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          <p style="font-weight: bold; font-size: 16px;">Versuch mit R und C mit Oszi</p>
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      <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>
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      <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>
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      <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>
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      <math>
        <input>
          <e type="operand">F0</e>
          <e type="operand">1</e>
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          <e type="operand">π</e>
          <e type="operator" args="2">*</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="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>
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    <region left="396" top="522" width="214" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">ω0</e>
          <e type="operand">2</e>
          <e type="operand">π</e>
          <e type="operator" args="2">*</e>
          <e type="operand">F0</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
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          <e type="operator" args="2">*</e>
        </result>
      </math>
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      <math>
        <input>
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          <e type="operand">F0</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">ms</e>
        </contract>
        <result action="numeric">
          <e type="operand">0.1028</e>
        </result>
      </math>
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      <math>
        <input>
          <e type="operand">ZC1</e>
          <e type="operand">i</e>
          <e type="operand">ω0</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>
        <contract>
          <e type="operand" style="unit">kΩ</e>
        </contract>
        <result action="numeric">
          <e type="operand">327.1</e>
          <e type="operand">i</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
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      <math>
        <input>
          <e type="operand">ZLRG58</e>
          <e type="operand">ω0</e>
          <e type="operand">250</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">nH</e>
          <e type="operator" args="2">*</e>
          <e type="operand">i</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">mΩ</e>
        </contract>
        <result action="numeric">
          <e type="operand">15.2858</e>
          <e type="operand">i</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="396" top="594" width="106" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">RRG58</e>
          <e type="operand">1.5</e>
          <e type="operand" style="unit">Ω</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="621" width="153" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">ZCRG58</e>
          <e type="operand">i</e>
          <e type="operand">ω0</e>
          <e type="operand">101</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">pF</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="396" top="630" width="98" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">RCH1</e>
          <e type="operand">10</e>
          <e type="operand" style="unit">MΩ</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="612" top="630" width="96" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">RCH2</e>
          <e type="operand">RCH1</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="657" width="343" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">ZC1RCH2</e>
          <e type="operand">ZC1</e>
          <e type="operand">RCH2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">ZC1</e>
          <e type="operand">RCH2</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MΩ</e>
        </contract>
        <result action="numeric">
          <e type="operand">0.0107</e>
          <e type="operand">0.3268</e>
          <e type="operand">i</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
        </result>
      </math>
    </region>
    <region left="36" top="693" width="382" height="43" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">ZCH</e>
          <e type="operand">ZC1RCH2</e>
          <e type="operand">R1</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">RCH1</e>
          <e type="operator" args="2">*</e>
          <e type="operand">ZC1RCH2</e>
          <e type="operand">R1</e>
          <e type="operator" args="2">+</e>
          <e type="operand">RCH1</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MΩ</e>
        </contract>
        <result action="numeric">
          <e type="operand">0.3364</e>
          <e type="operand">0.3054</e>
          <e type="operand">i</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
        </result>
      </math>
    </region>
    <region left="36" top="729" width="319" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">Zg2</e>
          <e type="operand">ZCRG58</e>
          <e type="operand">ZCH</e>
          <e type="operator" args="2">*</e>
          <e type="operand">ZCRG58</e>
          <e type="operand">ZCH</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MΩ</e>
        </contract>
        <result action="numeric">
          <e type="operand">0.0266</e>
          <e type="operand">0.125</e>
          <e type="operand">i</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
        </result>
      </math>
    </region>
    <region left="36" top="774" width="366" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">Zg</e>
          <e type="operand">ZLRG58</e>
          <e type="operand">RRG58</e>
          <e type="operator" args="2">+</e>
          <e type="operand">Zg2</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MΩ</e>
        </contract>
        <result action="numeric">
          <e type="operand">0.0266</e>
          <e type="operand">0.125</e>
          <e type="operand">i</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
        </result>
      </math>
    </region>
    <region left="486" top="774" width="204" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">phase</e>
          <e type="operand">Zg</e>
          <e type="function" args="1">arg</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">°</e>
        </contract>
        <result action="numeric">
          <e type="operand">77.983</e>
        </result>
      </math>
    </region>
    <region left="36" top="810" width="173" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">V0pp</e>
          <e type="operand">2</e>
          <e type="function" args="1">sqrt</e>
          <e type="operand" style="unit">V</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1.4142</e>
          <e type="operand" style="unit">V</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="378" top="810" width="74" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">φv</e>
          <e type="operand">90</e>
          <e type="operand" style="unit">°</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="837" width="228" height="44" color="#000000" fontSize="10">
      <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>
          <e type="operand">i</e>
          <e type="operand">ω0</e>
          <e type="operand">t</e>
          <e type="operator" args="2">*</e>
          <e type="operand">φv</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="378" top="855" width="119" height="43" color="#000000" fontSize="10">
      <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>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="882" width="268" height="26" color="#000000" fontSize="10">
      <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>
          <e type="operand">ZLRG58</e>
          <e type="operand">RRG58</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="918" width="197" height="26" color="#000000" fontSize="10">
      <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>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="378" top="927" width="157" height="43" color="#000000" fontSize="10">
      <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>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="576" top="927" width="143" height="43" color="#000000" fontSize="10">
      <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>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="954" width="169" height="28" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">t</e>
          <e type="function" args="1">VR1</e>
          <e type="operand">t</e>
          <e type="function" args="1">IR1</e>
          <e type="operand">R1</e>
          <e type="operator" args="2">*</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="378" top="972" width="295" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">t</e>
          <e type="function" args="1">IR1</e>
          <e type="operand">t</e>
          <e type="function" args="1">Ig</e>
          <e type="operand">t</e>
          <e type="function" args="1">ICRG58</e>
          <e type="operator" args="2">-</e>
          <e type="operand">t</e>
          <e type="function" args="1">IRCH1</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="990" width="181" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">t</e>
          <e type="function" args="1">V2</e>
          <e type="operand">t</e>
          <e type="function" args="1">V1</e>
          <e type="operand">t</e>
          <e type="function" args="1">VR1</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="378" top="999" width="207" height="43" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">t</e>
          <e type="function" args="1">IC1</e>
          <e type="operand">t</e>
          <e type="function" args="1">IR1</e>
          <e type="operand">t</e>
          <e type="function" args="1">V2</e>
          <e type="operand">ZC1RCH2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="1107" width="748" height="341" color="#000000" fontSize="10">
      <plot type="2d" render="lines" scale_x="16.1743045292525" scale_y="9.36070485635688" scale_z="47.2975088875677" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-324" transpose_y="3" transpose_z="0">
        <input>
          <e type="operand">x</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">x</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">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
        </input>
      </plot>
    </region>
    <region left="36" top="1548" width="281" height="35" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">0</e>
          <e type="function" args="1">V1</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="operator" args="1">-</e>
          <e type="operand">0.7071</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="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="396" top="1557" width="234" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">0</e>
          <e type="function" args="1">V2</e>
        </input>
        <result action="numeric">
          <e type="operand">0.3422</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.3534</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="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="36" top="1584" width="167" height="44" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">t</e>
          <e type="function" args="1">dV1dt</e>
          <e type="operand">t</e>
          <e type="function" args="1">V1</e>
          <e type="operand">t</e>
          <e type="function" args="2">diff</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="396" top="1584" width="262" height="44" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">t</e>
          <e type="function" args="1">dV2dt</e>
          <e type="operand">t</e>
          <e type="function" args="1">V1</e>
          <e type="operand">t</e>
          <e type="function" args="2">diff</e>
          <e type="operand">t</e>
          <e type="function" args="1">VR1</e>
          <e type="operand">t</e>
          <e type="function" args="2">diff</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="1620" width="292" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">0</e>
          <e type="function" args="1">dV1dt</e>
        </input>
        <result action="numeric">
          <e type="operand">43234.7888</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.4954</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>
    <region left="396" top="1629" width="324" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">0</e>
          <e type="function" args="1">dV2dt</e>
        </input>
        <result action="numeric">
          <e type="operand">21605.9621</e>
          <e type="operator" args="1">-</e>
          <e type="operand">20922.0957</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>
    <region left="0" top="1692" width="748" height="341" color="#000000" fontSize="10">
      <plot type="2d" render="lines" scale_x="23.4439912686658" scale_y="9.36070485635688" scale_z="68.555799934665" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-323" transpose_y="2" transpose_z="0">
        <input>
          <e type="operand">10</e>
          <e type="operand">5</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operand">x</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="operator" args="2">*</e>
          <e type="operand">10</e>
          <e type="operand">5</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operand">x</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="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>
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      <math decimalPlaces="10">
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          <e type="operator" args="2">≡</e>
          <e type="function" args="2">FindRoot</e>
          <e type="operator" args="2">:</e>
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        <result action="numeric">
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          <e type="operand">xdV1</e>
          <e type="function" args="1">Clear</e>
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        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
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          <e type="operator" args="2">/</e>
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          <e type="function" args="1">dV1dt</e>
          <e type="function" args="1">Re</e>
          <e type="operand">xdV1</e>
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          <e type="function" args="2">FindRoot</e>
          <e type="operator" args="2">:</e>
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        <result action="numeric">
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      <math>
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          <e type="operand">xV2</e>
          <e type="function" args="1">Clear</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
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      <math decimalPlaces="10">
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          <e type="operand">xV2</e>
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          <e type="function" args="2">FindRoot</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
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      </math>
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      <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>
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      <math error="2" errorLocation="1" decimalPlaces="10">
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          <e type="operand">LdV2dt</e>
          <e type="operand">xsV2</e>
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          <e type="operand">2</e>
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          <e type="function" args="1">Re</e>
          <e type="operand">xdV2</e>
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          <e type="operator" args="2">≡</e>
          <e type="function" args="2">FindRoot</e>
          <e type="operator" args="2">:</e>
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        <result action="numeric">
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</worksheet>