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    <identity>
      <id>824c9de3-8144-4587-b817-f2d65711676d</id>
      <revision>22</revision>
    </identity>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="true" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="1" orientation="Portrait" width="850" height="1100" />
      <margins left="39" right="39" top="39" bottom="39" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
      <backgrounds />
    </pageModel>
    <dependencies>
      <assembly name="SMath Studio Desktop" version="0.98.6484.11448" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="Mathcad File Access Functions" version="1.0.6354.550" guid="02a1c2c5-590e-46bb-bcf6-c87856a8b14b" />
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      <assembly name="MaximaPlugin" version="1.98.6519.13993" guid="44011c1e-5d0d-4533-8e68-e32b5badce41" />
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  </settings>
  <region id="0" left="18" top="18" width="273" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true">Access to coma package in Maxima</p>
    </text>
  </region>
  <region id="1" left="18" top="45" width="387" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand" style="string">restart</e>
        <e type="function" args="1">MaximaControl</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">Restart complete.</e>
      </result>
    </math>
  </region>
  <region id="2" left="18" top="72" width="711" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Load the package: upon first loading you get compilation messages, recalculate to getrid of them.</p>
    </text>
  </region>
  <region id="3" left="18" top="108" width="772" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">coma</e>
        <e type="function" args="1">load</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">coma v.1.84, (Wilhelm Haager, 2017-02-24)</e>
        <e type="operand" style="string">C:/maxima-5.41.0/bin/../share/maxima/5.41.0/share/contrib/coma/coma.mac</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
      </result>
    </math>
  </region>
  <region id="4" left="18" top="279" width="705" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Get the dirname of the currently open document. This does not work inside functions, therefore we have to define that globally.</p>
    </text>
  </region>
  <region id="5" left="18" top="324" width="236" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2">
      <input>
        <e type="operand">docdir</e>
        <e type="operand">#</e>
        <e type="function" args="1">DocumentDirectory</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="6" left="369" top="333" width="527" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">#</e>
        <e type="function" args="1">SettingsDirectory</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">C:\Users\kraska\AppData\Roaming\SMath\</e>
      </result>
    </math>
  </region>
  <region id="7" left="18" top="351" width="342" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">default_image</e>
        <e type="operand">docdir</e>
        <e type="operand" style="string">coma.png</e>
        <e type="function" args="2">concat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="8" left="18" top="378" width="549" height="79" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2">
      <description active="true" position="Top" lang="eng">
        <p>Plot(args,name) Wrapper for plot() from the Maxima coma package. args: list of arguments to plot();name: image file name without extension. Return value: Name of the image file for display in the Image region. The file is created in the directory of the current document.</p>
      </description>
      <input>
        <e type="operand">x#</e>
        <e type="operand">name#</e>
        <e type="function" args="2">Plot</e>
        <e type="operand">out#</e>
        <e type="operand">docdir</e>
        <e type="operand" style="string">\</e>
        <e type="operand" style="string">\\</e>
        <e type="function" args="3">strrep</e>
        <e type="operand">name#</e>
        <e type="function" args="2">concat</e>
        <e type="operator" args="2">:</e>
        <e type="operand">p</e>
        <e type="operand">plot</e>
        <e type="operand">x#</e>
        <e type="operand">file_name</e>
        <e type="operand">out#</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" args="3">sys</e>
        <e type="function" args="2">append</e>
        <e type="function" args="2">apply</e>
        <e type="function" args="1">Maxima</e>
        <e type="operator" args="2">:</e>
        <e type="operand">docdir</e>
        <e type="operand">name#</e>
        <e type="operand" style="string">.png</e>
        <e type="function" args="3">concat</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" args="5">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="9" left="18" top="513" width="282" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="0">
      <description active="true" position="Top" lang="eng">
        <p>Plot(args,name) Wrapper for plot() from the Maxima coma package. args: list of arguments to plot();name: image file name without extension. Return value: Name of the image file for display in the Image region. The file is created in the directory of the current document.</p>
      </description>
      <input>
        <e type="operand">x#</e>
        <e type="function" args="1">Plot</e>
        <e type="operand">p</e>
        <e type="operand">plot</e>
        <e type="operand">x#</e>
        <e type="function" args="2">apply</e>
        <e type="function" args="1">Maxima</e>
        <e type="operator" args="2">:</e>
        <e type="operand">default_image</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="10" left="18" top="630" width="193" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Set the plot defaults:</p>
    </text>
  </region>
  <region id="11" top="648" color="#000000" bgColor="#ffffff">
    <area collapsed="true" />
    <region id="12" left="18" top="657" width="560" height="325" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">plot_defaults</e>
          <e type="operand">grid</e>
          <e type="operand">true</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">dimensions</e>
          <e type="operand">500</e>
          <e type="operand">300</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">wx</e>
          <e type="operand">false</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">terminal</e>
          <e type="operand">pngcairo</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">file_name</e>
          <e type="operand">docdir</e>
          <e type="operand" style="string">\</e>
          <e type="operand" style="string">\\</e>
          <e type="function" args="3">strrep</e>
          <e type="operand" style="string">coma</e>
          <e type="function" args="2">concat</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">aspect_ratio</e>
          <e type="operand">0.6</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">color</e>
          <e type="operand">red</e>
          <e type="operand">blue</e>
          <e type="operand">green</e>
          <e type="operand">goldenrod</e>
          <e type="operand">violet</e>
          <e type="operand">gray50</e>
          <e type="operand">dark</e>
          <e type="operand">cyan</e>
          <e type="operator" args="2">-</e>
          <e type="operand">dark</e>
          <e type="operand">orange</e>
          <e type="operator" args="2">-</e>
          <e type="operand">sea</e>
          <e type="operand">green</e>
          <e type="operator" args="2">-</e>
          <e type="operand">dark</e>
          <e type="operand">pink</e>
          <e type="operator" args="2">-</e>
          <e type="operand">10</e>
          <e type="operand">1</e>
          <e type="function" args="12">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">7</e>
          <e type="operand">1</e>
          <e type="function" args="9">sys</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="13" left="18" top="990" width="858" height="338" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">plot_defaults</e>
          <e type="function" args="1">MaximaDefine</e>
        </input>
        <result action="symbolic">
          <e type="operand">grid</e>
          <e type="operand">true</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">dimensions</e>
          <e type="operand">500</e>
          <e type="operand">300</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">wx</e>
          <e type="operand">false</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">terminal</e>
          <e type="operand">pngcairo</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">file_name</e>
          <e type="operand" style="string">C:\\FHB\\Software\\SMath\\SMath Skript\\SMath\\Maxima\\coma</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">aspect_ratio</e>
          <e type="operand">3</e>
          <e type="operand">5</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">color</e>
          <e type="operand">red</e>
          <e type="operand">blue</e>
          <e type="operand">green</e>
          <e type="operand">goldenrod</e>
          <e type="operand">violet</e>
          <e type="operand">gray50</e>
          <e type="operand">dark</e>
          <e type="operand">cyan</e>
          <e type="operator" args="2">-</e>
          <e type="operand">dark</e>
          <e type="operand">orange</e>
          <e type="operator" args="2">-</e>
          <e type="operand">sea</e>
          <e type="operand">green</e>
          <e type="operator" args="2">-</e>
          <e type="operand">dark</e>
          <e type="operand">pink</e>
          <e type="operator" args="2">-</e>
          <e type="operand">10</e>
          <e type="operand">1</e>
          <e type="function" args="12">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">7</e>
          <e type="operand">1</e>
          <e type="function" args="9">sys</e>
        </result>
      </math>
    </region>
    <region id="14" top="1350" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="15" left="18" top="1359" width="512" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Plot command issued from within Maxima with default file name</p>
    </text>
  </region>
  <region id="16" top="1377" color="#000000" bgColor="#ffffff">
    <area collapsed="true" />
    <region id="17" left="27" top="1404" width="2302" height="112" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">5</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">0.8</e>
          <e type="operand">5</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">x</e>
          <e type="operand">0.8</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">sys</e>
          <e type="operand">xrange</e>
          <e type="operand">0.5</e>
          <e type="operator" args="1">-</e>
          <e type="operand">1.5</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="function" args="2">plot</e>
          <e type="function" args="1">Maxima</e>
        </input>
        <result action="symbolic">
          <e type="operand">xrange</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="1">-</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">dimensions</e>
          <e type="operand">600</e>
          <e type="operand">350</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">grid</e>
          <e type="operand">true</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">user_preamble</e>
          <e type="operand" style="string">set grid lt 3 lc '#111111',lt 3 lc '#AAAAAA'</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="function" args="3">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">color</e>
          <e type="operand">red</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">5</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">x</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="1">-</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="4">explicit</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operand">color</e>
          <e type="operand">blue</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">4</e>
          <e type="operand">5</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">5</e>
          <e type="operator" args="2">/</e>
          <e type="operand">y</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="1">-</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="4">explicit</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operand">color</e>
          <e type="operand">dark</e>
          <e type="operand">green</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">x</e>
          <e type="operand">x</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="1">-</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="4">explicit</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operand">color</e>
          <e type="operand">goldenrod</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">4</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="operand">5</e>
          <e type="operator" args="2">/</e>
          <e type="operand">y</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="1">-</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="4">explicit</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="function" args="8">wxdraw2d</e>
        </result>
      </math>
    </region>
    <region id="18" left="54" top="1530" width="273" height="167" color="#000000" bgColor="#ffffff" fontSize="10">
      <image>
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</imagefile>
        <input>
          <e type="operand">default_image</e>
        </input>
      </image>
    </region>
    <region id="19" top="1719" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="20" left="18" top="1737" width="539" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Using the wrapper requires all arguments to be placed in a list. </p>
    </text>
  </region>
  <region id="21" top="1764" color="#000000" bgColor="#ffffff">
    <area collapsed="false" />
    <region id="22" left="18" top="1773" width="698" height="112" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">5</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">0.8</e>
          <e type="operand">5</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">x</e>
          <e type="operand">0.8</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">sys</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="function" args="3">sys</e>
          <e type="function" args="1">Plot</e>
        </input>
        <result action="numeric">
          <e type="operand" style="string">C:\FHB\Software\SMath\SMath Skript\SMath\Maxima\coma.png</e>
        </result>
      </math>
    </region>
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dQowaWgV2e4PZ1Xp12+Pi0iX5LMHncJNkeoh8HRjZlkVmPTG2iHS5eEq6uIjFSks7NnRcOGIlMmMXSouH7daLOICPHPP+K770TWrGLECPH6tSKDCzF7tmjQQKG+JA7Dpk2iXDkT264Wq12F63Vh9Md36JCoUEHkySP++kvcvWu0n1evxNKlomJF4eYmpk839P/x8pQ411Yc+UrcmSeiXmtJMVT2JM6fMoG/rBT3RPjxRzF4sPXdvHghevYUWbKI6dNFSIipRwUEiObNRe7cYts2600QIjRUZMiQ0L+sxBmpV0/Mn29Kw91id1aR9YQ4YbD2wQPRooVwcxPLlwudztTB9+0TX38tihYVJ0++L3pxXJxrK45WFveXi+hwfZmWFMOhxd2sr6b0rxm2xRHRN29E5szixg0ruz19WuTJI374QQQHW3K4n5/In1906WL5FP4/v7p3F7//bmEvDkbck6UVzPMrMFBkyiTevEm04S6xK4vIclQcNVi7ZYtwdRUDBojQUDMG16PTiblzRebMOt9Zu8QZL3G8uni4TuiiYrfRkmKo/EBVvH8uGvO8VKnG2iZu4vnVqylThrx5relz/nw8PfnjD+bONX0vwwfUrMnp07x6ReXK3LtnSQ//+dWtG3PmEB1tSS8ORtyTpRXM82vOHNq3J2XKhFvtY19zmq9jXXnKx6nS6RgyhN69WbWKMWMsCQLvQvQP326+t6le6fSjx69sFVJoJ1kb4qLd7ZXqXltsjeYdfEflymLjRouPjo4W/fqJL75IaHndLMaOFa6u4swZ63qpVEmsXauMQRJ1iYwUrq7iypWEW/0r/s0sMq8T6+JXvX0rGjYUFSqIR48sMkAXJR6sFseqiFPfiyc7wsOju3QRxYqJO3fiNtSSYmjHE4No6VQZ5eJFkTOniIpKvKUhIiNFixaialXx/LmSRq1aJbJmFQcPWtHFkiWiTh3FDJKoyObN4ptvEm5yQVzIJrIZVPYXL0T16qJ5c/H2rflDR78RD1aJY1VEQEfx4oNF/PHjDVxxtKQYGl/c+ChWb37+mU8+4fffLTg0OpqWLYmMZMUKZfYyxmb/fpo2ZfVqKle26PiwMHLm5Nw5chjdCSdxDry8qF2bTp2M1d/kZhWq/MEfbWgTpyosjDp1KFaMiRPNjAYd9Yr7i7m7kLTFydWHNMXiN1m0iF9+Yc8e8uV7V6IpxVD54mJjtOpgly5d3n2KjBTZs4urVy3oRKcTP/wg6tQR4eFK2habXbtEpkzi0CFT2//nl56uXcXo0YpbZWfiOqUVTPXr/n2RIYN49cpY/WPx2F24/y3+jl/19q2oW1d06GDGrhghhIh4JgLHiIPFxcXeIvRSwm1nzxa5c4vAwHdftaQYGrpMGUJT12GDbNzImDEcPmzBoT//zNGj7NhBKlumF96+nQ4d2LOHL74w/+CjR2nfnkuXkHGEnJc//+TePaZNM1j5nOfVqe6F1xCGxKnS6WjenOhoVq82ORRNRDB35/BwDZlqk7MrKXOZctDEicycyeHDZMigKcVwmvADEsPMnk3nzhYcN2UKW7eyebNtlR2oXZvRo/nuO54+Nf/gr74iWTL27FHeLIl9EIL5840tyDzlaVWqNqZxfGUHfvyR4GCWLTNN2d/e5dowTnogBGW2UfBPE5Ud6NuXhg1p1IjwcBOPcA60c5kyiJauwwa4d48SJbh9O9EdZnHYvZs2bTh4kDx5bGRZXAYO5MgR/P3NjzM/eTJHj7J8uU3Mktia/fvp1Yt//41fE0pobWp/xVd/8Vf82unTmTGDgwdJly6xId7c4PZ0nu4iewtydia5JRm3haB5c1KkYOlS7SiGnLk7Je+iLC1ZgpeXucoeFETr1qxaZT9lB0aNIkMGfv45kWaxo0e9o1Urtm3j1SsbGWYHDDilCUzya8ECOnaMX/ya1/Wo9wVfjMNA7q0DBxg2jHXrElP20Atc7M7ZJnzqSrk95B1ombIDLi4sWMDly5Yd7aBIcXdK3N3dEYKFCw3+5yRARATNm9O/P998YyPTDJMkCYsXs307K1Yk1Mzd3T1uUcaMVKnC6tW2s83WGHBKEyTu16tXbNpE69ZxikMIqUWtIhSZwxwX4j5NefaMtm2ZN48CBYz3/PI4Ae250I00xSm/n9z9SJ7eAhdikyoVvr4Aly5Z2ZOjoJ17EINoeVnm4EF69DB4w5sAffvy4AErV6rzhPLff/Hw4MABChY057BNmxgzhkOHbGWWxEbMmcPOnaxZE7ssjLD61M9GtsUsjp98Qwi++47ChRkzxkifzw8QNJnwR7j1IFtjXJIpa7KLi4tOJ7Tx/F7O3J2WhQtp186sI3buZONGZs9Wbe9J8eKMGEHz5kREmHNY3brcvs3Fi7YyS2IjFi2izQf71sMJb0CDLGQxqOzA+PE8fcoffxjq7dlezjTi+kiyt6DcbrI3U1zZ9WhD2ZEzdyfl9tWrbhUqcP482bObeMj9+5QqxYoVVKtmU9MSp2lT8uQxPDULCgrKlcvQJodBgwBGjbKtZbbBqFNOTiJ+Xb1KpUrcuRPzDP0tb7/l2xzkWMCCJIamladPU7s2J0/i5ha7WEfwTm5PJzqMPD+TqaZNp6RaUgw5c3dKTg8dSvnypis74O1Nt27qKzswfTrLl7N/v4GqpUuXGj6mRQtWrMA5/+uMOuXkJOLXokW0bh2j7Po5e3ayz2e+QWUPD6d9eyZOjKXsIopH6zhRm7vzyNWbsjvI5CEly3S0c5kyiJauwx9Qowbe3nh5mdh84UL+/pvTp0me3KZmmcq2bfTuzb//mrPLvlgxpk61NJSBxL7odOTOzdatFC0KRBHVmtYRRKxiVXIM/wT79+f27fcPznVvebCau7NJmZtcfUhX1m6Ga0kxtOOJQbR0qv7jzh1KleLePRM3jT94QKlS7NhBMQPRNVSjQwfSpWPiRJMPGDeOS5eYP9+GNkmUYvdu+vbl3DkgkshmNPuET5ay1OA6O3DqFPXqcf48mT4L4f4S7i0g9Zfk6kna0va1W1OKoR1PDKKlU/UfY8dy4wazZpnYvFkzChVixAib2mQ2z55RpAibNlHWxGnZvXt8+SX37tn8nVqJ9XTqRP78+PhEEtmc5lFE+eJrbM4eHU358vzU52WLSvO5t5j03+DmTerCdjZZj5YUQy5gOSErVsx9/drEtv/8w/Hj755HOhQZMjBuHF27EhX1X+GQIQZeQ3+HqytffcXGjXawTVkScsqZMepXeDjr19OqVTTR7Wn/ghcrWWlM2YEZU170bTCxRb5qhD+g1DoKT1FL2TWGdi5TBtHSdfgdFy/i6Rl86lSmLFkSbRsaSpEizJ1LrVp2sMwSatWidm1++und1+Dg4EyZMhltvWIFS5bwzz/2sU0pEnHKaTHq17p1TJsWvuufxjROQhJffFNgZP0w4lHIxXmRd32T56ifpnBXPnW1qcGmoCXF0I4nBtHSqXrHkCFERjJ2rCltfXy4d48lS2xtk+Vcv85XX3HmDDlzmtD69Ws+/5yrV8mc2eaWSSzmu+/eNm/QuOXaZCRbwxrDyh4WxJ3ZPNm8/UyjgBfdfh6aze5WGkZLiqEdTwyipVMF7zchbNtGkSKJtr1yhcqVOXvWrA2TKvDrr1y+bHJ8gdatqVCBHj1sa5PEYh4/jiz6Rct7VUKSha1nfUriBT4KvcSdmbw4TPbmfhfaeffJFBBgbngkG6IlxZBr7k7F7t1kzUqRItu3b0+0be/eDBvm6MoODBrEiRPs2gWQuF/t2rFokR2sUhBTTpYzYtCvtxtWfueXMjqZy2Y2x1X2lycJ6Mj5TqQrTfn9ka4/9e6fado0B1J2jSHF3alYuZKWLTEh8fw//3DvHl262MUq60iZkr/+YsAAdLrE/aJGDR48cK7YTok75ZzE9yuMsAYlfkuVJXfc/ezP9nO2KZf7krEG5feSoy1JUk6bhpsbnp52tfmjQjv3IAbR0k0Wb9/y+eem5BSNiODLLxk/nvr17WOZAlSpQvv2dOhgQtMBA0iZkuHDbW6TxBzCCW/yuq7LgYNrqj9NkSI1AIJgP25PJSoUN2+yNoyJBvPkCe7uHDiAo0XM1JJiyJm787B5M0WLmpItes4c8uVzJmUHJkxg8GBevDChqTOHItAqoYR64JEu8Om6rT+kSJEaEc3jTZyszd255PSmrB/ZmsSO8/X777Rs6XDKrjG0c5kyiJauw3z/Pd9/n2gA91evKFTI4d5HNYXOncmcmT//NKFpoUIsWEDFija3SWICIYTUo14e8swvfirpnJm4XuPuPNIUx62HwR3rN29SrhwXLzripictKYacuTsJr15x4ABNmui/de3a1VjDsWOpU8f5lB347TcmTHh9/74JTVu3xnmicSVwspwavV9veNOIRjnIMe9Cr6Tl3iAG8fwQ7lMpPM3Yu0iDB9OnjyMqu8bQzmXKINq5Di9ZwqZNcfIexOf+fYoV49QpnDTErI8PL14wc2Zi7YKCqFCBO3dMy50ssRXPeOaJZ5XosuMelHC5MJGQz6g9h9QJ7dM9cYKGDblyhf/9z25mmoF2FEPO3J2GVato1izRVsOH06mTsyo74OPDhg0mpLLMlYvcudm71w4mSYwRTHDDqBojgrL8dfykS8glfguh4MyElR0YPJjhwx1U2TWGFHdn4NkzjhyhXr2EWwUGsnZt4kmoHZnPPuOnn0zbCNOsmVMnVnV2noVf9L9eaevxN3WiK1NmG8GNeJsp0dVAf3/u3DE3gZjEQqS4OwMrV+LhEftlD4OJ54cOpVcvMma0o2FKM3v27B492LfPhNSwjRuzfj2RkfYwyzoMniwnJuLxyxsDxKl6qR+lTV1mP3kHkjwjq1fr38BIACEYOJBRo0hmk+x4krhIcXcGli+nRYvYBfETz1+6xN699OtnR6tsgLu7e6pU/PwzQ4cm1vTzzylYED8/e5hlHfFPlrPyJpCrg6JPeixLsmZj2R7pdH+RIitAdDRr19K0acJHb9mCiwsNGtjDUgmO8EDVJVY+WlOMiWlvYmPVHbSWoCDKluXevYSzKDVrRtmy9O9vN7NsSHg4BQuydi1lyiTYbuZM9u9n+XI7mfUx8+YGtyby4nCwa/2qrgu8kw3sQazwPrt3M3gwR48m0IEQlC7NyJGJLi6qjBYU4z0qz9z1f8oYXBJMPO7i4hK7fcKNtYOvLw0aJKzsZ85w4ADe3nazybZ88glDhpiQXaRpU7ZtIzTUHjZ9tIQEcMGbf1uQptip8hOL5Jr5S7JxHyg7sHJlohkf164lWTJHV3aN4WTLMrEvqpq5wCbCmjXx/3OCgoJifx0xAh8fLexAiPGrfXsCAhKeC0KGDFSsyJYtdjDMGuKcLKfhxRHOtX0f52vfkZxf1kvaZB7zmvFu19Y7vyIiWL8+4a1cQjByJL/8YgejJf+hprjHvwNKYD6updslMwgM5OZNqlePUxw78fzFixw/TufO9jXMNsT4lSIFPj789ltiB3h5Jbr3X3WWOs/7VgDoCN7JmYZc/40s31L+AJ93OpjkVEMazmRmff4LavHOr+3bKVw44Xj8GzeSJImTxcPQAGoqpkG9Nibi+nILFuid+5Lwxx88eMDUqQk0ad2aYsUYMMBuNtmJ8HDy52ftWsqVM97oxQty5yYoiHTp7GeZVtEHhLkzk6SpcOtFxmrgAqxhTU96+uJbiUoGjmrdmq+/TmBNUAjKlmXQIBo3tp3piuH0ihELZxJ3PhR0U06D05+qYsWYMYOvvzZWf+0aFSty4wZp09rTLDsxYQIHDrBuXYKNGjXi229NiycpMYKI5vEGgqaQPBO5epGhSkzNMpb1p/9GNpbD0DX27Vty5ODSJbJmNdb3li0MHszZsyRxhjVgp1eMWDjD3/s9pq/hxMbFCE1j7dyaPXu2v7+//nNgYKCPj09MlY+PT2BgoP6zv79/7D3LNu/hyhVevKBixQR6qFVrf69e75TdQb2woodatW7t3Bl64UKCPTRrxsqVjuyFQ/egi7i0+7eX/mV5tJ6Coyjp284/92sAACAASURBVLTbtJhmLQ636Pe23y52laOc4R62baNECf+AgARsGDz4xdChJEni2H+HeD1oAaEeBkc3ZpJZjU1v4NAMHSr69jVYM3jwYCHEzZsiUybx8qV9rbIler9iM2aMaNo0wWNCQkTatCI42HZWWUl8pxyCqNfi1hRxuJw430W8PBOnUid0vUXvYqLYA/HAWAeDBw8WDRuK2bMTGOTAAVGggIiKUsZkO+DcivEhzrQsY3pj0xs4LkJQoAArVlC2bPxKfeL5H3/kk08YPdr+xtkKvV+xS0JCyJOHY8fIl8/4YU2a4OlJp062Ns8y4julMlEvubeY+0tI/w1u3qQqEKdeh64PfQ5zeBvbspDFWDdPb93KWLw4t26RPr2xNtWr06aNM62ZObFixEPNZRkRb11FS39Zazl+nGTJDCo7kClTpkePWLaMH3+0s1m2Jb4IpklDly5MmJDgYfr0HY6KAyl7RDCBozheg4gnlFzHF+PjK3skkW1pG0DAHvYkoOxAxiNHqFYtAWU/coSgINq0UcZ2ibk49Jp7nL0xH9eVYO3ahF8MGT+eVq0SeI6lHfr0YeVKHj403qJuXc6exaRI8B8rb+9xfRgnahEdRuktFBjBp5/Hb/WKV554RhK5k51pSewZ/dq1Ce+AGTuWvn1lJBnVUFnc9ZIdQ8JibVZjp2fdOho1Mla5fr3//Pn07WtPg+zB9u3b4xdmzUqrVkycaPywTz+lXj3Wr7edYdZg0Cn78eY6l/tz+nuSpafcLgqM4JNsBhu+4EU96uUk5zKWpSBFYt2+idy+nW+/NVZ/8SKHDyeaN0xiQ9Sfucd+AhC/yvTGmuLMGXQ6SpY0Vr9mTQZPTyeO226M4OBgg+V9+zJ3LiEhxo9s0iSxLZOqYcwpmxN6kQvenG1GqtyU30vuviTPYKztQx5WpWoZyixkYTJMmGxv2/Ykf34++8xY/ahR9OqlhbemnReNz3+ddYI/ZAiRkYwda7AyPJy8edm5kyKJ5EXQFE2bUr48P/1kpFq/4frKFZm9DSAkgNtTeHWOzzuSoxVJE5HYAALqUncAA3rRy9QhmjWjdm1jj0rv3qVECQIDne/1C2dVDENoxxODOOupKliQ5cuNBUVcvJgVK9i2zc42qcyxYzRpwo0bxkOotWhBtWp06WJXsxwLwbMD3J1N2B3cupLViySJra7AWc7Wp/6v/NoFk/90ISG4uXHzprGZu48PERGMH2+65Y6CsyqGIdRflpHE5dQphEgg3O3EifTpY0+DHILy5SlYMMFNMc4QZ8Zm6HiyjVP1ufE7Wb0ot5vsLU1Rdj/8alN7KlPNUHZg40YqVTKm7K9fM38+vUy+B5DYCCnujkeC6VJ379aH4etmT4vsRteuXROoHTCAv/82Xl2vHqdP8/ix4lZZScJOWY2OJ1s5WZc7M8nVi7LbydoAF5Pyhk9neic67WRnA8zMoLF2LU2aGPNr4UKqVCFPHvO61BiOEJBcO/cgBnG+mywhyJuX9espUcJgfd26NGniTG+FKIgQFCnC9OlUrWqkRfv2lCtH9+72tEo1RCSP1nF7Fp9kxa0n6Y0GIDJwKGIkI5ew5B/+KUDcre6JEBpKzpzcumUwWFtUFIUKsXKlsTc0HB2lFMMRlEfO3B2MkydJntyYsp87R0AArVrZ2SZHwcWFn35KcPLeuPFHsTIT/YZ7CzhWmcebKTSa4ivMUvYwwprQZBe7jnPcbGUHNm6kShVjYTg3bCBHDmdVdo0hxd3BWL06gTWZSZPw9iZF4kupmqV1a06f5uJFI9W1anH2LI8e2dUmexL1iqApHKvE80MUnkaxpaRLICCyAZ7zvC51I4jYxrb0GH25NCFWrEj4J/oRPhByTKS4OxJCJCDuT56wYcO7zSBaC1/3nkT9+uQTunRh8mQj1Z9+yrffsnat4oZZgzInKyqEoEkcr8qbGxRfwZdzSVvK3D5uc/sbvvmCL9azPhWpLDHj+XMOHNC/uxTfr6NHefCAhg0t6ViiOFLcHYkjR0idmi+/NFg5ZQotWqCPU+Lu7m5Xw+yFKX5164avL0+fGqlu0YKVK5W1ykqsPVkRj7k5juPVCH9AyfW4T+R/BS3o5hSnKlChC11mMCMpJj1xNcCWLdSoQerUGPLrr7/o14+klvYtURb1V/1tiiM81jCDfv1Ik4bhw+PXhIWRKxdHjiQYHPGjoVs3smdn2DBDdVFRZM/O2bO4utrbLMUJf8CtSQTvIFtjPu9kLGyAKexjXzOaTWBCC1pYZdL339O8OS0MdHL3LiVLcvOmXvmdFRMVw5TNMKorj1Npn/k4k7gLQa5cbNtm8MXT+fNZt87xc0HbiStXqFqVoCAjjx86dKBkSXr3trdZCvImkDszebqLHK1w7UByixbH37OEJQMYsIpVlalslVXPn5MvH3fuGIwqMGAAUVFO+eJSbJxJMRJDLss4DIcPky6dsZACU6bQs+d/X98lntccJvpVqBAlS+Lra6TawfbMmHey3lzjYi/OevGpK+X2kLufNcquj8z+B38c4pC1yg6sXUvNmjHKHtuvkBAWLHDu66n2kOLuMKxcaexR6sGDvHmDp+d/Je8Sz2sO0/3q2ZPp043UeXhw6RJ37ypllZWY6tSr01zqzb+tSO1O+f3k6kMyqyKzhBPejnYHOLCHPXnJa01X7/D1pUmTmG+x/VqyhKpVyZ1bgUEkSqGdexCDOM1Nlk6Hmxt+fhh6+OblRfXqH8urOSai05E/P6tXGwnT0KkThQvTr5+9zbKMZ/u5M52wO+TsRPbmJElpfZdPeNKQhhnJuIxlqVFiFfzFC/Lk4e7d+GsyQlC0KFOmUK2aAuOoi5bW3OXM3TE4dox06Qwq+82b7NtHu3b2t8mhSZKEnj2Nv9DkHHFmBMF+nP6OG8PJ2pjy+3DtoIiyn+d8ecpXpOJ61iuj7MCWLVSrZnC1fdcuXFyMvzasRUxJYaq2jVLcHQTjqTlmzqRtWxkX2wCdO+Pnx507huqqV+fqVcdZmYnH+zhfQZPJ6U1ZP7I1wUWZlEXb2V6Vqr/wy1jGJlHwH3ztWhoYDkEzeTK9e+MAwVQkHyDF3TFYty72amYMYWEsXIi3d9zyIUOG2MMqu2OWX2nS0LIlht8QSpGC+vUdJH3HB07p3nJ/Gcerc38ReX0ovZnMdRT8N/yN3zrQYQtbOqBo+KGQEPbsoX792GV6v65e5fhxWrdWcjSJMphyf+G8OIeDp0+LQoUM1syaJb7/3kD5kydPbGuSSpjr16VLInt28fatobqNG0XlyopYZSXvnIp+K+4tFUcri3PtxYsTio8SJaL6iD75Rf7L4rLinYtFi8R338Up0/vVs6f45RflB1QLExXDKaTVSZ43WopzPFAdMICUKQ2+u/Tllxp5TmU76tenWTPatIlXoc/NdOEC2bOrYFZsot9wfyn3FpC2NG7epFY+gdYrXrWgxWte++KbiUyK90+dOrRrR/PmcYpDQsidm3//5XMD2badEhkVUqIcQhjbBLl3L0J8XM+pLKB3b6ZONVShjzNjdDO8XYh+ze0ZHK/Gm2sUX07hqbZQ9stcLk3p/OTfxS6bKPuLFxw+TL168WuWLKF6de0ouyK4uLg4grIjxV19jh0jTRoKF45fM20aPXoYfk61fft2mxumBhb4VasWL15w7JihumbNVIszE/6A68M5WpGwoP0hvSg0jpQ2yV5xgAPVqNaVrpOYZHnEmITZvJkqVUiTJk7xtm3bp06VLy79R4ysO4KyI8VdfYw8Sr19m717advW8EHBwcG2tUolLPDLxYUuXfjrL0N1NWty6RL371tvmBmEBXFlACdrA5TZTqHRt22WG2oMY1rQYjWr+9PfVmNgNDXY/v3JkyenUiUbjuxEOJSs63GI2wfb4SD3R0YRgnz52Lw5ftSBIUOIimLMGFXMcjJeviRPHs6dM7Q+0Lo1FSrQo4c97AgL4vZUnu4ieys+70DyDLYbKpLIvvQ9xKF1rFPm7VNjBAdToAB37sSPB9awIbVrY9scgnbHAsXQv9DkgDojZ+6qcuwYqVLFV/bwcObPp5s286QqT7p0tGljZE9k06b2WHYPCeBSb842JWUuyu0jz082VfZggj3weMKTwxy2rbID69bh4RFf2e/dY//+jzcpWAwOOGGPQYq7qqxahZdX/OI1ayhR4mNPMWwWXbowdy6RkfEqatfm/Hkbrsy8Os251lzoRtpSlN+LW0+SxV2bVpbjHC9FqQY0WM1qCxNumMW6dTRuHL947lxatnTu6L5W4jgPTo0hxV09hGDtWoPiPm1aItN2Y4nnnR2L/SpShLx52bQpXkWKFDRoYJNQBM8P8G8LLvcjy/eU34dre2ORAxQ8WWtZW496oxndB7vksnv2jKNHqVs3TnF4OLNm8ejRb/awwSFx5An7f9hrQ706OLSDhw8Ld3eDxfnzi+ho+xvk3CxdKmrUMFSxbZv4+mslR3q6V5xuKI5VFQ99hS5KyZ6NEykiu4gu7sL9krhknxGFEGLWLNG0afzihQtF7dr2s8KemKgYTiGtcuauHkbSpU6eTM+eJJFnxkyaNuXKFc6di1dRvTqXLnHvnrUDiGgeb+BMQwJH4dqesv5kbYyLPXLKveRlIxoFErif/V/whR1GfMeKFQaTLuk36X7MmKKtatsod8uohU5Hzpzs3k2hQrGLnzyhQAECA8lgwwdymuX337l929CT1U6dKFqUPpYuZejCeejLndmkyISbNxlrgP2iZAUQ4IVXIxr9zu+22slukIcPcXfnwQM+/TR28fHjtGjBtWvanH84rmKYjxbPj1Nw6BBZssRRdmD+fBo1SlzZ4yee1wZW+tWxI2vWEBISr6JFC1atsqRH3VvuLeBYFYJ3UGgMJdeSsaa5ym6NU5OY5IHHBCaMYpRdlR3YsIE6deIoOzBlCj16kCSJZn+EmkGZKKPWEDvsvenXTIfdW2oqvr7x12Siopg+nQ0bEj86fuJ5bWClXzlyUKsWixfHWzSoWpWbNwkKIlcuU/uKfsODZdyZR7pSfDmHNEUttsoypyKI+JEf/fDzx78IygctSBxf3/jxSJ88YfNmJk8G7f4INYPK9yBxboJMT4MihDClsYPeZOnXZPbtI3/+2MUbNjBuHIcOqWWWFjhwgC5duHgxXtgGb2/y5uXnnxPvIuoV9xZxbxHpK5GrJ6ny2cbShLjBDS+8vuCLOcxRLNuGWQQHky8fDx6Q6oPdlmPHcuECixapYJF9cFDFsAi5LKMGhw+TOXMcZQdmz5a59KylUiVSpcLPL16FKVmzI54QOIZjlXlzgxKrcJ+girL74fcN37Sk5XKWq6PswIYNeHjEUXadjlmz5E/UaVBT3ONfJPXzcXOPcj7WrIn/YsiVK5w+bfB9EQPETjyvJRTxq2tXZsyIV1q1KoGB3L5t+Jjw+1z7lRM1iHpJqY24T1RQ1k13SiBGMaod7Vaw4md+drHjY9u4rFoVP8Dvli1kykT58u++avVHqBmcbOauBWXX6fD1jb/DbNIkunaN//jKMLETz2sJRfxq1YqDB7l168PSZMn47jsDoQjCbnJ1CKe/J0VGyu6m4J+kNHld3jRMdOoVrxrTeCMbj3O8KlWVtcE8Hj/m1Kn47y5Nm0bfvv991eqPUDOoqZUGlToB+bZggd4RLwZ79zJwYJwYtaGhuLkREICrq1pmaYr+/UmShLFjPyz182PgQE6ffvc15By3p/HyJK4d+Lw9SdV8lf5f/m1K0xrUmMCET/hERUsAZs7k4EE+1O5r1/j6a+7c4RO1rbMpjqgYluJkM3cLcDFC06ZNY9rMnj3b399f/zkwMNDHxyemysfHJzAwUP/Z398/9vYvy3q4OGwY7w+M6WHJEnLnvnnpkp1s0HwPxYsfWrCAt28/7KF69ZBr1+74+fHyJOfahp9qe/RSFOUPkKsnSVOr5cWs2bPGMMYDj3GMC24aHKPsav4l379eF7uH0aNf5su3L0bZnev3YEEPGsBpZu7xy51y5h4Vhasrx4/H2ZNXpgwjRsS/D5ZYTo0adOoUb/Xr9zYUu0nWJOTsQrYmJFF5FhpKaFe6XuDCalYXpKC6xrzjzh1KluT+fVKkiCkLD8fNjYMHKVBARcvsgcMphhU408w9ztQ7pkRtu8zBz498+eIo+4kTPH2Kp6cZ3egTz2sPBf3y9o79qqrg6W7ONqHyLTY9o9wecrS2m7Ibc+ooR7/ky5zkPMlJR1F2YOVKGjWKrez6stKl4yq7Vn+E2sH68DTWEMcAs+wxpbHqDsalTRsxeXL8svHjzetGn3heeyjoV2SkcHMTF85HiUebxIna4oSneLxVREeKHDnEJTvG3jLi1FwxN7PIvFQstaclJlG6tNi1K37Z1q1xG2ryR+hwimEFDv0SU8K3SM63LPP2Ldmzc/kyWbPGlD1+jLs7gYGkS6eiZVpEF7Ft4doyWWdlzv4Zbt3JVOtd2ICffiJ1aoYPV8uuEEK88Q4gYBWr7BoFzBQCA6lYkXv3SPpfqINTp2jaVLPBZOLgWIphHSqfLiFE7JUWzfxZDbNjByVLxlZ2YN48GjWSyq4o0W+4O4/jVWqU2PXDmD+f59lAJo//AsK0aKFa1mw4w5kylElN6qMcdThlB1avpmHD2MoOTJ9O9+4fhbJrDPXPWOz7iPhVCR9oS7tswKpVcXJhR0db+Mrf9u3bFbPKkbDWr6hXBE3lWGVenuDL+SlKzf2fa8UlSz5sU6YMOh3//mvVQOagd0og/ubv2tQeyciZzEyJ4cweKhMvxu+jR2zcyA8/GGir1R+hZlBf3D8WQkL45584eZc2bCBnTkqWNLuz4OBgxQxzJCz3KyKYwNEcq8yb6xRfRpGZpHYHevRgxgziTgOaNGHFCmttNZng4OD73PfAYw1rjnK0KU0TP0YVLlzg+XO++SZ22Zw5NGrEZ58ZaK7VH6Fm0PhKiAMt9SxdyooVbN0au6xmTTp2pGVLtWzSBBGPuTOLh2vJXI+cXeK/X1qqFKNGfbgZ6dw56tYlKCjO+oON2MzmH/ihIx1HMjI5ye0wooUMG8abN4wbF1Og05E3L76+lCmjoll2xYEUw2rUD/n7seDrS5s2sQuuX+fcOVODyUgMEH6fO7N4vIVsjSm7gxRZDbbq3p0ZMz4U92LFyJyZ/fupVs2mBr7mtTfeRziymc3lKZ/4Aeri6xsn3uPWrWTL9hEpu8aQyzJ24eVLDhzg229jl02fTqdOGn+Z21aE3eTKQE7VJ2layu0i72Bjyg60bMnBg9y9+2FpmzY2yZodiwtc+IZvwgg7xjEnUPbz5wkPjyPkkyfTu7daBkmsRYq7XdiwgZo1+d//YgpCQ1myJH4uBFPp2rWrMoY5GIn7FXqBiz053YgUWSi7izw/kczQenAsUqWidWumTv2wtGlT1q0jKsoqc42gQ/c3f1ejWh/6rGHNoK6DbDGKwqxcGSd7zOXLnD8f5yHRB2j1R6gZtLPAZBBHWUGrW5dOnWjUKKZg5kz27bPnUz3n59UZgqYQGoBrR1zbmBXnKzCQ8uUJCvowPnmlSvz6K7VqKWvmbW63pW044UtZmg8VwsFbgk5Hnjxs3EiJEjFlffqQOjV//KGiWSrgKIqhBHLmbnsePODwYerUiV2m3zssMYmXJwlox6XeZKxK+QO4eZsbwTFvXr76Kt7u9mbNFN/w7otvGcpUocoBDjiNsgP795MmTWxlDwtj+XLk1NypkeJue5Yv5/vvSfnfvub9+4mOplIlFW1yEp4f5N/mXB1Ilu8pt4ccbUliWsD7eHh7M336h0WNGrFuHW/eWG8mEEpoZzoPYtAmNg1neDLn2qqwahXt2sUuWLKEb77BzU0tgyQKIMXd9sT7z5k61fLVdj0ai00aw3u/dATv5HQDrv1KtmaU2UnWRrhYJZeengQHc+pUrKIcOShTho0brelWzyEOlaRkUpKe4cxXfBWn1tFPVmQka9fGzrskhEmPUh3dr48eKe425vp17t2jatWYglu32LOH9u2t6lWriecLuxfk0TpO1ObODHJ2pawfWRviosBu9KRJ6daNadM+LG3XzsqVmXDCffBpTvPJTJ7JTIMpTx39ZO3YwRdfkDNnTMGePbi4JL5N1NH9+ujRztMDg6j/eGT4cJ4/Z+LEmAIfHyIiGD9eRZscEl0YD1Zzdw6pCuDWg3TKb65+9owCBbhwgWzZ3heFhpIzJ4GBpE9vQYcnOdmBDkUoMp3pGcigoKl2pUkTPD3p1CmmwMuLGjWsvbl0UtRXDOXQjicGUflUCUH+/Pj6xkQYiIjAzY29e/nC8WJGqUZUCPeXcG8BaYqRqzdpittuqG7dcHXll19iFTVrRs2adO5sVj8RRAxn+FzmTmJSc+ImknYmnj0jXz6CgkibVl8QFESZMty8SWo10w6qhpbEXS7L2JIDB0idOnbsmFWrKF5cAWXXSOL5yGfcHMuxSry+TNHFfDkv6Fkim9atpHt3Zs8mMjJWUdu2cV7LTJSznC1L2TOcOc1pU5TdoU+Wry8eHjHKDkyZQocOJim7Q/slkeJuW5YvjxM4ZsIEfvxRgY6dPvF85HMCx3DCA104pTbiPlkf58vWfhUrRsGC+PrGKvL05MYNrl0z5fAookYysja1+9HvH/5xxaR05g59sj78ib55w6JFpm7SdWi/JHJZxoZERODqyqlTMRvKDh2iY0cuX8a5MgMqTMQj7szj0Tqyfk/ObqTIbOfxN29m5EiOH49V1Lcv6dIlmr7jNKc70Skb2eYxLzvZbWqknbh5k/LluXs3Jqne3Lls2sSmTeqapSZyWUZiAjt24O4ee6vwtGl07/4RK3tYEFcHcbIeSVJQdgf5frG/sgP16hEczIkTsYpatmT58gQOCSNsIAM98exBj61s1YiyA4sX06RJjLILwaRJ9O2rrk0SxZDibjOWL4+d9+DWLfz9DSc90D6hl7jUmzMNSZGZ8nvJ05/kGdWyJUkSvL2ZMiVWUblyJE364R74/9jHvuIUv871c5z7gR9c0NDFedmy2Hty/f1JmpTq1dWzR6IoUtxtw/Pn7NgR+8WQyZPp2FGxHQhOk3j+1SkCOnKhK2lLUf4gufslHDnAPn517szWrdy/H6uoWbP4gX5e8rIrXVvSchSj1rLW4gm7g54s/c1L2bIxBdOmmRcD0kH9krxHOwtMBlFtBW3aNA4fZtky/bc3b8iVixMnyJ1bme6Dg4MzZcqkTF824vkhbk/j7W3cepLNy8T3S+3mV69efPYZI0e+/379OpUqERQUs0axhS3eeHvg8Rd/pceSXfAxOOjJ6tePtGn57Tf9t9u3KVeOW7f41OT4Dg7ql3Voac1dO54YRLVTVaECw4ZRu7b+27x5bNqkyIvujo+OYD9uTyfqJTm9ydYIF0fMPXT1KlWqcOtWrHj61arRvTtNmjzlaV/6HuDAbGZ74KGmlbYjOho3N3bvplAhfcGgQeh0jBmjrlnqoyVxl8syNiAwkJs3qVlT/00Ipkz5GJIe6Hi8mZN1CJpMzs6U3UX2Zo6p7EDBgpQqxerVsYrat9ctXjiXuYUpnI50AQRoVtmBbdvImTNG2UNDmTtXxoDUGlLcbcCiRbRoQbJ3CxH+/kRFKfycyrESz4toHm3ghCf3F5PXh9JbyFzfsoAw9vSrV6/YUSE43TR/xd92zo2c8Q//TGVqGtIoNZBjnSw98+bRpUvMtwULqFaNvHnN68MR/ZLEQoq70kRFMW9e7G0x48fTv7/COyAdJfG8iOTBCo5X55EvBf+kxBoyVMOK/ST29MvDg7Aw9uwhlNAf+bFOykadzn91eGrL0pRWdiBHOVkxPH7M/v0xeZd0OiZPtmQHpMP5JfkQ7SwwGUSFFbQtWxg5kmPH9N8uX6ZqVYKCNJcrNfoND1Zwdy6p8pGrD+nKJn6I4zF3LrMebnw0tFdVqv7N35mPXKdTJy5cUNsuGzNhAgEBzJ+v/7ZpE7///uFbXR8xWlpzd6qUAk7BokWxo7dPnEi3btpS9sjn3FvEg2V8VpEis0lTVG2DLOQWt9Z36H028Pr8ewvbuFYHqJCZ6GhOnIi9QVCDLFgQO/bxqFH8/LOK1khshVyWUZQnT/Dzi3l36d49Vq+mZ091bVKO8Ifc+J3j1Yl8SskNuE9yUmV/y9s/+bMCFWokrTpg2b9H/oj1PKR1a5YsUc8023PiBBERfPON/tuxYzx9Gju5r0Q7SHFXlEWL+O67mODgU6bQvDm22Aps78Tz4Q+49isnPRGRlNlGgZF8alLMLHOxg1/rWf8lX17m8hnO9KNfn+7JV67kwYP31e3asXy5Urn39Nj7ZCXMvHl07BjzCGjyZHr0IKlF2VAcyy9JPLSzwGQQe6+gubszaxaVKwOvX5MrF4cOxew3c07CbnFnNsHbyd4c146kcOKXVi5ysQ99HvFoGtMq8V8G2y5dyJo11gtNDRrQoIG1ubIcE/2P8vx5fb6SW7coV47r12NH/P3Y0dKau5y5K8fRo0RGxuS9XrSIr75yZmUPvcgFb8424dMclNtLngHOq+zPed6HPtWo9h3fneZ0bGUH+vRh1izCwt5/79yZuXPtb6Q9WLuWr7+OyUQ1bhzdukll1yxS3JVj8WLat9ff8Op0TJpEv35qm2QZIee44M35TqQrQ7l9uPUkmbMKQDTRM5npjnskkRe52IteyeJtIihShFKl+C84uacngYEmRnh3MhYujLkjCQ5m5UoNPRCSxEN9cXeJhVItVSAsjDVrYv5zNmwgfXobBtizVeL5F4c515pLfchQlXJ7+fwHkqayyUBGUNavfewrTelVrNrJzulMz4jRUJQ//cT48eh0ACRLRps2zJunlBm2Olnmcu0aFy5Qr57+24wZNGpEliyW9+cofkmMoPJWyDgrXAkseOkFPabW4ZbGli/nq6/4/HP9t3Hj8PGx4WhKJ54XBPtzZzpRIeTsogEO/QAAF45JREFUTFYvy94vtR6l/LrJzQEMOMWpsYz1wivR9rVqkTYta9fSpAkAHTtSpQojRsTEEbMGpU+WpUybRqdOeo/evmX6dPz8rOrPUfySGEOoShwDErAnfpUpxtvPwdKlxT//6D/u2ycKFBDR0XYa2Sp0UeLRBnHCQ5zxEsG7hNCpbZC1vBAvBoqBmUXmUWJUmAgz/cBNm0TZsrG+V6smVq5U3DzVePtWZMkigoL032bOFLVrq2uQg6K6JCqImssy8WffQghjSy7CoebpcTh1ilev8PTUfxs5kgEDSKL+ileCiCgeruFEDe4tId8vlFhDxurWRA5QnSiiZjDjC754ytNznPPB51NMDl8L9eoRGsreve+/e3szfboNzFSJjRspWVKfFywqirFjkcHYNY+DK5CTMGcOHTvq5fz4cS5fpm1b2w5oVeJ5EcmDVRyvzqMNFPiDkr6k/0Y506zCYr82s7kYxdazfgc75jAnG9nM7SFJEnx8GDHi/fcGDbh6lYsXLbMnNladLKWYNo1u3fQfV68md+6Y15gsxyH8khjHWcXdgdbcnz1jzRo6dtR/GzOGH39UZKk2ISxMPB/1ktszOFaZZ7txn0zxZaT/WmnTrMICvw5zuBKVhjFsAhN2srMYxSwevWVLbt7k5EkAkienQweUeGZo4clSkFOnuHOHb78FdDpGj1Ym3oD6fkkSRsUlIYOjm2KS6WYn4HiTJk1ims2aNcvPz0//+caNGwMHDoypGjhw4I0bN/Sf/fz8Zs2aFVP1roexY0W7dvoeAgJEliwiIOCmeT1Yb0NiPYz4pe/zUwPEweLiUr/D/otUsUHxHn5Z88u34tu8Iu8yscyrqZciNkydKho0eN9DUJDImPFmQICD/x0S76Fjx6f9++t7WLNGlC3rnF7YpQd1JVFZ1Jz/Gpx9JzolN2vObvMJvhAUKMCSJVSoADRrRqlSDBxowwHNJvIpd+bwcDWZ65GzK59+rrZBCnCNa8MY5o//YAZ3p3sKFLtRevuW/PnZtIlSpQBo3JiaNfH2Vqp/FXjxgjx5uHRJ/+5SqVL88Qd16qhtlaPiQEsCVuNkyzIO96f38yN1ar2yX7vGrl2OpANv73H9N47XQBf2PiCM0yv7bW53pnNZyuYm91Wu9qWvgsoOfPopAwbECkXQvTuzZinYvwrMnUv9+npl37EDnS4m+aNE46gp7iLe3piEtdvhlB2YOJE+ffQfx4yx38vciSSef3ONyz9xpiFJ01DWj/zDSZHVHmZZTQJ+PeBBL3oVpej/+N8VrvzJn5/xmS1s6NyZY8feP0mtXp23b9m3z5oOEzlZNiU6milT+PFH/bcxYxg4ULG8MWr6JTEFtdaD9JDgPvfYXy0z1bYOXrwosmUTb98KIW7dEhkyiOBgG44WmydPnhiueHVOnO8qDpcRt2eKqNd2skY5DPr1RDzpL/qnE+m6iq53xB07mDFmjGjd+v2XGTPEd99Z05vRk2UH1q8XFSvqP+7bJ/LmFVFRivWtpl82Q3VJVBD158KxJ+9xjIk9VTe4/z1R42072ff2JksWhg8HunUjUyZ+/91WQyXOq7METSb0Ijl/IHsrO4cNsBGveDWBCZOY9B3fDWNYHvLYadxX5MvHoUMULAhhYeTKxZEj5Mtnn9GVpGZNOnSgVSugcmU6dbL5Jl1nxxGXByxFO54YxIan6vlz8uXjwgWyZ791i/LluXKFz2yyTpCoJYe4M5O3d8jZhaxeJLHxNky7EELIDGaMZ7wHHr/wSwEK2NmAP/8kIIAVKwAYMACdjr/+srMN1nL+PJ6e3LxJihR799K9OwEBFoZu/3jQkrg72QNVB2LePOrVI3t2YORIunWzq7K/Szz/dBen6nNjBNm8KLuL7C2dXdm3b98eTPCv/JqPfBe4sJ/9i1lsf2UH+vRh714uXQKge3cWLSI01LKu3p0s+zNxIt2769+5GDqUoUMVVnbV/JKYhsyhahGRkUyZwsaNwMWLbNpk5wCxuv+92cupqeBCrt5kquXUYQNieMzjqW5TD3GoIQ2PcCQfai6D/O9//PQTQ4eydi3kzk2NGsybF/Pw3CyCg4MVNy9x7t9n7Vr973LjRkJDad5c4RHU8UtiMtq5BzGIrW6yFi9m2TJ27ACaNaN0aQYMUH4QA4hIHq3n9kySpSFXHzJW04asX+HKJCatYU1zmvenfy5yqW0RQFgYX3zBihVUrAinTuHlxbVrJHOS+dDgwbx4wfTpOh3lyjFsmP4FVUkiaGlZRjuPhg1iEwd1OlGsmNixQwhx8qRwdRVv3ig/SFyiXos788SRCuJce/HsoO3HsxOnxCkv4ZVBZBgihjwSj9Q2Jy4LFogqVd5/qVFDLF6sojFmEBIiMmcWN24IIZYt+zDapSRBtCSJcs3dfPz80OmoVQsYOJBhw0iZ0pbDRYVweyrHqxASQNGFFF3gaAFhLGMnO2tRqz71y1L2Jjd/5/csWJE5wja0bs3Dh/j7A9CvH2PH4hTTurlzqVmTvHnDwxk6lL//VtseiSqofXWxLTZxsEoVsXy5EGL7duHuruTG4bhEvhA3x4uDJcTFPuL19dg1Xbp0sdmotiVCRCwWi4uL4l+IL+aKuW/F29i1DujXunWiZEkRHS2ETidKlBAbNpjbg72diogQbm7i9GkhxIQJVu7RTwgHPFnWoyVJ1I4nBlH+VB06JAoUEFFR0dGiZEmxbp3C3b8jIlgE/iUOlRSXB4o3gbYZw948E8/GiDGfi88ri8obxcZo4RTZTIQQokIFsWyZEEKI9etFyZJC59gpTebOFZ6eQoiXL0XWrOL8ebXtcSq0JO5yWcZM/vyTAQNImnTVKj75hAYNlO7/zQ2uDuJELXRhlP6HQqNJaac3d2zHRS56452XvGc5u451+9j3Hd8lcZ5tuKNH88svRETA998THo4jbwGMjOT33/n1V2DcOOrVo0gRtU2SqISGHg0bQuFn30eO0KoVV668iUxeuDDLl1OxomJ9E3aL2zN4tofsLXFtR/L0ynWtGnvYM45xpzndmc7eeOcgh9oWWUj9+lSvTr9+sHQpM2Zw6JDaFhlh3jxWrWLnzqAgypbl33/1b2JITEXulnEaFHbQw0PMmiWEGDpUtGqlXLehV8TFXuJweXF7logKNeWI2KGrHZBQEbpALCgjyhQTxeaJeabnMnVYv65cEVmyiEePhIiOFkWKiC1bTD/Wfk5FRYlChcT+/UKIli3FsGG2Hc1hT5Y1aEkSteOJQZQ8VUeOiJw5RXj47dsifXpx+7YSfYZeEhe8xZGK4u5CEW1GNuf9+/crMbzynBKnOovOmUSmZqLZHrHH3MMd1i8hxIABomNHIcT7hBcmYz+nli4VVasKIQ4eFG5u4tUr247myCfLYqS4Ow1KnioPDzFzphCiSRMxcqTVvT3dK840FUcqinuLRXS49dapS6SIXCVWfSO++Vx8/of446F4qLZFyvPihciRQxw7JkR0tCha1KzJuz2IiBAFCog9eyIjRfHiNnvUr3W0JO5O8rqd6vj5cfMmHTv6+3PmDFYkj9TxZAe3p6F7S85uZG2Ai3OfghvcmM/8BSzIT/5e9GpEo2QajWmRLh3jx9O9O8ePJ0ny668MH07duooFR7ee2bPJn5+qVWdN4//t3XtUVNUeB/AvKuTygaTyUOKlXUVdIygihhoGKpqVEqkpKWYuvWZKPlp2WVpaxlVc+ALMtCvkGu2aSDdcZiYSZiIKqKQQgl4QGVQU0OExw3PfP7jXSzDIvA5nzub3Wf7hgjNn/37sM79zZp89+/Tti4AAseMhohP77CIs4yTY2MhGj2ZxcWo1c3XVY6JzkwZWcoKlTWUZr7OSH5lhEwELCgoMebnhVEx1mB32Y37WzHoNW5PNso2yW9HzatfLL7N9+xhrbGw2QbIdHZFUVRUbOJBdu/bgAbO1ZVlZgjfIpNBZeuCpJEpmOpqYjh2DuTkCA7dtw7BhmDlTx5c31uDet7g8GcWHMXgDRifAerqB63GK+OD5S7j0AT54AS8cwqFlWHYXdyMQMQzDjLJzEfPSUnQ0PvkERQozREQgNBRqdbsv6YikwsPh4wM3t3XrsGwZhg8XvEFIobM6OY7m/WhihIlNKhWGD8fXX+c5+k2YgPR0ODho/drGGtw/ijtR6C2D4/uw9DAoElEVoEAOuRxyM5gtwIJ38I4jHMUOShybNuHGDcTFATNnwscHa9aIHFBREdzckJ6eeNtl+XJcv47u3UWOSLp4mgrJTyYaGaGrPv8cmZnsWNzkyXj1Vaxdq92rGipRfBhFB2E5Gk4r0atDLqUEoIQyDnHf4Js/8MdczF2ABWMxVuygRKZSQSZDZCSmu+TAxwdZWejfX8yAFi+GjU3Vxq3u7ti5E6+9JmYsUkfFXTIM7SqFAqNG4eLF/WcHx8bi/HktHndQXwFFDBSxsHoJTivR01X/1sVTh7okJMkhP4mTvvBdiIXTMd0c5mLHZSqSkxEcjMxMWG1ZB7UaUVGihXLxImbPRnb2+x9bKpWG3OonAF/FnZ+7BxoZmuDcuWzDhlu3mK0ty8lpb2P1PXb7C3ZhNMtZ12KdL6MLDQ0VYrdqpk5gCcEsuB/r5828o1l0KSsVoqG2CJSXEFauZPPnM1ZezgYOZKmpz9hSwKTq69moUUwuT0pi9vasrEyodjSSUGdpj6eSyE8mGhnUVWfPMheXmvIqLy+2Z88zt6wuYDfXs99kLO9Tplbo36LWjPvg+TpWd5qdXswWP8+e92Ae4Sy8gIkzEcK4eQmqupoNHszi4xn79ls2ciSrq2trSwGT2r2bTZpU+qjRwYH99JNQjbRFQp2lPZ6KO0efQTTR/0OWSoVRo7Br1+ZL09LScOJEGxOaVfm4E4XSsxgwDy+8BwtRx151VIvaszh7HMcTkDAEQwIRGIAAZziLHZdkXLyIgABcvgzHRb6YNQurVnVo8/fvQybDuXPztwwfMIAWbTcOnoZl+MlEI/276qOPUFh4YdXR2bNx9SpsbVttUJmNu/vxOAUDF8J+IbpZGhxsB6lG9Wmcjkf8KZySQRaIwDfxpnSX9BLX9u04cQJno3PMfSciIwOOHTiDKCAA7u77B3y6dy9SU2mGjHHwVNz5+QyikZ4JpqYyO7t71x/a27MzZ1r9tjyFZQax1PGsKJY1dMAT9jQ4deqUri9RMMU+tm8Gm9GH9ZnOph9gB0pYiRCxGUKPvMTV2Mj8/dnatYyFhbHJkzUu9S5IUnI5c3fPzKizsWE3bxp/99qQXGdpg6eSyOc3xQ1SUYHg4IY90UEh/ZcuxeTJzX5VfgGF0agtgeNy2MwUceUALR88z8Cu4uqP+DEBCbnI9YPf23hbDrkVrISOUD9a5mU6zMxw5Ag8POC1df3skycRGdl6cMb4SeXn48MPK35ImjO/265dGDLEyLvXkuQ6q7Ph6DOIJvp8yAoKgoVFiGVMTg5OnUKXpm+Slv2CO5ForIHjClhPM/D7pUIrQlESkhKReAZn7GDnD/9pmDYe42kuo0DS0jBjBn6JvTPi3bE4cwYjRwrYWEMDfHwaZgXOTF7t4oLISAGb6oR4GpahK/c/k8tx9erud68lxiIlBV3MGvAoEYV7AcApBP1eAUxmoag/q0RlEpJO43QiEstQNgVT/OEfjnA72IkdGv88PbFrF2aFOKV89qX1nDlIS0Pv3kI1tn49LC1DClar1dixQ6hGCAf4OU1ppNt5ODMT/v4nNl7+a5jjhfM1zt2P4e5+WNjAaQX6viJkmHqqRGUKUs7j/K/4NROZnvD0ha8f/MZgjIQeYseNsDDEx+OXUWt6PynC0aOCLBgZH49163YvuX7gSM8LF9Cnj/Fb6OR4unLn5+6BRjok+PAhGzQoafOvLo5VhRf2sxRP9vtCVv6sL6eIopSVxrN4WaJsDBvTnXX3Zt4b2cZklqxmarFDM4KlS5eKHYJBVq5kr/g0qLx92ebNT39otKSyspi1dczG2/b2zBQWZJR6Z2nEU0nk6DSlibbn4epqTJlyfkhQsnmX9UH/sLD2hMNy9JYJH2D7GtGYi9wruJKO9HM4dwu3xmLsBEyYiInjMK4HeogdIPk/xrBoEcrv1xzPG2n+aSiCg422a4UCEyd+8+rR0O89ExMxzDircJKWeLpy5ycTjbTqqro6zHs9z93KauTtRqtJtmOWo8egDomuTfdw7zIuX8KlVKSmI70/+o/DuHEY5w1vd7h3QzeeDsHmOMirvh5BQah+WHX0j5E9osIRGGiEpEpLMWnSwRERm1Km/vwzXE1jvSIOOqs1npKS2A1Vs2bjmMbpA+VdHHirZonyymXZi323eUxwMsI+dVeGsgxkXMGVDGRcwqUneOIJTy94rcZqL3jZwEaUqIgeunXD4cNYsqSnX+n1f614ybaLwTc/Hj1iU6ZusYmMTZuUmCjaxEciOVI6TbU4qWpzjn3WNupC3IqC4nhqmnfoyS3RB5067KNuNaqzkX0DN7KQ9Tt+z0LWEzxxg9tojPaAx1iMHYqhz74jytP1RXPc5MUYwsJwcF/todq3D5V8/5XeSWVnK1+b/+5zR4qthv/wA2xM6SzPTWc1x1NSUsrEaMW96iYKv8Sjc+Unurxz8mCXQW4xMQKuyF2Iwlzk5iI3Bzk3cTMXuRWoeBEvDsXQoRg6AiNkkDnDWaf5LTwdgs1xlldCAt5b1DC/fMuOEGXX7VthruP3DJKSkt7au6RrzPQ5vSMiTG6BAc46qwlPSUkmE41/9HZ7ouUGymsojILyWv2/h+0I+cu22o83/91ixQrjTFqrQY0CigIU5CM/H/l5yMtDXi5ye6GXK1yHYIgrXGWQjcAIwxdy4ekQbI6/vO7exWDHZFkfhz0Dt47/50ptv9+kUik3hP/tK+f45+Z9FWPxxhsCR6kX/joLfCUlmUwMLe6PU1EYhapbteUTD4X0+qzo/XG+PcKjezo76xbGIzwqQYkCimIUF6KwGMUKKIpQpICiGtWDMMgFLk//OcPZBS690Eu3NrTA0yHYHJd5mZl1lcsbQldVelYlfzgzf/zuOWZ2rRei+5+6utIvv4ve9HBP1XsBcy227nyuX78OjFUXnHYWP0lJJhP9i3vZbyx/V/3joszzE/ZGvRRXPm2q15MN0QPc3fEYj2tQU4UqJZRqqCtRWYEKNdQVqKhE5QM8KEHJQzx8jMflKG/61w/9HOBgAxtrWNvBzg52jnAcgAHOcLaGtZB/AN0Slygu82pKqqYGB3ZW7ouoaihXvjX0+suB1m5zXW1G/PeYqVdWX/suN+VIwZmLvVIavObNUn203cZJnLv72uK4s8SOwjgkk4nexV3IoAghvJFKSWyXxKZC6upBcVZtraW9g71ZF6ryxOSoylTqJzVdLbpa2gu2Fg3prDi/cieEkM5JMstLMcZajLFQZSeEkLZIprgTQgjRnsQufo2//AAhhPBIYsWdEEKINmhYhhBCOETFnRBCOETFnRBCOETFnRBCOETFnRBCOETFnRBCOMT52jKQ/tR47eOXVqb6Rdv0KlPOTte8nm7PTVLSOg5bk0SPaIPz4q7Hw5tMivbxt6h6Jp6pfv3StJkpr/SpU15S6TK9D0KNPzFxTwM25cNMSzQsw4/mbyE+jk7utegyESMxlhZZSC4pxpjkYm4Lz8W99SWGtEqeTvFL6IjUr19M9sL2KZ3yMv10mkj9TdSZcT4sQ/gglVKoK6kPT7fWegxHxGA6OSrufOKpGvKUS3NSvyHUWlP8/J2xJIqKO4c4KBOdgcbhDkl3HAc3VHnC85h75yT1AtECZ+lwT+o3VHlCV+5c4bIUth63petBQtrF85W71J/Mp2v8UslOp7xYKzDV+WpSP9404jKpToLn4s695u86nt5yvE6xaHGnkY+iyWVSfOB8WKbF0Sa540yn+FvXRJPNV+r90had8pLKH4HLpNrS4oKp6T+Sy6IJnVcJIYRDNCxDCCEcouJOCCEcouJOCCEcouJOCCEcouJOCCEcouJOCCEcouJOCCEcouJOCCEcouJOCCEcouJOCCEcouJOCCEcouJOCCEc+g+SG+KgLPPcLAAAAABJRU5ErkJggg==</imagefile>
        <input>
          <e type="operand">5</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">0.8</e>
          <e type="operand">5</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">x</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">0.8</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">sys</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="function" args="3">sys</e>
          <e type="operand" style="string">p1</e>
          <e type="function" args="2">Plot</e>
        </input>
      </image>
    </region>
    <region id="24" left="315" top="1890" width="273" height="167" color="#000000" bgColor="#ffffff" fontSize="10">
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</imagefile>
        <input>
          <e type="operand">5</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">0.8</e>
          <e type="operand">5</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">x</e>
          <e type="operand">0.5</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">sys</e>
          <e type="operand">xrange</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operand" style="string">p2</e>
          <e type="function" args="2">Plot</e>
        </input>
      </image>
    </region>
    <region id="25" left="27" top="2205" width="311" height="200" color="#000000" bgColor="#ffffff" fontSize="10">
      <image>
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</imagefile>
        <input>
          <e type="operand">5</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">0.8</e>
          <e type="operand">5</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="operand">0.8</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">sys</e>
          <e type="operand">xrange</e>
          <e type="operand">0.5</e>
          <e type="operator" args="1">-</e>
          <e type="operand">1.5</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">line_width</e>
          <e type="operand">2</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">line_type</e>
          <e type="operand">solid</e>
          <e type="operand">short_dashes</e>
          <e type="operand">dashes</e>
          <e type="operand">short_long_dashes</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">sys</e>
          <e type="operand" style="string">p3</e>
          <e type="function" args="2">Plot</e>
        </input>
      </image>
    </region>
    <region id="26" left="405" top="2205" width="322" height="195" color="#000000" bgColor="#ffffff" fontSize="10">
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</imagefile>
        <input>
          <e type="operand">5</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">0.8</e>
          <e type="operand">5</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</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="operand">x</e>
          <e type="operand">0.8</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operand">xrange</e>
          <e type="operand">0.5</e>
          <e type="operator" args="1">-</e>
          <e type="operand">2.5</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">surface_hide</e>
          <e type="operand">true</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">color</e>
          <e type="operand">red</e>
          <e type="operand">green</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">sys</e>
          <e type="operand" style="string">p4</e>
          <e type="function" args="2">Plot</e>
        </input>
      </image>
    </region>
    <region id="27" top="2637" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="28" left="18" top="2664" width="128" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">f</e>
        <e type="operand">s</e>
        <e type="operand">a</e>
        <e type="operator" args="2">+</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operand">a</e>
        <e type="operand">s</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="operand">a</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="29" left="171" top="2664" width="257" height="52" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">f</e>
        <e type="function" args="1">MaximaDefine</e>
      </input>
      <result action="symbolic">
        <e type="operand">s</e>
        <e type="operand">a</e>
        <e type="operator" args="2">+</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operand">a</e>
        <e type="operand">1</e>
        <e type="operand">s</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="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
      </result>
    </math>
  </region>
  <region id="30" left="432" top="2664" width="221" height="52" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand" style="string">$f$</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="symbolic">
        <e type="operand">s</e>
        <e type="operand">a</e>
        <e type="operator" args="2">+</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operand">a</e>
        <e type="operand">1</e>
        <e type="operand">s</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="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
      </result>
    </math>
  </region>
  <region id="31" left="18" top="2718" width="735" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Die folgenden Bilder funktionieren nicht, die Anzeige ist noch vom vorigen Bild kopiert.</p>
    </text>
  </region>
  <region id="32" left="18" top="2754" width="311" height="200" color="#000000" bgColor="#ffffff" fontSize="10">
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</imagefile>
      <input>
        <e type="operand">f</e>
        <e type="function" args="1">damping_ratio</e>
        <e type="operand">xrange</e>
        <e type="operand">0</e>
        <e type="operand">5</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
        <e type="operand" style="string">p5</e>
        <e type="function" args="2">Plot</e>
      </input>
    </image>
  </region>
  <region id="33" left="342" top="2772" width="2224" height="54" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">#</e>
        <e type="function" args="1">MaximaLog</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">Received Bytes: 262
(%i28) apply(plot,append([damping_ratio((s+a)/(a*(1+s^2)+s^3)),xrange=[0,5]],[file_name=$C:\\\\FHB\\\\Software\\\\SMath\\\\SMath Skript\\\\SMath\\\\Maxima\\\\p5$]));
(%o28) wxdraw2d(file_name = $C:\\\\FHB\\\\Software\\\\SMath\\\\SMath Skript\\\\SMath\\\\Maxima\\\\p5$,xrange = [0,5],dimensions = [600,350],grid = true,user_preamble = [$set grid lt 3 lc '#111111',lt 3 lc '#AAAAAA'$],[color = red,explicit(-minf,t,0,5)])</e>
      </result>
    </math>
  </region>
  <region id="34" left="18" top="3024" width="311" height="200" color="#000000" bgColor="#ffffff" fontSize="10">
    <image>
      <imagefile filename="p5.png" lenght="18159" width="301" height="192" option="border=true;" dataRenderXmlLength="0" renderExt=".png" OLDwidht="500" OLDheight="300" 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</imagefile>
      <input>
        <e type="operand" style="string">$'damping_ratio(f)$</e>
        <e type="operand">xrange</e>
        <e type="operand">0</e>
        <e type="operand">5</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
        <e type="operand" style="string">p5</e>
        <e type="function" args="2">Plot</e>
      </input>
    </image>
  </region>
  <region id="35" left="351" top="3024" width="2488" height="54" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">#</e>
        <e type="function" args="1">MaximaLog</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">Received Bytes: 294
(%i29) apply(plot,append(['damping_ratio(f),xrange=[0,5]],[file_name=$C:\\\\FHB\\\\Software\\\\SMath\\\\SMath Skript\\\\SMath\\\\Maxima\\\\p5$]));
(%o29) wxdraw2d(file_name = $C:\\\\FHB\\\\Software\\\\SMath\\\\SMath Skript\\\\SMath\\\\Maxima\\\\p5$,xrange = [0,5],dimensions = [600,350],grid = true,user_preamble = [$set grid lt 3 lc '#111111',lt 3 lc '#AAAAAA'$],[color = red,explicit('damping_ratio((s+a)/(s^3+a*(s^2+1))),a,0,5)])</e>
      </result>
    </math>
  </region>
  <region id="36" left="18" top="3294" width="714" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Auch der native plot-Befehl innerhalb von Maxima scheitert. Die gleiche Fehlermeldung bekommt man mit wxMaxima.</p>
    </text>
  </region>
  <region id="37" left="18" top="3348" width="1728" height="79" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand" style="string">$'damping_ratio(f)$</e>
        <e type="operand">xrange</e>
        <e type="operand">0</e>
        <e type="operand">5</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
        <e type="operator" args="2">≡</e>
        <e type="function" args="2">plot</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="symbolic">
        <e type="operand">xrange</e>
        <e type="operand">0</e>
        <e type="operand">5</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">dimensions</e>
        <e type="operand">600</e>
        <e type="operand">350</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">grid</e>
        <e type="operand">true</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">user_preamble</e>
        <e type="operand" style="string">set grid lt 3 lc '#111111',lt 3 lc '#AAAAAA'</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" args="3">sys</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">color</e>
        <e type="operand">red</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">s</e>
        <e type="operand">a</e>
        <e type="operator" args="2">+</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operand">a</e>
        <e type="operand">1</e>
        <e type="operand">s</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="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="1">damping_ratio</e>
        <e type="operand">a</e>
        <e type="operand">0</e>
        <e type="operand">5</e>
        <e type="function" args="4">explicit</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
        <e type="function" args="5">wxdraw2d</e>
      </result>
    </math>
  </region>
  <region id="38" left="18" top="3483" width="73" height="27" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">fli</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" args="3">sys</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="39" left="18" top="3519" width="210" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="0">
      <input>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">4</e>
        <e type="function" args="2">range</e>
        <e type="operand">fli</e>
        <e type="operand">j</e>
        <e type="function" args="2">el</e>
        <e type="operand">3</e>
        <e type="function" args="1">rantranf</e>
        <e type="function" args="1">Maxima</e>
        <e type="operator" args="2">:</e>
        <e type="function" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="40" left="297" top="3519" width="227" height="212" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">fli</e>
      </input>
      <result action="none">
        <e type="operand">6</e>
        <e type="operand">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">10</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2</e>
        <e type="operator" args="2">+</e>
        <e type="operand">5</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">6</e>
        <e type="operand">s</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="operand">5</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">3</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">7</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operand">6</e>
        <e type="operand">s</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="operand">6</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">4</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">10</e>
        <e type="operand">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">10</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">7</e>
        <e type="operator" args="2">+</e>
        <e type="operand">8</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">5</e>
        <e type="operand">s</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="operand">10</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">2</e>
        <e type="operand">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operator" args="2">+</e>
        <e type="operand">4</e>
        <e type="operator" args="2">+</e>
        <e type="operand">7</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">7</e>
        <e type="operand">s</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="operand">7</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">10</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" args="6">sys</e>
      </result>
    </math>
  </region>
  <region id="41" left="18" top="3591" width="228" height="81" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">fli</e>
        <e type="function" args="1">stablep</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="none">
        <e type="operand">true</e>
        <e type="operand">true</e>
        <e type="operand">true</e>
        <e type="operand">false</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" args="6">sys</e>
      </result>
    </math>
  </region>
  <region id="42" left="18" top="3744" width="268" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="0">
      <input>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">4</e>
        <e type="function" args="2">range</e>
        <e type="operand">fli</e>
        <e type="operand">j</e>
        <e type="function" args="2">el</e>
        <e type="operand">3</e>
        <e type="function" args="1">stable_rantranf</e>
        <e type="function" args="1">Maxima</e>
        <e type="operator" args="2">:</e>
        <e type="function" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="43" left="297" top="3744" width="235" height="194" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">fli</e>
      </input>
      <result action="none">
        <e type="operand">6</e>
        <e type="operand">7</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">9</e>
        <e type="operand">s</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="operand">10</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">10</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">6</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operand">7</e>
        <e type="operator" args="2">+</e>
        <e type="operand">5</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">9</e>
        <e type="operand">s</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="operand">8</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">4</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">8</e>
        <e type="operand">5</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">6</e>
        <e type="operand">s</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="operand">7</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">8</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">7</e>
        <e type="operand">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">7</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">3</e>
        <e type="operator" args="2">+</e>
        <e type="operand">3</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">9</e>
        <e type="operand">s</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="operand">7</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" args="6">sys</e>
      </result>
    </math>
  </region>
  <region id="44" left="27" top="3807" width="220" height="81" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">fli</e>
        <e type="function" args="1">stablep</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="none">
        <e type="operand">true</e>
        <e type="operand">true</e>
        <e type="operand">true</e>
        <e type="operand">true</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" args="6">sys</e>
      </result>
    </math>
  </region>
  <region id="45" left="18" top="3960" width="113" height="116" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">f.o</e>
        <e type="operand">k</e>
        <e type="operand">s</e>
        <e type="operator" args="2">/</e>
        <e type="operand">5</e>
        <e type="operand">s</e>
        <e type="operand">s</e>
        <e type="operand">3</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="operand">1</e>
        <e type="operand">b</e>
        <e type="operand">s</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">-</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" args="5">sys</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="46" left="153" top="3960" width="321" height="116" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">f.w</e>
        <e type="operand">f.o</e>
        <e type="function" args="1">closed_loop</e>
        <e type="function" args="1">Maxima</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="symbolic">
        <e type="operand">k</e>
        <e type="operand">s</e>
        <e type="operand">k</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">5</e>
        <e type="operand">5</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operand">s</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="operand">s</e>
        <e type="operand">b</e>
        <e type="operator" args="2">-</e>
        <e type="operand">b</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" args="5">sys</e>
      </result>
    </math>
  </region>
  <region id="47" left="153" top="4068" width="244" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">f.w</e>
        <e type="function" args="1">tranftype</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="symbolic">
        <e type="operand" style="string">PT1</e>
        <e type="operand" style="string">PT2</e>
        <e type="operand" style="string">PDT1</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" args="5">sys</e>
      </result>
    </math>
  </region>
  <region id="48" left="153" top="4131" width="220" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">f.w</e>
        <e type="function" args="1">ntranfp</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="symbolic">
        <e type="operand">false</e>
        <e type="operand">true</e>
        <e type="operand">false</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" args="5">sys</e>
      </result>
    </math>
  </region>
  <region id="49" left="153" top="4194" width="251" height="116" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">f.w</e>
        <e type="function" args="1">open_loop</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="symbolic">
        <e type="operand">k</e>
        <e type="operand">s</e>
        <e type="operator" args="2">/</e>
        <e type="operand">5</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operand">s</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="operand">s</e>
        <e type="operand">b</e>
        <e type="operator" args="2">-</e>
        <e type="operand">s</e>
        <e type="operator" args="2">/</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" args="5">sys</e>
      </result>
    </math>
  </region>
  <region id="50" left="9" top="4320" width="561" height="73" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">a</e>
        <e type="operand">3</e>
        <e type="operand">b</e>
        <e type="operand">5</e>
        <e type="function" args="4">gentranf</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="none">
        <e type="operand">a</e>
        <e type="operand">3</e>
        <e type="function" args="2">el</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">a</e>
        <e type="operand">2</e>
        <e type="function" args="2">el</e>
        <e type="operand">s</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="operand">a</e>
        <e type="operand">1</e>
        <e type="function" args="2">el</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">a</e>
        <e type="operand">0</e>
        <e type="function" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">b</e>
        <e type="operand">5</e>
        <e type="function" args="2">el</e>
        <e type="operand">s</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">b</e>
        <e type="operand">4</e>
        <e type="function" args="2">el</e>
        <e type="operand">s</e>
        <e type="operand">4</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">b</e>
        <e type="operand">3</e>
        <e type="function" args="2">el</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">b</e>
        <e type="operand">2</e>
        <e type="function" args="2">el</e>
        <e type="operand">s</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="operand">b</e>
        <e type="operand">1</e>
        <e type="function" args="2">el</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">b</e>
        <e type="operand">0</e>
        <e type="function" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
      </result>
    </math>
  </region>
  <region id="51" left="9" top="4401" width="661" height="59" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">T</e>
        <e type="operand">5</e>
        <e type="function" args="2">time_delay</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="none">
        <e type="operand">5</e>
        <e type="operand">T</e>
        <e type="operand">4</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operand">4</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">120</e>
        <e type="operand">T</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operand">1260</e>
        <e type="operand">T</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</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="operand">6720</e>
        <e type="operand">T</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operand">15120</e>
        <e type="operator" args="2">+</e>
        <e type="operand">T</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operand">s</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">25</e>
        <e type="operand">T</e>
        <e type="operand">4</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operand">4</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">300</e>
        <e type="operand">T</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2100</e>
        <e type="operand">T</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</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="operand">8400</e>
        <e type="operand">T</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">15120</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
      </result>
    </math>
  </region>
  <region id="52" left="9" top="4473" width="668" height="54" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">R</e>
        <e type="operand">1</e>
        <e type="operand">s</e>
        <e type="operand">C</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
        <e type="operand">s</e>
        <e type="operand">L</e>
        <e type="operator" args="2">*</e>
        <e type="operand">R</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1</e>
        <e type="operand">s</e>
        <e type="operand">C</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="4">impedance_chain</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="none">
        <e type="operand">1</e>
        <e type="operand">C</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">L</e>
        <e type="operator" args="2">*</e>
        <e type="operand">R</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">C</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">R</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">C</e>
        <e type="operand">L</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operand">s</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="operand">3</e>
        <e type="operand">C</e>
        <e type="operator" args="2">*</e>
        <e type="operand">R</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
      </result>
    </math>
  </region>
  <region id="53" left="9" top="4536" width="675" height="52" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">R</e>
        <e type="operand">1</e>
        <e type="operand">s</e>
        <e type="operand">C</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
        <e type="operand">4</e>
        <e type="function" args="3">impedance_chain</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="none">
        <e type="operand">1</e>
        <e type="operand">C</e>
        <e type="operand">4</e>
        <e type="operator" args="2">^</e>
        <e type="operand">R</e>
        <e type="operand">4</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operand">4</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">7</e>
        <e type="operand">C</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">R</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">15</e>
        <e type="operand">C</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">R</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</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="operand">10</e>
        <e type="operand">C</e>
        <e type="operator" args="2">*</e>
        <e type="operand">R</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
      </result>
    </math>
  </region>
  <region id="54" left="18" top="4599" width="148" height="115" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">ε</e>
        <e type="operand">x.1</e>
        <e type="operand">F.1</e>
        <e type="operand">u</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">x.2</e>
        <e type="operand">F.2</e>
        <e type="operand">u</e>
        <e type="operand">x.3</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="operand">x.3</e>
        <e type="operand">F.3</e>
        <e type="operand">y</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">y</e>
        <e type="operand">x.1</e>
        <e type="operand">x.2</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" args="6">sys</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="55" left="171" top="4608" width="399" height="110" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">ε</e>
        <e type="operand">x.1</e>
        <e type="operand">x.2</e>
        <e type="operand">x.3</e>
        <e type="operand">y</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" args="6">sys</e>
        <e type="operand">u</e>
        <e type="operand">y</e>
        <e type="function" args="4">transfer_function</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="symbolic">
        <e type="operand">F.2</e>
        <e type="operand">F.1</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1</e>
        <e type="operand">F.2</e>
        <e type="operand">F.3</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
      </result>
    </math>
  </region>
  <region id="56" left="9" top="4725" width="131" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F</e>
        <e type="operand">2</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operand">3</e>
        <e type="operator" args="2">+</e>
        <e type="operand">4</e>
        <e type="operand">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">5</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">6</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="57" left="171" top="4725" width="803" height="71" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F</e>
        <e type="operand">1</e>
        <e type="function" args="2">standard_form</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="symbolic">
        <e type="operand" style="string">** COMA message: standard_form is deprecated, use sum_form instead</e>
        <e type="operand">2</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operand">3</e>
        <e type="operator" args="2">+</e>
        <e type="operand">6</e>
        <e type="operand">5</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">4</e>
        <e type="operand">s</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="2">/</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
      </result>
    </math>
  </region>
  <region id="58" left="171" top="4779" width="803" height="71" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F</e>
        <e type="operand">2</e>
        <e type="function" args="2">standard_form</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="none">
        <e type="operand" style="string">** COMA message: standard_form is deprecated, use sum_form instead</e>
        <e type="operand">0.66667</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1.3333</e>
        <e type="operand">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1.6667</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2.0</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
      </result>
    </math>
  </region>
  <region id="59" left="171" top="4833" width="803" height="71" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F</e>
        <e type="operand">3</e>
        <e type="function" args="2">standard_form</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="none">
        <e type="operand" style="string">** COMA message: standard_form is deprecated, use sum_form instead</e>
        <e type="operand">0.5</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0.75</e>
        <e type="operator" args="2">+</e>
        <e type="operand">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">1.25</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1.5</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
      </result>
    </math>
  </region>
  <region id="60" left="171" top="4887" width="803" height="71" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F</e>
        <e type="operand">4</e>
        <e type="function" args="2">standard_form</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="none">
        <e type="operand" style="string">** COMA message: standard_form is deprecated, use sum_form instead</e>
        <e type="operand">0.33333</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0.5</e>
        <e type="operator" args="2">+</e>
        <e type="operand">0.66667</e>
        <e type="operand">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0.83333</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
      </result>
    </math>
  </region>
  <region id="61" left="18" top="4950" width="451" height="70" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">t</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">a</e>
        <e type="operand">t</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="1">sin</e>
        <e type="operator" args="2">*</e>
        <e type="operand">t</e>
        <e type="operand">s</e>
        <e type="function" args="3">laplace</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="none">
        <e type="operand">8</e>
        <e type="operand">a</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">a</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">/</e>
        <e type="operand">2</e>
        <e type="operand">a</e>
        <e type="operator" args="2">*</e>
        <e type="operand">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">a</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">-</e>
      </result>
    </math>
  </region>
  <region id="62" left="18" top="5031" width="556" height="75" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">1</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operand">2</e>
        <e type="operand">s</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="operand">2</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">s</e>
        <e type="operand">t</e>
        <e type="function" args="3">ilt</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="none">
        <e type="operand">e</e>
        <e type="operand">t</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operand">3</e>
        <e type="function" args="1">sqrt</e>
        <e type="operand">t</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="1">sin</e>
        <e type="operand">3</e>
        <e type="function" args="1">sqrt</e>
        <e type="operator" args="2">/</e>
        <e type="operand">3</e>
        <e type="function" args="1">sqrt</e>
        <e type="operand">t</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="1">cos</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">e</e>
        <e type="operand">t</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
      </result>
    </math>
  </region>
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    </math>
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    <math>
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        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">mat</e>
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    </math>
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    <math>
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      </input>
    </math>
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    <math>
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        <e type="operand">1</e>
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    </math>
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    <math optimize="0">
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</imagefile>
      <input>
        <e type="operand">color</e>
        <e type="operand">red</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">point_type</e>
        <e type="operand">filled_circle</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">point_size</e>
        <e type="operand">0.5</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">P</e>
        <e type="function" args="1">points</e>
        <e type="operand">nticks</e>
        <e type="operand">1000</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">x</e>
        <e type="function" args="1">p</e>
        <e type="operand">1</e>
        <e type="function" args="2">el</e>
        <e type="operand">x</e>
        <e type="function" args="1">p</e>
        <e type="operand">2</e>
        <e type="function" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">0</e>
        <e type="operand">10</e>
        <e type="function" args="5">parametric</e>
        <e type="operand">color</e>
        <e type="operand">black</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">L</e>
        <e type="operand">t</e>
        <e type="function" args="1">cos</e>
        <e type="operand">t</e>
        <e type="function" args="1">sin</e>
        <e type="operand">t</e>
        <e type="operand">0</e>
        <e type="operand">2</e>
        <e type="operand">π</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="5">parametric</e>
        <e type="operand">xrange</e>
        <e type="operand">2</e>
        <e type="operator" args="1">-</e>
        <e type="operand">3</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">yrange</e>
        <e type="operand">2.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.5</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">grid</e>
        <e type="operand">true</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" args="14">sys</e>
        <e type="operand">300</e>
        <e type="operand">190</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
        <e type="function" args="2">Draw2D</e>
      </input>
    </image>
  </region>
  <region id="80" left="18" top="6615" width="529" height="106" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">fli</e>
        <e type="operand">5</e>
        <e type="function" args="1">stable_rantranf</e>
        <e type="operand">5</e>
        <e type="function" args="1">stable_rantranf</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
        <e type="function" args="1">Maxima</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="none">
        <e type="operand">3</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">5</e>
        <e type="operand">s</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="operand">5</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operand">s</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operand">7</e>
        <e type="operand">s</e>
        <e type="operand">4</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">7</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">7</e>
        <e type="operand">s</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="operand">3</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">8</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operand">4</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2</e>
        <e type="operand">s</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operand">s</e>
        <e type="operand">4</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">7</e>
        <e type="operand">s</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">5</e>
        <e type="operand">s</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="operand">6</e>
        <e type="operand">s</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
      </result>
    </math>
  </region>
  <region id="81" left="18" top="6741" width="336" height="87" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">fli</e>
        <e type="function" args="1">zeros</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="none">
        <e type="operand">0.25513</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.89913</e>
        <e type="operand">i</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0.70577</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0.89913</e>
        <e type="operand">i</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.70577</e>
        <e type="operator" args="2">-</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" args="5">sys</e>
        <e type="operand">0.5</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" args="3">sys</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">sys</e>
      </result>
    </math>
  </region>
  <region id="82" left="324" top="6741" width="336" height="195" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">fli</e>
        <e type="function" args="1">poles</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="none">
        <e type="operand">0.42726</e>
        <e type="operand">i</e>
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