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        <p>Parametric Rkadapt RKF45 ... wrt 'β'  ►  D(t,X,β))</p>
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        <e type="operand">res</e>
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        <e type="operand">3</e>
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    <text lang="eng">
      <p>For this particular example Rkadapt RKF45,experiment 'β' vector parameters.Rkadapt ► Runge-Kutta-Fehlberg  (RKF45)("1:vector", "2:number", "3:number", "4:number", "5:function") - (init, x1, x2, intvls, D(t,X,β) . </p>
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    <math decimalPlaces="6">
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        <e type="operand">t</e>
        <e type="operand">U</e>
        <e type="function" args="2">Ω</e>
        <e type="operand">U</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">U</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">1</e>
        <e type="operand">U</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="bracket">(</e>
        <e type="operand">2</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">U</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</e>
        <e type="operand">U</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
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  <region id="5" left="288" top="576" width="71" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="6">
      <input>
        <e type="operand">t0</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">t1</e>
        <e type="operand">20</e>
        <e type="operator" args="2">:</e>
        <e type="operand">N</e>
        <e type="operand">500</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
      </input>
    </math>
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    <math decimalPlaces="6">
      <input>
        <e type="operand">ic</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
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  <region id="7" left="441" top="603" width="272" height="47" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Left" lang="eng">
        <p>--- ◄ </p>
      </description>
      <input>
        <e type="operand">0</e>
        <e type="operand">ellipse</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">3</e>
        <e type="operand">rd_parameter</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operator" args="2">&gt;</e>
        <e type="bracket">(</e>
        <e type="operand">Van_der_Pol</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>
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    </math>
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    <math decimalPlaces="6">
      <description active="false" position="Top" lang="eng">
        <p>Either 'rkfixed' or 'Rkadapt'</p>
      </description>
      <input>
        <e type="operand">sol</e>
        <e type="operand">ic</e>
        <e type="operand">t0</e>
        <e type="operand">t1</e>
        <e type="operand">N</e>
        <e type="operand">t</e>
        <e type="operand">U</e>
        <e type="function" args="2">Ω</e>
        <e type="function" preserve="true" args="5">dn_GearsBDF</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
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    <math decimalPlaces="6">
      <input>
        <e type="operand">x</e>
        <e type="operand">sol</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
        <e type="operand">X</e>
        <e type="operand">sol</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Y</e>
        <e type="operand">sol</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
      </input>
    </math>
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    <math decimalPlaces="6">
      <input>
        <e type="operand">U</e>
        <e type="operand">x</e>
        <e type="operand">X</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operator" args="2">:</e>
        <e type="operand">V</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">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
      </input>
    </math>
  </region>
  <region id="11" left="18" top="765" width="154" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="6">
      <input>
        <e type="operand">Sol</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>
      </input>
    </math>
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    <plot type="2d" render="lines" scale_x="1.378421086738" scale_y="4.1354756877215" scale_z="5.70042689164767" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="1" transpose_y="0" transpose_z="0">
      <input>
        <e type="operand">Sol</e>
        <e type="operand">ic</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">ic</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand" style="string">+</e>
        <e type="operand">14</e>
        <e type="operand" style="string">red</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </plot>
  </region>
  <region id="13" left="270" top="792" width="240" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="1" scale_y="1" scale_z="1" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-86" transpose_y="0" transpose_z="0">
      <input>
        <e type="operand">U</e>
        <e type="operand">V</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </plot>
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</regions>