtd-hub</p>
    </text>
  </region>
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      <p bold="true">must read</p>
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      <p>Insertion topstirred tank</p>
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<div><span style="font-family: 'Times New Roman'"><span style="font-size: 20pt"><strong>Type 'T' Thermocouple</strong></span></span></div>
<div style="text-align: center"><span style="font-family: 'Times New Roman'"><span style="font-size: 20pt"><strong><span style="color: Red">-268.935 . . . 356.66  &#176;C</span></strong></span></span></div></span>]]></writer>
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<div><span style="font-family: 'Times New Roman'"><span style="font-size: 20pt"><strong>Type 'J' Thermocouple</strong></span></span></div>
<div style="text-align: center"><span style="font-family: 'Times New Roman'"><span style="font-size: 20pt"><strong><span style="color: Red">-210.002 . . . 1084.5  &#176;C</span></strong></span></span></div></span>]]></writer>
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tmLlqoMtWqKkGK5Hr6+ef02JNP6rHHH9djjz1m4N54912Dl7NAAXXo3l0DR4ww6Fv37LFE7IazINqRuPmrkZHmismsUb4Lyvfje3i8fAOR0WBYRqs2bTVkxEhNmDLV2mNYwtqNW+5BpNBNKh8dorlTmhXOIo85S6Ufcfuubab04FMIj3TuGmUYBj3+QB07fpw14GkPbtq2XTOce8XyuKg0V3YfPaKwGdPVrH07ffR1PL34mnOTj//KoLF94pk/6ZmX/qLX/t9bSp8zh8pVr6YW7dppwPDhWrd1q9Zv26Z9R48GEjAHjaHEcKCSg8NEL9648YDy3VCsklqwbyAyem3h4iVmiVRBiDtcUBrUuFHPnZ69eOU/IHJBcK+k+FgRlocFXrt5TRG3b+qAa1+ePntGJ8/Q47/fMl3OmTx1imWhWCOjArBEXhd42/bu1cBRI5WtQH699Po/9Nhvn9Jjv/utHvuVg/frX+kPf3lR//zgPb3/xefKlDuXCpcprVadO2nkxAnmZrn5uBHIoPl8wON1acsCE4v09LqzymDFlWKNtDMtTPgB4o3rgSBOgbtdh06WzFAZmTh1mkGhB4GehHMXrlhh+vzlQEUf93vwaKBgvXT5aktKvDgX4Uz7asQ1nTx3ymWVSy27PXbqpJauWmG9CiQ21CWBSH/h8ZNntWDJco0Jm6T8xYrpzffeC1jbUw7er36lX//ud/r9s89a7Hvx1X8oabr0ypAztwqUKKVCJUur/9ARmjV/kTZs33nPorziA2DMjfK5nAL0uxRwuFNuUov9zu3THAIgWbXnUW6512VL+GCfvlO2nvAc3XFeIvTfJkQPBTEiItJ00JBh9+IhIGkcY4lAoksImIC8fuuOS+8Pac6CxRo9fqL18Z05G5ixRHJAUYA25cZtm7Rj704r063dtEGbtm918XXZvToksZG236o1G1SvQRN98MnnzsqecPrrAECnT/3pT3rptdf0r3fe0XuffqpP4sVTCtc8yFO0uCrWqq02Xbs51zlSi1e5tuzqtdp7+JiOnjmjM5cvm8XR74B6AL8PIrAJC0DEIoHIZ6STmRvUsmiXtNkwExfzL125bPsox/E4JHReDw7Pe8UUrz3+Q0E+FETiIQN/O3buYgCpWJBB0rRA6dujoe71uM8In+cyvM3WHXTuksvqLvOBI6zaQifs6g3rDNaajWu1/8gBK9Wt37LZynV8fCwWq2/bvqMKFSmm5174axS0QKz71W9/a/oH17b7q2sevPrmm3r3k0/0dZIkSpI6tXIVLqKi5SqoufMa3QcM0rI168wC123Z7mLfxW+FGBO06BoTRJpEfGZqqWTtg4YO0bARwy2eMxiMHh72p06fZo+nuYSQevOs8NlWtmQ+CaMGPKUZF6xMefgueeiYyKjqps1basq06ebuwufOM4A0uI+dOKNx4ydp1ux57gOGa5ZrY12+EehbI04uWLhUy1esce2+JXbXUknB8nbu22PtRmqukQ4fg6PmLFhopa1X//G6fvX4b/T4E0/p178h1j2h3/z2aT3+1O/1/Mt/03N//avB++Dzz80Kv0yYUNny5FGJ8uVVvkZNNW3XXuPd5xwxYaJWb9qi7fsOmJ5xTQVcKVln9NgXE7ToynkkaUD0ihnkABQraJbQn9qjV0+rK48YNcoGPDMAGljAGzBooMEEIONpKVkyxCNYGWUXrBRYvgvkQ0NkMks7l9X179/fKvmk/FgjMIEUPmeBxS6sbtv23VqybJXWb9ji7k7XYJ+9QKvXbLYhEyhxlEyTjHCD+4AzXHOhVceOSpQ8uVVNrBH+a9cs+JXbPkbz4HH96snf6eln/qyX/v6aXn7tn/rnv98268N9ZsuTT/mKFLfY16hFa/XoN1Ajwya6Nt9SrXQN9J0HjmjbnoM6cNx9PndzXb1JscHFLfe9vKQmGOL171CeJ5ZyI5AUsbWEx8VEYiRNIHIFml+zHBD2adfynUeOdZbpsnquGdcOr0QJkezb6w1h3xsMzci7vc5Ns28j00kmYpCHhsjsI2YcAZMPAUQPpBcPFy1e7ixtn7lUhkmMHD3e3YVTdez4OedyT2n95u1mpd5dPHvhQmuvmau09pyLdygAHUisDut77PEn9dTTz+iFv/5d/3jjLb3x/96z+Ij7TJY2rYqVKa9aDRqpSeu2rt03yt0U8y0Gbtq5Wzv2H9T2vYe0Y99hg4g7BeKNSNc0cN/LkiynDwsRxYqBZ21HD6JT9smaKX7Qfsar0J6lukRm7fWm0Ab24ijWSz8oj1H2mRdCfyYd08xjASpAv00eLia6L8jAIaaYjRuHb59hJTf61RYvXW4Wt3jpSstAV6/dqClTZ7rEZ7G709wH33fIWehpB/mMDZdYvnqdDWlMnjpNILOkIe7U4pyDZhB/9WtneU/p9396Vn/684t67i9/M3jvfvipvkrwjdJmzKLc+QupTOVKqlG/vjp066kR4ydo3ORpCl+0ROu37tDW3fu0x12I/cdOBAAeO61jZ8+7eHjO2rKApI0XbImexgQuWIHoFQEA5/0dr8NIhrDJU2x4JoV3PA71XUIPINn3OrAp3KMkRDSjUPbpfGYUARUjJiAxGQiL/DZ5KIhMdMGNEnSxSEpvNPo7d+1uIIl3QFu5ipHX27Vi5Vrbx61u38Hg3t0aNnyssuTIbVC8BMWyTFynuU+37wAaSPc8FvjMc3/Ri397VR999qXif5NUaTJkNnj1GzdT+87dNNTFHHNbzrqxcm6QZavW2s2yx31xmjdHTpxz7dCTzvJdDLxxx9qxJFuAxAXawC33Hf8XiFghCRmvQ+mPz0VZkHYkGXzn7j0siwcgvSf0uAQr9WLAouwD8Aw324XLVu5jpvOVK9dsG5PECJFZvKS9DPxhsifTqAcPHqxJkybZRE5cKsP6Zs2adW9u4MQJk20yyoIFi6xr6WbEHQNbqUoNvf3ux3r2z1EZJnHOtes863vi6aetmYA7ffz3f9CzLwWsDpf5yRcJlDtfEeXJX1T1G7VQjz6DNGpsIIHiJqGeikvyhi/i1tEDB09o/4HjpuwfOXJWJ05e0tlzV12af0OnXHyxrNm5dSQYIAqMb1OAERM9iKiX5XKc6g/giIOA89wqrpQCgdcNRg2YpBDFKimq02ND3ymWhyu9dOmKgbNRBk69mc3R5VstkZFdw4YNU506ddS8eXNLatq3b682bdqoV69eNrAWq8S9LnIujOCLH586dbr69BukPPkK6f+CrY6ttfFwl24/CiT6x+efs7rmq286l/nxZ0qUNIVKl6+kZi3bq3Hzti4tn+maLFuddR3Vzj2HzEXTiey5Iw8eiRXNnYPO8oDnaTDECw7ihSvXLXvGlZJpPixEAFIcQD2IgKO5wmNvn6aHjcpz7pP4yGOs0qsp07PDY0DSXQZELJC2Mb0jwMMKSWZwqf8VRJYe6eiyxQIu6ahVq5Y6d+6sJk2aGECskckvTDmjzUOHMONSiI1du/dUosRJrVnw2GO/dk0Dl6w8FpVhOgskw7Ts01kd1gc4Guovv/664iVOrALFSqpq7XoaPma8u4NdVuncIlWak2cvWDZJMsJwRKo3qOeOSKoA6EEMgHRWyKBiILqYfOLUhSiI1+w1KEbQ3qOu+7AQsThAeQo4wOJCg0GSpXqgaH6QxAGPDmmAMuaHpgnPo7QzPYAovUVsqQRR8GBEA+pNlYguMULEdWbMmFENGjRQixbOjfXoYcdGuVjIdlzYeAO5aesWdevZQ9Vcu+ytt9/Vb5507TkHL6CP6XdP/8HBc/u4UNfWA+Bv//gn6xICHG27tFmyuMyygXUFjXeJ01TnnoF2LYK0PRDDKKzj/lD2GW8a0MAQRtqpgPRgAhBLRQEJxOMnzjtXddkgMrh4imvPcoGJZdEhehoMMNiNetaIEhP3Hjmi05cu2WNAAzEYFMkNLhSwHMeFAhR3To8JVR5PaW96MAHnjT9CKe3FJDFC7N69uwoWLKjWrVurZcuWZpUdOnSwSZ9UImjEtu/UUemzZNLfXnvFuUiSlCB94kkDhv7mt7/Tky7uscXq6ApKkOQbFStdUm27dtLICeOsWkPpjcoNd+39Ho87NuiYAcJMjwMWVuaNu2GglFmiy+a85U1Izw86t7vfxUj00MFjzs275w8HrBP1YinvEXgfOqhv39doAKND5HzPir2qDX+H0GTB6jz1rA1oPObG4TNjYShx0Oum89SD6CliowJv3rDXvy/cgndjhkjC4kHEjQKyW7duaty0idp2aK/CxYrqKXoMLNY5fdK5S/QpF+9MnTt1SlH6yT/+wcat/L/33leG7NlVuWZNl61105SZM7TjwF4bYMwobwYcs6Wnn4vElyF2oZTsUGBiTd6INC4A8YREgHn7pOEsuACwbVt3mbLvASX5Qfk7/t6rvHjdZR7M6ACjQ+TvON9zjTz2xrJihQYqSAHoKUC5AXGV3ITEdO9m4nVMoywPK0SxQNwttdZAHuzJd0BkiHrp0qXVsGFDDR8+3LaAHDl6tLnPV/75uv703LMuxj3hMkyXVT792wf1j7/TMy+9oH++97Y+T/i1suTJqfLVqqjXwP5avm6NNu/YZmNxGM549TZD/QPwGDVOGQ5r5OJ4d7M3rJEvDkC+PCBIyWkse/C8+YVMVSPRohpCAxrLC1bLAB183gMQXHi2HkzPLQYrAElkrErjtpzvxT0+o3cT8BwJC4oLJcEhoQmGidvkM2CRQORzBCufJ7pi7Uz1C9h7AF5Ab8cMkSYGSUz+/PlVqVIlDR061BIapmNTFxw6aoSatmxhVvjiKy+7JOUPD+ifXnhOb3/6kXIWyq/q9euo75CBmjl/jhavXqEDJ1wmds65FqfHzwe2F64G6oJsecwX4cJwkSyOuC+M6+FLk4qjQACgucYoeJ6ygAJulcYzo+O8IY2ecgNQ3uKC8l5cIN6Hi8UNRJzD4oIVgCQvxD7O4+8ACBwAYkkcBx7NiGD14KF8LwaDed/Hvoc7hzakp9739pS/4324PgF3GgzxWywRoToDxGnTprkLst/aiwwQptMWk6aAC8RnXPPgz395wbbEx68Sxle2vLlUulJ5i3njpkyyPsKtu3bYMH+sjSH+KMBOnce9nLfefbpr6JrhYnBHc6H4Egx+4m7mAvOF+OL0NdJlBVAsEevzVtGgvcqKGKyssdRltzwGLLVJ+ifpq8RCuWBcQA+iZ5UkU6ed2w5Wki2yWraA4HNgaSQp/D1/xzGaDEw3D1bel8/Me1OqpGaK8jnMm7jPwKg8miSMieU70eND0kbviNVT3blcH649IAMa+BcjRBr6lNqY/YNgmfR10YlJXxhCRd6D+Pxf/6J3P/pQGbJmVukK5dStby+XaU7W/GWLNW/pIoMIQBKYXfv33oPIKHGUPjamfAMT5YJyobykAAWi55q4IEDgS3pz7qkvAg1YAGWtGgCy1AmLKbBiBtC9i4eSNXozia295qyI92CcUHQlK/a2WAXnURPlRuCxZ9GA9erKwfVlvAIwGfTMZ+CzAJVhmN7cET4P09RpsgGP78bfcSNw03Kj3wf4PRCjLznJOqKe0JmJ0J1CJvrOh+8rWaqUKlKyuBq3aK52nTtqxPix5j4XLF+q2Qvna8HSxe7LMq1sl3X8ehDvwTx9X5nuDSguhhdbsES+nHexcaPcwdytXCQAAQpoCxcuNpBUjujfo/1KBzZDS7iYXBCGenABGS7iKVbAxeT1DzMjKkrpE/WUMt7+w4GJrpzH5+HiA5PPy3Fei2GWwcrn4P0nTJpiPUDeTCoA8jw9HIyZpdJDjRXIfG5q1IQDz6K52RkdcF++x50Gi9frjCV6L0Kn5rMvPK+suXKoeu1aBq/f4IGmTHGbOGOqWeKmXdvdh1zk7lwHxCUzwAwGyJCMY1jYMUpPR229GlwUFwbF1XCxuEg8Ztyn54boTeHLsq4NVSPGirIWzeBBQ23FKZ5n0DF9fNR4uXA8ZlYTF4ebg4sOCIYh4tIAQR9osAKOCau79h20sUR8HoDzt7g//oa/BwDDOKktByvgevftr9Zt29lnASod7Oxzg1EsZ2Y13VSMXaJDnH5brJZz+vQbYPMpuTYPyg+AGJNQqUnuLLB8xQpq2KSxJTys+kQGO8htaULMWTBfS1Yud19wt0FcsXaN9ejv3sc6NLucRbnmgANHRsocjt0H9llbkQvEaO1NO3dafyMXDffKReM5LAl49M8xtB/lwgAHWFy4EaPchRk73hSY3NVcKEbqMZOZHgbOx2UtWbbKivbUYOmF2bh1xwO69+Bxbdq624rsFAoY3cdxD7w3TAV3ChBgMVqclUSoYtFRwOcASP+Bg9S3/0B7PMx9Fs7hOMMyeQ5gjLBnH/iMZWJYDH9DJhvTQKz/CiKDfRiZVqhIEQPYzGWqrdu2cR+2q7uAIwzipOlTNXv+PM1bvNBiIvDYZ0DU6nVrbcgi8xvnOtBrNq634zQ90CWrV9sQCsaUMioNa+Qux+VQWAaKgVuw0GBwxwKERR6YW8FFASQXpEu3HnZB7OJFKb0M/C1WCXS60EaNCXMXdoIV11kkwtNV6zZa3RYFHiApCdJjAjg6gYFIjZTRf206dHTt6WY2KYcZVEDE6rBEwDI6Aqg9evW2nqC69RvY881atLJzuQHYMpaJkYV8DwDyPUh4Yiq9/VcQGaGFNG3eXLXr1rG2I5bIZNNRY8e4u3GUQcQSAclcjWnO/QKSYRnbd9Kb7TKxDeut2bJx6xYbOEXiw/ibZe6CMB6UAb30zxF/mPyCqwIicYQvR895x27drW+TO5p+SiyNu5q7l+dauAvVpUfPBxSIWAxui/PovJ4xa671utCtNn/xsgd0wZJVWrZqvXVzLVmxWguXrrTjdgO5z493YAxuB3cTt2rfQaXLllfa9BlVsHARVaxcVfUbNlaDRk1Up159G3oCNB6zLVehosEEEoDbd+xs0ySqVq9hgGvUqqOSpcuakgv8aJZIZoT06d9PBQoVNCvs1aePKTAZFATEWfNcYHcKPIYlYmUkOQsWOQtauMCaLNRfec4b7QbMBctdUA8P18oNGzR0zBiLE1ghF57+Q+ID4IghDH9gQBV3Nu61u/sMADUrdMDauwvFvAzmV3CRWzLEZMhQ185tZXc7Lo1el8lTZjgLZm6Ji0OTp93XSTPce8xywJYbTJZzCQBcajcWFo0lMqkVL9DQWSGDu/LmL6g8+QqoQqUqBqBUmXIu9FSyOnORYiXczV9PJUqVVtnyFdS8ZWsDDDCgcozz2Oec4iVLqXDR4pYHRHoXP0j+65iIjHEXOHfu3GrcuLGaNm1qhXIWkAXmwMGDDSa9HSRBDBwiZmJ5LAU2ZPgwc6tY47LVrl3nrBBlnz44LgwXiIvDXc6AZWKaNx0N19muU2d1c/CYmoYFAhFt3KKluTUmxwALi2zQpKntd+3Zy/6uR99+9rdY6thxE13mOE1DhjGwaYo73t/gLV25TkNHuhty6hz3mRdp1tzFpnMXLglYqcsqUbwDn4/XYrYVAHPkym0Q8xcspNx585tVAgcrBUyxEiVNAQRoLBYFeOPGTVW6VFkVKVxMFSpUUvnyFZUzZ26rD8ck/xNEVo6gv7Fu3bpWY6XLil4OIOJimQpOokOXlQeR3g9v2B4FA0Z643Ynz2Bw0TTbJ77gqrAyoAAUBSJjVrAuJoMS37A8EhXgMGWtdoMGtgUUrg1wjZzb5xj7AEZ53nOvvfsOVI+efdWuQxcNGz7aOp4HDR2tMWFTDObIMZM1doKzVLc/buJ0G8Bs6sB5Nxc3Ur1GjW1mVc7ceUyBlytPvnuwPAsFLNYIUCzUg1qgUGE7p1y5CipYsLDy5smvokWK2zZb1hzWXxvTmqz/NUSWyKIYULJkSVWrVk2NGjWyUh29HfRwsCBDpy6dbcwlvR4eRHpCWL+Uofosh0m3FnET9+slQ1wYhjcQA3GlxcuUNcvh2NiJk8yygItrBFT9xk3sAqLsN2/dRr37DzD3mTt/AZWtVMlAepbCeZVr1LDj5SpXcXGoq3r26ufiUi8NHzHGWbmLlcNGOovsa5bYq+9g9Rs0XAOHuO8xeLgmTZsZUPf5UG4mbgZeK12mzMqcNbtBBGDW7DkNDNA8qGwBiYsELgDZByLHCxQoZOBQrDFTpizK7+DTUfyjQWTYBmu9oDVr1rT6KkVy+h5xrXXq1XVpcjuD2K5jB3OtHkSg0Z3lDZ6laDB8jLPWqZNN2cddEv9IQNBS5cqrQNFilrgAAohA4sIBp07DRgYGl0lMYp8LWqNOXQPFLOAKVZy7qlpNVWvVdu3aOipTsaKdw99WqVrTIGKNgGzWqq3Fw8HDR6lz917uhuznkrYhDtYQ976DXCyeHqWBuMxn5IYq4mBkzZlLWbLlMHcKQDRbjlwGFSsEFOpZ5D1wUVaI28UKgYcVFnPw06XNoBIlSn3r0tb/FUTKcp707dvX+euc1oHMKADcK1lri9atzCK7dO+mmnVq22MsDxfLYFosFbBktFgncZLnOR9AgMJlMsgICyTG4RIBRApPSk4m17N3H9tv6ACSBZIwYGWAK1qqlFllftcUwiJ5DFgSDLJBUnf+liSCTJB9kqQ+AwabYoldevQ2ywQejwHJTQY4XChJEltcNB4jS46cNsuYeAgQLA9g7GONXizkGFsAEgexRPb5OwAGa4b0mVyo6mrX2/sNkYAEim//U0ykvspC6ylTpnQBuIJZZdWqVa3d2KRZUzVo3Mj6ILFG2pDESsASL3nMaGisEpdLpss+lkomiYvCVWJ9AORiARGLYqg8F5s0nfYY4ABRqUo1Sw4KFy9hlsu5gKvk0nosEuUYiQSpPkoGGB0isDp06W4A+w0aqo5de7rP0cWOM3TEA0cyhcfgRsO6ec+c+fKb1WXKktUsElhYGBaJdQLMg0g89PaBjGu17NTFymD9JlES9erVx645lbP78iNA5AVZGoveDvofscTatZ27cjCxPtqQdevXsyYIx6jutGrjEgxnqV7iA7j6jRqaZXIM6Lgm4hmukn3iGG6SbBPLIiXH6mhMo1iWl5oDiIuJa+M4rgzInI8V81pcSKwCZT86ROIqCRLvj8smefJuJj4XHoIbjeMkVJzHDeK9L6/puU32UeIgVsZn9J7nJuIzejGTz169Zm2XY9R4QFMkT2VlxPsSKLcF9Fv6E79PcKfEQ4RBVZUrV1ZWd+cBs3z58u6uKqTS5coaRKyyHmN1nDutUbuWAQQUrhRwWCFgO3buZK4UC+UCotzhuFVAEstQ4iNQaBBjiXx5sjsyPc/CcKVYH3c3Fyhj5izmroiDuDz2OZfXQb2GtQcRKAAjg/WyWq+JwnEskESL+ExMxZUSbwGIYnEW25yyDyivCYHyWfkMtAuBxvt7z7FfvXrNBzRf3gLWxXZf7gP8ryFGF8aiJk+e3AXhYipUyKXPLgaR7BAfSXjYJ+Fp1cql+G4LVKyP5AeXi7ViqYDEanGRXFDilhfruMhcDL481of18KWxQGIJx7k4HMcteQpkngOmp/wNrozj/C1umNes14DPEriBsDiaMlgulglAz71zY/Ec7Uw8BBC5QbBEbhLek9eiAgMUPhduE6hsPdfvHfduPqDS6K9V0123Bi6+u89Up049S3QYTHxfgi3xfyiABwvLRubIkUP58uVzWVQJG59TpkwZs8oqVaqoXr16lvgQMzmOdaK4XKwSeMRQ4FasUtkuJDVEvhRf2Ltb2WeLchE8GFgiLoqtBy1YgwHyPHC9thnP8zrs81rAxOq8bBd4WCNWB0C8Ay4di8StYq0kS8RarDCvuylwmXwHbj7g8Lq8Ly6UrfcdvO/G1nOtgK1cqapat26rBvUbWXOjlfM6yP15iz8BRIQhHJ988olZIuNV0eLF3QUqV87iJOq1JQEHsHIVypsV4k6BWrV6NVsvzothXFy+LF+QL8pdypf2AAKOi4961RCSBKwL9eKS59o8kIDjbwDJBeZ1uGG48LwfsRd3jBUCDncORBR4WB77uFSss5jLB7yMOFP2HPZafAc+K97Ci9+8NlueZ5/vwTnEeLwP5/Ed69Vz3sCdBzwgjhk9zq5xcKsgWH40iAyuypw5s2WqWKVnmVgjxYCyZctaBos7pfeDmAlMrBGYuFViKC6WCwAkXBJf0qsr8qVxPd4di0UBhOQFiFwwHntJhAfUAwlAb4tFAI+/A6j3mItLkgJErBFY1qxx4LBItkDFGrFCQL/9/geWERNLzZJdrA7+vHwPHnMzBlse74VyjO/sZdtNmjRT3br1LTMFJI3875IfBeLd24G0t2vnzkqUIKHy5s1rQBmATHwsXKCgqjt3g2sFLDBJhrA8kp0ixYu5C1jaHtO1VcFdRPYpGgAX6ySzLVW2jCk3AFq8pHOdxYoqT36qIHnvvQ5QgAdIFGiARtn34iXQuBkAiHo3C8q+d1GxFOIbcZp9lLUL6DJKkSqNQWGEAQOwGFpIJevH1O+THwXirRs3TU+dOKkUyZIrVapUSp8+vUGkQJ4nVy6VLlnS4iFu1ouXxD8AsfW0bHkXl5x1AhELBRbHPGgooFCgkQnTkxIMEojAAqBX5sIqAYd1AC+68pznAmOCGKxksPSaYMUkX5480IKLGg3xQ5SYdz/uPbz8aO7Us8a+vftYbMStZsqUyTR71mwq6BrBxEgSn6JFi1omW6wEsam4WZkHDEhkqjwGUM7cucz6OI4bRgGFevDyFsj/AEiv8cyWFD912nRmhbhV4HqJkKe4PLYAxCXjEr8LIj3vuEieQ7w1W38p+dEg6k7gDsIiEyZMaIolpncXMKtzrblcwC/qLiyJDu4W5YLnypPbtkAATIlSJBwua3RuEjhA5DjwgIryHMrf8DzqgeT1AObFRc8SPRfq7QcnNVgnVoVbZPswEHHDDNTyhIHNSEydtj+1/HgQg2Ts6DH60x/+aPCSJU6ilEmSKm2KVEqeNKlZJLXWXM7FelaEa8ySLZsp+57FeeCA42kwRJ7Hknkd9nmtjJkz3QMHRGIjyQ4xDyvE1XqZKckT4LBElH1cKRDJVGmjEgs9cMRB6rX08Y0fP8G+a2z4vcWfBCLNl3q16+iF555XjmzZlTpZCiWOn1BpUqZSqhQprbqTzQHLkSungcuWM4dZI4pVASV/QQC4pkoUPPY9awNkMGhA8ne8FpYIPC8ORgeI5fEYK8QCAQdM3Oi3QSRWMoQCkDzXqVOXews0xQb5aSA6ob+RMtzLf/2bMqRLr6+++FIpk6dQ9uzZlSFDBqVJk8bFqjRKl9Htp0tnFx8N3vfUgwo8D2awRodIEZrOWdL+QsVcY98pDXGqKbTpPCsEIqk+AIMhAi0YIhZI8YHHHGdJkm9rs/0S8pNA9NZcIeMiiXnqiScV78uvlChRIsWPH1+JEye2Mp0HEReYOWtW00xZMt+zTk8B5MEEmhdLPY3uTj2AKN1QQASgp1ghEAHoteW+C6IVxV1DnBjJiDPEyyK/b6Ggn0N+MksMFrqnnnvuOX311VcG74OPP9Inn32qL7+Op/guAfoi3lcGFIBYYpJkSZU+U0ZlzZHdtknd3wAbZR+w7APdXKqLjznz5XXACrmGegXrmM3mslJKYNQzgYkl0i2FJQIS0FRYqHl67UOSGLYU14l9uFDA1axR22qZ/MDXg00A9mPSn1d+Foi4HtzoM888o08//VQffvKx3vvgfb31ztt6499vKl78r/XRp5/Y8c+/+tLAsv06QXylSpPagAMWwDwGJI9TpE5llpc8jUuanGbKns1AAhCQrJ6fr3BhAwdELBKoKL0OWCnPAxGrZOtVT7BQrI8tNUxmWSEPdsrGBBD9eeVngYgwhyNh4m/04kt/MWhAAtz7H36o19/4l/715htmoZwDNI6zTZQksZ3PFrgeaM7zYCZNmULxEiW0GVkJkyZWatc2RVO5Jg6a14HK4eIzk1w5DmTAAhC4xEiSIZoNNDFogpDhAjBp8pQ21wMhPAQkGBixMfhxTPrTys8GEWH4Phcfa0qbIb25T1wm1kQ8I/PEVTI9gLhILMRlJk6axNwnx9jifrFCXgOQXyb4Wh98+rFp/G9c3HVNmc8TJND7n32mtz74QBlz5FBKl0xx/NOvv7bBTCziTt8kPRDpMjjgadK6pClQOEeJmQyzYBR28HJcAUv04AT68x4EFpP+tPKzQGQiDsL/DNv3Guo06qnOMGyDrqhqNapbfyLujGSCrJCmAq6OOIV7o8kASGIoNwDtSsCxfkDKdGn08RcO3LvvKVHSZGZxxL7ErlmTLFVq26bNmMmyVwrcFLQpZPMeNDuo7DC0gvenIsPwCmYlA9H0XlmMbxKs0aFF159Wfp6YGPRFmGNHNxRjbRhXg7JPnyIDpRhU7P2UDyO5WZqTeX2M1MY6sBiK5BTHqbHSlVW0VAnlLVRAeQrmdy6y4L3hiMQ9et7puGULOJ6jk5dhF3T8MlqAWMhcCW4Sitq8FwkNioQgBgkWyWRSupsYxsjocIYsMtJtw6aNNrSfJSWZusZEUm9GLRCZ9cQMIZQByJzH39rY1UkT1aVnd7Vq386m2NHz7nXgMqiJXnjGwjCSHHh0IfVz789gJ8bJMC2AWVPMtOLmYUIOI+qYChCzPMIQWcKDRdpxnXQEM84GEAzlZ6ocW35Sgalr3lx7ADKHj0mhuDZm0LJyPxNytu3YbvM5poc7y40aPc68D4b6M4KcgccMLWRaAKPKeczPJTABhtlMHGfaHL+/wc3C5E9g8psf9FIAN+Za6CMI0cvqcEW7d++2cTf9+vWznn6WFWNm7yxnYUzNZuo2iykwqxdwrFnDTCXWcmNCCUuX2Cxfp0wBYHoc8zsYiAxQ9rE4FsZl1hT7zFwCHrONmY6GlXOjAI1p497MYd4TS2c+CevZMdfku+XngfR98rNA9H7hk/YiP6bM0H9WbRw4cKDBnDNnnhYvdhd69TpTLqw33z0wN/+srZ/KPHcsE6vBIr1fi8MisUxW72fpZibhMLyeCTlMeGEeB1YHQCyU12T6NFOwvYmpzHlE2WfgF5ODJk6cGBUDv00eIYjBlrjLuTI6jRlzw7IqtnrjxCkKC5uksWPH27x7YiLlLZR9VpEK/Az7VnOxrAYFBH43gzhKbAUgW5oxTAlnzgZb3CgWCUhvBWDmNwISi/TcNVaIso8FMkmIFUTutw1jkkcIIuIVjLkoAPzyyy9tBBx3O1bYt09/dezY2Va+4MISEwHIem2s5s9yXqz6z3GeByRTxklwcKvM7UCZt4gFMo8Ra5wwZaoNuwckcRC3igWizDb2FjVgxQqskrnyDOZiaTR+yfu7C92PGMRgwSL5IWWW32RM6swZs21pL2IjCyfw+/n8gjeL3gJw+459toY4x5nRS9LBxcaiWIHCc4vEM+bqDx460mb/MnF0dvh8m4/PHET+FtcMPJIZslHiIY/ZR2ncswyo9zn9IL8YRITqB8uN9e8/0Fwpq2CwHk10iNu279W69VsNCAkOAIhduD7m6wOBlTFYYsRWnVjo4pwDyDx8lDmHvCbrk7PMNX+H9WHRuFBuALJSponzGp7Epu6m75JfBCLwvGkA/CYEv4zar+8AG+3MUia4NpKYwNIk+11sW2Wr+LPYAfPlcaneOjZYHuAoCrAPCH5UBZ08fbaGjRoXWCRhzQbNnrfI5hVyE/AeWCGW7P3EH6+Bm+YmC47jsV1+EYieXLt2zZaibtOmnYMaqfnzFtqFfBDiXlutgunV/GAKq1nQzCA7pQAAANzowkXL7NcAwucssOnYzC1kNi+/s88NMG7SVA0dOcb+HisEHlaIFZOVApTXCf6JWQDyGWO7/GIQuUCU46il0vDn9xOp2tBoJ5NkyRMyS5IRrHHTtp22eBCJCUBZvB0XSolu7ATnRmfM1bSZ/A7FDFscgRWLOYfVLnhu0jTnbqe4OOqOYZWApijA65P1AhJXymKAfpNYA5HSGwsXAZG5+lxcKivWvnMXHQsCLBcetzht1hyrrDDfnsUQ+vQfqg5detq07F78uMnYMLM8XOr0WfM1Z/5Sc6sz58y/t/oFr2dLgrksmNiKS/221X1js8QKiAwatt9PCp9lCxOxjBgraazdstF+AIWlULY4oKxtww9WLlu11qDiTpljv3z1BlsUAYD9B4/U+KnTNZG59EwzHzrCfjNjjGuL8qttLK3CDUDM9Fa+ICslrtI8YV1Vv8kvGhM9iMxZpL1H3XPm3HBbvIj9VSyRsnWzgVy9aZP95CxWCgDiIwkOWSru1NaYcRbHrF4scCS/qDNggPoPG2a/1rbQJUccY6ULrJMfJaOyQwUHt0wsplZKmc9v8otA9DI/ejWoddKtxLx9iuGsqjFxykQHZ5IWLF1oPwqGApTlxYiLXkJDJkpMpAlB23DAwKHq23+wza9nnj2ZKHGQfZb0Ij7iRr2CAYkNf49bpq2JNf6SI7n/W/lFIHppO5ZIzwUdw97aNoCct3Cei1HzHbRlWr+VXocdtuIUC/wBkwuO5ZCI4AJZk43GPCtCsajQsFFhtg4N8+tZdZ/MlISHfRTL4yYAJlkw2SrdTwBl7W2/yS/qThFqnfQvUvfEtQbWuFniUv512rJzqwO4zdZ+Y8kwQGKNXr2TZgJbfu6P36eaOHm6gcSloqw5g/ulC4rF87xfUSMb9QoENPJJarBGVtNgVpPf5BeHSP8iwzK83n6GajRr2Uz9B/bTuMlhCpviXKGDhzUCk3XgaM8BAovEEoEADHrkWa/NrM01M1g6hU5h6qd0BjPX3jqGu/UwHTBosLlkmheMIsBNf9sPiMRm+cUhIqdPn9SePbu0dMVS19ajp3+GZs+dpVVrVzm3OEiZsmZUkeJFVLV6FZvPyJxFftqBWVbMdWRkOIOuGGDFICxmPzERlUHBzI766JPP9Ps//MkGabHYAz9MSfcVa60yXMTvEisgBnrHUWLlXd26E0guDh09pLoN6ui3Tz+lPzzzB737/jvKnC2TtSvpN+zatbOyZ8+qx5944t5vdDz+5OMGC3gMrsLaWJKSwVAMzsJde6snP7gUs38llkAMFq/sdddZymENGNxff3/1ZSX4JoHKVyqnzt06W2GADuG1a1e7jDSwXGdgyH82FSic34Z/sD6O12lME4ahjcxzHDF6uHUgkxmz+C4/GOJ1WvtVYgXEa9cu6+bN64q8S7WEIkAgLl28eF4LFsxTokQJ9OlnHytdutSqXqu6QVztslSe69ChnY0m//urr+jPL/xZL/zleSVLmcLiKx3GWB7r4wTccAOFTQq750K9oZR+l1hoiQ9Kl04dlDRxIpUpVVL169ZUp84dtGjxAm1w2eu6dWs0Z+5slShZTNmyZVHevLlVs2Z19e3bWwtdEwVLBXSVKpX0nnPFCRPGV6/ePVw71SuthSD+ZHL71k3t2LZFA/v31fN/flZP/uZxi3cv/+1FvfXm6ypZqrjBxAoLFsqv3/2en/qL+t2qKP3ww/dVpEghlS5dUuUrlFWqVCmUOk1KVapUwQBj5XfvYvGxv6vp+yRWQjx0YL/69emt5k0bK427+G+9+S999slHKlumhNq2bq7WbVqqVasWql2nuooWK6g33vzHPXi/+/0T+vUTj7nkJr6at26q+o3qqk37NmrdrpXKli+jJMkT6xP3Wh999IHWrFkV9Y7+llgJ8fzZ0wZx8sQJmjFtimZOn6ZFzi2OHTNCQwb106hRwzV27GiNDwvolKkTNHhwP+dGe2rY8EEublZ1sBLp64Rf6sW/PqdESRKpResW6tazmwoVLaRXX/u7nnzyN+5vxwa5Vv9KrIR4/Ohh9e3dS2HjxmjUiGFaPH+eliyYrzmzZ2rWjOkKnzXNdOq0iZo0ebxGjxutqTOmaPGyxVq3Ya3adWynePG/Uo5c2VW4WGGX2HRx7cq2atK8sTVZKPMxy4oSn/fLAn6WWAnx9MkT6t+3j8Y7axs6eJDm0aSYN1fz5sw2kHNmB0ACcfKUMANIcYCa66KlC50Lra+sObKqWs2qqlmnZgjiLyGXLpzXoAH9NHrkcHOrs6ZO0YLw2VrgQKLz5syMghgWBXGSgzhD8xbNcRDnq1b92ipWurjqN2mgZi6G0sSgwtOoeVPVbhBY0TEE8SeW61cvu9g3wFxprx7dNNXFxrmzZlpcXLxwvubPm30P4qTJYzV6/EhNm4k7Xah1G1eraYumBrFC1Ypq3LJpCOIvIedOntawgYM1qG9/9ezSTXNmOFc5O9xiIzABOGvmVE2bMcElNeO1YOFszZg5SeFzpmnV6mVq3KyBipcqYglO46aN1LtfbwOLNmzS0Nxq2gxpNX5iYPVCv0ushKjIOxozfISGskxz1+62XbdylSaPH2dWuWB+uOaGzzBwgJwdPtUUiACtWbe6S2gKuky0gOngYYMtJjZv1VyVqlayYvqLL72gvgP6Rr2hvyVWQrwbcUtrVqxUp7btHbgws8oJY8epUrmyatKgvqZODnNNj4DlzV8wy2AuXBSuVWuWaM3aZWrRppm1Ez/89H0995dn1a5dGw0c5Ky6Tw/lL5jParEkP9cjrt8r8flZYqclIrdua/yoMapZtZq6d+qskUOGuf0qqli2jHLnzKpSJYqoQcNa6tCx1T0rHB9Gf2IX144cqumzpqpZyybKkj2TKlQsZwUCGvw1atewUQPInVDZ7aeTO5GBZIMEh9rp0089qf/3xr+UK0c2q5+OGDZIY0YPVd8+XdWkcS0VzJ9TX335sT775D19+vG7ypsvu/r2666Nm1drz94dGjFyiPIXyK2SpYpq1uxpuhUZGIJxH2KgC+y++ktiryW6i3nh3FnLSP/vD09bSe1vLz2vHNkza8e2DYq8dUVXr5zW8uXz9PFH7+ipJ+/XTZ97/o/q1r2D1m9YqV27t2jAwD569723FO/rzzVn7kydOXtKEbduBLnSEMQfXTxLPHfmlDUxnvr1r/Tkrx7TX1541lnbBy4znazr1867M+7q0MEd+uD9fxvEX0dBfOlvf9aYscOcFW7Tvv07tGbVMrPgsuVKqv+A3jaSgK4v/j4AMgTxxxdbf/KOIiNuWKP/peef019feF7vv/uW0qZObq50y+a12rVzk2ZMH28u9IXn/6RX//6i/v3Gq8qeLYO6dW2npUvmmvbp1U1ZM6dX7jzZzbVev35/MFTE7eB1aUIQfzTxLPHk8WNq06qF3n7r30qeNLEKF8yr9i45GTdquKZNCtOUCWM0Ykh/lS9b3AF+U++8/S8lT5ZAdWtX1axpE7Rx7Qpt37pey5YuVL68OfXlF59YL8ix44d4F6cMBblhsTH4n98k1ic2VG1ef+0VffHZJ8qfL5eaN23o4I3T6uVLDNKiebNUpnRRl/RkUu5cmZU2TVKVLVlYg/r31KTxI03LlC6uZEkSKmniBGrWpEEQxDvOmd6KQnf/n98k1iY2dNgeO35E/fr10SuvvKyX/vqiA/mRs8hEat28iWZPn+Ia/mNVp0ZlvfXv1/T6P1/Wq6+9pL+//ILix/tUzZrW04RxIwzy8MEDVN81LcqXLanePbv+B8QHXWnInf5oAsQrVy+5NuBMxYv3pXXi0j7EpQ4d0FdzZ03XgjnTNWr4QOXNk1XJUyRUxkyplSlzGhUrml+9e3W250YOG6BG9WopeeKEZo1APHqMFRNDEH9yobP2xIlj1gFMhYWO3IwZ06tKpYoa3L+Ps8LxGjtyqNq1aq7E38TX2++8qfc/elfvvPtvS37IRkcNo9Izys4vW7KoShYvrL69u+vIESwxAMsbnBWC+JPIXWvLMSgqVZqUevu9t208TYN6dTRzykStWbFUK5YsdJnqcOXImUVfxftMCb75WomSJlCx4oVcdtpR4TOmauHc2eZ+EyeIp0IF8pglHj6MJYYg/uRC++3cxXM2Qyp5quR67Z+vKUWKZKpVo7rGDB+ixfPnmI4aMUSpUidzz7+iN//fP/XRZx+oUqVy6te3Z5TLnWkWWbdmNVWpXF6TJ42PssSAhGqnP5l41nBXa9avUVkHhTEy5cqXUYliRcw9AggrG+1cKoOlPv3iI32Z8Auly5hGxUsUVoeObWxMDs2Rzu3bqHrlCurYoY0mho1xMfH+71mEIP5E4l3YazevacLkCdbjQDdS02aN1bRxQ9c2HKzlixZq/eoVmjZlglle1hzMxUiq9JnTqmrVyurfv6+WLFqgDWvX2DCPZk0aqX3bNpoydZLFWk/82KSILrHaEm+6mBg+b7YNz3/FJTYff/yhalSrouGDAuNusEbcZtasGfT5V5/qLZfc0P2UOUtGG2vatnVL9ejW1ZKh6g4sSdKwYUN08mRgRX0kBPEnlcDEmtXrVqt0udJKnPQb5c6TU9WqVNKgfn01e9o0zZo2Sb16dDH3mTpdCsVPFE9JU3yjuvVq28DisaNH2ZgcBlsBEQudODFMp06diHqPEMSfWAIQt+/aZgN+KWy/++7bKuZiYu+e3V3mOd0SG2Ji3rw5LTPFCr+M/7nNlGJof4d2bTVpQpjq1qqprJkzqmHD+po8eWII4s8h3s8WMFtpw4YN9qs0rPn9dfyvbAg/4FavXKqtWzbYeBuaFF/H/8JcKokN8xg7d+lowBiyz9yMXLlzOIstqhEjh+nSFW+tmrtREIObF15S5R+J1RCZ28/vFbMq/6eff6b06dOqUOEC6tKpnWbOmKLlyxZZtlmkSAF9/Mn7euOt1/XJ5x8qY+YMKlmmpJo0dclM+7Y25B9XysQaRn0TaxESqBDEn0i8hRkQrJH5hvwmBtYEiK6d21vzAYukIA7E+Am+tGH7ZKkMGiab7dmru9Vee/TopubNmxpIr6EPvOj/QhB/ZAkGef7SRfFDmSlT8jPwRTRogGsnhs+wQcQD+/dWlaoVlDz5NwYRd8rQ/QquXVinTi3TsmVLq0WLZtq1a0fUK4Yg/iJy/fp17d27WzNmTLORbiuXL3YudZLmzJ6qxk3qq1z5UmrUuJ769OlubUFi4b79e+xvzp4/b4vI3xdAxeRGPfWX+AbigxKpyIhrGjK4j2rXquLATlHYhDHq1LmdFi2ep3Hjx9gQjBs3WCERWNElJnDB6i/xFUS6p2yA0y3Gx0gTJ4xS0sRfK1PmdDYQqlbtavrii08sbiLfPm0tJnDB6i/xDcTgGEleeevmVV04f0ITwkYqTdoUSpToax08uFe/fvwxa0YAIwQxNsvdQEfulUvnbDR4tiwZlCdXNq1dvcqKAlOnTY4Tk0cfVnwM8Y7OnTlhTQ06gRnNtnrl8hBE/wi9HJE6cXS/hg7srUQJ4yldmhRauXRJCKJ/xEG8G6kjB3arT8/O+vzTD20A1dKFC/S4g8g8/8DKGI+G+BPiHedOHcTjB/aof++uZokZ0qW1gvhvoiDGih/A/5nEnxBvMy71tk4c2qsBvboqYbwvXGKTQ0sWzLXh/tMnTwqMXb3jv0zzv5E4ATH+l5+pdMniLiYu0tO/+bVBFNO4QxBjsUSStABxt0H8+otPrdOXUeF/fPI3mjZpYgDio8HQnxDv3g6C2Luzy0xTqXWL5jaM8U+/f1LjR48KQDSJ+yTjBMSM6dOpXZtW2rBmpZ794+8DEM1aHw3xNcSTh3ZqUK/OypYlkzp3bK9tG9bqL88+858QMcZgjWMSJyDmyJZVXTt31M5NG/Tyc89owqgRIYixXTyIpw8GILISY59evbRuxWK99uKf/xMivVH+7fP9XvE9xCE9OytLhvRq37adls6frQ/e/GcIoh/kQYgdldklNi2bt9CiOTP15YfvauLokQ6aV7Fx1Dx4cRAg4l+IdyOjYmJHpU6WTG1attLKxfP1xUfvKmxMMERngnEYIOJLiCYO4gkHcczwvspliU1nrVgyXx+8+6YmjB3j2AWoPdiZHDfFvxCdhR0/uEOD+3ZR9kwZ1bldBy1ZGK5333IxcfzYexC/+yfW44b4FGIA0JH9W9W1fTNlTJNabVu00sLw6fr3P1/RxLD7qyfy2xdeXuNpXBN/QrwbQHF43xa1alpbaVIkV8smTTV3xmS9/upLIYi+EEtabuvQ3s3q0q6pkn2TSI3rNdC0yeP095f+7CCG3UtkbkeGYmLsFCzRJTZA7NS2sblTslNW0wi40xDE2C/mTm/r4O5NBjFrxgzq0K79vcTGIEbJo9DB7+PEJgCxY5tG/2GJLHTrSQhirJUHIdKL0aNbd40bNVQvPf+MFoTPuedO3WlxXnwKEQlA7NC6obJkymAF8JlTw/TOv/+pBbPnhSD6Q+7o4M6N6tSqoVImT6aO7Ttowuhhev1vLwUgehIX2xTRxNeWeGDHerVvUV+5c2ZX3959NGnsCL3yl+dDEP0hzle6JsaBbevUrlk9Zc+axWqnQ/v30tv//McPgIjPjUn9JT6F6MjcuaX9W9eqfZM6ypklCOK/Xg0kNp6EIMZWcRfaQTy4Za06fB/E72QSDC5Y/SW+hrhv0+oQRCf+hXg7Qvs3rFKr2lWUIWVKde7QUT06tdW/XnHZafjsqPOcxMgkGFhM6i/xNcR961cYxPQpUqhX9x7q2qmNnv7tr+13Fu9JjEyCgcWk/hKfQnSCOwVizcrKmy2bRg4bbnMV//ri/9nSKAEBCJlNdEj39U4Mx/wmvofYskYlZc+QwcpuzFV8641XHxpizABRf4l/Ibp24uYl89SiWkXlyZxFrZu1UNtWTawX4wF3GqPEBC5Y/SX+hajbBrF51QrKmT6D2rVqrY5tW0RZYgiiT+SOQWxapbyypklrv7XYpWNrvfGPl0MQ/SP3IWZOmUpdO3ZSjy7t9Po//qo5c0MQfSIPWuLAPv3Us2sHvfmvV7R27dqoc75PYgKI+kviBMRsadPdg8hPDoUg+ka+HeK6devcsw8jMQFE/SU+hciFvqVNS8LVpHJZc6f2c+4xQPxumNHheeov8SXEwAKzEdq4aLYaVyqlLKlT2gr9A/p0t181Xb9+feBEJ7f9x+QHiy8h2o+f3LmpDQtnqVHFks6dptGA3r2tYsPvC7P4uyeRD+dXfS3+tsTFM9W4cgnlyphWvbt3sSbG55+9r82bNwdOdBKCGEslOsS8WTO6eNjJejH4qfYtW7YETnQScqexViBDYjNDTaoUV5Y0Se1HwJo3qWcxcevW+5b4KEjcgTigl4NYRx++92/t2HbfEh8F8SlE5JY2L5upptWKOYiJH4C4czuW+P1+FKccF0KmjyHecBCnG8TMqb8xiM0a1/7BEOOC+Ned3r2uTUunqX39csqUKoF69+igpo1q6YtP39fB/Xujzns0xL8Q71y7BzFL2kTq16uTWeLXX3wcgugPcRAjr9yDmD1DUg3q312tWzRQwq8/04F9e6LOezQkTkDMnSWFhg3qpXatG+ubRF/p4MH9Uec9GhInIObMmEy9ure3mJgg/mc6dOj+r3c/ChInIKZP8bVZYqvm9fXF5x/o8OHAr3c/AhU3E98nNu3qlVXaZF9qzIgBatKwppXdjhw5YmeFIMZqcRBv3zCIbeqWtux0+JA+qlG1rJImTqCjR4/aWY9C3RTxKUQnd25qxexxal27jArkSK/JYaNUp0ZlffHZRzp2LPDDz0B8FKzRvxAVYRBb1SqtPFnSaMK4Eapbs4riffWZThw/ZWfQDRXqxYjVcssgtqxZStnSJ1PY2OGqX6eaa2J8rZMnT9oZIYixXm7fg0jtlOVPGtStrmRJEoYg+keAGOYgllG2dCkcxOGqVK60En8T/x5ElskMrXcaqyVmiEkTxdepE8ftjBDEWC/fDvH0yUB2+qj8hqIvIVqz4W6kls0crxY1Sitr2uQPQDx72nOnIYixVixZuXNLS2eMU/NqJDZJbPH20sWLGMRzZ04pIiLikXCliC8h2jDE2xFaMn2smlYtYZY4OWyMypUqrpRJEuv82bO6detWCGJslugQc2VKremTJ5g7ZSnpC+fO63bkI7AyX5TECYh5sqTTrGmTVLViOaVNmcwgPgqr8HviU4gOkEEcbQOl8mVPp9nTJ6lS+ZJKlewb3bx+45FYrNYTH0O88QDEWdMmqGK5EkqeOKFBjFqw/5EQX0K8HdUVFd0SgyE+SuJriIumjjSI9GKEz5hsEKmd3rgRghjrxSBGXtPCKcNVt2w+5c6cSnNmTVHxwvmUNXN6Xb920woCnn670ASJSf0lvoY4f/Iwg5grU0rNnT01BNFPYmCiQZwXPu0+xOvXQxBjuwQg3ghBjBJ/Q5w0wkEsYBWbebNnOIgFHhJiTOCC1V8SRyFeDUGM7RIMsV65gg9AzJYlQxTE+/9iBvVd6i/xNcR5E4erQfnCD0DMni2TaydeCwIYghirBYgNKxZx7cQ0WjBnpvLlzKYc2TMr4tb3NfZjAhes/hJfQ5w7YZgaVSr6AMTc2bPp7m2z1e+QmMAFq7/E9xAbVy72AMQ8ObI/BIfo0KKrvyQOQsz6EByiQ4uu/hKfQxziIBaxuRiU3XLnyKSCeXP9ABbB4ILVX+JjiHfvQcyZMYUVwAvlz6nypUv8ABbB4ILVXxInIObNltZ+ipayW5UKZX4Ai2Bwweov8SXEQO55W3PCBrvstLBKFcqlFUvmq1ihPDZs8eFZBIMLVn+JLyFaV5QiFT5+kGsnFlKZonkMIjGREW/f2sb/D4l+gqf+El9CtDE2uqXZ4waoQYWCZomrVyxS/txZAzExBDH2S3SIRfNl1frVyyyxCblTn0gA4u17EAvnzqxN61daTCxRpOAPYBEMLlj9JT6FyP9AHGQF8NKF82rz+jWqUaWiDSD+fg7RoUVXf0mcgFiyINnpQmeJ+VStSgX3nJ3wHRITuGD1l/gSYmAK932IxfPl0LpVy1QgT05Vr1rRPfff9iN66i/xMcS7mjHaxUQHsUiebDq4d5clNTWqVXHPhSDGejGId+9o+qiBql48rwrlzKptGzeqQO7czp1WsnO+z6HGJfE1xGkjBhjEgjmy3INYpRLuNAQx1osBCkG8J3ECYrA7rVyR7DQEMdZLdIhF8uTQ9s2blDl9OrNEnmd6IttHAWacgFiyQB7t2rZVWTNmcE2MyiGIfpDoEMsVLaj9u3cpV7asql2zRgiiHyQ6xArFC7t24h7ly5lD9erUegDioyBxEuK9cx4RCUGMA+JviCP7OYi5VKFEQSu7MWQxBNEn4i0LNnVEX1UrltMgHt6/28achiD6RLx1bKYM76mqRbOpWrmiDuJO5cmZOaoX42HFK3hHV3+JLyHeuu1yz8hrmjysh6oUyapKpQrdg1i3ZrUfwCE6PE/9Jf6EeCciCmI3VSmaWWWK5tKBvVuVP3dmNapX4yE4BGDdMaUxEgwwJo3dEicgliyUTft2b1aBvFnVtGGdh7juAThAvA/quzR2S5xwpzUqlNDxI/uUNVMaNWtU353xsGnNt0EKBhjT87FL4gTEmhVL6sTR/cqeOW0Iol8kOsRalUvp1LEDypElnZo3buDOCEGM9RKAeOMexDpVSuv08YPKmTWDmjdt6M74IRC/TUIQf1K5RWsfiEN7OYjZVadyWQfxiIOY6R7Eh8UYFyROQKxbtZzOnDiqXNkyq0WzpnZOCGIsFxs8HASxXrXyOnvymHJnz6KWzZvZOSGIsVwM4q0ITRhMTMyu+tUr6typ41Y7bdOqhZ0TghjLBYh3I24qbGBPlcmdUW2bNNTFM6dt+ZO2rVvaOSGIsVw8iOMH9PgPiO3atLJzQhBjuZDXGMSB3VQmT3q1bVpfF8+etJgYgugTwRJv37ymcQO6qHSudGrXrIFBJDtt27q5nROCGMuFxn7kjasa27+jSuZKrQ4tGyjy5mWr2LRrE0hsHiXxJcSIyFu6df2SRvfroBI5U6pr26a6efW8FcA7tWvthyLLjyr+tMQ7EWZ5o/u1cxCTq2fHZrp66ZQypk2qrp3a/ACInBiT+kt8DXFU37Yqlj2pendpoSsXTypDmiTq0aXdD+AQHZ6n/hKfJjZ3AhD7tFfRrMnUu3MrZ4lnnCUmdxA7+pHD/yS+hMhiREAc2budimRxluggEhMzpUup7p3bhyD6QTyII3q1VaHMSUIQo7a+EoPomhgexD5d2iji2kVzpyGIPhEa+7euX9Hwnm1VMCMQ2zmIl11ik0ID+vQMQfSDRIfYt2t7e5wuVXIN6N07BNEPAkQsb1j3NiGITnwL8eaVyxrSrbVB7Netg9VS+T3hgX37hCD6QejFuHH5kgZ3baNCmVKoW7tWjmykcmbJoqED+ocg+kGAeO3SRQ3q0tog9u3qGvgOYpYM6UMQ/SJ0MwUgtlSRzMk1vF8P3Y24bu50cP9+IYh+ECzx6sVzGti5hbPEZBo3tL9BTJk0kYMYiom+EGqnVy6c1YBOTVQw0zeaNGawM8+bSpc6qYYPHhCA+AiB9CVEOoUvnz+l/h0bq0CGRAGIijCII4YMDEH0g0TejYyC2NBZYkIH0YHTDQcxsYMYldg8FETvxOjqL/EtxEvnTqhvhwYhiE78mdi4C33x7HH1adfQCuBTxw11B28oTYrEGjWM+OhOQr+XTfQTPPWX+Bbi+TPH1KtNfYM4Y+JI3Y644rLTBBo3angIol/Eg0in8JypY60rKmmieJo0bnQIol/k/OkT6tm6rkFcOGuiblw5p2/if64pE8aFIPpFmEDTs3V95U6dQEvnztDNqxcdxC81ebyD+ANYwNrv4muIPVrWM4jL5s20rikgTho39qEhegbrd/E9xLxpEoYgRm19JVz4sydPGMR86RKFIEZtfSUUwAMQGyh/uiRaMmemo3Fb6VKl1KypUx4aYlwRX0KkZ//McZfYtGqoAhlcE2PKBEVcvapk3yT6QZYYV8T3EAtmTBYzxEdI4gTEYHc6Y5pzp4+YxAmIa5cuFAsxpEySWNOnTrZz4kLC8rASghgHJE5CBCCrmD4qIOMOxMhIpUqaNATRL0I78eiBA+rUpIYNlFq7dL47GKFUyb4JuVO/iEE8uE8dG1U3iBtXLnKWeMNGu82aMd3OCUGM5QKgYIhb1iyzuRhJEn6tueGz7p3zqIivIbZvWM0gbl+/wmqniRPE0/x5s+2MEMRYLgA6cmCv2jeqolypv3IQscRLzhK/ugfxURIfQ9ytdg0rG8St65baGJtkib/WAqo3IYj+EA9i7jRfG0Tm8CdPEl8L54Ys0RfCaDd+kQaIedPGN4i40xBEH8mdO3fuQcyXLoH2bVtro91SJUmgRfPCOSPUFRXb5XbkbR3ct8MSm/zpExpElkAB4uL5c9wZIYixXrBED2KBTN9oz/a1unb5rNIk+0ZLF87jjMCJj4j4F+LeXQaxYJYkBvHKpTMhiH6Su5EuO923W01rllWBrMldfNyuSxfPKl3ypFqxaL47I9TYj/USDLFQthQG8eKFMwZx5eLFdk4IYmwXR8iDWDBHSh06uEMXHMQMqZJrzdKldkqoKyq2CxD37g1BjBJ/Q6xR3kFMrcOH9ujixfPKmCqV1i5b5p3yyIg/IRITo0G8dOG8MqdMpQ3LllsbMQQxtsst6fCePWpcvZwKZE+lI4f3uibGBYO4ccWKEERfyHdA3LRyVQiiLyRCOrR7txpVK6P82VLq3NljOn70sDKlSKnNq1YbxEdJ4hzELavXhCD6QhzEg7t2qWHV0gbx/LnjOnHsSAiir8RBPLBzpxpUKfUfELevXReC6Atxic2+HTtUv3JJS2wunD+hk8ePWWKzY/36QFbzCIH0LcS927apXsUS/wFx54aNIYi+ENfY9yDS2L944ZROnTiuLKlTByCG3KkPJATxAfEnRCd7tm5V9VIFLbG5dPG0jhw6qJzpM9xLbEKNfR/I7i1bVLNsYRXKmUaRt65o7+5dlp1ioUgIYmwXR2jnpk2qXb6YSuTPpNuRV7V/725LbGh6IKGuqNgurp24zTUl6lQorjKFsuna1XPWTsydKZO2b3Qx0YkH8VEA6dvEBoiVi+dVxRK53YFb5k6BGN0SQxBjqziIWFylYnlCEJ34NiaGIN4XX0OsWDR3CKIT30IkJgKxZIHM7kCkZad5Mmex3g0kGGKwxkXxNcQKhXOFIDrxJ8S7IYjB4muI5QrlvAdxz66dIYh+k/UrVqh47kwqVTCLexSp3Tt3GMTTR47Y83EVWEwSZyDu2rHNIJ4FYqgA7g9Zt3y5iufJoFKFMrlHEQ7iFgcxUwiin2TtsiXfAvGQexya2uYLWbN0sYrlTqsqpXO5Rze0a+cm5cmSIQTRT7J66YIQxCjxKcS7Wrl4voOYWlXK5HCPrzmIGxzEdA7iAfc4BNEH4iAumRuCGCVxFuKjJL6FuGJxuIrmShmC6MS3EJcvnK0iOVOEIDrxLcRlC8JVOLuzxNJ53ONr2rFrk/Jmp50YgugbMYjZMqpq6cK6e+eGNmxco/w5s+n00UATI6B3ozRui08h3tHSeXNUKEsmVS1V3HG6pXXrVylf9qw6f+KYPR+CGOvljpbMDVeBzM4SgehArVy1VDkzZ9ClMyft+RDEWC93bF3TfA6aB3H5isXKnjGdrp0/a8+HIMZ6ua3wGVOVJ1M61atcwR6vXL5YRfLmDsVE/8h9iHWrADFSq1YsCUH0lwQg5g5BNAlBjAPi28Rm6sTxypI6uepUq+ge39bqlUtVNF8enT7OGJsQRB/IHU2fMF6Z0tyHuGbFUhXOH4LoI3GWGDYuBDFKfAtxyvgxIYhR4k+Id29r8rjRypg6mZrVr+0O3LYF3HPnzKqTJ0IQ/SEO4qQxo0IQo8SfEO9EauLIEcqQKqma1KvFAS1fPF95cmXTqZNH7XEIYmyXKIiZUoYgIv6EGHlLk4YPV4YUydS4LhDvasWShcqbO6dOnTrhHnsQv088yNHVX+J7iE3rhCD6FuKEYUOVPlnSKIjSyqWLlC9Pbp0+Hdyf+H0SE0DUX+JbiBOHDFGGJElClujEnxBvR2rC4MFKn/gbNatbxx34XyH6W3wLMWzQIKX9JlEURC87zaGTJ4/b4xDE2C53bmvcwIEGsXm9uhywxv5/Qvw+SCGIv5zcva0xAwYoTWJnifUDEJcsmKvcObOHIPpGXGN/5IB+Spk4vtq3bGJQ+Rlaym5XLp1zJ0RGadyA9H3iU0uM1LABfR+AyBDG3NmzhCD6RhzEwf372E+yt20VgLhozmzlyRHdElkIJQQxdsqdWxrUr7eSJf5abVo0fgDi1YshiP6Q2xEa2LeXkiaKp9bNG3FA0yaFKV/ObIq8cdU9DkGM/RJ5QwP69FSShF+pVbOG7kAIov/kWyDmz509BNE3EgXxm/if34M4ZcK4b7HEuA/SnxCd9O/dXQnifarmTeo5RpGaNG60QQw08mOC6GncE59CvKt+vboZREtsHMQJY0eFIPpKXHbau3sXc6cd27bggFkiMTEAKgQx1svtm9fUo0tHJU7whbp0bO2O3NHksDFREJEQxNgvzn127dhOX3z6vjq0aeYOBCwx4E4BFYIY+8VB7NKhbQhilIQgxgGJGxCjslNqp6Hs1C8SHeKdWwobM9K6ogLQQhBjv0SH6Joc40ePUK5sme25EEQ/SAyWOG7U8BBEX0kMEMeOHBqC6CuJDtE9HjN8iEG8efWiOyEEMfZLDBBHDRscgugriQ7RgQpB9J3cUef2bRTv848egEg7MQTRN3LXwWthXVF9enZ2DwPu1ArgLskJQfSF3FHr5k0MYs+uHe5BLJAnZwiib8SBat64gb767INAV1QIov/kbsR1NW1YzxKbTu1auiO3rYlRMG8uAxqC6BNp1qi+Qezdo5N7dFfDBw9Q8cIFQpboH7lrlkh22r93V/f4jrnTUsUKO3Y33OMQxNgvtyPUuH4dxf/yEw0d2NuxibRejAplStrQjRBEHwigGtWrZdnpiCH9DSpjbKpUKKNb16+4M0IQY70AsUGdmkqZNIHmhU+zOEhXVPnSJb5j8HAIYqwSstP6tWvYMP6ZU8PcgUABvHTxIiF36htxyUu9WtUtJo4fPcwduKuhA/qqaIG8jlkEJ0RpCGLsFQexbs1q1sSwmOiEqW7WTgw1MfwhuMza1Su7JsYn1qOPPAgx+sILIYixTkheQhDvSwhiHJA4BbFQvtwhiLFHvvvC37p5XbVqVFe8rz5T2LhRdqxNqxYqXDC/24sJXtwWX0KMjLihmtWr6vNPP9TI4YPtWOsWzQMQ70TPRv/z7+Oa+BLi7Vs3Vb1qZX34/tvq36+XHQtBjHXy3RDuREaoWpVKeuftN9Wje2d35K5aNm+mQgXy6e5t2off/fdxTXyZ2Ny4dlVFCxfSk795XP369Dao5cuWVoZ0ac1KHzXxJUSSl7nhs/S7p55Q2dKltHXzJgM4eGCgevOoiU8hBlzqqRPHXXY6RvPnztGJY/yoyaMpvoWINUYXXGnInfpWHq1EJrqEIPpepP8P0S0f7YugUJIAAAAASUVORK5CYII=</raw>
    </picture>
  </region>
  <region id="56" left="18" top="4698" width="539" height="377" 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><span style="color: Teal">Recomfort your lecture of this document . . .</span></strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong><span style="color: Red">1.</span> The most common industrial Pt is Pt100 [100 Ω 0.01 &#176;C]</strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong><span style="color: Red">2. </span>All Pt are fragile and sensible to noisy turbulent environment.</strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong><span style="color: Red">3.</span> In most applications . . . consider type T, J thermocouples grade 1</strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>. . .  their linearisation Smath type T_J NBS 125 is not to be argued.</strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong><span style="color: Red">4.</span> For subcryo applications . . . consider  GR-50-300</strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong><span style="color: Red">5. </span>This document is for systems [data logging, control] that can read</strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>    measured resistance from remote location.  They must be able to</strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>    implement Thiele continued fraction or the equivalent polynomial.</strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong><span style="color: Red">6. <span style="text-decoration: underline">OBSERVE</span> Thiele 'K' are unique for any/all Pt  Ω 0.01&#176;C.</span></strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong><span style="color: Blue">7.</span> At this point, your Pt meets <span style="text-decoration: underline"><span style="color: Blue">DIN/IEC751</span></span> . . . you may sanity check</strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>    the triple point  Ω 0.01&#176;C from simulating the installed loop.</strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong><span style="color: Blue">8. </span></strong></span><span style="font-size: 20pt"><span style="text-decoration: underline"><span style="color: Blue"><strong>Add</strong></span></span><strong><span style="color: Blue"> </span></strong></span><span style="font-size: 14pt"><span style="color: Blue"><strong>this value to eit90 column &lt;1&gt; as the X's in   &#176;C(Ω)</strong></span></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong>     . . .  &#176;C(Ω) extrapolates way over  1084.5   &quot;FP Copper&quot;</strong></span></span></div></span>]]></writer>
  </region>
  <region id="57" top="5094" color="#000000" bgColor="#e1ff80">
    <area single="true" collapsed="true" />
  </region>
  <region id="58" left="9" top="5121" width="286" height="300" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">EIT90</e>
        <e type="operand">273.15</e>
        <e type="operator" args="1">-</e>
        <e type="operand">268.935</e>
        <e type="operator" args="1">-</e>
        <e type="operand">259.3467</e>
        <e type="operator" args="1">-</e>
        <e type="operand">248.5939</e>
        <e type="operator" args="1">-</e>
        <e type="operand">218.7916</e>
        <e type="operator" args="1">-</e>
        <e type="operand">189.3442</e>
        <e type="operator" args="1">-</e>
        <e type="operand">38.8344</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.01</e>
        <e type="operand">29.7646</e>
        <e type="operand">156.5985</e>
        <e type="operand">231.928</e>
        <e type="operand">419.527</e>
        <e type="operand">660.323</e>
        <e type="operand">961.78</e>
        <e type="operand">1064.43</e>
        <e type="operand">1084.5</e>
        <e type="operand">16</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="18">mat</e>
        <e type="operand" style="string">_</e>
        <e type="operand" style="string">NBP Helium</e>
        <e type="operand" style="string">TP Hydrogen</e>
        <e type="operand" style="string">TP Neon</e>
        <e type="operand" style="string">TP Oxygen</e>
        <e type="operand" style="string">TP Argon</e>
        <e type="operand" style="string">TP Mercury</e>
        <e type="operand" style="string">TP Water</e>
        <e type="operand" style="string">MP Gallium</e>
        <e type="operand" style="string">FP Indium</e>
        <e type="operand" style="string">FP Tin</e>
        <e type="operand" style="string">FP Zinc</e>
        <e type="operand" style="string">FP Aluminum</e>
        <e type="operand" style="string">FP Silver</e>
        <e type="operand" style="string">FP Gold</e>
        <e type="operand" style="string">FP Copper</e>
        <e type="operand">16</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="18">mat</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="59" left="324" top="5121" width="51" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>Typical sanity triple point wrt eit90</p>
      </description>
      <input>
        <e type="operand">U</e>
        <e type="operand">99</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="60" left="297" top="5166" width="282" height="225" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="8">
      <input>
        <e type="operand">X</e>
        <e type="operand">U</e>
        <e type="operand">0.00119007</e>
        <e type="operand">0.00844974</e>
        <e type="operand">0.09171804</e>
        <e type="operand">0.21585975</e>
        <e type="operand">0.84414211</e>
        <e type="operand">1</e>
        <e type="operand">1.11813889</e>
        <e type="operand">1.60980185</e>
        <e type="operand">1.89279768</e>
        <e type="operand">2.5689173</e>
        <e type="operand">3.3760086</e>
        <e type="operand">4.28642053</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">mat</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">99.00119007</e>
        <e type="operand">99.00844974</e>
        <e type="operand">99.09171804</e>
        <e type="operand">99.21585975</e>
        <e type="operand">99.84414211</e>
        <e type="operand">100</e>
        <e type="operand">100.11813889</e>
        <e type="operand">100.60980185</e>
        <e type="operand">100.89279768</e>
        <e type="operand">101.5689173</e>
        <e type="operand">102.3760086</e>
        <e type="operand">103.28642053</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">mat</e>
      </result>
    </math>
  </region>
  <region id="61" left="576" top="5166" width="178" height="225" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">K</e>
        <e type="operand">259.3467</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0006751423</e>
        <e type="operand">53.477237584</e>
        <e type="operand">0.0037333283</e>
        <e type="operand">3403.0125007016</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0013297113</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1306.0201602631</e>
        <e type="operand">0.0001108895</e>
        <e type="operand">3775.585941161</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0053476612</e>
        <e type="operand">509.7574532384</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0031530248</e>
        <e type="operator" args="1">-</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="62" left="54" top="5436" width="247" height="24" color="#000000" bgColor="#e1ff80" fontSize="10">
    <math>
      <input>
        <e type="operand">Ω</e>
        <e type="operand" style="string">in situ Pt100 resistance</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="63" left="54" top="5463" width="559" height="307" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>As exemplified, that's what the system proceeds  ►  read Ω ... ►  display °C</p>
      </description>
      <input>
        <e type="operand">Ω</e>
        <e type="function" args="1">°C</e>
        <e type="operand">K</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</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">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">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">3</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">4</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">4</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">7</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">7</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="64" left="54" top="5805" width="51" height="24" color="#000000" bgColor="#80ff00" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>◄  User UnitResult ► </p>
      </description>
      <input>
        <e type="operand">°C</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="65" left="270" top="5805" width="43" height="24" color="#000000" bgColor="#c8ff96" fontSize="10">
    <math>
      <input>
        <e type="operand">Ω</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="66" left="396" top="5805" width="151" height="27" color="#000000" bgColor="#c8ff96" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>User range of calibration</p>
      </description>
      <input>
        <e type="operand">Lo</e>
        <e type="operand">200</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Hi</e>
        <e type="operand">200</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>
      </input>
    </math>
  </region>
  <region id="67" left="54" top="5841" width="166" height="225" color="#000000" bgColor="#c8ff96" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>Thiele interpolation ...warrants negligle ondulationin sparse regions [jmG]...as well extrapolates  ►  961.78Can be used to expose BIPM ...BIPM over [-38.8344...961.78]poly10 does not join eit90... [660.323,961.78] BIPM(4) 862.94Thiele(4) 862.8BIPM does NOT extrapolate .</p>
      </description>
      <input>
        <e type="operand">X</e>
        <e type="function" args="1">°C</e>
        <e type="function" preserve="true" args="1">vectorize</e>
      </input>
      <contract>
        <e type="operand">°C</e>
      </contract>
      <result action="numeric">
        <e type="operand">259.3467</e>
        <e type="operator" args="1">-</e>
        <e type="operand">248.5939</e>
        <e type="operator" args="1">-</e>
        <e type="operand">218.7916</e>
        <e type="operator" args="1">-</e>
        <e type="operand">189.3442</e>
        <e type="operator" args="1">-</e>
        <e type="operand">38.8344</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.01</e>
        <e type="operand">29.7646</e>
        <e type="operand">156.5985</e>
        <e type="operand">231.928</e>
        <e type="operand">419.527</e>
        <e type="operand">660.323</e>
        <e type="operand">961.78</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">mat</e>
      </result>
    </math>
  </region>
  <region id="68" left="54" top="6066" width="407" height="53" color="#000000" bgColor="#c8ff96" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>calibrate [-200 ... 200]to accomodate reading range.</p>
      </description>
      <input>
        <e type="operand">Ω</e>
        <e type="operand">Ω</e>
        <e type="function" args="1">°C</e>
        <e type="operand">Lo</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">Ω</e>
        <e type="operand">99</e>
        <e type="operand">99.25</e>
        <e type="function" preserve="true" args="4">solve</e>
        <e type="operand">Ω</e>
        <e type="function" args="1">°C</e>
        <e type="operand">Hi</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">Ω</e>
        <e type="operand">100.5</e>
        <e type="operand">101</e>
        <e type="function" preserve="true" args="4">solve</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand">Ω</e>
      </contract>
      <result action="numeric">
        <e type="operand">99.1703</e>
        <e type="operand">100.7737</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="69" left="54" top="6156" width="665" height="41" color="#000000" bgColor="#c8ff96">
    <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>Conclude-export Pt100 for data logging, control system</strong></span></span></div></span>]]></writer>
  </region>
  <region id="70" left="432" top="6210" width="144" height="225" color="#000000" bgColor="#c8ff96" fontSize="10">
    <math>
      <input>
        <e type="operand">X</e>
        <e type="operand">99.00119007</e>
        <e type="operand">99.00844974</e>
        <e type="operand">99.09171804</e>
        <e type="operand">99.21585975</e>
        <e type="operand">99.84414211</e>
        <e type="operand">100</e>
        <e type="operand">100.11813889</e>
        <e type="operand">100.60980185</e>
        <e type="operand">100.89279768</e>
        <e type="operand">101.5689173</e>
        <e type="operand">102.3760086</e>
        <e type="operand">103.28642053</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="71" left="585" top="6210" width="178" height="225" color="#000000" bgColor="#c8ff96" fontSize="10">
    <math>
      <input>
        <e type="operand">K</e>
        <e type="operand">259.3467</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0006751423</e>
        <e type="operand">53.477237584</e>
        <e type="operand">0.0037333283</e>
        <e type="operand">3403.0125007016</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0013297113</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1306.0201602631</e>
        <e type="operand">0.0001108895</e>
        <e type="operand">3775.585941161</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0053476612</e>
        <e type="operand">509.7574532384</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.0031530248</e>
        <e type="operator" args="1">-</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="72" left="54" top="6219" width="360" height="160" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" 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  </region>
  <region id="73" left="117" top="6327" width="262" height="31" color="#000000" bgColor="#80ffff" fontSize="14">
    <text lang="eng">
      <p bold="true">[eit90] BIPM  - Thiele</p>
    </text>
  </region>
  <region id="74" left="9" top="6453" width="30447" height="116" color="#000000" bgColor="#c8ff96" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Polynomial form of the Pt100 continued fraction</p>
      </description>
      <input>
        <e type="operand">Ω</e>
        <e type="function" args="1">°Cpoly</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">7</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</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">K</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</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="bracket">(</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">K</e>
        <e type="operand">7</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</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="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</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">K</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</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="bracket">(</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="bracket">(</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">K</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</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="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</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">K</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
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        <e type="bracket">(</e>
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        <e type="operator" args="2">*</e>
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        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</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">K</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</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="bracket">(</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">K</e>
        <e type="operand">7</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</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="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</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">K</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</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="bracket">(</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="bracket">(</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">K</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</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="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
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        <e type="operand">K</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">X</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
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        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
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        <e type="bracket">(</e>
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        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
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        <e type="bracket">(</e>
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        <e type="operand">K</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
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        <e type="operand">7</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
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        <e type="operand">9</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
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        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">K</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">K</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
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        <e type="operand">9</e>
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        <e type="operand">Ω</e>
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        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
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        <e type="function" preserve="true" args="2">el</e>
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        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
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        <e type="operand">11</e>
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        <e type="operand">7</e>
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        <e type="function" preserve="true" args="2">el</e>
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        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
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        <e type="operand">11</e>
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        <e type="function" preserve="true" args="2">el</e>
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        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
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        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
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        <e type="operand">11</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
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      </input>
    </math>
  </region>
  <region id="75" left="99" top="6597" width="219" height="66" color="#000000" bgColor="#c8ff96" fontSize="10">
    <math>
      <description active="true" position="Right" lang="eng">
        <p>At this point, sanity check the system coded polynomialyou should read ► 862.7986</p>
      </description>
      <input>
        <e type="operand">103</e>
        <e type="function" args="1">°C</e>
        <e type="operand">103</e>
        <e type="function" args="1">°Cpoly</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">862.7986</e>
        <e type="operand">862.7986</e>
        <e type="operand">103</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
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        <e type="function" preserve="true" args="4">mat</e>
      </result>
    </math>
  </region>
  <region id="76" left="99" top="6669" width="231" height="57" color="#000000" bgColor="#c8ff96" fontSize="10">
    <math>
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        <e type="function" preserve="true" args="4">mat</e>
      </input>
      <contract>
        <e type="operand">°C</e>
      </contract>
      <result action="numeric">
        <e type="operand">862.7986</e>
        <e type="operand">862.7986</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="77" left="99" top="6732" width="230" height="57" color="#000000" bgColor="#c8ff96" fontSize="10">
    <math decimalPlaces="1">
      <input>
        <e type="operand">103.5</e>
        <e type="function" args="1">°C</e>
        <e type="operand">103.5</e>
        <e type="function" args="1">°Cpoly</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </input>
      <contract>
        <e type="operand">°C</e>
      </contract>
      <result action="numeric">
        <e type="operand">1038.5</e>
        <e type="operand">1038.5</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </result>
    </math>
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