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          <p style="font-weight: bold; font-size: 16px;">Versuch mit R und C mit Oszi</p>
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      </picture>
    </region>
    <region left="36" top="324" width="334" height="167" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial" fontSize="10">
        <content>
          <p>
            <span style="font-family: Courier New;">vr: PP(V(V1,V2)) = 0.997877171263</span>
            <br />
            <span style="font-family: Courier New;">vc: PP(V(V2))    = 0.970532409745</span>
            <br />
            <span style="font-family: Courier New;">tr: time = 3.79651318291e-05</span>
            <br />
            <span style="font-family: Courier New;">tc: time = 6.24605775778e-05</span>
            <br />
            <span style="font-family: Courier New;">tv: time = 5.00005064151e-05</span>
            <br />
            <span style="font-family: Courier New;">delayr: tr-tv = -1.2035374586e-05</span>
            <br />
            <span style="font-family: Courier New;">delayc: tc-tv =  1.24600711627e-05</span>
            <br />
            <span style="font-family: Courier New;">phaser: delayr*freq*360 = -43.3273485095</span>
            <br />
            <span style="font-family: Courier New;">phasec: delayc*freq*360 =  44.8562561857</span>
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="36" top="486" width="106" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">R1</e>
          <e type="operand">327.1</e>
          <e type="operand" style="unit">kΩ</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="396" top="486" width="82" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">C1</e>
          <e type="operand">50</e>
          <e type="operand" style="unit">pF</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="513" width="237" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">F0</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operand">π</e>
          <e type="operator" args="2">*</e>
          <e type="operand">R1</e>
          <e type="operator" args="2">*</e>
          <e type="operand">C1</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">9731.2714</e>
          <e type="operand" style="unit">Hz</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="396" top="522" width="214" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">ω0</e>
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          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
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          <e type="operator" args="2">*</e>
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      <math>
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          <e type="operator" args="2">:</e>
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      <math>
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          <e type="operand">ω0</e>
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          <e type="operator" args="2">*</e>
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          <e type="operator" args="2">:</e>
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          <e type="operand" style="unit">kΩ</e>
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          <e type="operand">i</e>
          <e type="operator" args="2">*</e>
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      </math>
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      <math>
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          <e type="operand">ZLRG58</e>
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          <e type="operand">250</e>
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          <e type="operator" args="2">*</e>
          <e type="operand">i</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
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          <e type="operand" style="unit">mΩ</e>
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          <e type="operator" args="2">*</e>
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      </math>
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      <math>
        <input>
          <e type="operand">RRG58</e>
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          <e type="operator" args="2">:</e>
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      </math>
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      <math>
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          <e type="operand">ω0</e>
          <e type="operand">101</e>
          <e type="operator" args="2">*</e>
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          <e type="operator" args="2">*</e>
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      </math>
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      <math>
        <input>
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          <e type="operand" style="unit">MΩ</e>
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      </math>
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      </math>
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          <e type="operator" args="2">:</e>
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          <e type="operator" args="2">:</e>
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        <contract>
          <e type="operand" style="unit">MΩ</e>
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      </math>
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      <math>
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          <e type="operand">phase</e>
          <e type="operand">Zg</e>
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          <e type="operator" args="2">:</e>
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        <contract>
          <e type="operand" style="unit">°</e>
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        <result action="numeric">
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      <math>
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          <e type="operand">V0pp</e>
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          <e type="operand" style="unit">V</e>
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          <e type="operator" args="2">:</e>
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        <result action="numeric">
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          <e type="operand" style="unit">V</e>
          <e type="operator" args="2">*</e>
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      </math>
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      <math>
        <input>
          <e type="operand">φv</e>
          <e type="operand">90</e>
          <e type="operand" style="unit">°</e>
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          <e type="operator" args="2">:</e>
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      </math>
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      <math>
        <input>
          <e type="operand">t</e>
          <e type="function" args="1">V0</e>
          <e type="operand">V0pp</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">e</e>
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          <e type="operator" args="2">*</e>
          <e type="operand">φv</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
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          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
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      </math>
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      <math>
        <input>
          <e type="operand">t</e>
          <e type="function" args="1">Ig</e>
          <e type="operand">t</e>
          <e type="function" args="1">V0</e>
          <e type="operand">Zg</e>
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          <e type="operator" args="2">:</e>
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      </math>
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      <math>
        <input>
          <e type="operand">t</e>
          <e type="function" args="1">VRG58</e>
          <e type="operand">t</e>
          <e type="function" args="1">Ig</e>
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          <e type="operand">RRG58</e>
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          <e type="bracket">(</e>
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          <e type="operator" args="2">:</e>
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      </math>
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      <math>
        <input>
          <e type="operand">t</e>
          <e type="function" args="1">V1</e>
          <e type="operand">t</e>
          <e type="function" args="1">V0</e>
          <e type="operand">t</e>
          <e type="function" args="1">VRG58</e>
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          <e type="operator" args="2">:</e>
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      </math>
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      <math>
        <input>
          <e type="operand">t</e>
          <e type="function" args="1">ICRG58</e>
          <e type="operand">t</e>
          <e type="function" args="1">V1</e>
          <e type="operand">ZCRG58</e>
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          <e type="operator" args="2">:</e>
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      </math>
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      <math>
        <input>
          <e type="operand">t</e>
          <e type="function" args="1">IRCH1</e>
          <e type="operand">t</e>
          <e type="function" args="1">V1</e>
          <e type="operand">RCH1</e>
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      </math>
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      <math>
        <input>
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          <e type="function" args="1">VR1</e>
          <e type="operand">t</e>
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      </math>
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      </math>
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      <math>
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          <e type="function" args="1">V2</e>
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          <e type="function" args="1">V1</e>
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      </math>
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      <math>
        <input>
          <e type="operand">t</e>
          <e type="function" args="1">IC1</e>
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          <e type="function" args="1">IR1</e>
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      <math>
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          <e type="function" args="1">V1</e>
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          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand" style="unit">V</e>
          <e type="operator" args="2">*</e>
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      </math>
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      <math>
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          <e type="operand">0</e>
          <e type="function" args="1">V2</e>
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        <result action="numeric">
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          <e type="bracket">(</e>
          <e type="operand" style="unit">V</e>
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      </math>
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          <e type="function" args="1">dV1dt</e>
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          <e type="function" args="1">V1</e>
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      </math>
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          <e type="operand">t</e>
          <e type="function" args="1">dV2dt</e>
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          <e type="function" args="2">diff</e>
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      </math>
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      <math>
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          <e type="operand">0</e>
          <e type="function" args="1">dV1dt</e>
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          <e type="bracket">(</e>
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          <e type="operand" style="unit">s</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
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      </math>
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      <math>
        <input>
          <e type="operand">0</e>
          <e type="function" args="1">dV2dt</e>
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        <result action="numeric">
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          <e type="operator" args="1">-</e>
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          <e type="operand">i</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
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          <e type="operand" style="unit">s</e>
          <e type="operator" args="2">/</e>
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          <e type="function" args="1">dV2dt</e>
          <e type="function" args="1">Re</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
        </input>
      </plot>
    </region>
    <region left="0" top="2178" width="198" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial" fontSize="10">
        <content>
          <p>Startwerte zur Nullstellensuche</p>
        </content>
      </text>
    </region>
    <region left="0" top="2205" width="261" height="45" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">3.00</e>
          <e type="operand">T0</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">V1</e>
          <e type="function" args="1">Re</e>
        </input>
        <result action="numeric">
          <e type="operand">8.1016</e>
          <e type="operand">10</e>
          <e type="operand">6</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">V</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="306" top="2205" width="234" height="45" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">2.5</e>
          <e type="operand">T0</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">dV1dt</e>
          <e type="function" args="1">Re</e>
        </input>
        <result action="numeric">
          <e type="operand">0.4954</e>
          <e type="operand" style="unit">V</e>
          <e type="operand" style="unit">s</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="0" top="2241" width="227" height="45" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">2.75</e>
          <e type="operand">T0</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">V2</e>
          <e type="function" args="1">Re</e>
        </input>
        <result action="numeric">
          <e type="operand">0.0079</e>
          <e type="operand" style="unit">V</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="1">-</e>
        </result>
      </math>
    </region>
    <region left="306" top="2241" width="271" height="45" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">2.25</e>
          <e type="operand">T0</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">dV2dt</e>
          <e type="function" args="1">Re</e>
        </input>
        <result action="numeric">
          <e type="operand">483.5666</e>
          <e type="operand" style="unit">V</e>
          <e type="operand" style="unit">s</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="1">-</e>
        </result>
      </math>
    </region>
    <region left="0" top="2286" width="115" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial" fontSize="10">
        <content>
          <p>Nullstellensuche </p>
        </content>
      </text>
    </region>
    <region left="0" top="2322" width="115" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">xV1</e>
          <e type="function" args="1">Clear</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="0" top="2349" width="341" height="47" color="#000000" fontSize="10">
      <math decimalPlaces="10">
        <input>
          <e type="operand">LV1</e>
          <e type="operand">xV1</e>
          <e type="operand">T0</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">V1</e>
          <e type="function" args="1">Re</e>
          <e type="operand">xV1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">≡</e>
          <e type="function" args="2">FindRoot</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">2</e>
        </result>
      </math>
    </region>
    <region left="0" top="2394" width="123" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">xdV1</e>
          <e type="function" args="1">Clear</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="0" top="2421" width="501" height="47" color="#000000" fontSize="10">
      <math decimalPlaces="10">
        <input>
          <e type="operand">LdV1dt</e>
          <e type="operand">xsV1</e>
          <e type="operand">T0</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">dV1dt</e>
          <e type="function" args="1">Re</e>
          <e type="operand">xdV1</e>
          <e type="operand">2.5</e>
          <e type="operator" args="2">≡</e>
          <e type="function" args="2">FindRoot</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">2.499996353</e>
        </result>
      </math>
    </region>
    <region left="0" top="2466" width="115" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">xV2</e>
          <e type="function" args="1">Clear</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="0" top="2493" width="453" height="47" color="#000000" fontSize="10">
      <math decimalPlaces="10">
        <input>
          <e type="operand">LV2</e>
          <e type="operand">xV2</e>
          <e type="operand">T0</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">V2</e>
          <e type="function" args="1">Re</e>
          <e type="operand">xV2</e>
          <e type="operand">2.75</e>
          <e type="operator" args="2">≡</e>
          <e type="function" args="2">FindRoot</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">2.7551180411</e>
        </result>
      </math>
    </region>
    <region left="0" top="2538" width="123" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">xdV2</e>
          <e type="function" args="1">Clear</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="0" top="2565" width="421" height="47" color="#000000" fontSize="10">
      <math error="2" errorLocation="1" decimalPlaces="10">
        <input>
          <e type="operand">LdV2dt</e>
          <e type="operand">xsV2</e>
          <e type="operand">T0</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">dV2dt</e>
          <e type="function" args="1">Re</e>
          <e type="operand">xdV2</e>
          <e type="operand">2.5</e>
          <e type="operator" args="2">≡</e>
          <e type="function" args="2">FindRoot</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">#</e>
        </result>
      </math>
    </region>
    <region left="9" top="2619" width="102" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">LdV2dt</e>
          <e type="operand">2.5</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="135" top="2619" width="94" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">h</e>
          <e type="operand">0.00001</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="9" top="2655" width="618" height="103" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">iter</e>
          <e type="operand">1</e>
          <e type="operand">5</e>
          <e type="function" args="2">range</e>
          <e type="operand">LdV2dt</e>
          <e type="operand">LdV2dt</e>
          <e type="operand">h</e>
          <e type="operand">LdV2dt</e>
          <e type="operand">T0</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">dV2dt</e>
          <e type="function" args="1">Re</e>
          <e type="operand">LdV2dt</e>
          <e type="operand">h</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">T0</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">dV2dt</e>
          <e type="function" args="1">Re</e>
          <e type="operand">LdV2dt</e>
          <e type="operand">T0</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">dV2dt</e>
          <e type="function" args="1">Re</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="function" args="1">eval</e>
          <e type="operator" args="2">:</e>
          <e type="function" args="3">for</e>
        </input>
      </math>
    </region>
    <region left="0" top="2772" width="124" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">LdV2dt</e>
        </input>
        <result action="numeric">
          <e type="operand">2.2551</e>
        </result>
      </math>
    </region>
    <region left="189" top="2772" width="420" height="44" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">LdV2dt</e>
          <e type="operand">T0</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">dV2dt</e>
        </input>
        <result action="numeric">
          <e type="operand">4.1205</e>
          <e type="operand">10</e>
          <e type="operand">10</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="1">-</e>
          <e type="operand">30075.7657</e>
          <e type="operand">i</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand" style="unit">V</e>
          <e type="operand" style="unit">s</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
  </regions>
</worksheet>