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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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      <p bold="true" underline="true">Harmonischer Oscillator</p>
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        <p>Daten</p>
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      </math>
    </region>
    <region id="3" top="2583" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="4" top="2619" color="#000000" bgColor="#ffffff">
    <area collapsed="true">
      <title lang="ger">
        <p>Diagramme</p>
      </title>
    </area>
    <region id="5" left="18" top="2637" width="334" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Ft.diag</e>
          <e type="operand">data</e>
          <e type="operand">1</e>
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          <e type="operand">data</e>
          <e type="operand">2</e>
          <e type="function" args="2">col</e>
          <e type="function" args="2">augment</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="6" left="378" top="2637" width="358" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Epott.diag</e>
          <e type="operand">data</e>
          <e type="operand">1</e>
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          <e type="operand">data</e>
          <e type="operand">8</e>
          <e type="function" args="2">col</e>
          <e type="function" args="2">augment</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="7" left="18" top="2673" width="350" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Ft_r.diag</e>
          <e type="operand">data</e>
          <e type="operand">1</e>
          <e type="function" args="2">col</e>
          <e type="operand">data</e>
          <e type="operand">5</e>
          <e type="function" args="2">col</e>
          <e type="function" args="2">augment</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="8" left="378" top="2673" width="366" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Ekint.diag</e>
          <e type="operand">data</e>
          <e type="operand">1</e>
          <e type="function" args="2">col</e>
          <e type="operand">data</e>
          <e type="operand">10</e>
          <e type="function" args="2">col</e>
          <e type="function" args="2">augment</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="9" left="18" top="2709" width="334" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">yt.diag</e>
          <e type="operand">data</e>
          <e type="operand">1</e>
          <e type="function" args="2">col</e>
          <e type="operand">data</e>
          <e type="operand">3</e>
          <e type="function" args="2">col</e>
          <e type="function" args="2">augment</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="10" left="378" top="2709" width="374" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Emecht.diag</e>
          <e type="operand">data</e>
          <e type="operand">1</e>
          <e type="function" args="2">col</e>
          <e type="operand">data</e>
          <e type="operand">12</e>
          <e type="function" args="2">col</e>
          <e type="function" args="2">augment</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="11" left="18" top="2745" width="350" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="4" exponentialThreshold="5">
        <input>
          <e type="operand">yt_r.diag</e>
          <e type="operand">data</e>
          <e type="operand">1</e>
          <e type="function" args="2">col</e>
          <e type="operand">data</e>
          <e type="operand">6</e>
          <e type="function" args="2">col</e>
          <e type="function" args="2">augment</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="12" left="378" top="2745" width="366" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Ekiny.diag</e>
          <e type="operand">data</e>
          <e type="operand">3</e>
          <e type="function" args="2">col</e>
          <e type="operand">data</e>
          <e type="operand">10</e>
          <e type="function" args="2">col</e>
          <e type="function" args="2">augment</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="13" left="18" top="2781" width="334" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">vt.diag</e>
          <e type="operand">data</e>
          <e type="operand">1</e>
          <e type="function" args="2">col</e>
          <e type="operand">data</e>
          <e type="operand">4</e>
          <e type="function" args="2">col</e>
          <e type="function" args="2">augment</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="14" left="378" top="2781" width="374" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Emechy.diag</e>
          <e type="operand">data</e>
          <e type="operand">3</e>
          <e type="function" args="2">col</e>
          <e type="operand">data</e>
          <e type="operand">12</e>
          <e type="function" args="2">col</e>
          <e type="function" args="2">augment</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="15" left="18" top="2817" width="350" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="4" exponentialThreshold="5">
        <input>
          <e type="operand">vt_r.diag</e>
          <e type="operand">data</e>
          <e type="operand">1</e>
          <e type="function" args="2">col</e>
          <e type="operand">data</e>
          <e type="operand">7</e>
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          <e type="function" args="2">augment</e>
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        </input>
      </math>
    </region>
    <region id="16" left="396" top="2835" width="390" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
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      <xaxes xmin="-0.01898945" xmax="2.192852" xtick="0.2" decimalplaces="3" numberformat="General" />
      <yaxes ymin="-0.01198105" ymax="0.04310063" ytick="0.2" decimalplaces="3" numberformat="General" />
      <y2axes isy2axis="false" y2min="-1" y2max="1" y2tick="0.5" decimalplaces="3" numberformat="General" />
      <title2d title="Energieumwandlung" titlefont="Arial, 12pt" titlefontcolor="Black" />
      <xylabel labelfont="Arial, 12pt" labelfontcolor="Black" tickfont="Arial, 10pt" tickfontcolor="Black" xlabel="Zeit in s" ylabel="Energie in J" y2label="y2" />
      <legend isbordervisible="true" islegendvisible="true" legendbackcolor="White" legendbordercolor="Black" legendfont="Arial, 10pt" legendposition="NorthEast" textcolor="Black" />
      <traces>
        <trace seriesname="Epot" isy2data="false" isvisible="true" plotmethod="Lines" linecolor="Blue" linethickness="2" linepattern="Solid" symbolsize="4" symboltype="Circle" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
        <trace seriesname="Ekin" isy2data="false" isvisible="true" plotmethod="Lines" linecolor="Red" linethickness="2" linepattern="Solid" symbolsize="4" symboltype="Square" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
        <trace seriesname="Ekin+Epot" isy2data="false" isvisible="true" plotmethod="Lines" linecolor="Green" linethickness="2" linepattern="Solid" symbolsize="4" symboltype="Dot" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
      </traces>
      <input>
        <e type="operand">Epott.diag</e>
        <e type="operand">Ekint.diag</e>
        <e type="operand">Emecht.diag</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" args="5">sys</e>
      </input>
    </xyplot>
  </region>
  <region id="25" left="162" top="4086" width="609" height="482" color="#000000" bgColor="#ffffff" fontSize="10">
    <xyplot width="599" height="474" points="100" smoothing="false">
      <propertiessource index="1" sourcetype="PropertyGrid" />
      <grid gridcolor="LightGray" gridpattern="Dash" gridthickness="1" isxgrid="true" isygrid="true" />
      <xaxes xmin="-0.2" xmax="0.2" xtick="0.05" decimalplaces="3" numberformat="General" />
      <yaxes ymin="0" ymax="0.04" ytick="0.005" decimalplaces="3" numberformat="General" />
      <y2axes isy2axis="false" y2min="-1" y2max="1" y2tick="0.5" decimalplaces="3" numberformat="General" />
      <title2d title="" titlefont="Arial, 12pt" titlefontcolor="Black" />
      <xylabel labelfont="Arial, 12pt" labelfontcolor="Black" tickfont="Arial, 10pt" tickfontcolor="Black" xlabel="Auslenkung in m" ylabel="Energie in J" y2label="y2" />
      <legend isbordervisible="true" islegendvisible="true" legendbackcolor="White" legendbordercolor="Black" legendfont="Arial, 10pt" legendposition="NorthEast" textcolor="Black" />
      <traces>
        <trace seriesname="Ekin" isy2data="false" isvisible="true" plotmethod="Lines" linecolor="Red" linethickness="2" linepattern="Solid" symbolsize="4" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
        <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" linecolor="Transparent" linethickness="2" linepattern="Solid" symbolsize="4" symboltype="Dot" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
        <trace seriesname="Ekin" isy2data="false" isvisible="true" plotmethod="Lines" linecolor="Green" linethickness="2" linepattern="Solid" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
        <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" linecolor="Transparent" linethickness="1" linepattern="Solid" symbolsize="4" symboltype="Dot" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
        <trace seriesname="Emech" isy2data="false" isvisible="true" plotmethod="Lines" linecolor="Blue" linethickness="2" linepattern="Solid" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
        <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" linecolor="Transparent" linethickness="1" linepattern="Solid" symbolsize="4" symboltype="Dot" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
      </traces>
      <input>
        <e type="operand">Epoty_rr.diag</e>
        <e type="operand">Epoty.diag</e>
        <e type="operand">Ekiny_r.diag</e>
        <e type="operand">Ekiny.diag</e>
        <e type="operand">Emech_rr.diag</e>
        <e type="operand">Emechy.diag</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" args="8">sys</e>
      </input>
    </xyplot>
  </region>
</regions>