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    <region left="99" top="369" width="209" height="50" color="#000000" fontSize="10">
      <math decimalPlaces="6">
        <input>
          <e type="operand">q</e>
          <e type="operand">α.2</e>
          <e type="operand">T.ж2</e>
          <e type="operand">T.c4</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">W</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">/</e>
        </contract>
        <result action="numeric">
          <e type="operand">1620</e>
        </result>
      </math>
    </region>
    <region left="0" top="378" width="93" height="23" color="#000000" fontSize="10">
      <text lang="rus" fontFamily="Arial" fontSize="10">
        <content>
          <p>One solution </p>
        </content>
      </text>
    </region>
    <region left="369" top="378" width="30" height="26" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">3</e>
          <e type="bracket">(</e>
        </input>
      </math>
    </region>
    <region left="18" top="414" width="180" height="38" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">δ</e>
          <e type="function" args="1">T.2</e>
          <e type="operand">a</e>
          <e type="operand">δ</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">b</e>
          <e type="operand">δ</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operand">c</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="207" top="414" width="536" height="285" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">T.c4</e>
          <e type="operand">T.c3</e>
          <e type="operator" args="2">-</e>
          <e type="operand">δ.3</e>
          <e type="operator" args="2">/</e>
          <e type="operand">λ.3</e>
          <e type="operator" args="2">*</e>
          <e type="operand">q</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">T.c2</e>
          <e type="operand">T.c1</e>
          <e type="operator" args="2">-</e>
          <e type="operand">δ.1</e>
          <e type="operator" args="2">/</e>
          <e type="operand">λ.1</e>
          <e type="operator" args="2">*</e>
          <e type="operand">q</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">δ.1</e>
          <e type="function" args="1">T.2</e>
          <e type="operand">T.c2</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">δ</e>
          <e type="function" args="1">T.2</e>
          <e type="operand">δ</e>
          <e type="function" args="2">diff</e>
          <e type="operand">δ</e>
          <e type="operand">δ.1</e>
          <e type="operator" args="2">≡</e>
          <e type="function" args="2">at</e>
          <e type="operand">q</e>
          <e type="operand">T.c2</e>
          <e type="function" args="1">λ.2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">δ</e>
          <e type="function" args="1">T.2</e>
          <e type="operand">δ</e>
          <e type="function" args="2">diff</e>
          <e type="operand">δ</e>
          <e type="operand">δ.1</e>
          <e type="operand">δ.2</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">≡</e>
          <e type="function" args="2">at</e>
          <e type="operand">q</e>
          <e type="operand">T.c3</e>
          <e type="function" args="1">λ.2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">δ.1</e>
          <e type="operand">δ.2</e>
          <e type="operator" args="2">+</e>
          <e type="function" args="1">T.2</e>
          <e type="operand">T.c3</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">6</e>
          <e type="operand">1</e>
          <e type="function" args="8">sys</e>
          <e type="operand">T.c2</e>
          <e type="operand">T.c3</e>
          <e type="operand">δ.2</e>
          <e type="operand">a</e>
          <e type="operand">b</e>
          <e type="operand">c</e>
          <e type="operand">6</e>
          <e type="operand">1</e>
          <e type="function" args="8">sys</e>
          <e type="function" args="2">Solve</e>
          <e type="function" args="1">Assign</e>
        </input>
        <result action="numeric">
          <e type="operand">284.77</e>
          <e type="operand" style="unit">K</e>
          <e type="operator" args="2">*</e>
          <e type="operand">323.43</e>
          <e type="operand" style="unit">K</e>
          <e type="operator" args="2">*</e>
          <e type="operand">0.1528</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operand">244.2751</e>
          <e type="operand" style="unit">K</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="1">-</e>
          <e type="operand">300.0416</e>
          <e type="operand" style="unit">K</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operand">278.8669</e>
          <e type="operand" style="unit">K</e>
          <e type="operator" args="2">*</e>
          <e type="operand">6</e>
          <e type="operand">1</e>
          <e type="function" args="8">sys</e>
        </result>
      </math>
    </region>
    <region left="9" top="702" width="398" height="128" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">δ</e>
          <e type="function" args="1">T</e>
          <e type="operand">T.c1</e>
          <e type="operand">T.c1</e>
          <e type="operand">T.c2</e>
          <e type="operator" args="2">-</e>
          <e type="operand">δ.1</e>
          <e type="operator" args="2">/</e>
          <e type="operand">δ</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="operand">δ</e>
          <e type="operand">δ.1</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">δ</e>
          <e type="function" args="1">T.2</e>
          <e type="operand">δ</e>
          <e type="operand">δ.1</e>
          <e type="operand">δ.2</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">T.c3</e>
          <e type="operand">T.c3</e>
          <e type="operand">T.c4</e>
          <e type="operator" args="2">-</e>
          <e type="operand">δ.3</e>
          <e type="operator" args="2">/</e>
          <e type="operand">δ</e>
          <e type="operand">δ.1</e>
          <e type="operator" args="2">-</e>
          <e type="operand">δ.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="function" args="5">cases</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="99" top="837" width="78" height="30" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">δ.1</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">20</e>
        </result>
      </math>
    </region>
    <region left="351" top="837" width="135" height="30" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">δ.1</e>
          <e type="operand">δ.2</e>
          <e type="operator" args="2">+</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">172.8</e>
        </result>
      </math>
    </region>
    <region left="36" top="864" width="489" height="277" color="#000000" bgColor="#ffffff" fontSize="10">
      <xyplot width="479" height="269" points="1000" name="XYPlot">
        <chartstyle backcolor="White" bordercolor="Black" />
        <propertiessource index="1" sourcetype="PropertyGrid" />
        <grid gridcolor="LightGray" gridpattern="Dash" gridthickness="1" isxgrid="true" isygrid="true" isy2grid="false" />
        <xaxes xmin="0" xmax="236.3" xtick="40" visible="True" decimalplaces="3" numberformat="General" />
        <yaxes ymin="0" ymax="60" ytick="20" visible="True" decimalplaces="3" numberformat="General" />
        <y2axes isy2axis="false" y2min="-1" y2max="1" y2tick="0.5" visible="True" decimalplaces="3" numberformat="General" />
        <title2d title="" titlefont="Arial, 10pt" titlefontcolor="Black" />
        <xylabel labelfont="Arial, 7pt" labelfontcolor="Black" tickfont="Arial, 5pt" tickfontcolor="Black" xlabel="x, mm" ylabel="T, °C" y2label="y2" />
        <legend isbordervisible="true" islegendvisible="false" legendbackcolor="White" legendbordercolor="Black" legendfont="Arial, 5pt" legendposition="NorthEast" textcolor="Black" />
        <traces>
          <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="Red" linethickness="2" linepattern="Solid" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
        </traces>
        <input>
          <e type="operand">δ</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">T</e>
          <e type="operand" style="unit">°C</e>
          <e type="operator" args="2">/</e>
        </input>
      </xyplot>
    </region>
    <region left="288" top="891" width="109" height="30" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">T.c3</e>
        </input>
        <contract>
          <e type="operand" style="unit">°C</e>
        </contract>
        <result action="numeric">
          <e type="operand">50.28</e>
        </result>
      </math>
    </region>
    <region left="540" top="981" width="30" height="26" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">8</e>
          <e type="bracket">(</e>
        </input>
      </math>
    </region>
    <region left="0" top="1035" width="85" height="30" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">T.c1</e>
        </input>
        <contract>
          <e type="operand" style="unit">°C</e>
        </contract>
        <result action="numeric">
          <e type="operand">10</e>
        </result>
      </math>
    </region>
    <region left="153" top="1035" width="109" height="30" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">T.c2</e>
        </input>
        <contract>
          <e type="operand" style="unit">°C</e>
        </contract>
        <result action="numeric">
          <e type="operand">11.62</e>
        </result>
      </math>
    </region>
    <region left="396" top="1116" width="168" height="30" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">δ.1</e>
          <e type="operand">δ.2</e>
          <e type="operator" args="2">+</e>
          <e type="operand">δ.3</e>
          <e type="operator" args="2">+</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">232.8</e>
        </result>
      </math>
    </region>
  </regions>
</worksheet>