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    <metadata lang="ger">
      <author>Martin Kraska</author>
    </metadata>
    <metadata lang="eng">
      <author>Martin Kraska</author>
    </metadata>
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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
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        <input>
          <e type="operand">restart</e>
          <e type="function" args="1">MaximaControl</e>
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          <e type="operand" style="string">Restart complete.</e>
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        <title lang="ger">
          <content>
            <p>Draw-Descriptions (Maxima)</p>
          </content>
        </title>
        <title lang="eng">
          <content>
            <p>Draw-Descriptions (Maxima)</p>
          </content>
        </title>
      </area>
      <region left="27" top="63" width="70" height="23" color="#000000" fontSize="10" isBreakable="false">
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          <content>
          <p style="font-weight: bold; font-family: Courier New;">Optionen </p>
        </content>
        </text>
        <text lang="eng" fontFamily="Arial Black" fontSize="10">
          <content>
          <p style="font-weight: bold; font-family: Courier New;">Options</p>
        </content>
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      <region left="27" top="108" width="208" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] adapt_depth (=10): maximale Teilungstiefe der adaptive Kurvenabtastung</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] adapt_depth (=10) maximum number of adaptive interval splits when drawing curves</p>
          </content>
          </description>
          <input>
            <e type="operand">adapt_depth</e>
            <e type="operand">adapt_depth</e>
            <e type="operator" args="2">:</e>
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      <region left="27" top="162" width="144" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] axis_3d (=true): Achsen im 3D zeichnen, false: keine Achsen zeichnen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] axis_3d (=true): draw 3D axes, false: don't draw axes</p>
          </content>
          </description>
          <input>
            <e type="operand">axis_3d</e>
            <e type="operand">axis_3d</e>
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      <region left="27" top="216" width="208" height="24" color="#000000" fontSize="10">
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          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw]  axis_bottom (=true): untere Achse im 2D zeichnen, false: Achse nicht zeichnen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw]  axis_bottom (=true): draw bottom axis in 2D, false: don't draw axis</p>
          </content>
          </description>
          <input>
            <e type="operand">axis_bottom</e>
            <e type="operand">axis_bottom</e>
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      <region left="27" top="270" width="160" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] axis_top (=true): obere Achse im 2D zeichnen, false: Achse nicht zeichnen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] axis_top (=true): draw top axis in 2D, false: don't draw axis</p>
          </content>
          </description>
          <input>
            <e type="operand">axis_top</e>
            <e type="operand">axis_top</e>
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      <region left="27" top="324" width="176" height="24" color="#000000" fontSize="10">
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          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] axis_left (=true): linke Achse im 2D zeichnen, false: Achse nicht zeichnen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] axis_left (=true): draw left axis in 2D, false: don't draw axis</p>
          </content>
          </description>
          <input>
            <e type="operand">axis_left</e>
            <e type="operand">axis_left</e>
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      <region left="27" top="378" width="192" height="24" color="#000000" fontSize="10">
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            <content>
            <p>[Maxima Draw] axis_right (=true): rechte Achse im 2D zeichnen, false: Achse nicht zeichnen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] axis_right (=true): draw right axis in 2D, false: don't draw axis</p>
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          </description>
          <input>
            <e type="operand">axis_right</e>
            <e type="operand">axis_right</e>
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      <region left="27" top="432" width="288" height="24" color="#000000" fontSize="10">
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          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] background_color (=white): Hintergrundfarbe des Diagramms</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] background_color (=white): background color of the plot</p>
          </content>
          </description>
          <input>
            <e type="operand">background_color</e>
            <e type="operand">background_color</e>
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      <region left="27" top="486" width="128" height="24" color="#000000" fontSize="10">
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          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] border (=true): Ränder von polygon(), ellipse() oder rectangle() zeichnen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] border (=true): draw borders of polygon(), ellipse() or rectangle() objects</p>
          </content>
          </description>
          <input>
            <e type="operand">border</e>
            <e type="operand">border</e>
            <e type="operator" args="2">:</e>
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      <region left="27" top="540" width="144" height="24" color="#000000" fontSize="10">
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          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] capping(=false): Endflächen an tube()-Objekten, false, true oder Liste mit zwei Werten.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] capping (=false): indicates if extremes of the tube object remain open (false) or <br />are closed (true). If only one end is to be closed, provide a list with two entries.</p>
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          </description>
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            <e type="operand">capping</e>
            <e type="operand">capping</e>
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      <region left="27" top="612" width="144" height="24" color="#000000" fontSize="10">
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          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] cbrange (=auto): Farbbereich (Liste min,max)</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] cbrange (=auto): color bar range (list min,max)</p>
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          </description>
          <input>
            <e type="operand">cbrange</e>
            <e type="operand">cbrange</e>
            <e type="operator" args="2">:</e>
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      <region left="27" top="666" width="128" height="24" color="#000000" fontSize="10">
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          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] cbtics (=auto): Marken an der Farblegende</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] cbtics (=auto): color bar tick marks</p>
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          </description>
          <input>
            <e type="operand">cbtics</e>
            <e type="operand">cbtics</e>
            <e type="operator" args="2">:</e>
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      <region left="27" top="720" width="112" height="24" color="#000000" fontSize="10">
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          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] color (=blue): Farbe für Linien, Punkte, Kanten und Text, als Namen oder hexadezimal in der Form  "#rrggbb"</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] color (=blue): color for lines, points, borders and text, given as name or as "#rrggbb"</p>
          </content>
          </description>
          <input>
            <e type="operand">color</e>
            <e type="operand">color</e>
            <e type="operator" args="2">:</e>
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      <region left="27" top="783" width="160" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] colorbox (=true): Farblegende ohne Beschriftung zeichnen, false: keine Farblegende <br />zeichnen, text: Farblegende mit text als Beschriftung zeichnen.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] colorbox (=true): draw color scale without label, false: no colorbar, <br />string: draw colorbar with string as label.</p>
          </content>
          </description>
          <input>
            <e type="operand">colorbox</e>
            <e type="operand">colorbox</e>
            <e type="operator" args="2">:</e>
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      <region left="27" top="846" width="144" height="24" color="#000000" fontSize="10">
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          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] contour (=none): Art der Höhenlinien. none: keine, base: auf der xy-Ebene, surface: auf der 3D-Fläche, both: auf xy-Ebene und Fläche, map: auf xy-Ebene und Blickrichtung senkrecht.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] contour (=none): contour lines. none: no contours, base: on xy plane, <br />surface: on 3D surface, both: on xy plane and surface, map: on xy plane plus vertical view.</p>
          </content>
          </description>
          <input>
            <e type="operand">contour</e>
            <e type="operand">contour</e>
            <e type="operator" args="2">:</e>
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      <region left="27" top="918" width="256" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw]  contour_levels (=5): Werte für die Höhenlinien. Anzahl oder Liste  (min, Δ, max), oder<br />set(L1, L2,...) mit Werten</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw]  contour_levels (=5): contour levels. number oder list  (min, Δ, max), or<br />set(L1, L2,...) of values</p>
          </content>
          </description>
          <input>
            <e type="operand">contour_levels</e>
            <e type="operand">contour_levels</e>
            <e type="operator" args="2">:</e>
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      <region left="27" top="981" width="256" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw]  data_file_name (="data.gnuplot"): Kurvendaten für Gnuplot</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw]  data_file_name (="data.gnuplot"): internal data file name for gnuplot</p>
          </content>
          </description>
          <input>
            <e type="operand">data_file_name</e>
            <e type="operand">data_file_name</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="1035" width="112" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw]  delay (=5) Zeitschritt in animierten gif-Dateien</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw]  delay (=5): time step in animated gif files</p>
          </content>
          </description>
          <input>
            <e type="operand">delay</e>
            <e type="operand">delay</e>
            <e type="operator" args="2">:</e>
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      <region left="27" top="1089" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw]  dimensions (= 600 x 500): Liste [Breite,Höhe]</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw]  dimensions (= 300 x 240 for 2D, 300 x 300 for 3D) list [width, height]</p>
          </content>
          </description>
          <input>
            <e type="operand">dimensions</e>
            <e type="operand">dimensions</e>
            <e type="operator" args="2">:</e>
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        </math>
      </region>
      <region left="27" top="1143" width="240" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw]  draw_realpart (=true) Realteil zur Darstellung komplexer Werte verwenden</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw]  draw_realpart (=true) use real part for plotting complex values</p>
          </content>
          </description>
          <input>
            <e type="operand">draw_realpart</e>
            <e type="operand">draw_realpart</e>
            <e type="operator" args="2">:</e>
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      <region left="27" top="1197" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw]  enhanced3d (=true) Farbpalette, none: 3D Flächen als Gitter zeichnen  <br />(Steuerung mit color und surface_hide), true: Farbe anhand des z-Werts, <br />Liste  [f(x,y,z), x, y, z]: Farbe anhand der Funktion f,  <br />Liste [f(u,v),u,v]: Farbe anhand der Flächenparameter oder Liste [f(k), k ]: <br />Farbe anhand der Punktnummer in points() Objekten</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw]  enhanced3d (=true) don't use color palette, draw 3D surfaces as grid <br />(control using color und surface_hide), true: coloring of surfaces by z-value, <br />or  list  [f(x,y,z), x, y, z]: coloring according to function f or <br />list [f(u,v),u,v]  or list [f(k), k ] (k being the point counter in points() objects)</p>
          </content>
          </description>
          <input>
            <e type="operand">enhanced3d</e>
            <e type="operand">enhanced3d</e>
            <e type="operator" args="2">:</e>
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      </region>
      <region left="27" top="1305" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] error_type (=y) Art der Fehlerbalken in errors():  x, y, xy oder boxes</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] error_type (=y) type of error bars in errors():  x, y, xy or boxes</p>
          </content>
          </description>
          <input>
            <e type="operand">error_type</e>
            <e type="operand">error_type</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="1359" width="176" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] file_name (="maxima_out") Grafik-Ausgabedatei, Endung wird gemäß Ausgabeformat ergänzt</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] file_name (="maxima_out") output file, extension is set according to format</p>
          </content>
          </description>
          <input>
            <e type="operand">file_name</e>
            <e type="operand">file_name</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="1413" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] fill_color (=red) Füllfarbe für Objejte polygon() und  explicit() in 2D </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] fill_color (=red) fill color for polygons and explicit functions y(x) in 2D </p>
          </content>
          </description>
          <input>
            <e type="operand">fill_color</e>
            <e type="operand">fill_color</e>
            <e type="operator" args="2">:</e>
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      <region left="27" top="1467" width="224" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] fill_density (=0) Deckungsgrad der Füllfarbe in bars()-Objekten, zwischen 0 und 1</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] fill_density (=0) opacity of the fill color in bars()-objects, 0..1</p>
          </content>
          </description>
          <input>
            <e type="operand">fill_density</e>
            <e type="operand">fill_density</e>
            <e type="operator" args="2">:</e>
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      <region left="27" top="1521" width="208" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] filled_func (=false): explizite Funktionen y(x) werden nicht gefüllt,<br />true: Füllung bis zur Unterkante des Diagramms, g(x): Füllung zwischen g(x)<br /> und y(x)</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] filled_func (=false): don't fill explicit functions y(x),<br />true: fill between the next explicit() object and the bottom border of the diagram, g(x): fill<br />between g(x) and the next explicit() object</p>
          </content>
          </description>
          <input>
            <e type="operand">filled_func</e>
            <e type="operand">filled_func</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="1602" width="304" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] gnuplot_file_name (="maxout.gnuplot"): Kommandodatei für Gnuplot</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] gnuplot_file_name (="maxout.gnuplot"): name of the temporary gnuplot command file</p>
          </content>
          </description>
          <input>
            <e type="operand">gnuplot_file_name</e>
            <e type="operand">gnuplot_file_name</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="1656" width="224" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] gnuplot_term (): Ausgabe-Format-Spezifikation (Text nach "set terminal")</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] gnuplot_term (): gnuplot terminal options (arguments of "set terminal")</p>
          </content>
          </description>
          <input>
            <e type="operand">gnuplot_term</e>
            <e type="operand">gnuplot_term</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="1710" width="288" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] gnuplot_out_file (=maxplot.xxx) Ausgabedateiname (xxx abhängig vom Format)</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] gnuplot_out_file (=maxplot.xxx) output file name (xxx depends on terminal)</p>
          </content>
          </description>
          <input>
            <e type="operand">gnuplot_out_file</e>
            <e type="operand">gnuplot_out_file</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="1764" width="96" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] grid (=true): false: kein Gitterraster zeichnen, true: Gitter zeichnen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] grid (=true): draw grid, remove grid by user_preamble="unset grid"</p>
          </content>
          </description>
          <input>
            <e type="operand">grid</e>
            <e type="operand">grid</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="1818" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] head_angle (=45) Pfeilwinkel an vector()-Objekten (halber Öffnungswinkel in °)</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] head_angle (=45): head angle of vector()-Objekten (angle between border and vector <br /> direction in °)</p>
          </content>
          </description>
          <input>
            <e type="operand">head_angle</e>
            <e type="operand">head_angle</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="1872" width="176" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] head_both (=false) oder true: ob bei vector()-Objekten zwei Pfeilspitzen gezeichnet werden.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] head_both (=false): don't draw a second head of vector() objects,<br /> true: draw a second head</p>
          </content>
          </description>
          <input>
            <e type="operand">head_both</e>
            <e type="operand">head_both</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="1926" width="208" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] head_length (=2) Länge der Pfeilspitze  bei vector()-Objekten in Einheiten der x-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] head_length (=2): head length of vector() objects in units of the x-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">head_length</e>
            <e type="operand">head_length</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="1980" width="176" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] head_type (=filled) Spitzenform bei vector()-Objekten:  filled, empty  oder nonfilled</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] head_type (=filled) head type of vector() objects:  filled, empty  or nonfilled</p>
          </content>
          </description>
          <input>
            <e type="operand">head_type</e>
            <e type="operand">head_type</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2034" width="144" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] ip_grid (={50, 50): Primäres Gitter für die Darstellung impliziter Funktionen,<br />als Liste angeben</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] ip_grid (={50, 50): primary grid for sampling of implicit functions, two-element list</p>
          </content>
          </description>
          <input>
            <e type="operand">ip_grid</e>
            <e type="operand">ip_grid</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2097" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] ip_grid_in (={5, 5 ): Sekundäres Gitter für die Darstellung impliziter Funktionen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] ip_grid_in (={5, 5 ): secondary grid for sampling of implicit functions</p>
          </content>
          </description>
          <input>
            <e type="operand">ip_grid_in</e>
            <e type="operand">ip_grid_in</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2151" width="80" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] key (=""): Legendeneintrag für das nachfolgende Grafikobjekt.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] key (=""): legend key for subsequent graphics object.</p>
          </content>
          </description>
          <input>
            <e type="operand">key</e>
            <e type="operand">key</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2205" width="144" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] key_pos (="", entspricht top_right): Legendenposition. Gültige Werte: top_left, top_center, top_right, <br />center_left, center, center_right, bottom_left, bottom_center, bottom_right</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] key_pos (="", equivalent to top_right): position of the legend. Valid options: top_left, top_center, top_right, <br />center_left, center, center_right, bottom_left, bottom_center, bottom_right</p>
          </content>
          </description>
          <input>
            <e type="operand">key_pos</e>
            <e type="operand">key_pos</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2277" width="272" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] label_alignment (=center), left oder right: horizontale Ausrichtung von Beschriftungen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] label_alignment (=center), left or right: alignment of text labels</p>
          </content>
          </description>
          <input>
            <e type="operand">label_alignment</e>
            <e type="operand">label_alignment</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2331" width="304" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] label_orientation (=horizontal) oder vertical: Ausrichtung von Texten</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] label_orientation (=horizontal) or vertical: orientation of text labels</p>
          </content>
          </description>
          <input>
            <e type="operand">label_orientation</e>
            <e type="operand">label_orientation</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2385" width="176" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] line_type (=solid) Linienart. Alternativen: dots (für alle Formate) oder wenn von<br />Gnuplot unterstützt: dashes, short_dashes, short_long_dashes, short_short_long_dashes </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] line_type (=solid) line type. Other options: dots (for all formats) or if supported by<br />Gnuplot: dashes, short_dashes, short_long_dashes, short_short_long_dashes </p>
          </content>
          </description>
          <input>
            <e type="operand">line_type</e>
            <e type="operand">line_type</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2457" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] line_width (=1) , &gt;0 </p>
          </content>
          </description>
          <input>
            <e type="operand">line_width</e>
            <e type="operand">line_width</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2511" width="112" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] logcb (=false) oder true: logarithmische Farbskale</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] logcb (=false) or true: log scale of the colorbar</p>
          </content>
          </description>
          <input>
            <e type="operand">logcb</e>
            <e type="operand">logcb</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2565" width="96" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] logx (=false) oder true: logarithmische x-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] logx (=false) or true: log scale of x-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">logx</e>
            <e type="operand">logx</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2610" width="256" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] logx_secondary (=false) oder true: logarithmische zweite x-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] logx_secondary (=false) or true: log scale of secondary x-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">logx_secondary</e>
            <e type="operand">logx_secondary</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2664" width="96" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] logy (=false) oder true: logarithmische y-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] logy (=false) or true: log scale of y-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">logy</e>
            <e type="operand">logy</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2718" width="256" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] logy_secondary (=false) oder true: logarithmische zweite y-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] logy_secondary (=false) or true: log scale of secondary y-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">logy_secondary</e>
            <e type="operand">logy_secondary</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2772" width="96" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] logz (=false) oder true: logarithmische z-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] logz (=false) or true: log scale of z-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">logz</e>
            <e type="operand">logz</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2826" width="128" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] nticks (=29): Punktezahl für die Kurvenabtastung</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] nticks (=29): number of points for curve sampling (explicit and parametric)</p>
          </content>
          </description>
          <input>
            <e type="operand">nticks</e>
            <e type="operand">nticks</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2880" width="144" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] palette (=[violet, blue, green, yellow, re]) color: Standard-Farbpalette, gray: Graustufen, Liste [ Farbe1, Farbe2... ] oder false: Flächen nicht färben </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] palette (=[violet, blue, green, yellow, red]) color palette, color: standard color palette (black, violet, red, yellow), gray: gray levels, list  [color1, color2... ] or false: don't color 3D objects </p>
          </content>
          </description>
          <input>
            <e type="operand">palette</e>
            <e type="operand">palette</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2952" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] point_size (=1) Größe von points()-Symbolen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] point_size (=1) size of points()-symbols</p>
          </content>
          </description>
          <input>
            <e type="operand">point_size</e>
            <e type="operand">point_size</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3006" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] point_type (=1) Symbol für points()-Objekte, Name oder Kennzahl: <br />none -1, dot 0, plus 1, multiply 2, asterisk 3, square 4, filled_square 5, <br />circle 6, filled_circle 7, up_triangle 8, filled_up_triangle 9, down_triangle 10, <br />filled_dwn_triangle 11, diamant 12, filled_diamant 13</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] point_type (=1) type of points() objects, name or key number:<br />none -1, dot 0, plus 1, multiply 2, asterisk 3, square 4, filled_square 5, <br />circle 6, filled_circle 7, up_triangle 8, filled_up_triangle 9, down_triangle 10, <br />filled_down_triangle 11, diamant 12, filled_diamant 13</p>
          </content>
          </description>
          <input>
            <e type="operand">point_type</e>
            <e type="operand">point_type</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3114" width="240" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] points_joined (=false), true oder impulses: Verbindungsart von points()-Objekten</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] points_joined (=false), true or impulses: how to join points</p>
          </content>
          </description>
          <input>
            <e type="operand">points_joined</e>
            <e type="operand">points_joined</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3168" width="304" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] proportional_axes (=none), xy oder xyz: Achsen mit gleicher Skalierung)</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] proportional_axes (=none), xy or xyz: set axes of equal scaling)</p>
          </content>
          </description>
          <input>
            <e type="operand">proportional_axes</e>
            <e type="operand">proportional_axes</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3222" width="224" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] surface_hide (=false) oder true: Ausblendung verdeckter Flächen bei Linienrasterdarstellung</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] surface_hide (=false) or true: handling of hidden lines in surface grids</p>
          </content>
          </description>
          <input>
            <e type="operand">surface_hide</e>
            <e type="operand">surface_hide</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3276" width="160" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] terminal (=screen) separate interactive terminal window,  png, jpg, gif, eps, svg, pdf, <br />animated_gif: gnuplot output format</p>
          </content>
          </description>
          <input>
            <e type="operand">terminal</e>
            <e type="operand">terminal</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3330" width="112" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] title (="") Überschrift für das Diagramm</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] title (="") headline for the plot</p>
          </content>
          </description>
          <input>
            <e type="operand">title</e>
            <e type="operand">title</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3384" width="176" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] transform (=none) Koordinatentransformation, für 2D als Liste {f1(x,y), f2(x,y), x, y, für 3D<br />als Liste {f1(x,y), f2(x,y), f3(x, y, z), x, y, z</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] transform (=none) co-ordinate transformation, for 2D as list {f1(x,y), f2(x,y), x, y, for 3D<br />as list {f1(x,y), f2(x,y), f3(x, y, z), x, y, z</p>
          </content>
          </description>
          <input>
            <e type="operand">transform</e>
            <e type="operand">transform</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3456" width="208" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] transparent (=false) oder true: ob Rechtecke, Polygone oder Ellipsen transparent sein sollen <br />(bei false werden sie gefüllt)</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] transparent (=false) fill objects with border, true: don't fill (make them transparent)</p>
          </content>
          </description>
          <input>
            <e type="operand">transparent</e>
            <e type="operand">transparent</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3528" width="224" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] unit_vectors (=false) oder true: Vektoren in originaler Länge oder als Einheitsvektoren zeichnen.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] unit_vectors (=false) draw vectors in original length, true: draw unit vectors.</p>
          </content>
          </description>
          <input>
            <e type="operand">unit_vectors</e>
            <e type="operand">unit_vectors</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3582" width="240" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] user_preamble (="") Zeichenkette oder Liste von Zeichenketten, die unmittelbar vor dem eigentlichen <br />Diagrammbefehl an Gnuplot übergeben werden.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] user_preamble (="") string or list of strings, gnuplot commands placed  immediately before the plot commands</p>
          </content>
          </description>
          <input>
            <e type="operand">user_preamble</e>
            <e type="operand">user_preamble</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3654" width="96" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] view (=(60,30)) view direction</p>
          </content>
          </description>
          <input>
            <e type="operand">view</e>
            <e type="operand">view</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3708" width="240" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] wired_surface (=false) oder true: Gitternetz auf eingefärbten Flächen anzeigen oder nicht.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] wired_surface (=false) no grid on colored surfaces, true: draw grid on surfaces</p>
          </content>
          </description>
          <input>
            <e type="operand">wired_surface</e>
            <e type="operand">wired_surface</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3762" width="144" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] x_voxel (=10) x-Bereichsteilung für den  Marching-Cubes-Algorithmus bei implizit gegebenen Flächen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] x_voxel (=10) number of x steps for the Marching Cube algorithm (for implicit 3D functions)</p>
          </content>
          </description>
          <input>
            <e type="operand">x_voxel</e>
            <e type="operand">x_voxel</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3816" width="144" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] y_voxel (=10) y-Bereichsteilung für den  Marching-Cubes-Algorithmus bei implizit gegebenen Flächen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] y_voxel (=10) number of y steps for the Marching Cube algorithm (for implicit 3D functions)</p>
          </content>
          </description>
          <input>
            <e type="operand">y_voxel</e>
            <e type="operand">y_voxel</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3870" width="144" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] z_voxel (=10) z-Bereichsteilung für den  Marching-Cubes-Algorithmus bei implizit gegebenen Flächen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] z_voxel (=10) number of z steps for the Marching Cube algorithm (for implicit 3D functions)</p>
          </content>
          </description>
          <input>
            <e type="operand">z_voxel</e>
            <e type="operand">z_voxel</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3924" width="112" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xaxis (=true) oder false: Anzeige der x-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xaxis (=true) false: don't draw x-axis or true: draw x-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">xaxis</e>
            <e type="operand">xaxis</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="3978" width="112" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] yaxis (=true) oder false: Anzeige der y-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] yaxis (=true) false: don't draw x-axis or true: draw y-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">yaxis</e>
            <e type="operand">yaxis</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4032" width="112" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] zaxis (=true) oder false: Anzeige der z-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] zaxis (=false) or true: draw z-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">zaxis</e>
            <e type="operand">zaxis</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4086" width="208" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xaxis_color (=black) Farbe x-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xaxis_color (=black) color of the x-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">xaxis_color</e>
            <e type="operand">xaxis_color</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4140" width="208" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] yaxis_color (=black) Farbe y-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] yaxis_color (=black) color of the y-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">yaxis_color</e>
            <e type="operand">yaxis_color</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4194" width="208" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] zaxis_color (=black) Farbe z-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] zaxis_color (=black) color of the z-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">zaxis_color</e>
            <e type="operand">zaxis_color</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4248" width="272" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xaxis_secondary (=false) oder true: Nutzung einer zweiten x-Achse (oben) für die nachfolgenden Objekte</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xaxis_secondary (=false) or true: use the secondary x-axis (top) for subsequent objects</p>
          </content>
          </description>
          <input>
            <e type="operand">xaxis_secondary</e>
            <e type="operand">xaxis_secondary</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4311" width="272" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] yaxis_secondary (=false) oder true: Nutzung einer zweiten y-Achse (rechts) für die nachfolgenden Objekte</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] yaxis_secondary (=false) or true: use the secondary y-axis (right) for subsequent objects</p>
          </content>
          </description>
          <input>
            <e type="operand">yaxis_secondary</e>
            <e type="operand">yaxis_secondary</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4374" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xaxis_type (=solid) oder dots: Linienart der x-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xaxis_type (=solid) or dots</p>
          </content>
          </description>
          <input>
            <e type="operand">xaxis_type</e>
            <e type="operand">xaxis_type</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4428" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] yaxis_type (=solid) oder dots: Linienart der y-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] yaxis_type (=solid) or dots</p>
          </content>
          </description>
          <input>
            <e type="operand">yaxis_type</e>
            <e type="operand">yaxis_type</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4482" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] zaxis_type (=dots) oder solid: Linienart der z-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] zaxis_type (=dots) or solid</p>
          </content>
          </description>
          <input>
            <e type="operand">zaxis_type</e>
            <e type="operand">zaxis_type</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4536" width="208" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xaxis_width (=1) Linienbreite der x-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xaxis_width (=1)</p>
          </content>
          </description>
          <input>
            <e type="operand">xaxis_width</e>
            <e type="operand">xaxis_width</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4590" width="208" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] yaxis_width (=1) Linienbreite der y-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] yaxis_width (=1)</p>
          </content>
          </description>
          <input>
            <e type="operand">yaxis_width</e>
            <e type="operand">yaxis_width</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4644" width="208" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] zaxis_width (=1) Linienbreite der z-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] zaxis_width (=1)</p>
          </content>
          </description>
          <input>
            <e type="operand">zaxis_width</e>
            <e type="operand">zaxis_width</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4698" width="128" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xlabel (="") x-Achsenbeschriftung</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xlabel (="x") label of the x-axis, remove using ""</p>
          </content>
          </description>
          <input>
            <e type="operand">xlabel</e>
            <e type="operand">xlabel</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4752" width="128" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] ylabel(="") y-Achsenbeschriftung</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] ylabel (="y") label of the y-axis, remove using ""</p>
          </content>
          </description>
          <input>
            <e type="operand">ylabel</e>
            <e type="operand">ylabel</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4806" width="128" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] zlabel (="") z-Achsenbeschriftung</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] zlabel (="") label of the z-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">zlabel</e>
            <e type="operand">zlabel</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4851" width="288" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xlabel_secondary (="") Beschriftung der zweiten x-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xlabel_secondary (="") label of the secondary x-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">xlabel_secondary</e>
            <e type="operand">xlabel_secondary</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4896" width="288" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] ylabel_secondary (="") Beschriftung der zweiten y-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] ylabel_secondary (="") label of the secondary y-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">ylabel_secondary</e>
            <e type="operand">ylabel_secondary</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="4950" width="128" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xrange (=auto) oder Liste {min,max: x-Achsenbereich</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xrange (=auto) or list {min,max: range of the x-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">xrange</e>
            <e type="operand">xrange</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5004" width="128" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] yrange (=auto) oder Liste {min,max: y-Achsenbereich</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] yrange (=auto) or list {min,max: range of the y-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">yrange</e>
            <e type="operand">yrange</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5058" width="128" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] zrange (=auto) oder Liste {min,max: z-Achsenbereich</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] zrange (=auto) or list {min,max: range of the z-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">zrange</e>
            <e type="operand">zrange</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5112" width="288" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xrange_secondary (=auto) oder Liste {min,max: Bereich der zweiten (oberen) x-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xrange_secondary (=auto) or list {min,max: range of the secondary (top) x-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">xrange_secondary</e>
            <e type="operand">xrange_secondary</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5166" width="288" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] yrange_secondary (=auto) oder Liste {min,max: Bereich der zweiten (rechten) y-Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] yrange_secondary (=auto) or list {min,max: range of the secondary (right) y-axis</p>
          </content>
          </description>
          <input>
            <e type="operand">yrange_secondary</e>
            <e type="operand">yrange_secondary</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5220" width="112" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xtics (=auto): automatische x-Achsmarken, none: keine, Zahl: Schrittweite, <br />Liste mit {min, Schritt, max, oder set() von Zahlen: explizite Vorgabe der Zahlenwerte, oder set() <br />von Listen ("text",pos) mit Vorgabe von Beschriftung und Position.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xtics (=auto): automatic x ticks, none: no x ticks, number: tick interval,  <br />list of {min, step, max, or set() of numbers: explicit tick values, or set() of lists<br />("text",pos) for spec of position and text.</p>
          </content>
          </description>
          <input>
            <e type="operand">xtics</e>
            <e type="operand">xtics</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5301" width="112" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] ytics (=auto): automatische y-Achsmarken, none: keine, Zahl: Schrittweite, <br />Liste mit {min, Schritt, max, oder set() von Zahlen: explizite Vorgabe der Zahlenwerte, oder set() <br />von Listen {"text",pos mit Vorgabe von Beschriftung und Position.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] ytics (=auto): automatic y ticks, none: no y ticks, number: tick interval,  <br />list of {min, step, max, or set() of numbers: explicit tick values, or set() of lists<br />("text",pos) for spec of position and text.</p>
          </content>
          </description>
          <input>
            <e type="operand">ytics</e>
            <e type="operand">ytics</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5391" width="112" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] ztics (=auto): automatische z-Achsmarken, none: keine, Zahl: Schrittweite, <br />Liste mit {min, Schritt, max, oder set() von Zahlen: explizite Vorgabe der Zahlenwerte, oder set() <br />von Listen {"text",pos mit Vorgabe von Beschriftung und Position.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] ztics (=auto): automatic z ticks, none: no x ticks, number: tick interval,  <br />list of {min, step, max, or set() of numbers: explicit tick values, or set() of lists<br />("text",pos) for spec of position and text.</p>
          </content>
          </description>
          <input>
            <e type="operand">ztics</e>
            <e type="operand">ztics</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5481" width="272" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xtics_secondary (=auto): automatische Marken an der sekundären (oberen) x-Achse, none: keine, <br />Zahl: Schrittweite, <br />Liste mit {min, Schritt, max, oder set() von Zahlen: explizite Vorgabe der Zahlenwerte, oder set() <br />von Listen {"text",pos mit Vorgabe von Beschriftung und Position.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xtics_secondary (=auto): automatic ticks on the secondary (top) x-axis, none: no ticks, number: tick interval,  <br />list of {min, step, max, or set() of numbers: explicit tick values, or set() of lists<br />("text",pos) for spec of position and text.</p>
          </content>
          </description>
          <input>
            <e type="operand">xtics_secondary</e>
            <e type="operand">xtics_secondary</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5580" width="272" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] ytics_secondary (=auto): automatische Marken an der sekundären (rechten) y-Achse, none: keine, <br />Zahl: Schrittweite, <br />Liste mit {min, Schritt, max, oder set() von Zahlen: explizite Vorgabe der Zahlenwerte, oder set() <br />von Listen {"text",pos mit Vorgabe von Beschriftung und Position.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] ytics_secondary (=auto): automatic ticks on the secondary (right) y-axis, none: no ticks, number: tick interval,  <br />list of {min, step, max, or set() of numbers: explicit tick values, or set() of lists<br />("text",pos) for spec of position and text.</p>
          </content>
          </description>
          <input>
            <e type="operand">ytics_secondary</e>
            <e type="operand">ytics_secondary</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5679" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xtics_axis (=false): x-Achsmarken am Rand, true: an der Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xtics_axis (=false): ticks on the boundary, true: ticks on the axis</p>
          </content>
          </description>
          <input>
            <e type="operand">xtics_axis</e>
            <e type="operand">xtics_axis</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5733" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] ytics_axis (=false): y-Achsmarken am Rand, true: an der Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] ytics_axis (=false): ticks on the boundary, true: ticks on the axis</p>
          </content>
          </description>
          <input>
            <e type="operand">ytics_axis</e>
            <e type="operand">ytics_axis</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5787" width="192" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] ztics_axis (=false): z-Achsmarken am Rand, true: an der Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] ztics_axis (=false): ticks on the boundary, true: ticks on the axis</p>
          </content>
          </description>
          <input>
            <e type="operand">ztics_axis</e>
            <e type="operand">ztics_axis</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5841" width="352" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xtics_secondary_axis (=false): Marken an der sekundaren (oberen) x-Achse am Rand, true: an der Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xtics_secondary_axis (=false): ticks on the secondary (top) boundary, true: ticks on the axis</p>
          </content>
          </description>
          <input>
            <e type="operand">xtics_secondary_axis</e>
            <e type="operand">xtics_secondary_axis</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5895" width="352" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] ytics_secondary_axis (=false): Marken an der sekundaren (rechten) y-Achse am Rand, true: an der Achse</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] ytics_secondary_axis (=false): ticks on the secondary (right) boundary, true: ticks on the axis</p>
          </content>
          </description>
          <input>
            <e type="operand">ytics_secondary_axis</e>
            <e type="operand">ytics_secondary_axis</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="5949" width="224" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xtics_rotate (=false): x-Achsmarken nicht drehen, true: um 90° drehen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xtics_rotate (=false): horizontal tick labels, true: vertical tick labels</p>
          </content>
          </description>
          <input>
            <e type="operand">xtics_rotate</e>
            <e type="operand">xtics_rotate</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6003" width="224" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] ytics_rotate (=false): y-Achsmarken nicht drehen, true: um 90° drehen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] ytics_rotate (=false): horizontal tick labels, true: vertical tick labels</p>
          </content>
          </description>
          <input>
            <e type="operand">ytics_rotate</e>
            <e type="operand">ytics_rotate</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6057" width="224" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] ztics_rotate (=false): z-Achsmarken nicht drehen, true: um 90° drehen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] ztics_rotate (=false): horizontal tick labels, true: vertical tick labels</p>
          </content>
          </description>
          <input>
            <e type="operand">ztics_rotate</e>
            <e type="operand">ztics_rotate</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6111" width="384" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xtics_rotate_secondary (=false): Marken an der sekundären (oberen) x-Achse nicht drehen, true: um 90° drehen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xtics_rotate_secondary (=false): don't rotate ticks of the secondary (top) x-axis, true: rotate about 90°</p>
          </content>
          </description>
          <input>
            <e type="operand">xtics_rotate_secondary</e>
            <e type="operand">xtics_rotate_secondary</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6165" width="384" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] ytics_rotate_secondary (=false): Marken an der sekundären (rechten) y-Achse nicht drehen, true: um 90° drehen</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] ytics_rotate_secondary (=false): don't rotate ticks of the secondary (right) y-axis, true: rotate about 90°</p>
          </content>
          </description>
          <input>
            <e type="operand">ytics_rotate_secondary</e>
            <e type="operand">ytics_rotate_secondary</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6219" width="144" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] xu_grid (=30) Abtastpunkte in x- oder u-Richtung </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] xu_grid (=30) sampling points in x- or u-direction </p>
          </content>
          </description>
          <input>
            <e type="operand">xu_grid</e>
            <e type="operand">xu_grid</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6273" width="144" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw] yv_grid (=30) Abtastpunkte in y- oder v-Richtung </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw] yv_grid (=30) sampling points in y- or v-direction </p>
          </content>
          </description>
          <input>
            <e type="operand">yv_grid</e>
            <e type="operand">yv_grid</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6327" width="144" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw]  xyplane (=false):  xy-Koordinatenebene automatisch anordnen, Zahl: z-Koordinate</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw3D]  xyplane (=false):  automatic allocation of the xy-plane, reak number: xy-plane intersects the z-axis at this level</p>
          </content>
          </description>
          <input>
            <e type="operand">xyplane</e>
            <e type="operand">xyplane</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6381" width="78" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="ger" fontFamily="Arial Black" fontSize="10">
          <content>
          <p style="font-weight: bold; font-family: Courier New;">Objekte </p>
        </content>
        </text>
      </region>
      <region left="27" top="6408" width="147" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D] bars(b1,b2...) Säulendiagramm, Säulen gegeben durch Listen (x,h,w). Optionen: key, color, fill_color, fill_density and line_</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D] bars(b1,b2...) vertical bars, given as lists (x,h,w). Options: key, color, fill_color, fill_density and line_width</p>
          </content>
          </description>
          <input>
            <e type="operand">_</e>
            <e type="function" args="1">bars</e>
            <e type="operand">_</e>
            <e type="function" args="1">bars</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6462" width="563" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw3D] elevation_grid(Matrix,x0,y0,w,h) Stellt eine Matrix in 3D dar. M_11 bei x=x0,y=y0+h,<br />M_mn bei x=x0+w,y=y0. Optionem:  xu_grid, yv_grid, line_type, key, wired_surface, enhanced3d and color</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw3D] elevation_grid(Matrix,x0,y0,w,h) Draws a m x n-matrix in 3D. M_11 at x=x0,y=y0+h,<br />M_mn at x=x0+w,y=y0. Options:  xu_grid, yv_grid, line_type, key, wired_surface, enhanced3d and color</p>
          </content>
          </description>
          <input>
            <e type="operand">_1</e>
            <e type="operand">_2</e>
            <e type="operand">_3</e>
            <e type="operand">_4</e>
            <e type="operand">_5</e>
            <e type="function" args="5">elevation_grid</e>
            <e type="operand">_1</e>
            <e type="operand">_2</e>
            <e type="operand">_3</e>
            <e type="operand">_4</e>
            <e type="operand">_5</e>
            <e type="function" args="5">elevation_grid</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6525" width="511" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D] ellipse(xc,yc,a,b,φ1,φ2) Ellipse, zentriert bei xc, yc mit den Halbachsen a und b, von Winkel φ1 bis <br />Winkel φ2. Optionen nticks, transparent, fill_color, border, line_width, line_type, key and color. </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D] ellipse(xc,yc,a,b,φ1,φ2) plots an ellipse centered at [xc, yc] with horizontal and vertical semi axis a and b, respectively, <br />starting at angle ang1 with an amplitude equal to angle ang2. Options: nticks, transparent, fill_color, border, line_width, line_type, key and color. </p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="function" args="6">ellipse</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="function" args="6">ellipse</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6624" width="179" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D] errors(e1,e2...) Punkte mit Fehlerbalken, horizontal, vertical oder beide, abhängig von der Option error_type. <br />Argumente für error_type = x: Listen [x, y, xdelta] oder [x, y, xlow, xhigh]. Argumente für error_type = y; Listen [x, y, ydelta] oder [x, y, ylow, yhigh].<br /> Argumente für error_type = xy oder error_type = boxes: Listen [x, y, xdelta, ydelta] oder [x, y, xlow, xhigh, ylow, yhigh].  <br />Optionen: error_type, points_joined, line_width, key, line_type, color, fill_density, xaxis_secondary, and yaxis_secondary </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D] errors(e1,e2...) Draws points with error bars, horizontally, vertically or both, depending on the value of option error_type. <br />If error_type = x, arguments are lists [x, y, xdelta] or [x, y, xlow, xhigh]. If error_type = y, arguments are lists [x, y, ydelta] or [x, y, ylow, yhigh].<br /> If error_type = xy or error_type = boxes, arguments are lists [x, y, xdelta, ydelta] or [x, y, xlow, xhigh, ylow, yhigh].  <br />Options: error_type, points_joined, line_width, key, line_type, color, fill_density, xaxis_secondary, and yaxis_secondary</p>
          </content>
          </description>
          <input>
            <e type="operand">_</e>
            <e type="function" args="1">errors</e>
            <e type="operand">_</e>
            <e type="function" args="1">errors</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6777" width="407" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D] explicit(f,x,xmin,xmax) zeichnet eine Funktion f von x von xmin bis xmax. <br />Optionen: nticks, adapt_depth, draw_realpart, line_width, line_type, key, filled_func, fill_color und color</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D] explicit(f,x,xmin,xmax) plots explicit function f, with variable x taking values from xmin to xmax. <br />Options: nticks, adapt_depth, draw_realpart, line_width, line_type, key, filled_func, fill_color and color</p>
          </content>
          </description>
          <input>
            <e type="operand">_1</e>
            <e type="operand">_2</e>
            <e type="operand">_3</e>
            <e type="operand">_4</e>
            <e type="function" args="4">explicit</e>
            <e type="operand">_1</e>
            <e type="operand">_2</e>
            <e type="operand">_3</e>
            <e type="operand">_4</e>
            <e type="function" args="4">explicit</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6876" width="587" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw3D] explicit(f,x,xmin,xmax,y,ymin,ymax) zeichnet eine Funktion f von x und y im Bereich xmin bis xmax und ymin bis ymax <br />Optionen: draw_realpart, xu_grid, yv_grid, line_type, line_width, key, wired_surface, enhanced3d und color. </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw3D] explicit(f,x,xmin,xmax,y,ymin,ymax) plots the explicit function f, with variable x taking values from xmin to xmax and variable y <br />taking values from yminto ymax. Options: draw_realpart, xu_grid, yv_grid, line_type, line_width, key, wired_surface, enhanced3d, and color. </p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="operand">#7</e>
            <e type="function" args="7">explicit</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="operand">#7</e>
            <e type="function" args="7">explicit</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="6975" width="419" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D] image(Matrix,x0,y0,w,h)  Farbdarstellung einer m x n Matrix entsprechend der Option palette</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D] image(matrix,x0,y0,w,h)  plots matrix in the rectangular region from vertex (x0,y0) to (x0+w,y0+h) according<br />to option palette.</p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="function" args="5">image</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="function" args="5">image</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="7056" width="587" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D] implicit(f,x,xmin,xmax,y,ymin,ymax)  2D Darstellung einer implizit gegebenen Funktion im angegebenen<br />Variablenbereich  (marching squares Algorithmus). Optionen: ip_grid, ip_grid_in, line_width, <br />line_type, key, color</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D] implicit(f,x,xmin,xmax,y,ymin,ymax) plots the implicit function defined by f, <br />with variable x taking values from xmin to xmax, and variable y taking values from ymin to ymax. Options: ip_grid, ip_grid_in, line_width, <br />line_type, key, color</p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="operand">#7</e>
            <e type="function" args="7">implicit</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="operand">#7</e>
            <e type="function" args="7">implicit</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="7146" width="783" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw3D] implicit(f,x,xmin,xmax,y,ymin,ymax,z,zmin,zmax)  3D Darstellung einer implizit gegebenen Funktion im<br /> angegebenen Variablenbereich (Marching Cubes Algorithmus). Optionen: x_voxel, y_voxel, z_voxel,  <br />ip_grid_in, line_width, line_type, wired_surface, enhanced3D, color [Maxima Draw]</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw3D] implicit(f,x,xmin,xmax,y,ymin,ymax,z,zmin,zmax) plots the implicit surface defined by f,<br /> with variable x taking values from xmin to xmax, variable y taking values from ymin to ymax and variable z taking values from zmin to zmax. <br />This object implements the marching cubes algorithm. Options: x_voxel, y_voxel, z_voxel, line_width, line_type, key, wired_surface, enhanced3d,and color</p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="operand">#7</e>
            <e type="operand">#8</e>
            <e type="operand">#9</e>
            <e type="operand">#10</e>
            <e type="function" args="10">implicit</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="operand">#7</e>
            <e type="operand">#8</e>
            <e type="operand">#9</e>
            <e type="operand">#10</e>
            <e type="function" args="10">implicit</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="7254" width="163" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D and 3D] label(list) Beschriftung, im 2D gegeben als Liste (text,x,y), im 3D als Liste (text,x,y,z),<br />spezielle Optionen: color, label_alignment, label_orientation</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D and 3D] label(list) text label  specified in 2D as list [text,x,y], in 3D as list [text,x,y,z],<br />Options: color, label_alignment, label_orientation</p>
          </content>
          </description>
          <input>
            <e type="operand">_</e>
            <e type="function" args="1">label</e>
            <e type="operand">_</e>
            <e type="function" args="1">label</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="7335" width="499" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D] parametric(fx,fy,p,pmin,pmax) parametrisch gegebenen Funktion. Optionen: <br />nticks, line_width, line_type, key, color, enhanced3d</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D] parametric(fx,fy,p,pmin,pmax) plots the parametric function fx, fy  with parameter p taking values from pmin to pmax. Options <br />nticks, line_width, line_type, key, color, enhanced3d</p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="function" args="5">parametric</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="function" args="5">parametric</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="7416" width="559" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw3D] parametric(fx,fy,fz,p,pmin,pmax) parametrisch gegebene Kurve. Optionen: <br />nticks, line_width, line_type, key, color, enhanced3d</p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="function" args="6">parametric</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="function" args="6">parametric</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="7488" width="195" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>points(matrix) Punkte, zeilenweise gegeben als n x 2 (2D) oder  n x 3 (3D)-Matrix.<br />Spezielle Optionen: points_joined, point_type, point_size [Maxima Draw2D/3D] </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D and 3D] points(matrix) 2D: n x 2, 3D: n x 3, plots points, given as the rows in a matrix.<br />special options: points_joined, point_type, point_size</p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="function" args="1">points</e>
            <e type="operand">#1</e>
            <e type="function" args="1">points</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="7551" width="255" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>points(vx,vy) Punkte, gegeben durch Vektoren der x- und y-Koordinaten.<br /> Spezielle Optionen: points_joined, point_type, point_size [Maxima Draw2D] </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D] points(vx,vy) points given by two vectors, special options: points_joined, <br />point_type, point_size</p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="function" args="2">points</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="function" args="2">points</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="7623" width="315" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw3D] points(vx,vy,vz) zeichnet Punkte, gegeben durch drei Vektoren, spezielle Optionen: points_joined, <br />point_type, point_size</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw3D] points(vx,vy,vz) points given by three vectors, special options: points_joined, <br />point_type, point_size</p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="function" args="3">points</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="function" args="3">points</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="7695" width="359" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D] polar(r,φ,φmin,φmax) zeichnet Funktionen, die in Polarkoordinaten gegeben<br />sind (Radius r als Funktion des Winkels φ). Spezielle Optionen: key, nticks, line_width, line_type, color</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D] polar(r,φ,φmin,φmax) draws functions given in polar co-ordinates <br />(radius r as function of angle φ). Special options: key, nticks, line_width, line_type, color</p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="function" args="4">polar</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="function" args="4">polar</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="7767" width="211" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D] polygon(matrix)  Polygon durch die als n x 2 Matrix gegebenen Punkte.<br />Spezielle Optionen: transparent, fill_color, border, line_width, key, line_type color </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D] polygon(matrix)  polygon defined by matrix (each row one point).<br />Special options: transparent, fill_color, border, line_width, key, line_type color </p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="function" args="1">polygon</e>
            <e type="operand">#1</e>
            <e type="function" args="1">polygon</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="7848" width="271" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D]  polygon(vx,vy)  Zeichnet ein Polygon durch die als x- und y-Vektoren gegebenen Punkte.<br />Spezielle Optionen: transparent, fill_color, border, line_width, key, line_type color </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D]  polygon(vx,vy)  polygon defined by two vectors. Special options:<br /> transparent, fill_color, border, line_width, key, line_type color </p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="function" args="2">polygon</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="function" args="2">polygon</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="7938" width="487" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D/3D] quadrilateral(l1,l2,l3,l4)  Viereck, gegeben durch Listen der Eckkoordinaten 2D: (x,y) oder <br />3D: (x,y,z). Spezielle Optionen: transparent, fill_color, border, line_width, key, line_type, color, <br />enhanced3D (nur 3D)</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D/3D] quadrilateral(l1,l2,l3,l4)  quadrilateral given by lists  of vertex coordinates: [x,y] in 2D or [x,y,z] in 3D.<br />Special options: transparent, fill_color, border, line_width, key, line_type, color, enhanced3D (3D only)</p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="function" args="4">quadrilateral</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="function" args="4">quadrilateral</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="8028" width="303" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D]  rectangle(l1,l2)  Rechteck gegeben durch Koordinatenlisten (x,y) gegenüberliegender Ecken.<br />Spezielle Optionen: transparent, fill_color, border, line_width, key, line_type, color </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D]  rectangle(l1,l2)  specified by lists (x,y) of opposite corners.<br />Special options: transparent, fill_color, border, line_width, key, line_type, color </p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="function" args="2">rectangle</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="function" args="2">rectangle</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="8100" width="555" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D] region(expr,x,xmin,xmax,y,ymin,ymax) Füllt das Gebiet wo expr wahr (true) ist im<br />Bereich von xmin, xmax, ymin, ymax. Optionen: fill_color, key, x_voxel, y_voxel</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D] region(expr,x,xmin,xmax,y,ymin,ymax) Fills the region where expr is true in the<br />domain given by xmin, xmax, ymin, ymax. Options: fill_color, key, x_voxel, y_voxel</p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="operand">#7</e>
            <e type="function" args="7">region</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="operand">#7</e>
            <e type="function" args="7">region</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="8172" width="254" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="ger" fontFamily="Arial Black" fontSize="10">
          <content>
          <p style="font-family: Courier New;">spherical() funktioniert nicht</p>
        </content>
        </text>
      </region>
      <region left="27" top="8199" width="347" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D/3D] triangle(l1,l2,l3)  Dreieck, gegeben durch Koordinatenlisten (x,y) (2D) oder (x,y,z) (3D) der Ecken.<br />Spezielle Optionen: transparent, fill_color, border, line_width, key, line_type, color </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D/3D] triangle(l1,l2,l3)  given by co-ordinate lists (x,y) (2D) or (x,y,z) (3D) of the corners<br />Special options: transparent, fill_color, border, line_width, key, line_type, color </p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="function" args="3">triangle</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="function" args="3">triangle</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="8289" width="523" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw3D]  tube(fx,fy,fz,fr,p,pmin,pmax)  Röhre, gegeben durch Mittellinie mit fx,fy,fz und den Radius fr<br />als Funktionen des Parameters p.<br />Spezielle Optionen:  xu_grid, yv_grid, line_type, line_width, key, wired_surface, enhanced3d, <br />color, capping.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw3D]  tube(fx,fy,fz,fr,p,pmin,pmax)  tube, given by functions fx,fy,fz of the centerline and radius function fr<br />pf parameters p.<br />Special options:  xu_grid, yv_grid, line_type, line_width, key, wired_surface, enhanced3d, <br />color, capping.</p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="operand">#7</e>
            <e type="function" args="7">tube</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="operand">#3</e>
            <e type="operand">#4</e>
            <e type="operand">#5</e>
            <e type="operand">#6</e>
            <e type="operand">#7</e>
            <e type="function" args="7">tube</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="8397" width="255" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima Draw2D/3D]  vector(l1,l2)  Pfeil,  gegeben durch Koordinatenlisten (x,y) (2D) oder (x,y,z) (3D) der Endpunkte.<br />Spezielle Optionen:  head_both, head_length, head_angle, head_type, line_width, line_type, key <br />color.</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima Draw2D/3D]  vector(l1,l2)  given by co-ordinate lists (x,y) (2D) or (x,y,z) (3D) of the end points.<br />Spezielle Optionen:  head_both, head_length, head_angle, head_type, line_width, line_type, key <br />color.</p>
          </content>
          </description>
          <input>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="function" args="2">vector</e>
            <e type="operand">#1</e>
            <e type="operand">#2</e>
            <e type="function" args="2">vector</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
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        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima]  set(e1, e2,...) Maxima set (Liste in geschweiften Klammern)</p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima]  set(e1, e2,...) Maxima set (in Maxima this is a list in curly braces)</p>
          </content>
          </description>
          <input>
            <e type="operand">_</e>
            <e type="function" args="1">set</e>
            <e type="operand">_</e>
            <e type="function" args="1">set</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="8577" width="147" height="26" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima] args(expr) Liste der Argumente von expr </p>
          </content>
          </description>
          <description active="true" position="Top" lang="eng">
            <content>
            <p>[Maxima] args(expr) list of the top level arguments of expr</p>
          </content>
          </description>
          <input>
            <e type="operand">_</e>
            <e type="function" args="1">args</e>
            <e type="operand">_</e>
            <e type="function" args="1">args</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="8631" width="78" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="ger" fontFamily="Arial Black" fontSize="10">
          <content>
          <p style="font-weight: bold; font-family: Courier New;">Sonstige</p>
        </content>
        </text>
      </region>
      <region left="27" top="8667" width="96" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima] </p>
          </content>
          </description>
          <input>
            <e type="operand">true</e>
            <e type="operand">true</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="126" top="8667" width="112" height="24" color="#000000" fontSize="10">
        <math decimalPlaces="4">
          <description active="true" position="Top" lang="ger">
            <content>
            <p>[Maxima] </p>
          </content>
          </description>
          <input>
            <e type="operand">false</e>
            <e type="operand">false</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region top="8721" color="#000000">
        <area terminator="true" />
      </region>
    </region>
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        <input>
          <e type="operand">title</e>
          <e type="operand" style="string">{/Symbol abcdefg}^2</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">x</e>
          <e type="operand">y</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sin</e>
          <e type="operand">x</e>
          <e type="operand">3</e>
          <e type="operator" args="1">-</e>
          <e type="operand">3</e>
          <e type="operand">y</e>
          <e type="operand">3</e>
          <e type="operator" args="1">-</e>
          <e type="operand">3</e>
          <e type="function" args="7">explicit</e>
          <e type="operand">zrange</e>
          <e type="operand">2</e>
          <e type="operator" args="1">-</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">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">sys</e>
          <e type="operand" style="string">png</e>
          <e type="function" args="2">Draw3D</e>
        </input>
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    </region>
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<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="black" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='rgb(192, 192, 192)' class="gridline"  d='M114.51,227.93 L185.49,175.98  '/></g>
<g fill="none" color="black" stroke="rgb(192, 192, 192)" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M114.51,227.93 L119.40,224.35  '/></g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M185.49,175.98 L180.59,179.56  '/>	<g transform="translate(109.95,238.99)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="middle">
		<text>0</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="black" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='rgb(192, 192, 192)' class="gridline"  d='M135.00,232.93 L205.98,180.98  '/></g>
<g fill="none" color="black" stroke="rgb(192, 192, 192)" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M135.00,232.93 L139.89,229.35  '/></g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M205.98,180.98 L201.08,184.56  '/>	<g transform="translate(130.44,243.99)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="middle">
		<text>1</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="black" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='rgb(192, 192, 192)' class="gridline"  d='M155.49,237.93 L226.47,185.98  '/></g>
<g fill="none" color="black" stroke="rgb(192, 192, 192)" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M155.49,237.93 L160.38,234.35  '/></g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M226.47,185.98 L221.57,189.56  '/>	<g transform="translate(150.92,248.99)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="middle">
		<text>2</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="black" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='rgb(192, 192, 192)' class="gridline"  d='M175.98,242.93 L246.96,190.98  '/></g>
<g fill="none" color="black" stroke="rgb(192, 192, 192)" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M175.98,242.93 L180.87,239.35  '/></g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M246.96,190.98 L242.06,194.56  '/>	<g transform="translate(171.41,253.99)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="middle">
		<text>3</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="black" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='rgb(192, 192, 192)' class="gridline"  d='M175.98,242.93 L53.03,212.94  '/></g>
<g fill="none" color="black" stroke="rgb(192, 192, 192)" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M175.98,242.93 L167.50,240.86  '/></g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M53.03,212.94 L61.51,215.01  '/>	<g transform="translate(183.88,250.96)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="start">
		<text>-3</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="black" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='rgb(192, 192, 192)' class="gridline"  d='M187.81,234.27 L64.86,204.28  '/></g>
<g fill="none" color="black" stroke="rgb(192, 192, 192)" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M187.81,234.27 L179.33,232.20  '/></g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M64.86,204.28 L73.34,206.35  '/>	<g transform="translate(195.71,242.30)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="start">
		<text>-2</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="black" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='rgb(192, 192, 192)' class="gridline"  d='M199.64,225.61 L76.69,195.62  '/></g>
<g fill="none" color="black" stroke="rgb(192, 192, 192)" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M199.64,225.61 L191.16,223.55  '/></g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M76.69,195.62 L85.17,197.69  '/>	<g transform="translate(207.54,233.64)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="start">
		<text>-1</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="black" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='rgb(192, 192, 192)' class="gridline"  d='M211.47,216.96 L88.52,186.96  '/></g>
<g fill="none" color="black" stroke="rgb(192, 192, 192)" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M211.47,216.96 L202.99,214.89  '/></g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M88.52,186.96 L97.00,189.03  '/>	<g transform="translate(219.37,224.98)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="start">
		<text>0</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="black" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='rgb(192, 192, 192)' class="gridline"  d='M223.30,208.30 L100.35,178.30  '/></g>
<g fill="none" color="black" stroke="rgb(192, 192, 192)" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M223.30,208.30 L214.82,206.23  '/></g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M100.35,178.30 L108.83,180.37  '/>	<g transform="translate(231.20,216.32)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="start">
		<text>1</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="black" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='rgb(192, 192, 192)' class="gridline"  d='M235.13,199.64 L112.18,169.64  '/></g>
<g fill="none" color="black" stroke="rgb(192, 192, 192)" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M235.13,199.64 L226.65,197.57  '/></g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M112.18,169.64 L120.66,171.71  '/>	<g transform="translate(243.03,207.66)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="start">
		<text>2</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="black" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="0.10" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='rgb(192, 192, 192)' class="gridline"  d='M246.96,190.98 L124.01,160.98  '/></g>
<g fill="none" color="black" stroke="rgb(192, 192, 192)" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M246.96,190.98 L238.48,188.91  '/></g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M124.01,160.98 L132.49,163.05  '/>	<g transform="translate(254.86,199.01)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="start">
		<text>3</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M53.03,178.30 L62.03,178.30  '/>	<g transform="translate(35.04,182.19)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="end">
		<text>-2</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M53.03,169.64 L62.03,169.64  '/>	<g transform="translate(35.04,173.53)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="end">
		<text>-1.5</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M53.03,160.98 L62.03,160.98  '/>	<g transform="translate(35.04,164.87)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="end">
		<text>-1</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M53.03,152.33 L62.03,152.33  '/>	<g transform="translate(35.04,156.22)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="end">
		<text>-0.5</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M53.03,143.67 L62.03,143.67  '/>	<g transform="translate(35.04,147.57)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="end">
		<text>0</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M53.03,135.01 L62.03,135.01  '/>	<g transform="translate(35.04,138.91)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="end">
		<text>0.5</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M53.03,126.35 L62.03,126.35  '/>	<g transform="translate(35.04,130.25)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="end">
		<text>1</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M53.03,117.69 L62.03,117.69  '/>	<g transform="translate(35.04,121.59)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="end">
		<text>1.5</text>
	</g>
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
</g>
<g fill="none" color="black" stroke="currentColor" stroke-width="1.00" stroke-linecap="butt" stroke-linejoin="miter">
	<path stroke='black'  d='M53.03,109.03 L62.03,109.03  '/>	<g transform="translate(35.04,112.93)" stroke="none" fill="black" font-family="Arial" font-size="12.00"  text-anchor="end">
		<text>2</text>
	</g>
</g>
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	<g id="gnuplot_plot_1"  fill="none"><title>gnuplot_plot_1</title>
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        <input>
          <e type="operand">M</e>
          <e type="operand">range</e>
          <e type="operand">1.5</e>
          <e type="operator" args="2">≡</e>
          <e type="function" args="2">boxplot_description</e>
          <e type="operand">xlabel</e>
          <e type="operand" style="string">sample</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
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cSr/jT5RA3gZOdIvauIUXLAPfQwzRpLUK3S0IysybKujC+96hVm3hGSveP95S+hwK7wii4cPbXjUP7rfVrWrVZnZxsTo79Vz5P9GWsp4y42Rzcxf8GeUtg5XdasNmPjyICxfpW2r0dFD9EUB5FlWjpNLTjrVqT++oLT9vepQej9pfQN5uAtmzNu7pBXnsE5qrM28SiH5BAOHqvjTcKe1Uq/byjJ20toxV3ipU/ILx1nGrLzPPix5O1TZEKP7pf+8v87w3zWLeKN8fGeGtRFXDYNluuN86Lbn/2EMLsk0QWhAA2d2PudeRRDMpJsIqI7Jjj51L/rGulcvzl5lQ3sYZ1EpYZUW8BsEXxVJ5PIQ0BAG7oOmbnSHtK6IRTIRVRmQB51iW9iWH7cGIhqCkaPplVhaGZmFWxEZYZUVOtN2D1xMTu88X+xNeaFemVUkgb/mQmgkbzcgTndPLq1VR5W3J8q2IgG13kYbGi3oEJVgHG83H9GDR6NEqrYaNyQiKgFAQ88P14FevMwkGwkYDsnlth/84F04WoRO5XpT3JCwvWgcrrMeCRpJzxS9b5WgZO4kQbwOyah2ssh6Ix5/POm+Fm0XERBDUDbTn6xGTYB9stB9s11uWK42VdggjJoIRIr++6qkH8A7FKlhhN54PNANucyscHPaFv8aE8k6Vql2wym4cJAM78+9pVyAuIwhQUz2buvgHe2ZKqebBKgOygfIs+0WidYMwPiMgQpkfa0+aTXB3MCdiHKywHguyACjGwG/xXH2d7hTCtCYJ470HEutgo/V4hXea9iMiQXI1aGx3OlMzlT0SFOyCVZbDBeHuUoad93lTMhIkIG9zZeqyzevB2mKBtN4fzG50Pp735PdHBsCeQzTt844utJjTbYRsMFEHNpavl20dHToiTvFyuO+ePA3hyfUK3iVTZIWt2li2P/Uym7wvGXwSkLcxSrVGVlkrNxPn73+gsyBvS4SdBAFCrgmd9Yp43dHJZJOsslov7ITz47BTY9iWjD8JCt8s64XkzV4RtmSdrLJfrklfvrqWwqv7tksQbxWQmierzJdrKH/P27Nw6gh7CQK5Mwscz50VvUI0SVbZrAMM61wNc1sxaW8y7BVBZKM/I2UQW2SVsXLpu/tKcT/zT3TSe6nw/rpiQxnk/e4Ti2TZWrnDX3rrdtqaCK/JxRQE7Q3eRG+ma2hhttsiWWWyXtCEHvvf5oJIMMoWMd4aZrVJNtqsJ/NSSxOmeWdChQgC3uLs/+NvMTifFmS7DJMVdmtCHZ6znZYcTJuSQbYAkXgD+UqLsAVzZJXBOjA1Yuud78NGZIhNUN4GvtQi2WixNhT++aM+p4JIQIAIgnQ7SIWG2iGrLNWKbhlXhq+SQDDGJiji5c5XtD+uvRYNkI326YW14UM40H017MXvjwzBNdJivnvIN6oBsspAeRDiXGzzviXegGCeXM1HaiX6KQArtscq6zRx0BXL/grmwDieoFDiNG+zhJ6AZH2ssk9MHu59Zo73C3uL3H4HKweUt8tRmIj5i0f+fGklr94PQkLFMrm8609mogD4YD3Jt98xbQpGhipvs2eVVXRn711cPVQpOx+hyggQy3c+e3tRi1beps4qW7iix8bLNCuewlhlhJDGh95D0jRVsHU22sIXM4ZrD5unPQ9NJQiyPl6SNBJDZ7UpRP3pdCUk0q5nrFJQpAD3cRETRoBbqDKYPKuMoqv4BX0VSK2n3c9ApWBgrbRA19cRiqfV5tloEw98Q09oTL2fKm5+iCtBAD/ovmZqge0eogwGzyqTyLWICR6vip8wRikouN9V6dsMGF+k2DyrrOKK9n/fztNcMRR/lQnlHx9ToCK9Eh1B0fsljDbxy7eN/9JzQVA8HqpvsOechbBeS0TNnlWGcfb5F5u3jiwVPWFUVEDEnvQw2yNUbKvxs8o8Tucv7j/vL3y++YmZR/t+lU8PIHrXQQD5EhVDaKOhnJiWvUrVk0k4l2hCgP5vSbmX1nsFC2iVhUTZ8l2ingwCorIC8TY1cRdUqzW00VruvXuPXXGDPWBQVjD+gcmfj6/pCtqoIbTRUGL+zMLeppEbQc0JAPZdf4u9bKFHY4MRtNpMnlpiPRf80ds/xBAwGCsguF1fHlMsWojGzyrjOGNKzs49V5AjhmADBtZkYwpf+x1BpHoL9s9G+zghY78czbVlQ8DWu4igcfseE1qumJCaQKuNpL8jjBSqWBIDsQKCHdBF3BpstBpAq0zkjlFd+1Upm62Av86EQpt5sctp60+nJAgTjVA7snmy3EkRx/NdCZa8909SlBDwZP1GryJbrLbXBtO8orRpndriyDYA4lEAsMW7fPNiZtD0FmsORtcKq7wgMO4cnGJLtz5jzQIh9LkTWTWzVtjhGbbRSwYmGmpkTs/vs7eYwoCR3dzFKtW82mh+Z+TRj9ZfmO0Myj8EAATs8y4/7PHsYFmtNL1epv+6IkPJxrSG0IghmarH1qMKj+3mXmparTC+zwcbgXt11WBvGNkWFKlLWq8axHulqLW1wRjvX+v51OujGZVsdNiTGgH4qGwCPG/UBwHcml8MrpUW2f/Lx2o9poqaMbwtIPiQPTfd49w9rh0srlU2mXTclyzvl+0OI9uCQjfesiH308a9LtbXRus8s0Fhahsl2QKoVwGIRc6fF89tUe5gdK20ys6TtwWeZqRoDHILBrlRS08csTBKba4VVnlGUQ7+4FFxM3+fCYSFNi0KdqdFrlWjxtcG4+y9f9ihFStDYF0uZ9iy1fXExLGaXBtN8o5617WnULNtgHAVBLbPXbMcurddSCNabP0yvFYbZowjnLr9yYaBofWAwdoQxLZ9BAefk+Y6Gl+rrPMCZr7Prbl9mjl5xk1rT8MnEOyFzsYunhRnLYgdtsFML1gE69QSPMkCocJHrpe8wa1Rullt+jmYZCts9ozdfjq3tXX5qxWiehYM0MD+JWObc7LDVlnqc6v58LytpcMHK8QwvqBI4eV8lVQHG6PG2AZj7Z2Hp7lYe1lztkGo9REErQgOmiFkSsQaW22v/X7b3CRmtkcM7AsI938ri9lCzZbaYqustUeKXj23UbBERvYFRQIvd5FkeLXKBs1tp3sa3+ggtt6E+0B3DR86G6TT5iQEtTltd7aKptvy2+gYFvbxLHdjppgkFDRFgPe6D++3pRRu+2+1g9gPjEBt2d9slZhTiCCSQ49trWL9rXIPHqbC7MfWUZitktscBZHikbs7Oe4NcQKWPMQTxSH+9Y59JI7IYsjV2PsXa4uhY/UANngItKw+cBgAuuqyJYJuFwTeq+37qZGMnsQIht9q1+B9v25W9l4nLJaISQxBedO6EcIgyQlY5SY2iIXt/qhk8x447rswo+AjXiV+7e227MntAWx0EBt7sV49fpDMHpInEYBPSA4jUa0wNyKaf6v8A4/FOI0amykGs8fAQQTB8/WSoyXMOkrW3yr/8ILX2fuwqMHuMYsiKJeaCal0Nfk2uoQnG79OPg3dl60P6rYEIafYQrDgNvJWeIGJVdVuKVn2mq0OgwURBCy0928ckoQSI2+VGzhgmNzDYb7YYHeYQBEUvMFeJfMMAXk17zaa/wPlNuvS9oNYG6RP5HJucT7OlTbp1WjButto/enCXJRzyFgyN6hHEwSSwV62e+3vEFxV22619fddfBKxee1ZFTE8TKMICiuOmkPoFkwtu1W2/4Un9apudqNlU+OGJKFoFUKctxTtuo1m/8WmubUdhpINDTI2EUB7Kqa+MpsRa8GD27pbYf2fCHljukavORdDw+BBxJCn0yyDGHerzf+5BNussoKHMl8jINjfcSJM7xNOJt0qo380GdKCTPlQFf92CURjue2NtvRQsOo2Wv2D/YBXo12ybEgPCQKerBOvTlZaSCKYcquM/QYJ4tueSY5s3RiTEBStH7mSpGHjqU232ur7Vzl8Vl6vYxEzxyyRoDAL1uOdwa0qhzX/Th4jvdpoNwqs8wEY28lG7rRjCUGoSqnE1J/Y6G9ebH482v7P9g7VfoLAJOYVIegyd7kCu8mvWOV5nn2wVG/JThaPERFB0bK/sFCTY7HK9Ux4XB8nv/TslJg9ZqcERZpzpsAegm+x0fFMqJhyc7IWRBcJqftqvsvO+K7gxJXtU+9io/c5oHE2VpGPZBelhoKgJVx9HEELgwSXYpXTQdWzxxuX3jIg1o5xEAEh8+sjJK4RAaEESd2LVQ5ohc7xYWB7RXX92yUQPGV3Ez2M1lJhwcPY6IFWtpUeTdxlo4dcmCAkOnZN7kyOxSrX8+oHLu3XaDQxe21cUkRBUKK/0N4103NhwbVY6Xs8GH48Wh9ZNnbMhQnGe180HqGVXQ+rIde9P9wLBxesDM/hbhkjKtibKD3vIRLiYWz0QJOz1u3Rdn02dZwEFQGYbe/Bh1uWMEzfgi3BzVjliA6XOq5Xj6Vi2Qy2CAgcUy/+2DUDF5yL1e7Hqzr8X7S6ymTqmIETFGlSeFw9a6+riEf9jI1+aEdp2ja13yLbPGTiBEELXW6eduk9dTM2uqEV3W/b3AvNkuFDKk4QJEIgo6HUt1jlfV4cYLe2HrzB9DHaIijaSBZMTPItVnsfrzN340Nplm0ek3KCIv14j8sR3pPn1NXY4IlmngYwtQli2fIhOScA7IFqJRLS+iRexgovNKFszJNgTBxn09cmiQUMiUXIPBf1Mla4oQN9uz4R4FmRboZcBAOPlgcuql+xwvHsVFivNtc+2zz/agmD4q/PVrkqvm6ypA7GRge0e0P0+eLYPZlNHiekRQBGH1tkLkYfQwZQ3IxVjghnAHrtzFbSb9arCggTVm3LH9co6/mqkUr+xkqH5FVQ3qjWgjDJ/DERKCAptHQ97nbdV1m2wabsnJWEyAHP69qWdl5RNn6ncUsAfxCvE19nlTOcIfrW3vL5ekFKr/M9TiBh4K7XKI3bWd0Pqv7OBndIN7v1OavZ5CLjKQBqcq7kdTOurWw3ODsrvOEECXhuvD6sLtneNpsugmgPZIy/qrOz2h067r51AZ5tL3OfgpIyhD2BdheqiLuzwR3uPF/1fLGwfsnuIvkp12OH9kHH0Raok7PRCe5Qf1sv3ch2l1P3IgKs6jXLJkjR5OGs8oErckP70Vonst1lyElA8Cav2SF39fpNitXRWe0KvX9hf/CQjmyEmf4UjLc741qn6uts9IWnfHjBkJOzZSOMFKgg4Bv2dhuP+rakZ/ByVvlBzhPbH+1IlsHyMu0pKJKav2oepGNRHJ5VHnHC6zumPs8kmV6GoSJG7SGjv7PaIfq+W482tXEwfP75FCRVvN7+im+XWdbg8yy7RH/KBwz42gfCRrOHHKtcL4HRMO7sTs+pu7PCH7JuYn8hSzWqANYqC4YUAm2RL6qXs8oProhb+5MupQxgFEpQIg8Q968OzkYHuGF7Xcf+ZnOHzKogvC93ULdmhd9rB9Q9WheYH/WJ3tLj9g8ZhLy0jdOJzcnq0Wz0eDwV+nwy2stsX5HJFQSWHLTsZgxsJz9mlaebMSxhb35gMLAswxYQ6UWbYr+KujGrHZ3H57xWY640BnO4AjIsESRemLu9XZgNDo6njm8bhxdmY4rkbbyc/q4djuAF+1eJlvgvG/wbBjhxtH6vGkkGFclbwWBhWDMnS4wSivuyyr/tsI44n7bSFay1jhh+s6v8WSyIeC0rvZo/o286StBsSpmujRj5NZJ4MlsbvJWN3mzD+TZbmzCezCeStXI9VmEL+sQA790RqV7LKr+2YNm5jy4VBZO1AqLdAL0EW/1c9FpWubWZJ7NNbRNkS8oQV8SA+7k7hG/3c82wFr1grLdg9h7vzx3ZxJNvjlehJ05zqQC/D4mq07TarbqePSklRzwks+pGM2GkMOWdH4je0kZn+kQrnWeL+qFQYlKRno4AmvyQFqDoIq3woT6Fa+Lu2nrLn5hU5qcjiIS2hN+qh7TKh+4+wdnnQxy9ll0sKiNpAhIrez5jI4f6SBt96IGGVW9tfo2KAflpuR5k4Y5ENmcqrtEq57mx95E/7Gx05tnjXBQJYXiecM5F8Iw2es4NzQT71A9RSpYbWXBBYHyn0R8pEFa/aIXjXDAs5JhaHHew3KyVFxCyys6VrwhMG/jUonTBP1rhQD3yjhNFG3lPNpwxOsGgiWbRggR5xEXa4EFfqP3djtY5mA040uACwMaRZqpC3ohxs5YHD57SKl/6hGrzvPNeaRMmwgXkTUY1jHFQn2mjU/UxaucX8jl/jN5lG84aegH5wc2K17Tar3rr0tZn/GRTyoy4gLz9itFx2uBWD5jE6/1mS4p0eLyeXU3N88Q0sfpKq5zphlDU+Rs0fZdtKbPhEURqdl+SNxIfaYUTXXwjInfS586IJWVUTjAYUrlOfRtDKuIkrXKinuA+12bLOCR7iky4IJTVLuIWrXSbB1J5B+lDNqhuMhUCD3YVDgW6cFWgqIe00YOyhcFP9npUogQJd0Fgb0WzYDqQWBykVS70iZEvx6NNaM3GlXl2ASH9azEj8eDqIW10ofMDDVneD9+KidSmMvgmGGqoQ/z2PhciOksbXOnEYwCfLT6UTCvy7fFymLBe7nLNxQgnLia/aaNXRQfY0Y+8WR5olPfT+9pmyADa5Vcm+YPztNG5Hjg+9tVHJmVLjiS/IEAE3Uz2PpcuuU6rnOuGYTYHF84oi5jkFxDa5zb26Vo8Ldx3u0yrfOoCBbytfVhfNuCM90UQTdreO/Ce5S7u00b3uiIxeq4UDqtLhhwpfgHQKhs9S0ScphVe9QUtvPeuxsGYM8cvIFijPSB9SABcnKVV7vTpUxT81M/WsqnGnG0OgpFqiK6Klys7LILH3JW6NNyXdkiPC5vT2JxPOMH3ZFt+2uqE8AdhYvHSNrrx1wNNb+s1riOZdsYZBUPSNjF/cp21Kh7bRo8+8YTOuQ1cy5adQ8kjAsPvTUk/ZRSuOGyrXPqBcKVrjzagM9l2FhYICuXQeBxlctlW+PQN9UFOUcibkmlnD4dg4GZX5901dHQJ/b3BZ1vl04/ZlxEWZjLrKCmQy9nl1MZYrBJkFK9tpVt3yb+ilTXrJDfYCYBhuNYpcrVltw/J4oXgsm106atbKveCfdiK2HPULggAnq37orhMxFtb5c5fGIXh+58VoNmes3Ihgoj9vD7bM1RkRadtlVd/opvveqDBrDPWGEHSK+0xpfU6Ukv8tlVuHYfWLm1gcbbpqF6IANh6bSssYaawuGur/bl/Zi935Btd2GDjf9D3XQLBw11NW/s15TEe5ig+20af7sf+woa2vn51I6yXEIQ34bI48zc6bqs8+4Fl5GfNzpU2Y+FExPjB04vftsqzb5DofhglnzHZdEY8BURqbMKquWteouu20bPvGEC1X3MLk0XnJP0AAF94HXkQjYy6basc+wqNvl/lItmks2hCUFjx1lr65zg5U/y2FX79hdFTHsZ89ErlaNHZnhIhWPnZ0qSxrUkdtlUOfYf5aHY72XEUSAjA+9Io8dJWufEn+iHXudPRZMsZ2YwY9Hndr9/VbfGwvuCmbXTjs29mXzpzpc9QFiEA7H3rU6PiFER10VY58Ql69ejHcQ8WnfUQgiL6QfrRxElb5cUPUFgntK3yLNly9uBEEAlLBGO2XwpXXLWNftyL8PetD5FKhhzlEPFytWMXPwt27PbWVvpyhB7WRx/mny26L5mAoM8nnYTip21w4ztu6U/2WkZZxtMd4vUI4vb2sz2bsVaEEZy1Ve6c0weOuR3lOBhxVmEICox0e6O3WWndP8FPW+XJXzg3Ylt7wWk24+z+ERS6v15xdgV5n3c6UZy1Vc78YKkj87DZjPOMiYggt5ThIeqtrfbnaPdcejWmT4ttRqg724yCRZM6t65BcbejtsKRe9Z6oleo9CALPiIENkTPYIrYVP9shQOfcHSQL45+jEV0GqzyEAjSpCKBoirPcBb3Djv1BEH3VMWpkc9FxwrZ7DTOfZ4Q/iAkHwmBVYzhQOABlRxTJQMZzY0g79TtNb1DOYFVnMFNpdfhrlOhAlFfIgh4p70RO/p0JQRWUYYdkQc/lrydiJIcCAtLBIU6rB/CEMN1kRFYRRlWzmO7Zrhl/8GykgiiivZqawqEwAa+sGLnHY+2u9VfIJIrl0MMXWoyTvsSLmAVWXihVdYnRrRoXfIWDOhGEM1XxqPlhQfYQBMWGEQ/9m+ZR82HUhK5Xsq41rtAN1SNKhewii3M6Jg45lb+OzgMFpUICjPcfSrIlet+3r3XSgqsog0T+mf3eycmx8H+KUHBm70aC29Rq4zAKsbg1RXX+IjsLVBfIghYMT0or6EB4QJWsQUeMOKW/vmq9B8DuoKiKuEaQ3CzARvIAsYkn2/AN/J1fll0FKhkiQhaT32Vp4rAEy5gFVvY0Tx39P7P7DFY0iIgP7AHoQJWkYUVCsBTXNdUArHgbNUSFJZYNfnazHIfQhBYgFUswcM1bn1fUyH2UNgiCFro2zXDdE+tUSZgNVfYkadvfN4nGm0YwtHrIQYQyXxL36JyASvIwoKYhruDqdSYLKMREErK63SEOPM4sgEr2MKM+KwPKbyGJYrDYPVMxODO6yNyAi9SOmAjXZhRL+J2C54m+QzEjAXgfWmccgCrWAJD3euVP82Og71ogkLr1cKNsS1a/b9V/MBdgCdHtlFdol5Grmdcs5nJq1ZbDyQREmAFTZjQpke/0E+9E8/B0hlBYY9W57TB8yUaYBVRYG7LeyG5D7LHYPGMoJBq9nF04QinSAhspAusZUcEai8EJiLF4XpN8MVsqZIBq+jCylbnR5+2nN0Fg8WCgse6Zh+EwhZhBDYSBo58Oh6tyCN7DJTQRAAVyle9u86cDGTAKrrg38d/bufCZYfBShoBoT9oRzzKuQjKAaxiCfMXIvjdGyR/wQoawcDbvNL4YUiTsgAbWcKMQjc3XvOr0JQIEAsCmV8Lus9xGL1SAKtIwuQxEw9Bse49+wnGiAWEqqDb5ZgKikTAKqbwxKxFNyy9UCd6CdbpRAhQzX4rKTUX928FP3hCBfo/aEV5yUmwOidi4GZXZPaa7n+FaFU4Wu9k9iUHw88owtGni2RH8f2RAX6fvxDSYRUt2Xn8VJv1OHgMNvIJCBdmn0wTp9IL7bCKlvhOdSfKmSfJX6AuSBBQf9QNyRUfxsIUtmEFHaHx3NZeFe4zlL3oaL/DixlE9dbdR6MnYgXaYRUx2cAIjrlVxQ4uihVJgqJtA2lmaCAeVlGTBVlIz2kdfWaouCgWJQkKHrQHAF5DiyQj4TcLsZGkLDBWB63qqGwRCY8A7zvZlIFYxVFmSO712UegZG/FFkFBwSK9QgG9xYxFSTcLsYKjHKd5dxc7vQpti5KkeD1DVNyC+92TfKe7lH5YRVB8+UFkz5WwZV2SYGjpVfcR832AmlAQK0iKz5+fMJuC57Vnf8XyJAFJBPcO5igNsYGm7A9UEx7Pdjh69leIgwsCbtXnqmyRjykLsYqn0Kh6VIOpveyxEARXFCyWXhEYD91TJmIVU/GAjW+LrdS2KEgSCFa0NJF3xCNehYBYwVA4Y+r8g401e9llsR5JQH6gLMJAbGQoC6zyNrdxH4PrYDmSYOh7DPVySkFspCjLF/3o/CrkLILecr0U5snQssQ/rCAoM4Izpy9tgwqT52DMWzDUL1yVcuIXIhOxgqmcUhj2cnmWepa1TxGCFvM6dVhLn24iYhVTeSLD42mQPvtffAZLnyIGVmWPjO1Xx8s9/kPJiI1k5Ynmo6MdOZ/9xbnHE8D72kqlIDZylNcDcRr/pHMlalnxJBhcmS0B1ZlSi3kHDmIDR0FzDN/Tq9C0CHkLACjLNeMuHJd7VXEmJmIVV6EJ9YNPeXS79ykcaPS9RqlkFObY2ubbrl78MHVAiYhVVOVAmAhf8VWpaVZaCQrFcx+CdUg7pzARq7jKhiDDfkWVsqditZWgXB0hlwG455gpD7GRp2zYI+cDUsVmX4WOTkHAzrgOBAvnIikJsYqm8FTQ8180m5qdFTs6BUUCuHeZkJ7cECiJVZTFk/MuSvZCXKPkSgBUTd8jBe8aRKUkNlKWFzqswrJR18XKK4GgY2pr5YpFtpqrQEWs4CpPLMbz0z3YvqGeixVXAkH73ej8PTs3nq4jnMRGzvL0Zqtjbq0S2X8hEC8AEjSbpfBD+IgVjGV5gAf58FYS4OTCfNkkEDxhZxXLMF+21V0FamIldzlo0dtMLnVhLLwSCO2kkAlqQk2sIi8HhnMeztsruc2KKwFp56dczRS3aRMlbW723c36+sTNvIl5p1kDi8/O61TWCvAHiSJhQ1bxpY1zEtpZhMmJscRLICjK2qe74taySoUYWaZNmxMHpxjYFtmT8RzHeDlc1X2y+1UHvNxTTYQbWUWeaGC3BS650N1MA0QQ2O9+262XuUQ/JdzISvJ0PtLxwgizQnKzvEwwpClGyhaUHFnBnriM/H1OfRaPeDEWmAlIX6otwzJdZ6soMbKBN/GUQR+jjrrD7L/QQisALPqq+j6VFlnBm56gDuvcHjQ7MFaYCYYw4bvQM6xRIUg28qcnQ1gz3N4ouJEViADYipdT2uIDKimygjatNOPu6mhaV7IW59ivRrszSvt018i2cMCjkCGr6NKEsIB/vjYnUhwlK9oEg1K+F2VcdZ3zPUJUGZFVnOmAzdmvzofkMVnZJiBKFi9/cUfQlRjZSJwOLyo5f+zniYu7RBuvXC+bfo9Nd0qKrKJNNOfnuny2ZrXkMdnPKygMITRSs+T5eyxxC7zICtq0z+3LvQqlz2NBIwBoVGduezyTQ9iQVXRpxVv1f9Fm5ydvydK2CPIDfwpsyCq29OLU4zjVWjwX69oCBr7dVft/HR11lx4LG7KBLL3QA+IDRbZB6/Mk0nh17NwItRJKgqxiSU98idPDHqQU2Vn5ZlcQTQ9crijI+siBrORIHrnyDf/qZ/pFV8WatgghRbrXyJFW0xYYkBUUaUJY/JhaWj97Kha1CQYWZX+bcWq9UiAbKRKPszoY4Rn0PWraBOB9aa4wHxuJ0cGZG2uoZItuioVsEYH1Q00arUU1qVIfG5jRAVvhC5JdhclHIQ8hAGBKnd9eNWZYlUJ3rCJEtJw+CYY8O3spX5YJpfmg2+0FGi9cx0oy5MvdD3e/DkYUL8XCOQFRJ7tLAkLIjlV0aOW06KU3xWQHxdo5QblO5rwTDsJ0bGRCKzoDj6UdxJIdEqrnBIEGubnWPU4sUqJjBRN6ITq2Ptvho9klsXhOMJj8a3Gf+3S7m9Yq07GRCb0YIHu1s2mTQ0LmQQBEfT1j8b2yHKt4EE30s8dhzif3r+kLop9/kUG0FTNUJwnJsZoE+bI++jiJ7P9YqRcg4Nz6uT09RdzK825iYxXzmTg9ZIflL4IFrM6LIG2vdc99j3RUUmOZ8kywHt6/9pjGCAG6reVyyee/QkYq0RmrCA+t8/rqA5qy82NpnqDI8r/jgRedVUZjI+M5cPjX0U9mz74PqQ1BYL1VS0bFalWlM1YRnh3byA8afPaJU9H3sTpPQKRhqK18Ff7GyjNcg319OhBfJ+ePHK2fnd73Rwb4XaZNuZNV7GrlZO8H/OcQF2AZoGAwpdiqw6862RgGCAzKBnq1whG4neTZFOr70NIdrmYJQZ85eOuPO1GkLMoqnvVCuG3rpnjwge7hEkqO5Rx3eFwolNUcy33CsVyDx9UFshQwYkjPZT42+aZQVnGsGSPE/Xx3kvXs/1gKGEHgCvqpZ3sY4CwkykaONaOv0S0M+miyC0QpYASIVFmanIVCWcWxJv/8LutbX7A6QFYBRgjJc3/e/QN//Ur0yUZ6NTG2tpDxZ7+HXnEB0OjbtenueLQyKKs4Fmy1B7zmKg7gCzJhMAreTxltfq7XHAb+ZDXDcp7oe27vNYfiAllzKCiglFflxTUKI/SRKo2yimjtHIzON1pEAlh7KCidecUuNqFSNlItZgp8v43SH0WHcrlqjnugXBwKLXzKCsK1gpmu1wER2SWy/FBAhKBcqi5YFmFUNhKulZG1BdZsDAEgcxIBpMZkiSlMpVNW8K0Xm4mvtgLPNW9wPL2LewCBWWmvdYt3Uz5lJeHyPlH/QnMfaCz+l8WOAvKegwmjsopzzZwzs/Ri0uwUWe0oKJcguByPECob+daMUNb5M6dEJjeIIsd4PfvkmlGWfmblUlaxLRrq0+M1p5BdIIscBaWHEXtV8V2bKjzKCp41Yav6k5UxBiZiIgT7ntr8CRmuITTKCp71fMDX8WDB7PxY4hgBhOKFkzWVSdnAtDbQKP68FOEF1DYKwvua7EigrCJYe5sW375edn4saQwQ7VNdwQvGt//6pdzJRmq1owvGrUI/kFwcH3rqIwDDCOEMmav9VRmTVZxq9ZDc0QYBZofHYkaBgDns1QdHT0WGCKjSJqt4FQeS+vkivY1fHB/zLBGDfSV9AoNE65U3WcWsFk6jX7vsyQ6PlYyCwthkK0bdgttW8mQjuVpQiHK82k7ITg8VjIKQ8lbBAAt7soJd8TAY//tnEV5g+WJEyCvy5lpCnmzgVjODckt7pdnFoYNfAFh52htQY0uOciYbOVUzyFMfYJV8nHuwBEFJ2ocmtmBJr5IMhMlqSrWTdvSTatTJsUxSQODCOtn3OUvXMfXKk6xgUvODM3eOziizl2OFpKCQgDRFE4vSImOyTKd81tUEc7+uryKwgPLIcDlYR3dkvauwF0cGjmQVi9oRhjtX5quNSU2ujsWRgnJ55iswosTIRuK041GOtQU4s4dD7kQQ6JwbGX7FSa/Ki6xiTiueDmseP29Y2u5IegI6g7wvRlZiZDV1cmf87P0P2aOyCFNAtLo7UA8JTxi01sryCnyMdUOa4hptn53q6TQV4PfJRGViVnG1BWcSTM3RZO/Kqk/BuBRFW/Ks97zJmI1cjR7GF8izCFmg3jNer+Hp+5yZMChaGZlVnI0O4JTQrQIlu1gWfgpKzgWHgRXKyqygbTPjf5day+6VuSEBYVFkq77UgZNCzWwkbv7R96OKWLDaU67Wzshg9ZWX2cjbnl4g4+sNIxuyU0WZpwCQmhYt+crKbKRtrwfPOuirIntVVnkKxm2qsKVZ3hkomQ2UzbO3z9afNkQqUNwpl4PALePkvCU0zgozs4G47Qj2eYcLB4WqV2VdpwBoAWJMGCods4Kv7Qj1Lf3A3+RTmQgSCDxgzyncp9WFhJdyMqtY28azFWa3dVWYgjWdgsJcRqvPfQVmoLTMRtq2oef3ThOpc0U9pwAoLb6byWN0ItIzK+gb7fTaN8XgZ1nXGTFuG3lHI4Sb2cjdFsb6VnaHZSeLsQoCgJLDtjb7iYP0oZGYWcXcmn1+9QrE7GTdhyqIRN+lvlF4mVXErcU1Xv00zuxjmQ+KIO+ZnNIyq4jbE65tW3rDVHZ5LBgVFC2H74cbsU40kDMbyRtzIQc7+8coBQpFBYG9l217P1tFVS8UDdzMCva2PHgc24a1VgQqWCkqKL+VhcrWbGBzHnzwIQK+MOd+xmH0fJjfIBDqbmJsVcmaFWxuR5APAhP2cm0meQqBsgSS+FaoNVKyZiWbw5EYU5+pFd0sS1IFQMoK2w5QmmYjjTvc2xyPtvyyi0UxqgD8UGGv9MxG+rb1sy8a6UlelmWoAqFd47FVQmiaDSzOVyFc6bEUwRGUn8r17JRon+lNp4RQNKtIHP3BtvUuKXG3LD4VCEanaSWPGFZSemYVgYNf9Sdq3RLqbpl2Egx8ufF8xFBar2TNRiqHwVFrPxIuO1uWngrCW3GjZM0GLkcxdvQTl7OnRempALDkocUO1mAllapZxeWeEA+n4znW3uMZfSxLTyOGdinkgfosPL3Jm2Vm93Q+cKytHSn7WlSdxqt1y0lBTCRsVhC69YHYIhpI1ipQwprTgKFl9DJqUxibDYxuenxR197HxIivZd5JIOhKmwmWrJrSNKuJHA756AJ1cLasNBWU9HC3MRamZiORO9DCiOVXRElQYRqvZwdEo3O6GIWdWcXfaKFXznso4iQsMBWUZCbDVBQhajbwOJpePxQG0Nm9YtiFAODJ+p3ajO7mPYWmWUXkLhu9Uikm/+reM4FogWIYTpJ4mlVMrgVanq28OvtX5pkEhBHjvp2vAplIyDUuYrAJTxQzk277Ka34kSI0+9vToSaA3+delSNaxSL50O6J+nTI4HhZQysQMX3X22KFHdrIHl/s+16acEoeF7WzAkA60qLhUyj3TMzQKu74hHHeeivc4GtZPisodKatejyWlyontIo0PnGAjxtomsnsbjnMI4Ig8lnOkFdSaAVtdHrjhT1TH2690eDvjERyJyQUlrQ2ViLnqN+s0ErOCJe5Hz2mFn06inTvq1mZUgwIVlpoA2vk3XCy/RiXQXmuXK6cOPozYYRWUcaD576s7fSswZuzQjeCSLVIP1WLhbmBFNrAGQ+GM1eeWKIuHFW5cvWQTkPYoFXldhJoFUekr/HBU22ITXLiLMm9ITT1E+uHhANawRE3RjKXXnmpHpyzQCICHqobweu4oNfViJ0ooNUkEQPD5usswOTIWZArKG/biJQG2kgT+fG8JmI9ioAM6nIFgUyuj/MLu1g4oFUkkYZ/nVtdQ3bkLMuNGBI8iwZKGaANBPGFWiT30mihSU4cxbhyfSrGjbZJ6J9VBJEdgMerG5DsxlmNKyjK8qUaVzigFSTxid54lBNX8Rhm0gTjPWlUBmg1R0Sf+toOrBpcKUtyBUWjS2HWiNJAG1jixN70131WgjhUVOUKAMIvXVbIiFrlgFaxxANBzHXthw5mn8qqXEGhZewjjUPNnvJAG3kiD+L1FdqPPhKHinJcQZCKl1coQ1QSaBVL7Ha5DbnL7tQXpGIo84jRR6GAVnHErZ/C044PyA6VKbUIomUG98Ghl5VUDmgDRdzZAr+0DrnkXFEHLNf/0CARiZ+VvNDZhBe+9rZgca8sAA4Ib0Phwv5sJIfnSmDQrSXZ1Lei8DdeTxLcOzjvUP/taZQAWkUR6Qz8FOw2FDS5Wlb+Cor60lBDlBigVRzxhUoad6+tFFjdLaeoCAgNZW9yvnTNlThUHmgVU3wignrNz5s22n4vMOuCPqNgvRTnOt15opsTWsUYn+jv95AZnzw7eSb1LgTSyGImqBBDG2jjfDX0r1UMCBXH8Xp8vE7Bdb6wkEKraOPEs4V6wbH4dlYcCwIFU6MkW2jZjrzQBtI4MXi6thql5NhRbRyu1vr3u9OfG6MVGwduaBV7pBPyMhfyy+zhWW4sKNorEauNAz+0ij8ejKK+rkEK6t45oSVA0He3FXHVB7QC40ALrSaOO8a5t8OWs3NnfbGAvKtJV15oI2/c2bD/bEeIJc+OMmMBED3dVUArLg6s0AraCGfgcY86/MPaYsGQRtE9TLoQYmgjb+To42Nt/fvZq6OmOAJA43Y9uERFraTQKtr48uClh4/mXlMsbp01xQKi6fnIEZQVWkEbW9zo2RsPs2Pn1BcBgc+p5jlqSMc8zHa0cwARoF05+tXPcEVRVPLnp8NOAL9PZCsNtZqo4gymuUmZ7NtZxiwgKdN122FlojYy1ZlzAV7Np2TvjnpmQZBbTdGPKg21iqhOCNJ6kIAyNXt2FjQLCrZAXypbyAslKmojVZ0Yqb0ziMmvs6JZMLAPLhYUu+mVi1pBVptDePVi++zRfR8kkB9SbMpGreKrPFfR56pM/fQwcedMHAqKZIbuz9gLtYSQ2sBXN06ublPdh2gQqqnj9ZKmlOknSket5Ks+eu98yWtraEt+neXUAqIx/2AthZPaSFl3xmmXNqsquXbUU8fr4driGWz9WMLEQ61iqgQJLUPJrbOkWlDEacc1IjTUKp56rs7HK1QtZr/OUuoIwi6oq3vmPt2ViwXcVYioVVT1hYDtzh/oas7HuSahZwSYzat5+S5waoKkZSwDE7WKq6JSdX+1xTnQCiYtBYSFb8U0QGWkNjLWhdMVHu2ZMq1AGbcgQIF3fyD1VMpJLTPWGQyBR2Uoo2ABt1yrKi7OQo981Ea6OjNuu/YDNBOhQAV3BFDhLU1IwkKt4qnNCV3dIJlSsIZbUFJ6KOTZhIhaxVRpgNGS0yffRkrB8TgR4wfuKkzUCqp6cKTC1ijC4N6ZqxSQd8WKwkVtoKr7g9MUnu1W2bejgjsCwLld05djyY8wUSuoKh3BumIgRhGDYgG3gLxNLysZtZGs7hhmd69F9eso4xYAUvK2NvaoDpWKWsFVV8Rtj62f/5S8Oqu4BUNtRiQkykSt4qotevXotR3ZqXPijqDANvYE9hVUYBn3TUat4qoeIz5XBfIY2Zejijte/0MPjRBQqxkqjvyaWh9l8uas3o4QEh6J1SJKQG0kqCzuavZpDD+hiFsQ9LluzsM/akXcgYVaxVMpyE6b3sppk1tnDbeAvHfawkKt4qlzDxa3muTs11nCLSgIKPd8ttBypaFWEdXmDKZ+8nX25+6xEwoDGP0MgOsoppsKKRm1iq4i8rivPWeVHTrnCgkI6WsfG3Y3EF3dm8JIrSKsOOls7WfoJbeOQvIIgCKITtBjekXpqNWE1W3j+S/6PPng1llFLggamrlzfcJGbSCrx4Mh46WNNc+eHdXkEYDF5PQCUv4Wa8kDJbWKtNIVOY9a+6Bg8fEsKBeUt6m+REqtoq1s5TquHEh28qwpFxTu+15ofaU0t/s5lZhapq10LxvLYvwP6HbOFdInWw4IIA7dJVw8paVPAxm1gq2uPLytH7uRmQWTp4LBQoFi9pWyURvZ6vbVVv3cGu2FWKB6XQA0nzmog1a9fnNTG3irE6j1dZ0Hr/yChevx8rd13kpMbSSuOJQY7gBh2cQtUL4uADCczZDNwmOFlFpFW2eOhll7C3ViFyxfF5D3ilhIqVWsde7HxDWnlNkF69cjSI57XctR41yGgb6uOJc+uXZGxuv8mVUqmVuc5CEh/LZ+QHmwVUx5wn9trNQqAmHM2ArK2/oSJcM2kuUn52I8+5mHiWegYl4QuFBayL7Pr+0V84EMW0GXF/qh9WiHwAwMgxXzgvIuVC902Aa27CGtmf6BXCXTC9TJRwQp9FvjDohc2Cqy3HzR9nUVyQuzYJF8xNCyu00StkKFrSLLjJ5hkDB3QKIUHNckKGTPbQjbFdJjuXzgw1bQZTeG3jbRy+WFSaBcXgCYC6uG/QgbtoItrzz5bu+FQplLMFkbMVQOh2iC8mEb+bLHzOBJudMznUC9vCCwXr4xrUAYWuNsq5cPdNgKvsxqxFOPttGjmVGwYl5AVCKkkvlAh60izAuD1r0aaGAULJoXFPl+1/if5Z5IpazYKt5MZ+SUljUvkVA4XUgIpGJjX194tUqKrWDNMw/5e+EBxzAY50QJBrl7Pwf6PsDrOj1IabFVtNnP+1vbATCZXqBkXwC0sSmWMdyk2GrK7H5pXfqgvcAqWKt/Xfy2/0AJsY2E+YmY9cIYduYTKNGX65VXrrFrXFmwFTx5bW5o6iIokwpW6QsKfVwb8ShHrSsLtoInTw+eJXifP5hoBUv1BQWOrousKRZ+KwO2iiPvDF1P7RTmaaOvOU1Z55YDyg+kOVJgqzjyzuEje7MzmVMwURwxmHEp5rsoCbaCIx/7fcBSphPoC5Dr4VW7U5UVH7mv1eQY5xaunehlOsG2gAjytixP+a8N9HjzMWu+FabWFCBcAk0Bcj1CiL16p1fN96aAm/taRY4XWD0/mKq3BAibYE9AxHhfCK3U1ypyvPCMxAfyX0XojT0BgjJE2q6yLqG/NtJjxpp8N7yK0BvSxALw+wYt5b5WsWNOpHSf8ujjriKtYJpYQN6qD2W/NrLjF0ecPJsdy6wCLQGCoN5UMpvKfa1mx+5v3Isc/fCsyCfYEiAgP0QXhP9aQZCfPUp+tLl6iU6wJUBAGErvXc/SWioc2EaSvDX/8+oePNMItgQIiCblQrkQyiz/+pWpsBVk+ckInpMPBvUTk+DULQEZKt0vgiBs2Cq27DvDh92+2pmiQiDQKCAIMJdXuURs/1EybBVd3nkI49ZG1ww8grliQWHOpZhdpoTYRsJ8QFm4xF5bt4DQCfQLCALTxW2zXfVyrV8gsGCrePKGsPn+6hQzMwq2DAhKKq4JNQzKgq3iyRuD5/PVfJoYBTsHBIU1L+2LXUcxgy9c9Ncqcgxf1E4wKgJuThUCAF5j+06XAP/rVyK8VjFifgk3anM/qlR4BAd8RRBuuPEknoubKOe1ghLjaMm1jU1IbALdCXI9GHKP5ZWnYV3U10peDI/kuSryrswq0KNwAaRs6r3blP5aJscMYzlTxDCqxCbQniCXi1V+xlnoynutYsbNB7GhMLEJtiYIgtaixpFiynmtYsUtTPdEELIItrE5QVBIhVqduwy+UM5rBSveHwiKr3snsjv9y/n9+rzkAUVrweuORQnjmR9L4kxqe7RqLu8iPcAQ6NgyjzmJSkL4k8IM4dw2kvL5gcky575mY+RAZTjTTEDeF0Yp87aCmLuQ8OMRUYiRmQxaMQQAcuc6Mi26cuXdVjNznNi59xhmpjJsxRCUt5UMyr5tIOcHzul0W91OfFYeg04MAZCSd82LC/e2gpxv2AnH3rNZicWwE0Mw8Ml6LOEh2kC5t1XsnOV+zjzWPhFD6AubMQQlh/b6sEJh3zaS8w2JdeRs2ngz4S5IjEcAJvyr6VjCuK2i5Avi8U75XmWoj5nxCPI2jKic2ypO7u/leLYxS5m4oBNDEPDFrrltd7Fqf5FKu63m5QcK1ZqnzfyFfRgR4wdyIqzbKl7+6hH5Ns4h0xf2YQgKdnfPXE1haqGybqt4OX3f1D9mJjDsvxAQLMnOKiVWetX1C+u2ipa3IOGr09vMZ9iDEUHeMkzl3Tby8ifMrtf4zm2wWmQxSIcLAEzKfYCXDlYLnNsKVv6iN3K7werEzGKYFBcUze+EMQ5Ku22k5RMmPLu3Xls/RiAyaMeQ61NbUmdi83XEa2LeVnNzX6n+q0DGZkrDfgwB4W4v+rAT8baKmh8M1D/7gQiZ1rAnQ1AkZXw/5nqfMKks3AqavvU4PXdlJje+LRLGe+ouRNwqqr5xjs7R26ISu+BQNwGhWXt7eIZQcauYOk5U5cFuQ+APDSHxeuyIbq+lPl0puFUkna5p7a5pIBhMjAvK29YJIeM2cvWVIfkXjOoQ+kNHSLxeWwricykXt8zUm1va2ECTmQWbQeR6Ets+EUxOVVcabhVRZ8jw0cq/BmbBbhABiR08F5+OpQxKxq2i63RNK6Oj/gd0O+vSS8YHEE0bVL2jQsZtJOsvFCB6ZxxKGTKvOXlLQsAtf+wGVCZuFVd/+sggr9duVU2J4nCKnYCoUInZHiXjVpF1Twn4z882iEQoDrpRBCF1owT/rkzcaq7O82HbAc+Z3bAZRUB+SMVEMm4FWfd4JSYL8jDlgd2wGSViICTWe9qW6BuEjFvF1g//m/Pv12ajE7dhK0rEUC54z/AlAW0NKYGRW8XZD+ywfWs2ZeA2bEgRlLchRqXlNtL2A87FTwHB3TO1QYJeEPA++3Z4SS+1sHKrePvGA2n3HjTO7IYT7QTlrW5QZm4Vc3dXev7MouDMbdCQIghDR8o1UUgZuZWUHf7vsqiZ1rAhRUC0+L+lL3pHSmDkVnH2tZ9E23xe5jVsSREU9RCXUFnvNLlycyvIO93hztNTx+gjm1IEg6yleaOL17delMDIreLsPXDZWMRAbNiMIijpI97UU1i5jaSdg/F89BnCcJnRIB0fARBrvGbaCWURRm4VZ+cTOUGf++nNQmqYlheUtFzuSFkk5TZS9hmcy+ksFmJmNOhJCddrOWRMASkRt5KpO7tq4csUfGQ3igBoZjKmyJWDW8XSJ8TN2xHhRfCR/SiCotXd8Ysp+7aCnh+cB/bs3TeZzPjKTyBJdYXJ8RJQtM+FpQNum2GTGSL1A1PRzpkpzGmTE8CfVMBEwm+VIjh4anA/+S5RGDbcRIh3vu6aVy+c30ZJcGB0khuKVxVzRDFABECouIcFJLmlhN8qSYB3C2/dZwQKjWExgIC8TfMK57dREuzMScytyjOTGHTeRADc6Br1IkeBRtZvpSqAy7vGJWcKw8abiPGOzV6HDCj1t0IbrDileD/6XI/MYNh9IyAQC73bRwIeQvmt0gR0fbCd+Jle7XzSq9cnYWgItbfhh/Zcofw2SoIV2ffT3DeOlDgTRhIKAlbmFW2MnlyJvhVKgNPpfXOzHiFxJs4iFIz3LUbK9K1SAl7we/7M2FumTGj7EQStNL1MzBFOmBS+b4UgoKPdem9R5k4sQxCMH+I5wvetUgQzgl5+bNPV9iPciW0/goLv1wWJlD0o5bdCE0zIS/hm5jyRRJnY9CMYLAUdRye/7joEpfxWiYKJZzL3hPlAntj3Iyi4cYttYrGyBiEQfhsFwYT/OE0x316mTahBEATs9W6m11jhrWzfKj1w8FzmrVf6ZebEaYWC8ra+SQm/VYKgHcnMIEdmTuj5EYTYCSBf7g78Ke+3Whk0P7hxTnSiUWz6ERDsB3+6OCpOGb9VmmBnpuKJFGgR62S/j6D8UIYQqb5VWoCOcH+yXitzKDb6RIgfpIHwfKuUAIOj3jmxliFOdvoICu7XibMwFeH6NmqBlUdhXQfiJSqDQgRBgDjonmeXgcbC9K3SAvRHa0cf2AwnJQoKVXLRTqt03yo54GsbPUpVgBOtPoLwNnQa6L7VYsCTEl6XyM2e2Az7fC6A914uUX2rxEALjj6aeMskhk0+AoK4Rv9iEtdQqm+VGOBAWJ/bwVatzGKcpCQUoZf98AFh+jYqAT8S2W/zrEKZaCeS61mi/kN7qbJ8G1XAxNOtYzNRpC/sJRIIpoB+GM+sPN9GHTD5ACzM+8r8BWUHcnHsO3umY9kDwbdCARxYz+69GI1OvIU1B4LxtjZGKb4NEsBjkjzRundiJtaCbiKBEC8qHT7K8a1WAXB0B09TzZyF/USCEa1+zGHfk/aU5FslA/hqT3+wTH2yjnAW9hUJCvPKdGpXQTk3ndB8K3QAvZ1/0PYH9GT+QbsDyCAsGO5du0Xjs1J9G6XAzk7VufUZZLaE2ZOCALPSC9+kLkaZvhVSYMW4r/Xog58yXWJDk4D8tiRaKb+NkmCFY/GfwWczaUL9gyAw+DB2QvOhWwHETfitUgT0t9vRi/czaWIFRASpKZFQfavEAKJcOBC3jKOyo0lAsEavIkapwRaub5UYmEGO3DEx8JdJE9uZIghISn8op5vXFlSGb5UGmHlc+Hz9QaJNbGMSlPfxUmH6NiqBGUO/zp93Fmsm0oTxk4IAUnQP77kniyeab5UQYP7Bi4r2MoT6/TGgvC9/U6pvlRTAWeFTO+E4syb0MwlC6gYrfK3QfKt0AB2hh0eP3uYkFIqVDxEkJQmj2FKub4UamB5Mf0w9kZ5pFLuaBEWC0FdVwHo/pZB+K0QBXeP5z5pIyWSKrU0Rg9nJ1sXevKCETO0TAzpxliCbuH3uESQi10bmUd8f6fo/qTgSfWGVAmnx371R50Sm2EUlGNh74Zj26+xqFRg2CpDdp4153AubIVMolFcIAPuo2vLURioRF1bJDzpB79RllbQyqe+PAeOtJFd1YZX6cKZ3/swerUyk0EolCLI4hEGIvLBaf7gpOmkSD40eiBR7qSIId/k1cPbq+WRgrPVU3ULDKiXCeCx4U59mJESKLVURBFywR2qv9o5Y1a56wypFMiPp4lETGpfEp5wtJZC3UTgVHpZlCUbXbo82hThTKLRxyeWIviVGrULDKiUyY/TEdmWEEn1i41bEIMn9Yaqoyg0TJYKJGh5J47HPiTWhpEKu1exBzG2JzrBKiEzMs7x6DX/mSyypiCDvM2mqNKyUIgePhuwHuQhjYteWQLACoJH2JfIvERpWChG42b3NwxsIE5u2IsYfhNxUZ1ihRJ4Pnju/dFebmRO7tgTlfSOECg2rpAhdrX8eMvedbnQLZCWjMDHT3mogENehxao1bNAiPltqZonwo3WLCV/DXFFBkKI7KY1RpWGVFmked++DVTJjY7eYoPy2kkrFho1iZIefOX9uRywl2oaSDkF462GTxLBKhDSn+wpDRoWxsaZDUFIVXkuP9raxIDWs0CIb4pR+gtGrnzYjjI1dYwKi+Zl7PNMtvlRxWK1JUJ18bpeDf6CcjR1kAvKDSBHFYZUm4Yh4LzRtf5CIFPvIBGWI3OIN//UriQ4bRcmCAW/OuJBsykQKE0YFQcs6yhYyUR5WaZMZiZf1iqNlTvX9MaDol4wRHxUfVokTT8B4+TyeOZMqNJQJwi2euRl7eUdQG1bpkYkzFZd25vpAqVjjISgMSFyz5u49fw0DVdVhlS554obHo+WcBlLFvjJBgWrvdRBS0qiCwwpJssNFnkvJbXYR3mVbmYCQhrYa6TA3UJWHDcLkiW/mMqRPjApMCo1kcjne5o8dzFFzWKFJZoahfT5Mq8lLxIptZAEDe686vllVh2VR4sMi3GbMzTgHNoWZqnItPlf3eULjRW1YoUaaG3zgIxaB3e+PjPG+VFr1hlV6xM9UQtKAJlrZFLrHBIHFHS0c/ooRalUbVukRuj+/CV9pJlQs7xAU8KW+y8IIsTuQK3LDKkHC4PBp7BnIGfgUu8gEBZywf78tzI1RnWGVEFmQ9Al/kOiUkyUFUW4WBvWr2LBBi3CLg3O1k4SEQqFpTQCgTfrnm9M011tuWKVHFiSYvLnpGlAlHIpdaxGEH+/9+DeVHTaokgVkbO/VtJk+obxDAFLU6opTX9VAKj2sEicz8z/bJV8Sj/r+GFB+CluJ/rBKnziDc4LHVnslUexdEwR8wivRFvopVXxYLU/gadc2kmngTmxeExSYy74BdJariA6rZMkT05H260jWTJ7YtCYoKSRx99j31mLVATbqBNJLP+gPucpModC+JgigSNcxaPH0FhUBVsiEV3eArf0qcyd2rwnI77KYqgJsUAkeR3mhWJ4zQDN/Qp2HIGhKI5RT3ucKiRSwSizQG959EolNscxDQN4kb24JmBSB1ZrhZK8IcLP1JLMptrMJilZyhsMK7oIMkQRWa4YDRxEcexnnZT9bxPjHh9/uPgz80hAazLVPH4EL/0AffL5IHBK5tQLmRKm+P/L1f1JvJRLEKpHSYtJevP9ZBHvZQScgg/ZEDOGvX0mE2ChSNnQ77Yidfg7RXgyWFQAI+Z7N3CLZVeFhlTRZAOt8au7dc5FgsXlOQLTAMvaoq/SwUZqcps7TCVPL62V+hWoTQYCrv06kCoOyRHpYJU5mZINOa97pVOJXLDgRlLf9O8jbtl66ID2sEic8HHu/Qq+ZYLGZTlCYJe7+PhwbmLSHleLkAMVpzeSZX7GJTjCk3WsOoa0oP2wUJy90Ilwl74lcoXMuXK4KLKxJVRxWaRKGhs9/0SZEZHLFfjlBoUwpTjm9dIeNkoQzy5xd4igIpVMYXtsvlSLtZzgVJ+kNKxTJ0jzudWhmJlHfHwPKD+VPojms1CQ72+lZlJAoFFvkIgLNRyt/3QKdVr1hpSKhs/U/WchZMotiuUmEgUGOIyfu7IkoDau0CMLDLhGmPo9LOBSb4wQkFZmEUhpVGlZpkQ35H57IVER2fXclEC3FC7XuqjZsVCMHGJizLcauElFDL54gwGx0niBnkajWsEqNwKtufZbSwNTYiicg+G4/jrFRxWGjIvGI8I6TpEBXMlXD3FxB4Fq5pwne5yepzrBKiSwuq1CYzPH6iaN9fwwgf0DBouCwUpB4IshdHv1BpmjszIsYWKBXq/01a6aT+daZF4SH1dIErvZ5VaYnisbePEH5QauI8LBKmrzQe+pJQxLcTJnYmycodK/jTAH8BmzRC9LDRmnyAond+rG4mTihR08QMskMY56S9LBCm1wOsC2oTJ7YpScgv43QqfqwUZ08kaTxn8voLkpPBEGr2q4ejbaisFVEe9goTlY6Rp8CtvaBusKmvj8GED7pONzt3qEqPawWJ+69/XyqRz/eXNgUu/gERdrq7vsuVzV30h5WihNfHluvB8mkis18ggHN2+PYR3DHIj9sVCcTzyLdWng1kyo080WAtxT0aiFX6WGFNmnB6a6YBoLFZj4BeR/ljeLDRm3Cvbc/2mkNmWKhiy8CIBzTx4LHQKHoDquECb3G6Y5aKUUmWmziiyC/63ZT/WGjPvHAMSox9jL+i3oUQcDqrE5PTPLDKoGyQGCBXT36dF/lWyxJERwGK35s/lQFYpVGAV86OC4zky429AnCH5SkiA6xUqi443RO81mEgdnXJxB4t9VwclEiNgqVFcmotZ/omYkXGvoiQFyjzzidSWSIVUIFUmJ79ohepl1s5xMQ7rzimDyRIzaIlRdSQ+f/oZ/IVAvDhOP1rBHpQ4tkfLzqEasUy+WJOTxhIFvs4hOU36f+ojCxSrg8L5ezVdFfFqcECClzW+JpB6pKrBIuGz2xp1La2fGJY7E6RWDIoFqB25Wjbi18QZhYoVwYON6vA8QyxWIHn4DIN5SzikQr2KglONZpe7YT+TKzQhufIGCHXzPKJPMhSsEKKdF84NUakIgVm/gE4/dGTKWCjVLiwC9+0d3MqzBRWBByUUHoaRWhYIWS2PAez4/ZTu9OhOr7Y8B4VzoYlIUIBaulxM5xtzxeZyBUbOgTFAYSxgO8bkutQsEqKbGwkHvvR8snQsUKEQFh/0rrElvvqrvrthLVPXkTVbSvQvQZLE1oP9rcxcyrvj8SwB8UiqlCsUrDrGiV3R+9XyBRKzYVCsg7vhabC4NIsVHErOheR1wrsys0FsrV4KE9mNE7DMmfRJxYJV9uv9gOBkkUi42FgvJbOqr6xEb98oI133tfZqZYqE4RhPeVd6pKrNItdJJ+LhmzsJlkfX8MKG/rQq/sh6oSq3WLx0icHz37sWLCsNhxKCgMkPZDNGLUXuSI1XrFPeW5lBaa3ESu2G8YMUjYWp303j4juJMIEhsFy8wDaXsZYSZX6DoUBDzXNWYllsCpDrFKqTBUvV1nb2eGxY5DQXkf+RUtYqNWmTDWcWdGdQgHo9tQAPBkfX3MMc0iSsQqrXJwmOPFbTLFYr+hoPy22lzliI1y5QCD9zQDNkMmWChXEYQfylVUilgpVzYkipyUcQD3wLI+sAEzFHYg43u04H/9yirERo3i68obHF5VYJjNhgKALVAPIRHtYZU2cUfsa74NJdGwMFsNBYJ5q+IkDRUfNooT32j+4w7LkokcOgwFAJy3ZwriCdFJfFihTlZYRZy2+znGhNlfKBDYa9UpQyo/bJQnq+eG/C3h3MBE3tBVKNer37nbiG+6pArEKo3SPO3ROEWmcewqFJDfB7VEglilUV5fHH3TJrxkFscSlYihFSqxGkYViFUahe722FpB60DeWKIiKD+IFpEgVokUhpBdmq99RptwKLYYCgr78KrTokSF2KhSeOrt+X/YG5apE1oMBQH0qLPdXU5njxrEKpHSHJ9bLMabEn9ih2EE+X3bmKoQG1XK5KZ535oTyOQJE5YF4F19333cl0gRq7TKgbTO8eit8JlFsc8wguCuVVP/lTBQJWKVVvGUDkvPOKw+cSgWpggIjQBtpxSmXLPVRYhYpVR4FoL7dH7VzKVYmBJBsIauY/ZC0dFfv5IMsUGmrAxWr32IWWZT6DwUBHEUd0dlOBkiShCrNMrOuZJ7PxImsyp2HkaQt9+zD2lQIWIqUnZIWreZLCBLtArdh3I1XFQvuF2l8VcUiFUaZYXrcT9IEZypFfsPBYWM/odxBipCbBQpK9JI588Mu2ZihTnPgsDPeB0lGh5RFYhVGoW+0o36zj/IzOr7Y4BhVVNL2tcHiqoGsVql+G70rHbTMYFjsRFREPAh7yEpoR5HBIhVCoV+0ktdOS5IORbLVCKE0rUw0kYViI0KZXFW5qElfLtMsNCAKADwv9e3k3pGUR9W6RPGqP1fsOU/cSy2IQrI+4Bv1B82ypMZ4yz3qc95ThQLTYgRgPHylk2Ws3RVfFglT5or9uf6LALA7EEUkN8XT6n+sFGfTDhb1T0Tf07ciqUrAqG1KxIsUOlhpTw54J3wJ1uf8SwE6+P7Y0TCF+w85hKff/1KKsRqmeLLC+W7ZRiYrYgRREvgKOFbQ2CQBpaVg/skBNSudkDhVmgHlOs1ZBdTV6ILrNANO6JFHrzj3s7kis2AEQOvsDjMQJWBZd3gXtt/olnMbAr9f3I5rGQcjH3Lh6gFrBILdHm+69Yy6Mv2vwjyBzRJxIAVasGP7QQpavW8iUaxekQwEJW4Sg7elY8EUWCVbKAHPOYe4s5MiuUjggK72QNnXTWBJUkw92RJFMdg6Q6+UD47nYcxySzqZEkJ4X3JmOoPqxUKQtOXbcsMig2HgkLJUo0OUQ1io0ZZkFHfXuyrj8QJzYZycStPuef0XDXCSX1YpU8uv9cYdeZO7DIUlN/XQqsEsUGhzHDo5897bzYU5oRx0gLwvlo4CQ+rpMmEPJHPoHsyR57IE1sOBYW5pM6o64S4aA8rxMmEt+xzVljfnqkTC1MEBHb6at+5mHyYoCjSwypxciBp5OVoex8zLTSKlSmC0tbQVQB0z2ZV8WGjOGGXtHsMHsCbiBT6DwWBAdD+La83GwvHRHtYoU5mkAP/F50xJU7FDkRBeRui76MbVIPYoFF2Bt29FoXZ88St0JEoCDBunVhIJFQFiFUShW9we/RoZaZX7EkUlN817qkEsVGi7DCV+9F8Y+JWmDotAFqpIqdKqvywSqHALfcDfavQL3sTFWfIuF6Bp1t3WKlKUPDqUVcOf0+sCg2JNwCJTJ+ddwXQ5XCaID6sEidwyz4wYWbAN0WAWZ0SIKCM+h5cw3JR+WGDOtnAJnokOXE4NCTK5bjPVcwcT/kR4WGVMmleeO4lnInGsR8xYryP9or0sFGa0NPvT85iURKHNkS5nP2AvSG3HebTlIroDiuESfO/WztadyBy7D8UkN9n/FR5WCFNZvzu17T6TOS+PwYMfrpWjLYEupREh5W6hP8FDcIC7kzhvj8GnPc6RVWH1brEDbYHcemKM69iL6KgwKRco2HvBItqDxukyRMlpVs3JplSoQNRANiByJbALYzmT8LDCmnyQuEMnGAfLCe0ig2IAkKtUswpVv1hWZ4cD2Rq9qUdHJuoFPoO5XrcqD7jWrSHVeqEHm+/90HiUmw4FBQt6A/B5Cv4qPLDCn3CCp72JGOYlxUpgsHdngZrXIYa+0G0h1XqhN4Pv0cfNi1U6vtjQGFxWPMGsTRT5YdV8sTj/V5bjptlHoWWQ0HgRuiJgUsIbneNsmoQq1WKR6UfvTo0Eyl2HAqIvtlY4nfLEBsUyoY8Omdzj9FddBte18K19jaoPRz4nsSHVfKEnu+4zu1LtImdhgLy+6Ie1R826pMFNHnf8UnHyC46DgWB5SfX0bFhYqtqD6vUiZssN8k85DHTJnYcCsb7/hZVHFZpEoaE972fDZqJE4tOBAUMvrtaOQNHpYZVYmTypJCL12vKtbAmVp0IiIsT3Ok+V1hEho0i5IXBmncCXPkSugwFgES9SVqdISfCwmrp4c/mxGAqw7lsNBQUEvUfhjSItLBRejw5C+zohYuJO6HtUBCkge0pB9+IrrBCeSwPJn7mdvJm5k9sPRSQ39diirawQXqApLxAjsjREnnCtOsI8EPVicoKq5QHnK6zraU1/mbyxA5ExYGr7WUZl3tvdSdBXFihPnbQ4/MfMHSWqRNLTwQjaa37AF7h+zaogQPcbu3tcYk3oSEwXg7r3CvnFqnZjVTfKi3QfN7Um58ycWI/YAR5G8INbN8GKbDBwu9zc2uJMqEBMFz9LpMnbYCB7lslCOjv9j4YfOBO7AMUlD+IIQnht0oRLKB1To0WbgvlTt8fGUNiDjHUn8i+lXqAA08OVlYXId3vjwEGluUSyJd+na4xeRq5PakRwdxCgTycfw/38vgco7onLUpXs6CNZXNy8KBqC6vVh5eUPJF1LYK67DYUEGkUe0YyJPrCRv3xgoc7/5gnaifChC5DAYAc6STvyJbzr19ZZVghQ55flPksbx7YE1sNBQP7rxrCJzrDRhnyRBDDVQCkaqZM6DCMAEkujzOlVGpYIUbWBybaTtdhIIk5sb9QQH4fqlatYYUYmR5MBx1Xw2HiUN8fGSTmcD6vWcnYgyIxrBIhzRGuoDBFPPf7Y0Bh+V6rll1CQbeqDKtUiDfVex8RVm0mUugsFAThEXd3c6i5VI1hpQhpwWfeZKBUbC0UEHYgVKMMVGvYIEUOJoF6TWdmUugtFABG4VrL0RrnaKjYsEKN0PWiDYY7MFEpdhcKyNuslKoMG1WIB38PEPUyeIu+QkH4ob5ERIaNIoTWF+cit82XKBSbCgWENQqhHRRhq1ZUEjSGVSqEYV/f/G3QvBIo1pUICBzfNWZNRjSIxrBChMzI/vjZcc8+2DqGbr8/BowuSuKx4VFl2ChCVtDnbq0TTUP/YLycZTKtbk2OpVF9YbUC8cYdd97tDJ5E1dhCKCgaxykHM4jIsFGEvDALZG8MPZE29BLK9RLgmEIYQOSFVfrjydTO0uoQBr7GTsII8gelTqIwrFAgT2Z3jj6iObM1thJGDJDpvuO2MNMzCwwrNMhGn+t/0gaXDITtg+2EivSDLBGVYaMMeXr9C871WPuMa6FQLCwRDHzFa3h+PwTkr18qNGzUIROb41ENO8Zv0UwYr5dewjWehqYqw2odArc3sSkjEyf2EgrG+3Bt1Bo2SpGDJ1f3aZCZN6GDMALEtoWbC4m4sEp+0Mt5EoQh6cyW2D0oKH9ChqK6sEp+MJu6X2nKTJe+PzII9UGfD6ln34i6sEp/LHAAp+9bH/2AQOFLbBsUFA1PhdnyKi4sC4+dswzIjDJTQq+gXK2p+ktW7jLHOugLKwRIiy5PvXUpUSUWlQiG3DWeKCwCw0b9scJNei8XagoTTUKTYLwecqT7gHqEtagLK+THC5md9einuCa6xE5BwWBXQTFMRvWFjfrjhXSVC392LSWyhA5BQWBJSR86oCUlIiysUB5P8BTMmStituwPFIi6O0mEhFVS44kxlvvVtJeJ0vfHgIIVIimD9d7gKiaskBt783rXNMhElr4/BhCGjNohH2v/j6hdVVdYpTucumzPlhrP3AkNgoIAtnc1eMZEqKoJq/WGly+gMoTlJIlAsUFQULBcfjwUTYSFjcJjYnpnI9/L5AmNggLAJ2wvU+b5qaqwSnfQ2W48C7MI4bJTUFCqJaqawkbNcdDF7O1Mq8yZ0BwoCBrFlNkmoiisFB30ts6IWoY5kyZ2BgqO3/F2O1fXEitGgqiwSnUw5OsxWKYvEmFC0YhgSPNQHAsufN8KNeBlBdujdTRntoSWvXi9tEPIe1Sub7UacL+HOVcctpAIE5v2BOX3AX3h+zaoAe4D3wUPbIdEnNC9F6+n4r9ODb92XKhIVdZvlS54Me9y8YlMpNi+Jyjvs2nK961SBCQH6HXoZwUKgWLjnqDgS/Z6uJgNTWzfSkVAi+mrfefM4EyhPti8p0ghiCo9UVfPmcZoT6pE+bv3Lv8FAtk/Khr2IpM6mVK6mA2RVwlJGAms+sIKAfIEm9hxcOMYwmX9iEBQj/TBpGEQpSoMGwTIjF73ieY50yd0Ccrl2Oj9s/VKMZrnqC6sVB9wfg+eWZx5E1sEI8L7IK2oCxvVx4Szsl8w2mPQFp2BAjAUj/Qj3pO+sEqB0OHt1wlGiTWxI1BAWFnfbFcsxUyywirhcWAtO+3h/TN5Yi+goLAiOxVK60k3Ii+sEiAbFoB3u7MnMTMoNgMKCnMybbbyU6tGgsqwUYVwhKWzkKOK16JqRBC0kP/e2SE+GzWGVSKkRZe9DqQM2LJqJIKkeoe7S0hkho0qZHevub36caCJM6ELMF4PptmDVDJ+SrSFVeJjxULZHr1vJ5Mm9gBGEKqRosdZ1YWN6mN1+nP+yKRZZk3o/BMAvr9yXElQFlYpjxdMsLf0PXvfn7Im9v0FkLcVmUldWKU/XhhV6WWyfK2ZMn1/DChYko05xIMcVVlYJT3oX89V0k4PyoFadvxFECkuupKRYfiqSgurpId7UudCPC9diRo6/wQAm7sHwGSqs8oKq4THE0cNbf2M94GrsXZEUGDEfjwBTaSFDcpjRkZn21sNZiJq6ACU6xnA6eej3zJZNYVVqqO52FfXs5mgsQNQUN7Xd4u2sEJ7TPQue++JzfSMrX8R44eiEREWVmoPelsndGw9HOgZ+/4EJyVFnle3tEoLq7QHA71eRt7sspKl74+MAY7Suyn3WFAu8sIq+XGAofBNJqqEtj+5Xtr+FjmhXKSF1eJjZ11unyiifIl9fwIC3vDjzASVFzbKjx11udcYj8yc0AUoCCzZats8JLBZ4PHXr6wtrFIfK0gDTVYRxWU3oICUgSNVFVbpjpW5liuSlPkTewAFBYbsGjcjteWiKayUHS+kW3yD8QyNgTmx+U9wyMeakgxVvFcH260rbJAciDL7q0NAIzMnFI5c14p/Dep1v4ZAiLCwQnjQIvuAB+69xJpYOxIhcM/eSBknjaq2sFF5HPhL0trMmND/J5e33q2r9WG6Tl9XZWGl8oDve7RBwgNrYvdfxHgfoRVxYYP2mD2bgwlHn2O4Fh1/cvm77Xan60ReWKU/6Pd81PXRjxoU8sS+vwiCpyuP+lR1YZX+mGAt971t7syd2O0nIKwTaQNmLonw168sKqySHZf748IY2BPb/AQFO7wH355hso3qCht1xwSB6MQclfGZNKFORBBAGq6tfTUUT/eATFUVVumOK8787COohT6xTkRAsOlar7YcnKDSwrLy2NlT7lVmj3bQYORMaO2T69kIUB6GLrrCauXhHhtRGSyVTJzY2icob9twVFzYoD12fDL3ZsiTJNKElj65nkUixWE5qiuskh4rsjn+T7o6yaTpgy19ioQI7XWCm7SfJn1hlQJZMVGh+esiaPv9MaCw2K6xhv3qtt8uDi2s3ypR4Ovt/JnTQhJ9QstdvF5qisS1KuG3ShK8MGpy4xS1InzLYg5BkfheddxZ5Pw2SoIFyRY/oJQ/J/aE7rsIIE1bUsohhN8qSUDvx1x1EbJl652AvC8sUsZvlSaYQYDcSpN+ZurEpjtBAbttKdc9CrxE+K3SBHCDmNbGpqPMnNhypzDMTfYW6ZuubFcph8ZjT4MNSnl6Nmz6Ze7d7DQwiTqd3ChdnhxRi7bDSkeNYZUIYWzZl0yrslXm9P2RMfA6r5PG4liEKDOsECEw9Y9m2ZQ2ob8vXi3aZ4thB9EXVgmQ5v2eMPljxJb1IhHj96UVKjBsECAHebOzR3jYRJ/Q5ycA72OnqiqskB07/Ezb5UXolm1+AvKeGamysEp77KgIPOGbW8jciQ1+ggL+0AO0sYgj6QorpceKlM7p2tomz+yJnX0CQ7re69+uL3iVY6rAsEF/tFBzX0SZQaF+RAAYe2iRqmvUwxYIkkgMKzTIisGTvoZYIZ0Z1PfHAJJqQFuN8l+/ktCwQof4B3d+B7eb+BM6/OR67L8uSq6MqBa0i9qwWo94csf3PMdxZi7Ffj9BeR+1FdFhWZIsCDK2GaJDDBc9fnK5GunqyBzVG1YpEjpeP/h172PchFOx209QmA1qh67HbFBSHFZIEjYbOPvj5LFMptjsJyB4zFtc3p22/cClJDyskibNC7+uI9FSYJddf4ICytQLzTulb7UkQXvYqE1mtByAyvuaydwNtSSCwMBHa1sJ5EX1hhWChLHn6/CVzN1YRyIYeJ3duMRouCgOqwSJ//oOjfmambKh4y8CsHykpWR6Cwu3nagNq/XIwQOsW2ovkTY2/AnI26JTVRyWBYlb7eeM+omNzjZTNnT6CYSWnMaD3pPesFKTuNIBI2tHK2bOxlY/xWHOpOVlLk/416+sNqzSIzvq7/2IXtjKgUOx2U9Qrp7X3uytEsMGBbIj6uT9l1iaiTuhfESuBwn7vAuwe+lIUBZWaY8VuR3vzb16/oQ8sXREUGL6vzzOTOWFjfJjQ/zCR4EigZGoE/r9BEBNs9T2qbywUn+43zv63JhEntjnJxDv82mqLaxSHwtyLRiS2/v7hDyxwU9QYBn7XDGZsZfEhRXyAz4PvwcdzkCe2OGnMHif9+Zeb1IUhYWNuoPk6uBwrSFme3IivV7z8zcJ2+/AmKgLq+QHY8x7ZyaZNX1/ZAx2TzWCsobW6KgwrNIfaFOf2gS4RJjQ4Rcul8Kw69gr5UNRZlilQ5qrm65xCIkwsXYkgkAm/Dz9ICoNG4XIE3Wl+9wsi7Im9PnFy1lB0roALlf3168sMqyQIStOKPB/Qe2c6RIb/ASEdfp3/3DvxUkSwwoRMj3Ags4/aOd+JLbEtj4BgePpyvWeznZPLlOdYZUS4WF5R98DA1lie5+gsOeuZ3zv4YzHNfVV1YYNamRtgWeOIRjjuRgpLQiiv0Kf313cLlrDKjWyY7Cl15F/jtHc748BQhqCnqEUTsSGVVrEF8i533igbuZO6PGLAD+UkYi+sFqB7Di8t1XLZPLEFj8BeR+7jRrDRgnCY9f2tR38lqgTGvzi9Rr87hLhr19ZVlglPLgLvVyXpZMDcWKHn8AkKTJJh18QFlZJjwWjjD0ENfUOP+FNbPETFHq+Fgxb7rNTlOLbKAEWkEtv3ajCt6jpEABtvovkWSm+FRqglahsffxk5lDfHwMI/V41KVRpvlUyANZ+a9HSTJ3QdScIUs0R26iU5FupAuAAX60oP1MnNt0Jxg+110rzrRICT0zx9hXCWQiJPLHdTkAkptIn4vd+u0DyrZABG1QLSdurn90XyRN77QSFVrIRzSk0Xsd47GmOaQlOHcPDIhfK36Pb/MybTnMs18dk6OfV4f3XrywlrBAbzwfKeNoJ40XAlj19gnI1t4aESBQUNugNZyDLS84KFLKEkpEIABPcgyY9UdgrRoKisEpz7MjmbMi3F/FaVowICBnsD0eQqaiwQXMcyOecf81bZJaEvj4BYEi9h/fuOc6sLP/rV1IWVioPlFE/r1RJIkzs8YsY72NDqiusUh4bUzp7kwqZMLGzT0AQY+jPOKfOvigrrFIe9Ha+zduZj5kssbdPceKH/Lz68//6pdrCRunBAMwe+vuEIWFcdASQ8o3Q3heOAozCwirlwRDzaYF7c58QJHb3RQi6nXY0wnpVi9yywkbVsbAv/dmOZc7cCPUiEaCPi+6p+XuJqJiwSm40v3r+wYPkJ7Ej1osICtspqvkGQUjYKDPoQlxXrO3IP+FGaOgL17M/ZRy2s9wNiyonrNQbntTBkUocC5VYEhv7BOQtt1M5YZXeYGDXd2CLCyWOxOa+CMK8bu+lvdXcdp+Hq3rCCsXhSdsXetRbe3QOz7LFT1Cw0z912puKCBtFxhNl91s/iCizMoyGFgSJWU6XuQ4tOCIibNAY84PDKR+NMiRy9v2RAajo+nyfMFRLNYRVGmMn06F1zMQM/XyCIDUAOldEJIQVGmNHEscPqqrisywXEYj34dioIWyUGPQ+LilaR1NiZejoiwiS+n+2/+B+UwVhlcigl3Ue11IFmZaxoU9xKPqv5vw44EA0hFUqY0NE1894YEok8SV29AkIi1ubLF2HHjhWi9x6wka5saF5G6YbciSRJ5SLRABGpNq0mzkKORUTVskNOj5n5X1As7Cn748BRFvttkDGVE5YJTdg7HfkjIZILZr6BIAStR3II4UiUUtYLTbg+K6VmegSO/kixk9lRaolrBAbr69pjXUjiS6xkU8wsE76nLk9bnARElZKjSfSKX6bR5v+kfgS2/giDNMgbf7AFZa6jaWqChtVB32rjxGtgrXo4xMArpPr0KHtIs9JU1ilOp5oAHb/zQrlzJbYyicoDJm2dXmPRLtjiqoybFQhLKhxWc9AUSJPKBoRBFaNNAYWj9NVjWGjCHk9kMHxsW4McGT29P0xgIC0/HjGmMgMq2SIEy/v2GhT2YREocFPAMjGQnPrNXJEtIXV6uPgF2zNOIk+sb9PQN6TIxUXVqiPgymdexRCok9s7xMQqPHrZPuYF1RlYaX4oCc8HeDRtmTiTezrExhsiLwurwHtf/1KKsNGFXJgUGU/gyAzKLT3CUCM3tyn+cpI6KAxbNQgDC07Xj/3L/AnNvYJQDQyc2zsE51how7ZPLPjFAXmLNMn1IsIAHbezwNHRGxYJUea4312b5+IFKtFBKTqr1CtYaMWWYHvDevPdrKfkCj09wkCF0rjfrEg8+r+UalhtRhx33tc0/Uzm2Kjn6DkWphbJqjWsEqNMNh7F48kKsVOPwGRDpJnyCwr9bdRGrzchviOQ4FiJlAY2CwAbLrrrW/ScBQpvxWS4ImKNgiAPixNGBRb7iIG9kDPoU2RHgnpt1EUPD0Jd/41z49J5AklG3I9nqqnlXrwodds3IzfRkWwPJBK2eZ2fubAn1iyETF+is0K6bdCFUyuuverjzGxJzbaCQTtSG/LjzPDlfFbKQro9hB2ffQj9pRBtTP2BEmi+HOYvqbxWPt8Ue36lRz4t1AR8/gNhI8Sdzotc8JgAIL9BhLmU4VhhQQ5YDdcb5A5ZPLExj4BgbXs1VHXCZePuyxTNYaNGuTAX/j4WQTvM3XCXGhBAL3td4onn6vCsEKCcJ2cm9el9xjA/f4YMN5XcIjEsEqBIJNztMBsZkxo7IsAJLW9PFGOdBeFYZUEaU7v6CY5kyZWi0QQ7Lrt7m+N+X/VGFaIkBV9z86Brq6+yJrY1CcY+Grddq2h3jMJDCs1yAs7yX+P9sQDb/pgW58gaTqrbusLUsMGJYKFc1xHZyTShNY+uV7z8qG97+oHTXLDKkHCULOTV44eEebE/j6BkArz2F2rMsNGGfLCkEgvs4EnzdwJpSOCIEroLgCI5EjUhlV65Ikkj9v/FlVK9On7Y0Bh4umHA8VEcFihR5xFnn/NRHwmUmj7EwAQltD9fUtMURtWyxFfXr5b2BiUGRTb/SLID1V9ojas0iM8ksmrsg7OiU4Eiv1+goJ1eum9q6jiGeazieiwSpbQkhxXwCeHc9n3JyjcH3346ZX9Wq9KNRUeNugSTOv3I5oQzkrkDc1/cjmb/7oB6GdxpSHRl+6wQpYc+Ij7pc4Si2PnX0CQ6n1pthXhYYMu8RG/yFc/WxugEDhUjsj1sKf14TVRa1glRpoLfnYSk0gcK0ciRt4Ndym7KA6rFElvpq2iuuj6EwAtS46nPqjKsFqHuAv2ru5XH9OmBI5NfwJDZdLH+EdhIjLDCh3CcPC+90N2E59iu59ggAh24xVnQqnQsEGHrOi+PNcMg9GZRGFoswDInbRwRGSGVUKEZtHrSo8qlMs+PwHRcGpg1ao1LCuRF9iRw5AkJRKFqhG5Hjv6bmBsIZ1WNhKEhlVS5MmUSy/HGngUC0cE5cfYbRQbVoiRGVYDHa2fYyiXDX4RQcyyTFpMMsPeSBH3eU6b2vTwTKQ+WpOfQkHsXQd1NPYCdiRawwoxwsAzRhzCPif+hP4+gYh5Qzf81zkrSWtYpUYm8B2nzVNv8BPmxA4/QekzCXoU565UVJ1how6ZsK19wg/sc6JOGAstAFpIIiHbqDKskiHwck5peSBcpkzs84sYeI/F7J0ef1O1YZUa8TxPj7cluoQmP7leS+d7ZGC+qnKS4LBKksDh7c+riivxJhaRCAiTh62Yyb/enWATwWGVItmx5tE7y92XiBN7/SKIdvrIiTWqNqxUJJh143/Qz8tIjIm9forDKpLrCdfY5Re0hg1SZEeK3IdVPFqXX+RJaPKT65XxXVVA+306YpQZVqgQhpxx2imb/pQqscUvIFDw9W7CGLEVlWGjClnB586feTZgYkqYEC0AvZKk87xQ663Swirx8UKux8O/nI2T6dL3x4DCEMuPh4qJwLBKgOw7qtWZpc+8CV1+goB7lp29l7RUnWGVEnki73Nc5zJmDsXCEkFheO7OcvcgyF+/stSwSozM6PPxdtqr0y+yKDb6CQhTC9c5Tqn6lY13gfdbVgUzR0k+m5pMVApdd3K5BDs75ZRiDyH9VqmCCRlsr1/hU2ZOxQa8CIINefW/hmYPpf42KAP6m63X3imhQrWHXM4UflPsq5y3F1m/VbLgcolsgs2E6vsjY8BgVwMRlPhboQtg+Lc2JT1TKbTeCQBD4cX4+Uz6rdYFO4jMBAZfBXY/2HynSHTxLa0QPHwK29rni7rXiRe08UJpjJ9fZVz3+2MASSnSMG9YhIZVSgSUM0xLTFyKjX4RQ3q5XiE8p1LDRilCleALEI+aeRQ6/gQBt+op5lkGIkSdYZUQwd/4CUlkgJlJsekvYqiejG2uIjVslCIrPoNPLpqreC5KSgQBS7LPSZ/iGSuqM6xSIjBezhiWfsyfsCcWlQjIjwHcqDSsVCIHx362hGWmT+z2ixisaK8mFCaVYW+UyDHjNu2414E/fbDfT5HgCrrxil9PhIYVQoTRZz+aE7Yr0Sc0/EUAWSbS8NedTlIbVumRGc1gzsLaXATlUOz4E5CrwH2/lJAqDRuEyIx0j/+IpZLZEwZEC4CEh9tkbS1fSYLDCkUCF+v3olvPNIr9foJBqdfd+JVDed51t1F02CBJJmR99l5LnxkUSkri9SHvFb/gEsa0i+KwQpIcrfJ6f/XB0cKfWFkiGGRHdx34I4ysUcVhhSaZwFYx+fBZBnPZ+ycooCtXc1roKFa9YbUiOTgDlNtgiOGy509QYvvAZ+wxFMlhgyJZkTfzj0zariQNfX7xcm0tvAtKbsUnesMqQUKn6wPYeYZUYmls9IsYUt64hjS3SA4bFcmOgZXeWD61cdGRomFadLy+CZQuusIQ4KQ2rNIjKzyQb/hHb/QTnvb9MaBQLPx0yJgKDqsEiW8CPx6qj46OhA0tfwKQIgRdqYTJ7ao1rFIjL2R9/Hfhz4m4sbBEQHLxgKiTKDWs0iIwzNfx6QOPYudfxNDKrniqRlQZNoqQhVMlp86SEotC518EwC7veQQ52vz/Z+xr0h5JVl7nXkWtoB6nfzNX9H6Dy+Td/+A6JIhEBK7To3O6uiy37YxAAgQqLawTH+MKHhep+9cqjaLxT0C+Nk9neWGr+OC099E3//QRzkKiMMM5vV76cp55/JxqC2vEh4fBR+xgqRyKI5wFhGW1diBC1hfW6o9RbZlrZCuDouUvQ1DPxdDaCAi/P4u2sC/6YweBufua74VDXdz2p1C4wWIoTioCFX1hjQJhYD2L7AuHgvlPUXKfqMZWVRi2SpAb086jRetgaa3QJ9r/BEQb3pf77PenqA1b1Miw+T3v3EmGm1vJFNyAAoAvtHjkph0waQ1rxAgj4Hj427Qu3YCCgUtzzjTKW3pUbtgqR3ZQsc+/J1cp7AndJQLAXghPVElhTbWGNWLkxWLP4SmUyps4LVow/pW5FalhvRgZ3GPcy7fY7Se8iQ5AQcGjEqN43jkfUJSG9WJkR1r2FXOhKnWiA1BxmFKNTdIzB/+YW2VEdNiqSZh9Hk284HqVQcEJmAG0en6mHY+zYU4Uh3WS5IkRlqPe+o7ZbUKjaAbMIGyI9RaB2fyRej5UgtgqUZ4csnU/VwAKnYI1UBDwluciw5gaohOlkwCxRqHccY2Ngijn6VRiRYuggGRPp5hz55wEESG2ipQ7akK+6XJN86LPRBBS2+/Zqae6wxphwjg8zjjzB5VKscVEQMCUnnNESf4yVXVYp0vI5JkXrDyK9kBBYJ/xqsa8vELT3tQDtqoFHoLxAcc7VDoFx156OWjZvEfPISHnkG4VA7aqhTsD5Che+HVeaBU9ewIifZ1524AIAlv0whgx98SzyXH7lVZhynMGwHkIu+WR7P1FDFgnFzwkxjNZmRVNewKymDMiEy4qwFaRwCt8f3H9ZGVV6PbIr2f4i9rsu3R7JOpvjTZ4oSZzvMPFupAqNnsIiiaxnF4jgysJW/vzoAoe/0wy9KBSHiGC2mAhVP93qSAIgu+ztyQdOBEa1iiRN2ZJ4gCyjqJ0iu5AwaBi8I486XkXrWGrFnljnuTnkaOerBwKrkBBkOf+5j5ZkiSRGtZoEdL1/RrDBQqLoitQML6m+lVt2KpGniz0+DbUSqEwPFoAJN14zyV8FRvWyREPek9vXaksiuOjBYTHzL+9uQT296eoDevlyM7yLvvUKoeiKzBjsO99rsfOBEmVhrVqhIGO5yGMgkKiLmwtUaTS+H5+oUVsWCNHHnBqwmSIeF3pE2yBCpK7IqStsIgN6+QIc8/jD67hCxTqRF+goJTmdx94dE4yELVhqxi5gZt8nqH3y12BwpvgCswAILnBSp5SOclSwxot8mCA/ZwN7zkpfImmwIyRTZZ6OYvWsEWKjG5ozB+h171yJDSX5NerJ+kZpsfUq6OCwzpFsqPqM6YL8zQqYeIc6Qzxz7ytyA3rBclg6tdIrFa+RE+ggLDA5sREhyWK1rAvcmTHGNBXmLBqKpemQMFRcZmGt/NH/f0pisNWRcLU8xHxvbI02AIFQTXRNJIeZ6JA9YZ1ioRX5lgW8gxvYKZqNAcKCA5iJB/3PDlRpIatUuSN729kjJgvKEwN9kBB8FxuNH+kLgEVGNZJkCeqP2P82x4z3ISs0RcoKEy5LN/oqTJVY9iqQZ4oB41Yh0JbJW1oNREEvGUMOp6Ght+fKjOsEyKMwcc1xHzhbZwjLSD/EiaiNGzVIeP4HteY5FNYFI2BAsA8ZyzsmoMT54+oQsMWHfLAjMmnL9GtTAr2QHk9SNnc9zSrcNt52ajMsE6I8Obc77PbRDkVfYICInnWR/IsidCwVYjcPAQ8X116F0ZBAdAmr8yYRGVYI0OeHg0fkXOtlIpOwQySxPLpkRWRYVWDDP/fm6P7Xj5QoXAp9JYIBAv5Mf0lJeWqxrBOhuz4Wcb78iFZ2ZT3liiSXmGJvhehYY0UQSZ6dDNen+4RVC4Fk6CC4KuM6mHsaPn9KULDOiXCIaSfPzgHuwmVokswgyD2hXzNNFClhq1SBOsR52zxSqDgDRQAtnB6GVGmCorOsE6IvEEmxnu/2nwu3YEZhA9Ksy1VpYYtSuTttZ4d91YlUJgjLa9n5i+mA+U5oaIyrJMhHvHesZGvcidaAzMIdOs5OjfNbhOVYY0MeY5qz3549FyIE9tKBIOSfE5KzGvHRWFYK0IY68bf8ZUpC3fyvhJBYsd7rEFOSX7VGNaIkBd87ZjHvndJXHgCBUMS77m15PTcq9SwToww+bzP6Z6VNdEWKCi1990tpb8/RWjYKkQeqPtM23tlTfAFCgLT7x5NTwNkbjHJesM6QcJQi9EWf5oELl2BGUOFQ1pAG7pBpYctyuSG8Rn7zcf8VeaEmdICwGaI2NKVyNi58yYLD1uFyevKvuxH1B4qg+Js6YzxL34kusNaYTIMlPjg5EyJQNEYKAD5A46fcuaklfrbKg2YAD7uHs0LcYI1TwCQawmD0jmMfxdr3kn7rdMFB2dOPv32qcyJ5ryMIQL6nVr0lPfbqgt4g42DgRhXiRP8eYIwO7tmv1Nh+9bpgTco+HgbnoFCmujMExC2Pa3zBqXVIxF+WwXBG8WX8b3emywuWj0EAG85vb9pxOFM7ivrt04WMCJ+npf4g0KkOOU5gzCDFZMbUra9JGs/DMmV8N0j98PFcvDahUH932XBYAXzzA+8zpHuIjOs1yFDPB3jGfvTZHPpDMwY2v40v9FtXtkqNWxRIi/MoLz756k8Cv5Aeb10kW3ZrJTFhXXqgzFxSAV8uEqk6A7MGBRB3hib16SovrBFfjz+8t/iWywcCtZAebVYHkN08VIWZWGd9pgRcL/RK1h4FK2BgoJjEI2waUFXURjWaZAbyMG+zxHTSqTYXiIgUvzNLr2qL6zTIG8GgPF3nAZWMhX9JQrFC9PfNU9tKBrDVhHCSDDOmM+arlwK7kAF4Vfqk+TSXXZ+tyo2rJcjA3+P1cELmaJNUFCk6yPNc1fBYYse2VA4GHURHLvKo2ASFAD26zgjuyfFUNSGdXrkwL/6/IFPxagUijZBQdH299RwpZrDFklyoOIzNiJgS3dhTpgyLa/H49nOUxS5YZ0geUe9h8nOQpnoCxQM9nV14xJUcFijSN4o+RzXWIVeGBNbSwQDZ6Afp6hiw1pBwmiLvYL8HWsy9+LdJQqFiOBZxi21k6ngsEaR7HgasdWWf1CoGsyBgiHOhXO6xn6Og1C5YZ0gQcwd1aZbDHgTtkZ/oICcFGmmw1Rp2KpEXnggz38uPA3mQEFg6dzb0N+zJWE7i20qNKxRIoi17+BHC22jQ1Aw2A27sNvbWUkXrWGrFnlg1uUgrr4UUDgbpk4LwDd/4POsoqjUsE6M3Lwpm9OnFtpGe6CA/EudTK1hrRKJNLAP16o0CtbAE2GRJgjwvz8qNWxVIndMnjyuPnuvMCf4AfPr88E7RWWifyozrNEhW0yfHHd/k8GlG1BAtBU9pUFUadiqRDZ8XSPCPNwPmDkUDIECgAMRT0c/31BUhzWy5ED55VyEUPkUnYEComI9VaNmaUh0h62yhH7N0Rx6ZxGusCpMhM4IuRycDmEy0qnosE6WIC5+FJAvAl2oFedCC4qmtFIzddEd1gmTA7MZ3r52s7Iq2AQVA8EwnteZktjOhK6ID2vVyShtHTHsc6FUdAsKiFD6LZm7VXnYIky4aBNlBLhElFDBLCivxxtF70d6nyI7rNElDIyff/ZlvJVQ0SwoIDj7UaS9pz4rER9WlckLkXV8CrZ3KZeCUzC/Wr683IVUVId1usQD4hPbl5v8Lp2CgoKbMx7DmUj2PpNTdlinSx7YAzkq9tfYE5j5FPtMMgYe/kgO3JOwLILDWlFyQx4Kw+PoWKp86sLx04okjtJHrA///amaw1pVMtzuG4bBLlwKPkFF0Mg+z9szzaAWvWG9IjnuiGxMClYyRaOggEiCdW5zSZ5P1R62apM7GhGw4sC3BAqzgm9QEPCW0dQi02hUeFgnTbBscFhjeaUUSkW7oGBoL+CezFiiPWyVJhs+weff7/g2K5OCUTADlKb7bNUQ6WGNNDlG/WdY7N9tNpcGwQzBPpN+eoJID+u0yQEi9vmE91v4BYVEsc8kg9CGEuFgxjyx7SU1YKtceBHqE0tJ3CufgnVPIPieSqwH6Z6zoEUKWKsVjh1zWDwdUxgVnXuCARYT0zLbkeyiDGxVDjvKNO8H7/BKq+DhEwC2wbtDfk4BkBKH6AJrhAOC4bi7fRKi8ioa+QSCsloby+Y+xN+fogtskQ0v7rJ++hyFyqkwIFoAau/HmY5XLWCNWEBQHLKZT2/lUnTvCYbYzvKgdM3gfogS5fERLeeP0NAxP6EyqQ9RKhDgSdOgeBLQ7JtXCWKdSPGc9IbG4jXXy54TAfnehxUhQySJrYrlydmUu98yhVPBO5hfr93w5xxnPrO/P1WQWCdZeNyHz/nN/nilV/QQCgibPb3D5Zm9TFmS2KpY6BgfB5STc4VcwUKYX45zGE2CuywOFBVinU7ZcK6QbGnzvjQRCgoD/nxuprB+nfe4CBFrlMqG2tDImfGfC83imGrBYNU4NhDLatAiQawRKQyRx5FGwynT4pBqhUG8P5eRnl1DKkKsVSk7Tt/uXHuhWfASCoj38qSFIUzwqviwXp7sOJJPDxaFXtFIKCBg3FG3veXpJll/2CJPMCtvx8yep28TFFIF/2AGkDNwK/bBpD6s0yeMxLsvA11IFf2DAsKGdc8a3BJFEwliq0LZUQ0aOIe7B4VTwT6YAYRW5GlFRX9Yp1A88k5zbWFVtA8KCDtQvEddjbtZf1gnUDhRYISYI0ZTC6vibOoMIk2rD2nNVflhnUJ54BpG1vgd+wQ14+ujqRWJwjb68dMgyyJCbJEow/8+Pjf9egt/g21QEZh7cY50Tt09U1oqQKxVKDtpZqzRUQpH16Bg4J4OQn/uGT8nw6sCsVWhPGEmG1/nAYpWGBxsg4JQ+uPrerrfnyJErBEqd1SGnB2uyV+6BjMEBa9fm4lWnB9UFYmtiuUOHZtdg5nEwTQoAKXxJS7Qbb5jESbWKJcNdYb97va3QuboHxQIKpkvkxZEl1inXHiljlXihzsKlVmxGUVQSsrwNBGGslBpYqt0uSF3PITK7qPhhFjBRigI7DHwAuQ8Kbl9PSsT66XL8cBcrcOZVKFW9BFmEBaY/P7ZU75QRYlVzbJjmg78RCAvlVjBRigA31vCVItYo1UYGsdp3MNGKOSKPsKMQQ4zx++HMHzNspLKEVvlyo6wMBpz0ThbiRUMhYJQnYvnFadqxBq5whj5eUJvHOhZWBXthILBqBhrZlLeSdWINXJlh1/+dA8unAotKQKCoDgp4awNpkWfWYpYp1U8UX0L6lS5FRtTMojkspPJ/ZzYnsWIrVqFnsHxqI+HpBIseAvz6xEWcwYo2l1/f4oGsV6kjFC5T35fSRbthRmErfL+ZUaPLShUkiG2ihQuAHq/KYcqwYK3ML2cuTQvj79zeVwEiHUS5Y7j/Dl4XGJS+RWNhQLCNopzTfc0/BTlYY00ueNuHGR6j1FxQrA4tVpAaNCMtUR5Vk3RHdZJkw11IozEDWOhMCz6ChVGbsx3tCr//lThYa002THGYfd9f0KvYCpUBBZWY+rCVNO3U02rALFGoWz48o7tSwKYHSmCwXqg57ceyQ6gEsRWiXJDLWMwGnReVlYFU6EgsDufESHPE1P9YatAeTDcjrDzDE9hJlP0FAoGBEsQszwjURWILQplZFOecLhwMFrlUHAVCoL2zGcpJvrDOoHicXb3jonKnmgnzBhMLnl7zcmTfn+q/rBOoXCC5LHFHuTKnjiqWlDwRc5BVGmTQNED1iqGA4NGuU5zzfjC1qcgNIPG6I9JjPJ4tiwIrFcMOxuA2US+UCf6+jLIbBA5qaaKAFtFwntMrRylL5z2wphg55PXS9LjVXtg3NZ3CgDrFMITpZrPH7gvrVAnmvoyhvTynUH1Pue4iAKwVSB8YgGW+nG6ZqVNcPTl17N1IgY/nm3riR1l+m+NPGA7DaIe2ZKyJ9r6MgSfmFhndSZ55jw4Tel+OBIV8ph2A4ZEFX3EPbZQqA9BKggzpXQrx57NKFlvWKdI7ri3jjkavPInzqoWFLZCewV3tvD+/hSpYZ0UGVb5z7vzua28CVZCQSATix8xwtCekroiNKyXIhheSe9Zk+WllVBQcEDOPo2wESahYasQuaFA9Hnety7BCxuhAMyDnnLxqi+sUSBPhr5x0JhnrdyJDkJBkVRIysUzJv3+FI1hiwYZd+KoC/m25TW7Cz+hQORGYemXP29P0RrWiRHGQz6plUTRT5gBSkrL6zlsQck6w1Yl8gTzR8B5ubtQGRR6UBQkH4M59yv+xJtQktCwToqQTX5O39ZledmDIhhs1nB5mYcDq8iwRYMcCDJ3D4eVQMFUKK+HRJj8Nu+cUXlhvQAZh28MKrrFysFMomgqFBC2h7ir8J7rKCIybNEgnOL6PnhnVwYFV6G8nslqn87xSg9J0RjWiJAnwvo44UxeVw5FV6GAVMtpokiiMaxTIU/0yYER/WmyvDQWCojUFmUDkioM6zTIHbcfduRsMSJO07y0FQqOdJG/ZgdKqAtrtAcS0eMcvWLhoHI1NKCcADT7xPU154Pezx5PURbWSY872jswsSGshULU2HySQRAC4pt8JSat2sJW7QH+8XkmXjEHTrgabIQCwEYen/1798kqjAZZWlinPTjZYxhcWOurPI3+wQyCC2Ra8tMFouLCVvFxG4/h58AebhsUdgbboLxem+OzQBZhYY3yeDG0jtspdglmYka3YIaAEkn7zOaGHhUV1siO7YpM07iC+WaVInEataDId3itvXO/P0VcWKs+6IS/ciZnZUqwDgoE84qRZz/FyNl5rNLCOvHBsDfY1Z8ma8uOE8HQvtm6VfT3R7WGLUrkAFvHbfhnzd3CQJhfzjK3X87vrQxW/v0pMsM6HcK4N4ZR7zEKThgU7YQZhE6AmFcx+01mp4JKDVuUyBut/Z9Aw9xUJU/wEgpA7k3Use1TgInUsE6LPKOB+00vQmVP9BJmEE1ZpYumyAxbdQgzznx+/zSZXHSeKIb2DM4pIGk2tkoN68TIE9XKzx98SeZyWLWgsAHa51PlAsqsZ6jssE6WjHGV51xGpVLwFQoA7oPT+DDnuJ/tkao5rFclmFz59v+IhVXRYigoOYkVpBCcSbSHLdLkgfrP++3DEAqlgslQXh+7piINf9bAVHxYJ088PL5iYURhVfQYCgh+wW4/mKoO62TJDbWf4+oj2xdSRZNhBtGC29kwP1VtUR5WdMmbcfJ4R/twJVa0GAoCZW0zkrHoDluFyW08hCMicfrOwq7QdKIY0syzhTcgfUCRHbbKkhtT0cN9QxFaCRa7TzIG+HxQtTxbXZWHNcKEjl3OFKvkCuZCeT3eaHbT5bk1IjqsVyXjyhgjoGhhrvyK3sIMwi6zyBtnx4oID1t0yQHRuF99V10lV/AWCkAuymbfdxEd1smSN4o9428wJlaCRXehoIBBnVMEt9PVrqrDGlnyxracUa+POXFCseguFAyKMFfM91zKUC1gq1hgShiWQTycC7VCK4iCUEFE82pIiftMfxQ5YJ1g4PTy8SGPsP4JuWIziKCAzZyTEp0KZ/Ik2sAW6cDU6Vh+hC+ykCvY/uT1+FqjB/I+N2+U3YBJIFgvIVCUuUZjXaVYdP4JinQQtN0gIhesiokHijOjH3fD6VCCBd+fvFyL7EcKfaoVrNESjIXjQL/aLC/tfhmDj8+6ZGdeoJLF/bAnSuQxFxoXzYMyelyfCO2VXX3IkwIoPzxHcqcbW0SKdTLmhuTfB/JcSijkigOsBaX0LgSjOWcnqkyxTsaMsH+8fUBjZVbwHQoC3nI+qeeKznP8nqoUW1TMHRHyiJt1YVZsPREIkRl7mhQn+sQW+bIhFgxa1CR8YTqUl+Nt5kD3mK0WZYHfn6pNrFMvCCDjSnDfeOFXNB0KiLZen79i9hwmgWKrgDmgc8/NepVmwXQoEGxBmVN9U9e1yhLrhMt7ZJIOLFv/U7K+NBoKAFNcsQoqFYmLKLFVtTBFjU5I+qAKucI0a8Vg1Sp6zaK08zrHWKkisU6zvDFX4njEsIZCrzjWWkDEXDIHNs6xKFmPWCdXMNny7QPDCsOC3TC/HpxmCqbT/DuHbRYpYp1YeaJENP7gFkZEIVvsQREUoYh5CJroEVvlConO4IThPMxUC87D/HoJwzJHXqSIdVqFAfk1510XqkXfYcbg1e0PpRwEVSLWaRUS0TF/68E/UKZF36GAaMd8OP2Z8BUZYp1QQRBGvZskZ8kA03coMMiLRkUuD4YoSsRWqfIAdxp/wCRX5XboQ1EMfL4YZLDNaYpn+5cqEeu0CqPxiK3X2Fgo3I4zrgUFRCoOoD8tKkWsUSqYp3n1ntnC5eA0lNfz8fd+L9mcqTLEeqEygts4GdNqKCyOXkNB4TF38ZffT7WIrVplw838CXcP30mYqBuMhvJy6Q+8y84dkSHWCZUDVaH3bCwt7I1WQwGBcDmthlvauSM6xBqhMpLI42L+0+SB6TIUAJbEohUqzVoqGsQalcIMMo44Qk9lTmg/URCte8wgdD/HAokEsU6kYNHtoHx4bJQ5sfVEEOpS8XPQs2gP66TJuJDe0TdamBOMhfn1UWB/nBPV1FOYFIf1muRA/t/7WCtvoqtQQEr/yfw65xwdUR22ipIXyjZj0iSujcqaYCvMAGwGiVny84dMM9dVelgnThj7fOpXk/alv1BQeGfGhIu51mtm0VR+2CpPmK0+dh8mWmnUhyUVBDLOaWOOFPNTZlon8WGdPHlgKtzxjA6jyqNoMhQUnJAww80UKBtRku6wVZc88C9GxxD3ORcKhUYUQZBq1tlNtJ+5SdUd1ggTxMPRY0xXZSVR7EMRDByTqEy8U8ZetIctyuSOq38wJkT6yqBgL8yv93N/7p8/W+RVcFirSI6dZIvOp0Ki6C4UDD6h1aky6/K/P1VyWKNJ2I00ri7OoK50iv5CAWEx3l2FkbH4/cmSwxo9MrYZ4EmgXqk8irbC+XpN3J3DO1RsWKNGNpjoR9hh+rESKEy0FgzJI8+jnn49kRrWaZEDkuOIpNLCnzjYOoOASMQBkOSLKA3rhIiP1OQKvcKg4CvMr8cblWtzFF7nQ6IiwzoZwoCwBw1bqBRbUQSFrSgxuTFRahEatuoQloN2KOE/a84X/sIMwBYDV7KzT1ckhjUa5AVyNEItu6Qqi6K1UEBIkmJc1XbWpURhWCdBXigFfX57lmwriaKxMGPwzvKv75VrG0L3rdEDL/wbPPB3HIBKozBoWkBYK/JUToyMi2D0+1PZvnV6wOPfMzKglUZxzLSg4EPOSnHy8Avtt04VjNrMsJj6UkChUXD35dfjWYyWtkw5C+O3XhNg48wd/wlNZpe2PkHR7pA0OjGzflskAS0K41AhtVipE8x86eXapZSKQ8r3rRMEHukOP2QLZaKJL4OQJfgoQ+lEDEIk+drPzUzJuz88XD4oi4f1A+SyEqYPISoIbA0MajtTcCnzp3LDqhjZ4F0bC59jbJywJfoGBUBMBqeRKIVylRzWaBKmgzGFNayEQpvQlSIYkho/a6dJnyfJYasgOTDj8rjPCQzKmTjMOgHUSvQ5eE8Uh3WCZMy3HGMoQRcKY4JrML+eBzyI7NlOkHt1RXNYK0pGPQhp4T9rLpfeQYHAwRDa/pqtL6o3bNUjOx6OwZDoIyyMCb5BQRChEJdZ6lBUrWGdGmGAGUM4XmEfzNyJ9kEBIZGO4S55+6/qDFt1CHPO49+/2C1fGRTsg4IhTr5oQsvVBVUZ1umQF6ZcHnMvVeVQ9A8KSq64n1GQrSdJaNgqRF4sBJEKrrlc9J4IApuXpoVjCpM0ulF0hjVChIH4uEagqDSKrScCggxZHIunX6kgSaI1bNUiT9CUkb9B+K0sCiZCQYg++dTWpxrDWhEyPss4ayyHFRZF/6BgVFfDZBAqLKyTHvdxwkcZrU/k0j4oIFqSTkXFM3+lOsMaIbKh8HOE9XlJ6NJFKCByIHLSXcWGNWrkjmd0/I0D0WDhb5htLSBKJ6ImtZ8GFVUb1ukRBuPP8Yud6oW/0UcoKLS3MiplE5wIDlv1yMZJmjcPf5W8ofkkA+DjTbvPufPxzAmI2rBOjxx4RsbkkVhZKCyOLSgCoj0oiT2p4LBFkKC3+RmbfJfELtyEAiBp8Ezli+awXpUMTutrRpvcLv2EggKZEp3Cc43s709RHdbJEs4M/DwVx3VJ7tJKmAHYOedsKTtNi+SwRpTs8MOnlqzKozBrWlGUg87v9Ew+FtFhnSx5QRePo/GICXKJTHHWtGCg8jXrv8s6nt+fIkCs0SejHoPfDKOBCquCtVAAcPSiPHRL5SgVH9bJE8bCzx/4bLXCp9h3IiC4zSbVncXEswigSsRWpfJEEBjTuQ+UvgupgqtQELSJNgW+okSs0yqMhWM4sauZQqjoKBSUYiA5ZxCoCrFVpTxRxDvu/rhUOgUroSBo+8fcSfqebe1Fh1gjVJiL/nyNLw4nqHSKdkIB0fbryWDOgSeiQqyRKfdxqD8fjCsWKqdC04kgiGqZVPt+UnuRIdbpFEbHMRQDn7tQKs66zhBfW06yDrFOpnCzAVeJVTIFU2F+vaSUXpNm58HvWYRYK1IGmd4jFV6pFe2FGeKru3Aae0WJ2KJUoCZfNH3GtkIhWHAXCgTdhcvODDUXnkrEOqni0XG22hR6RX9hxpAKUk7GFCFiq1R5MhM9AgLD4UKvYDBUFKEXcwjKcdaPVIlYp1VIsw9GvybfS4uhoEjLS3KanO4WESW2ipad4zV3jxKVZ6EDRRB4qcbvmUQMrvbfnypJrBMtDNTH5mPqFq7F0deCoi0oiQaoKrFOtQwSPI4rilOVasF3KAjT7ZumJIgosV617Dx8nByz0Cw6DjMIOdS5JuSswakqsUa2PDHFbKhYNyAWlkXDoYCwHcT1hGzwVHVgjX54Du88EllgaQvTgg9QQfCgBI+Ksv/nuES9Q8WBdfKBd/jIhXDGU+VZtAIKCsVu9M2nmK8KwVYFwTm6++ZWoEKv0BQiAOT20bs3s3hbyjqJQLBGQWyQeuOffQBvIVrsDREQSR7mwRoiEWxVEDeI5zFy4e5D3YRewRWYAVgc8wGAsw1LlIH12mGUaAb9fMQkN6FWtAQKCjtLXVbLbG3N735ua+9guXLJ1oO56ofXHCqv+lzU5fUMRv6hZAtJ9iG6GrFGq2zIPPAh/bOmf+lAnK/HpTXDUD5yKkRslSpjvB0jDBMTC5XCnGsF4acLI/9khYktZR1inU7ZsYVjcOs260vfYYLwLO8cvZLGJ4oAsVWg4GSNfCq+uUqn0IciADjac1NNGpKq6sM6efKKZTROWwqVYg9KxtBc3UyXP2dkVflhqzwZ/bZgQdjbVIkUnIYCINnWbPkr0sM6ccKYt0+rbKVQdBgKCh6Wc1doaM/UKi8qxFaV8oZ/fvQX4zZemBSchgKhMSGyTeckdpUg1okU5qiPdwS+yqNoMxSU/EkH1562RpUftqiTJ2NL5KwrecJgawFQtTJrSWcLsogPa8QJn9ChZG9hLRTuxLnWGQNhPZ6bd6oDqgKxRqCMaZbvEJmVN8FbKAB4p7g852zYbPkVAWKdQtlQInofMfKl8ii2oGSQfGX/mSH396dqD2vEyQ2FopFkIUkrNIoOQ8HAu0WrbD7vqjmsESVvziNAw2+MjpOkL92FGYRJkZiSkAosRXNYo0qYpQYFIyerpA32QkUBeQh1spHd+oRUERvWyJEbv6JjSsHK1+gsFBRpC5m+4tSrqHrDFj0yJuu905a2ytrQiCII2jt4ulTOFcgqNqyTIwzGY4oScyWFuHHStYAg0kfT2T3NalC5YZ0cGUWikURqM7+wGwpCFFandeuc/qqaw3pVsrOMyeU/C4Gj4VBQoFOCacYcdBUc1kmSN7zP4/q8xipDIVN0GwoKrpgQtO+8VlAVh62S5D0YGfgZYv5CqGA2VAzJSc5wtM+nswgO6ySJB8U9pnRVSkWzoaCUjpSkUbLmsFWSPHEqPo/OCENryhctKRkAx29u15zHL89oEMFhnSS5g0Ls8x6o5IqtKYIiYV4Kx6o6rFMlY3zN55BwM3JlVfAXCgJlSkyoy7NLVHhYL03GIfx8Xec+QSFWNBgKCruY4qs8adN0iqoIsUWjeJJ6dz92ZVVwGAqA5nrPJM8ZCEWEWCNSbvg6j3hQFlpFg2HG4M0dVnvpHFQhYqtSueHZwTRUHPxCqzDVWiG0CedsTkkTU0SI2KpU7mTuYxc482mFWtFbKBhI9P5zYopoEquSZdQ2OKjUr3IlWGhUkddLJT42/0WDyqlHrBMsHhjvfhAWasUWlQzCpvYoeZ7mwjmMSTWJLZLlQAgaRJMd7oVewVooAGpxks1VKkislywjMI6PTK5YCRYNhoLCN5yLcpKDpYgRW9XKAVf9eEr5BS4MCxZDBdE0L4+HH0GRIdYJFWaoD2z0a/K99BYKSO6Y/DNnJ/z+FCViq1J5M+LcvFhVaRXGWguCKJe02fpsv1ElYp1WQUj+/DMLcguvorFQQKjp4w5Nt7eqEevUyuiMGrEwnIZCq2AtFAStsM6m6DNhUbSIdWrlPipFY6k0J8FUesVeFQEhefKhEDLxU8SIdWrlgUdzfKHPNutLl2EG0Z6R1HBQ1IE1+oHp4hE8GJkqw4LnT0GoJ/xZ8XaALcx+SRxYJx9u4HzHETM+Krei2U9QwLKnoThMzL8/RRfYqhtuHHl591XklVph6rQgsPHV3yrpiHMmkogCa1TD48pqzTa9gIVccQB1BpGG/Vy3UllgnWxAmSa8AJVYwfwnCDgPEeHVayuSwDrRwEC4R/9yZVZsGBEQ8RrmcSyS0rU/dyjkcWpBFh5bzLpkx3xhU587Wl/OXA8PwJ/ZfPP7U9WHdfqEPcFjZwOXsRceRZ+hgEhEDxqK86byw1Z9csAVif2IyOxUGgWboWLoM/k+a9TIjvz+VPVhnT7xOHj4QvlKpGg1FBA8KXNFeTerRJWIrUrlDfvZOz5rIVLoTREAyulIhiY5XeSHdQKFwXD8AaekFC7FedcCwqRBLCc/5UR0h6kMsU6mHHfMqXrefY9hZlLwGwqAnIa7ECWRINaLlBF+3kcyGgqVotFQUL7ZqVR92KpOmKT2z7vmfGEwFATRY6cV6DinFKn4sE6ePEbL+hjBRSZYuRT9hQJSemunv2qSXREh1ogUTlwfJJeV8UKp4DPMCNoWepo3U4DICsQ6iYJS2+djPTeuBymMijbDjIHUQSjrXMMV7WGrNLnh6fk8RDgClU2hOSW/nu2EPnyp60Yr+sMahfL0GHzHJdokf9mfIijl+j5T9So+rBUn4+EYdalbmAyFTtFkmDFUIM1yWWpeVglivUhBHJ7r1koSmI5DAZGmjbxUtCgQazTKhpIGthQiHC4sDsZDRZHUpJA0lSDWaBQE4/G9kQIuLI6WQwHRBpHUkxLfqooRW8XKwRGcxzlnTrgcBmALAo9iXbKbjdRFi1gjVhCfR2CnXKtsju5DwRA2moeYqxixVay8UbvZyW7XHDBaUgQBITgM6vtMbyeDukoRa7QKZsi8j1iYVUkd+1MEg9rFfbGzt/H3pyoR67TKC7f5mPjOFvhKt2hHFBQpMMnAEpEi1mgV5pExJguNvoVtwY0oENKazYHETqFEhlgnVLj9GJtJjxg5JyyLNkSB4Y3qdDvyvaJCbFUpD46/3HxuQaVVGFAtCMIr2lyhahDrVApHG53rgSrD4qRqQaF7IC5QH+/8+1NkiHUyBdWbl++DLrwKbkQBwCMSH3BPCrBoEFtFystj4h7htjIrdqYIiBblc34p6xBbZcqdoy8fMaih8Cr4EDOAZrJmsi7JTREj1qmVDTFg3N5Hm/alFTGD8AYLd2cSZSpGrFErG94l9oU2WV84EAVES3PzcdnP7amiRawTK4yInz8IClU4FW2IGSR2Ckan1rmqJ4sQWzUK+fWcZ1opFSZiZwB8mTE6TsabqgKxRqIwBI6NHH4GC5niJGwBwRNzzo6b2wtnzBMRYp1GGcO9RiqOS3sKo4IJMQNQfc6H5fQLqP6wXqGgQHSNNo7Ko+g+FBT6MNxPLY3D0UKoYsRWscL09OeD8Ylc6BRMiAKhBeuZHTl7lVWKWKNVXpi3OWobMd5RSRU9iAKysF7kfX5/igixVaS80JU7VBAqL4VJwYIoAMqUktt5VgRVg1gjUh4QDSPW+WxeZVJ0IAoGYl88qtmcpDrEFpnyABGZ8a7yKLSoCADeaa6lm53RWbioCrFOp8wwvD1ixWGmUpyDLSBgSu+51uB2DuRTGWK9UBnBZlTe2rQvLYkCIoXr+xluixywRjDcYbgfgYDeroVKwRqoKLjZgtL7cIrP3z5n8ooqsE43MD6i4kcjZmVV9AYKDJOhbgSWGqRKAlslw8aZly8naJVYwR4oCN9MnufgGRUE1igGxsjxO5JxV2ZFg6CASAL9lvKHKglslQzjTPD+9PWDwqvQNSIAMTcoxg6kO02VgDVS4Y2qzfgD/niFWrFnRDCEWSRiIeld+/P5PnzyF/tLH5TP78Pb2Cuv+r9LAcjl+D9zDdLvT9Ub1imSfTxr/K0qm6IPUQCkbeOdEuYqNmwVI0waj3/mLumFTcGGKBisNLrgOzslz60TKjmsVSUvNJ6NQ/duc7/0IQoMG3Cco71yhUW0h63a5MVxl1fmyiubwgRsAZDetznT4MzXq+qwTpc8WB3anKFVWkUXooBQH80FRfNOOxeIiAKxRaA8WCWaNfJCqtCfIgASkV5pB3ORH9YJlBkOvf5YiRX7UwQFB2IuuEgz5YI0iRKxVal4pvrwDvvCqWBFFABN+M6NGvu5fF1kiHVC5Y4NAeBM1GqFVdGKKCg4IGH00AYVVSLWaJU7akbjb7BeVXkVfIgKouJlxockXlSKWCdWIhpffUNt4Vb0IgoIEz/eXX/UFNfvT5EltsqWDRFnDLK6NplgjMIWAA32eZ2BihLrZIvH4XesMarcijOwBYXkN/ZGnt+s+yZ+f4oysU65jJrtafmsFAumRIGQJOWcRy+ixDrZwpka++Y7Pmv6ly0qAqIy7VUTo78/VZbYolue+B34uN585aGyOjgSFUSzvlG929M07CxLrBUuDM6Y0LLH0kPhdbQkZhjG47QQJoYqqzaxRbrsf9madQsfohA6+BDl9YWwnR0rKeebhYl1yuXFIlKQgMLo6ELMEPhSo/zySBYUVSa2Khd8zDHgFwuaK5tDt4oAIGxES9rjlMFZyGRVYp1seUAu7HffHFl5HUdiZwzKGJ83HCL/96dqEmtFy/hqZzKqki36EQVDukQfOdurksQa0fJEN+aIJG5QLJQLfkQFoRfLE6LTj/g+239UkVgrWhgsERW4xWhhXReaEgUJbz17H9InVV1iq265cyrmw9PYlXTBlSgI7KSco3F8Ie/vT1Uj1umVzUdjRk2tMi7aEQWl2BHPaKGKxBbBsuHB+Dz2BydXK89Cu4q8fo4WOmWnqBDrZIrHwgMkrUkBc0h1BhHXY4wBwS0tSsRWpXLDQMwtaFShVbAiCgBNj3OdxpnxPRvERJPYIlhG9AOXeMYkOqFV9CIKAm6VOUslD3xURWKrZnkxczwgudF+YVUwJCqKqJjTI5uikEoS60TLDvvRuHF8CFblVTQlCow0N+VKkuoSW2TLjgGZ4xoOV6KwKbgSBUAemLN1+ZwjpqrEOtnyYqloi0VslVfRnphBtNN21nnOscoqTGwVLi8Ujobnd7xlpVToWBEA3taxsTlNaiqixDrZMqNhnw5mw4qA0IfF/N0Za39/iiCxRa8gZ308YrJKoVKwJMrrmfGNztfZU/VOKd+sRaxVKzQfYaEib56FTNGWmHGktJRmqUyJr6LEGtXyjBlir6tPpMuUCvZEQSgaJp7VZHgRQWKdYvFQPDbzMVtaWRUdihkFOYXIBb2T30W0iK1SZQQL3N5X34UonAqjsfPrGeH94+XGiiJDrBMqW2zJ8SlVlU3RmCgolS2dR14FiDUK5XPWN1iC3CtY+BSbVQRDJMuW9G5RA9bohRv89uNeZgvFQqjgFVQU6W7Y4oQ8z3mhKgas0ws3BklQP+ZsFk51oW1QkKTSdC7VOdvfRR1YFQ9jkN4Ynnn4x6+sCqZBAVD/Sc7+zs5K0QbWaIedNZ0jJg1WekXTYMZgwTAWqSc7iMoDW9QDh6SPFWsYPKTMCrOr5eWI+sE0+gGpogyskw4vJOXHWGA2dxWuxUnWGSMmA0QOczYAas7X/txdMV+5s+BOSf0+PFJVovV/lwrwVXMWFWKtTBn1o3E+3+5RnD8p7Ynyejao8HHc08p2lR/W6JM3GvRHFovP4MKvYE8UEEmhz12g57DLIj2slSef6LhxTVAsli786kKDoiLhiYmIlG0EKkBsFShPlI72m/9YhV7BoSgAOHlR9xifLiZRFfFhnTxhQDwYa5uEMK2JgqLZyhgb7K0qpwKxVaDcefnvHvcqoUKrSgaYgiVtpxX5YZ1AYQjc+cw3KWDOzBYU7VFJAwBUg1gjUcaEzKeXGQuRgg9RXv6F6b7PgWWqQOyLSBn/oWDzrMIsdOpCN6IgMbR7OTcP0iwqxBqdckNYwFhJJFsWHgVDoqKocJnJpddMaqsGsU6m3M8wvLNyXsgULYkC45fmnIVzZglVidiiVMYRYyqHwzcqmYIbURAk/5Lyrjx9IkGsEyk7K0dbUJjKqehIFJR8U0uuNzetJCFii05hy+doh3775GwhVmhaEQB5avNAqKJCrJEpDLtXb61dsr9sWhEMXmfNsLtZfhFBYoteYZ7aO5Wb1C9MiYKgid74ctM2u6JF7IteGV3t2MN7i82HQuYublBUqPR5QQ6jjCZSxFalQlfQ518z01oIHOyJ+fU9Idxl7WESIdbqFI/Jnw/kZadC4WhPFBjJl+TdEapFbJEqT1SPBmPjbEglcBicLa9nhjDGIKfdESpDrBMqHoLf0bRduRtNiYIC5RISIn5B71Y5ZYh1OuWO0YMHb5818ctmlYzxtVdFNYg1KuWBRusRDDYkehZaBUuiouCbLNWr4Pa/P4sAsVakIFCOxsWHj8WqxOpCc6IilZbi07SkAsRWgXLjyMxXtB4WVgV3oiDkNK8IljPfq/rDGoXyuHrpJi7wQrBoTxSQ3B93yx3vWYNYVSjDcfEG1eDUlsqtMM46vx48O1opn6f/JCsWESDWKJTR04d/vMfCQuFa9CgKBp8dJ4fPJLFVg1inUZCsvsaQB2VacCkKADlbWTM+VNqs7kwhYq1KAX1GX5h7hSvTgllxQsgX+opWw9+fqkOsUSoHPPfjD7gpYmFYcCoqSkkeeCL2JkbFJEOsVSrcWIylRRShC8e60K0oSPiocd/ElCqcwqxFbJUqJCkjP/90j6IQLJgUM0CJfWfCUGWIdUIFd+Pnnz3YVnJFi6KA4IkR4u0+79+fokVs1SqcxzSKNm8UzJVUYXK2AMwJqCmNrUrEOq2CIDjGT7iYUT7FidmCoc0qM439mF1cIkqskSzjwjyu/jkLmYI5Mb9cGwpnrvfs8StaxL7oFe7VeYRPv9KpixsUFQpvPj/rXFiTt/6oMLFGujw85Dw8qVSJFVyKCkIpEy63c1HOqbRVl1inXCI0P4L9L/yKXkXBQRFm1rXSpaPaxFbtcsMITUy8crtiZldwKwoADsecZTj7fs9ciWoTa9TL88oK0i3OaCVadCsKSqVR54EUWWKLbMEPNkYUvqJDvhIttKwIBhtJYgdQ10hSxIJ1auJAPeDJTbYL44J7UDFwk88ZWXWXoLsIs1KwL2riuCOQbZxdvpCuC62EioTPHB85ycVZDRLhYKuuOKLYc2eTYiFesBJmAPYHlm3ueeZDlgzWigqPn9f7HItSeBedhBlGMn3FSHjqBltlxRv1nf3uIbPQLtgI8+vlt8x9CEUzWKcqPFy+PV9Z+RbtgwIiWcTcA5wTvh8y5Rr64csl71Nms1m7kq3/uxQAPiWxEDU9JkxueP/KqVKskzFPhPlxDjn5fCFd7GDJKLx1umErqlOsUTIvFKpHlPAer0q74FhUFPx80Sm3zRxRitFFp1gvZTzT5VMvFuJF86LikBk3bREqVWyVMg88L59//0BhubIuWBgF4R8ZYdEn1giYW9SRPDJX4kXnooBIXTs7/FSk2CpibqiMjzOHN6ukCwO1BYG91c5xZitSmjdWNIqtIuYF7onljG2+mBZGwZA03y01IItIsU7DIJ194/y0Qr1gYMwvl8OQBmunofYqUayTMRun2o6H0RdlVQJ28b4WhcJVM3NfqTJTxIo1coapZjiDcfIX1gUno6IwX+NC+IyKjzQ6UrWKtXrmQPBD2nlrc8YX+hkVCbwqmMDcVCLzWES72KptDpSaBu+im6QQMHgbBYGn8pzCy9z470/VLtaImzMoU/wU6kVvo2CoLsh54shqioSxVeG8UWb6SAEukasEDOO3MwD7rJ0lH5Vy/P4UNWON2vHgPHdKlvQxR3BnCHynaV/QpI+iY6yTOcOmf7x8eFWlebA1ZgB1ps5ImQJHkTD2RebsaDF+xTreyvMubm5UKCWuZ65jCmYVMdaonJeHo6tr8crzYHQUDMnFnZ1n9/O5LQrGWpXjcfv6nH9SCN/F/Y4KJd27sRQYhC4rGVuFzgNDOEflHvnNSvhgeMwA+JhzGum0VD/OzLjKGOuEzo01qFus0azcj35HQaHy8WLKnK7++1OFjHVS54ZRQZ+w/bjFVG4hYxzLLSil+eWs4hQJY53GGToYaxnYDFO5GAyPCsJw4hfrbebpztbyIl+sVzg7nuK5QLByMVoeFYflKpd2U8iecUUVjK0KZ+NIzvCqVj4G56MgUPLMkRHhwzqNWKpfrJU4h9eFHmHUL9SM1keBYV7CnS3JTi4ixlaNc6AyNGgYHs5Ky+B8zACS1L2lnldVMNZJHA+bb7RHrDll+h4zhtdvI8e0xZeoGsZWjcNC0FA0cKoXLoaeFwHAr9bMuzq7o1W/WCtx3hAb44d83GM3ozKyC7tgBEm7YLxH8/enahhrVM6OhM34g5cPwVMyBiOkguAsRtC4zbRHGn1TFIz1IufwzuTojKls7EI3pCLxIo8qbuqtUB1jq855jbmc+83dzZWAwQ4pAN+zyaJhrFM5j1mIYhipFIxGSEHh8xOb/CbBOldKq5yxVe58Yj7aamDQq/wLPkh5PR6auGZeUyikpVeqZawROzcUo8YfMHAUCkY3pGCwyT4moMeaZ/bGnHLGFrHj+fCYKlIZGJpj8utLknXmy2RGd9Yx1mqdGyalcHRXDOoWFkaGVaGkBSDCFZiVShlrxM4dIW/8DQiOhXvBCqkgTCPFAs/pbUuTdFXG2BelM+Z84I1ZPljo14V+SEECT59DBSur/P0pUsZWqbOhVDVcj1xyXSgYDJGCgJMZKY/cY1+UjDVSx6Pze1KrQr7ohxSQQq3u58Yh0TC2apwD5akxccpzWoV5YWC3QGRVJ/0q5xIg0RbWaY/9yVHu7OWv/AvWRIGQXNLclZjXWBRdYa32YATFjb61OeYLG1YUKdsGJbukksIazbEjiA1nLtxzlXnBoigQuBTmWPk5YD5deUVNWKs4PIiOYLbFtkThXxd3KipUboR4pDKoagpbNccLmxUG4UJfWeFfsCoKAAtbXpQ8J34mqaWCwjrJ8cD/O24gd026mV5FQaGqdQp0SzkfTSh/yNYDZ90Xuv+/kX/GUICnP7KVjH3YVkFghjlGZ+RCxGy3UBFjncyhixTcigvTF0bGgd6Cw/aZbkWQ6hhrlc64yscS32ebdIZLUkFAeGa9fnaYZLYlKsa+CJ0xbgj2M1KUSshokhQc/JypaQcsS9SLrermPq6UPY5kJWGwRwqAfJuphzUlmbNwsVbabF6lekTkqoyMPskMw+xopO79ScKlLvLFVnmzjfrUYF24wisLg09SAPA1Rj5btuSJeLFO3XionH9QCBjdkhnjXw0zScDYom84lWbcOTff45jpF/pl5PXMc0SmMxKv3uSvmsVaXXP8ffFWjT7kSr4unO6tSKT/fqG9coVHhYt1ymYUbcZf2FHPWZgX7JIKgreLRv90+M60g4oW+yJs9oNbjtzXW8nXxR2TCgVmFamk9/ts1FPtYou02WMLOuwblW/BMSmv/0cqOcsWa4VNROXslcyUi1bJjFKqg2cv9zNN907ixaq0eeE2GcnUuy92FNoFq6S8HlInFM57lpMTwRHhYp2yeSCK77e5qqhkl2mZzCDaW30OfpmpQBUxtoocz4jfvJZUqR7aaQRBuvK32ViTClpFv1ircRiexyPMDbEL24uGGoXS/vXJO24zJhctY6vYeWK4KP4COV0lffBQKoiWQs+c2e/PImHsi8wZzU8wSb84FqZwvot7KBWquCjPu1YVjK0Kh37F0TMznt/K92CjFAAc0LRD4eSrKl+sEziM0KNG/o5hekL16KMUFCoeb64eN/48J6pgrJE4G2jS+Is+h6KwLhopBYT1iFCteWmQahdrxM2wLZHG3N1YqZQLDTSCIS3k53LetFhHdYu10obhc7yPy+eFdHn/jCDhk04Xy3n1pdKLiBhbRM4YZw5azjpL5V9wUgoAAvW5ci6uo/SbFvVircLxaHqdyzUrDbu4n1KhqLj0IghHZVIxtoicHQ/Uh0Tx7SoLg6dSAPBOtZKWO+lVwFgncV6oGmGoI/lXIWT0VArK15YakTC2Spyd4wNuvg+48LGP4ikAuFzn/MzVglu1i7X65oVAMf5NTOkvzIzV/AqljTXpYxYFY53EGanqEVPuV/dZCi+DzVIx8J3GfXCf9tgseUS9WCtwHvh3g97xWl2Z2YWNNYLE5Hasu8vKR6SMLUrnCdDxr/EwFU4Gn6W8XupKc0jb6/RFqIaxVubcvVgVT9VK0C60XAoSa3fR7jprlKcnQ0WNLZrnDl51hO1K6Rl8l/Jytkl5M2hexap6xjrB46FzhrNKzGi/zCDSP3RLTa6iaWyVPJ4ff7jrsbIxNNhkAMkm5VR21TLWyZ0NNbFx/ryTaOFhF44HVyRRkxE0EThUzlgreEbFavwN9tkU8gXXpWLI7TbFuXTVqJSxL3IHUXu7TutXIWEXt14qVB0Uvk1jq2oaq5JnZ2Jp8C6UICsBg/VSAP6RUs5yxlrBwxA9rlkPJJWE0XiZYSrDmlVCFTO2ip0djysmVf9ZU8ywWwoAPllMh5nGL/a0JDVhq9rYsdX87QWYyrzQ0yIAcsxv0xyYsqtFRlgrNRgoPw/Lny6pzH4WRfnalDx1h6oIa3XGmD4D2op6WeVdcEAqCD+vB8XbGZrT6G7VEfZFa4x7i345/klhXxc3QiqUdETIokaRE7aojSeo2SjG0xmpxAtOSHk9xYenrWQDkCoJ67TGHcWiMSOUEatyLlohBQW/5pwjmjjy3BxVNIV1quOOkhGI6KtP9tIYKTjCsbKbrsgKW3UHp6KFTX5N9aKnRTGkJ2lZe+RNLVlTWKs7GMaYMI49jsKFLt7XolDqfpnf8jkcQaWFLcqDawsHMYfRu/AhOCTl9ayJzg1ycVyTg7BICvsiOxDVrrvPP1pY0YUuSUViujLWoXhEc59kEha2CI9jSAjuft7cKZmpEIySAkAdEpWJmWza0mIgURXW6Q7ehp8/cJZeeRGtkoJSguU2FaUoC1uEx5gfuPN6AHGutAgDvjNAeXDmB0xOSdUU1uoOLngYf/fWZ4QvnPitSOIl3FNhXWWFtboDqeTPH5CELPwIrkkBoUnTezLO5ozXKSqLprBWd7zGSM9xQPnELgSJfS6Kw9Z0v4peaSqKCAtbdccbMz19a+qSDIZnMr9e2HLbJV4khbWy48nS0WuufKws6UIHpSJpFW82oqZBw0lZ2Ko7nshxjFWOeJQrV4KNMr2eIdMT6rqZXlSFdbrDo+hMdNWEMM2UgoKPNy/WtFNSpYWt0oP56z2mYlZqhpnfgsD2dx9XkGnQ78+iLKxVH3R6o5GfvpRKzZjzrVDS1psvVlUX1qmPUVDC1c4Jw5WTwTopGJoYiFbFLEeKsLBWfDB2j++AY/kXUuZ9LorEcszc8MrGMHonk7iwVXyQcOzcm7Vkf+GdFIDv2V7VFdZJjyeiNKZOO+MqnIyuSYGBGPGTf2Zc6JpM6sKq+CBbPlK2YSFicE0KRlZa6cxPZ2gRGlZ0yBj5d3AM/As0rjIxtLcogqrYWRXJ/S0qM2yRIQyaPDc8HZWIcfK2otTC2qQ6qi6slR/jYI6VWTFBL5Mv2CQFQRukZ6Uyt7aorLAv0gMlnUFjnzFFTxjYxd2SCiX9bvczPSjiwlbt8UadFdwJR6WQL/glMwBLaudykTNnr8LCOunxRBJ+PMM+jbvQLhomBQXRcSrZ+eic3VhVVlgrPZ5gLxhe16dhL/QyKlLOEMZl530mSVpYoz2eCIDjBudnX8gQ+kwERPjG2ZCRqY7KCmulB4gTUH09XGVDPo1bkfD4zEVmeThwFhXWaY5xHj7/nqXtSobgZcwA6ruZhWBZo6t6wnrJcfg6Ju+vWRjRhcZGRdIU/rnSYT5NIi5s1R433tu3v+FvFDoEf2N+PWLzVNLngINkFVdhYY30eDGcHWclvFAjOhwFhb+nDxvJm+VFW9iqPfjcQJv8WTOyGNktACxueWF9O9+oiAnr9MZ4JHfe4OGJr6zoQmejIDGYxEWQj6XqCVsVx8uTuWNVNmJV5UToQFEQKTKfExXO5b1VTlgjOPDgEhNxe+FEbD9RGPCdiJp7dhhnSWGr4jgwonPQnrdbGYUPwcqYAVhcmrMiZvdSagFTNWG94MB//dvXPi/MiKZGhanEZw7+UCVhq9Jg+e/YkT9asrIwMwpA5nSZ9cycllJ8WyXATOvypAgpwhBtebl4NM7EfW4EUXpvrQR4YkgnniTeBkKLOEJbUfSOm+/8nH33heZbKwTGbc0OcwyNqOwI7kJFwTn5kxddP2SIdib41mmACKK3GB9cyRFbQBSHzZnsfXsl441wfFslwIMLyO8eJisvgqswAyw52NhHWei9dQLg5t3e929ZWdoJBQZEK7pOc4+W+AoT1bdWDdz+gveEdWHlRnQWCg5VczShH0k2K9W3RgtwFw3aBkl8KjXCWG0BYY7Hm5bPaarp6SlU3zo5cGMkw5ChdyxYFHJE+VyhxEZ5VvVnAkR4v3WyALM1bx7UKkGCuTADsPnFuyTus38zywQl/PZFFKACs918kfHCkS70FyoSU6OeKsizG4X22yoLDkxJHDwIjKPyIjgMBYE6wfuIpEtCSb91suCNSsux++2zUCKaDAWFTCsaFY68arhwfevkwBsVl/Hl+QKKha2460+RJHDK8hDl+9YoAm6UHzc8A+hCVtCXoSg4KpErPH0UKYNf6L51iuAJF884Ke8uPcrp14qCpzbaprJ1Qgm/dYJgZOdGScsnyglVgelPAMBcgyjPaZUqEJTr2xc9sPuuo+czDIBCWC60ACqSlr7OfOgsuSnlt0URPHiLP30bWKUtMAEKAB7cqYPmgpZMFJTvW6cIGN6O2OK8JEvpAxQUitswAYf/hz7ARPpt0QQP+t5jJGblSTACCoCY4/JK9cr3rdUEzOmOv/sMA6CyJJ+OrUiqaFPfm1J+azTBjSFidH6ADVV6hDYNwSjnMoZz5nOphN8aTXD3YPr5D4nKdOFIbNFQHIiEyMhOtaDuv8T+bVUHyJfzTFSaBOefvJplvGa6wrzfC++3VhlEqSUYUqFM9AAqDKUCleaZRaQJ8KT+tiqD4+/Nkzp0AywsCSbADLF0bMRQkEz6bVEEzLNitczus+WUHWFSdQJg/Xlu6ZMZa276C65vrRag/RSPrp+Nyoto+DtRmPz16RuzL5UdGpniWyMC3mADI528+X5CoUJo0FAMnIu4zBeF6Q0ameRbpwMidN69A33lQxf2ZygSI0nY/fIIOSH7tooBbsAe7Adip7Ih+P0EgerA75j5ru7zS0zfvogBtkc/puuoMCI6/QQHt3c8MedQjLM1pBB967TAA7ZBsB+OP67EiOY7xZGMbN47UKi+NWLgASv6+Gk5A2NhRZherSi8W71cMVOHkn9Rom+tGGAQA5XiHxRaxOnViqOltbSNRlm+dSpg8JvBj+GkqqwILjxBoM/J+es9ltqe/XaF31snAR5XVj+2mPe80CI2ZgiOJthPa8751kr2bRUDI8vKD9/kSGHHk9dnV84f2U2jPN86JcBtduNO5+jZSoVoyBMUppy9dUB2YBWSb60QOBD5eNfwji0UhQ3bFYpXX4yOeZzDXArPt0YJMOH5+Wc+TQtDQZ+EgoAGBHGdJfbt7NgSkm+dCngjBzwgec0tDIWTpTMKbV1+rb9zr7bwfGtkwIFxNAgklZHAHycvp6sqFpXO1ISIAqH39kUB7L5NyJVmYSZ0yglMZR1z15cye1uZ/2t8OCwBxiSCwkpgkRMAOlOiop53winDtpWBv6DShgeNo9eVl8CkJgBMmrnSmB0n0glWSLZ1PJz9F3gsOdthYSgXmtQUSX0isqZcmbatVPzBG/rzF9hCuJAUtCwoCI5GvN/s3A6p9ftTeba1VNxj2fbwORaVpnDYs8Dga45vNywNbk9LNNsqBR9vOZa84ius5ATeNHm1dNb1wwaEXtsXBs7iw/53j2V/ylPoUhMc5igjVk2xfK7OUKZtDRffcJGDeOwxCk1YCt1qCvPN15nHPmfmbQ03j5znyxeiL2QFvjVFwXU3B/bMRZWpX7Twb2s5OmM+Mvdbm7tkprJCfW2yTpOfEyG3lbAfLFE8/dotpAUtDQLA0ldUEbv+2MLErWXrb1YoPp+Xd99CXaKlQaGkeDrlGJ1riY/bytd3nIzP/zBuVcIC65og/CNbKVTcvrB1thU/vI1xoS10rQmOpH3yhrLCwa2l6S9w8XEtbgzVC2+50EQmSNJpmAVRoeHWEPXXqBSOC/51bbOXmM2sIFK+DHIglEQouHUknZFuvI3PEq+0hQYygVGz05ltUhJuK0l/oJdmjxuhcBa0MghArj2dUTRx9sK/raPoEeHu/vCuvMU7GRSJV28h67nBSWi4LST9PhyacI7gs1b2AgtZfj3eb1Yx0+1zSnml4taRdS76HhfSEePLJG9JL5mg0G7l8k+sa4WHW8vVNyRA4WykAbPSGPd4KZL0cuW8fqHitnJ1z0NuUUmsFAaTkxWDjeOz9+dcC1oYuLUk/cBjgqN5xBgxJS8+MVmQFmfXzBcqG7eVq4/ndL975iVTF5i65LXShiJLvIR5W8vNGb3GfzIp9Mpa2FGQcZCIcaYei9eUetvCzNnwDVaDFH7hKDB0CQDeJAaupNJs2sidGbitBH2HAcVbFJrMIaxdGYE10tj+NLO8yelUuLe1/PzFRSjj6eH1U9lJjCtWKBz++abJEHQu5lYebg1Tf4FHYkIfonBlJ2gpUBDmtp3yzKEzqTKiJNw6mh6R7Okt6StB4bRiwcnN3I9UGlEybh1ZH7fWGG8P4lGICaxdAqBWjs4zrzTceqbObtvDg/PKUS50eSkSU4gx5XauMCNBcJNXouLWsvXPtfC+kXc8+qTihTYvQcJbFyeSu7wyCbeGpns6cuTodrd5KVWBz0tR8BxFsHy/ywhs93llBm4tS98wlRDuxy2GeglfudDmpUisEfucq/QTz4VOysNtoekbBxRuXkKstAUdBgKAyyL6KOb299xJWgi4tST98LLBc3Z4FfLiLQaKJInp3DuiLNw6lj6KB6PzF75aJSywecnr/5FGFPptXxj6wQf5eY1VeMJV6O8SGKkn5OF6lX1by9B3jgzduH25ySwyj1ihRHPuSQUVCm4rR98xH2nc+g8elcJVMFlYMZwWBNE7PWyFeFvLzRnmxhve+pQifVaCIyWiV/pWhX7bys5fuLL3mDmlNAV9BfnlbGBwDfKYZyKTdeXd1nJzj2q4FNqcIn7EBSrRknOasFBuWyn5E//n4LFYEoqwVgmAfsSZ55KsnpBfa/nx/e+NVxrn2aw0giYkwWEXsEuCbNtV9msNPb7DGjb+Ag/eQhwwbVdAYqK4E5Jt5mQr9bWWHm9jXh9OhecnCmeg9UhxJBPyjnwwvEfBf63hxrg59ihuVbYwjEfnq8k5/KDLJqrCe63lxgwa+CG9i6rwhAuL6oqkzO5M4c0JacqGbWHL4Kxvzm9xUbewBFiQBAXnYR7CZHqcmaVCiW3hzGNiFtK8wScXqgAfkoKIg2yOFcxzbQohtpY071is8fkXvgV74QoXepEUiV6kZjG0EGFrmPLOYXq710cKQcCUXUFwQRk5kG12VVfyay1B9jjy8hbGlRtcOFxXkXAHRFt+7vJRFmwNSR6Tlz/h/eoL24QWwIEkr89NjL29W+mvtRT5wVz91fdPrxzhwqq7IvFDxsWTqnqV91rLjZ9Yoo1g4fy58ARygAolTD33MhXyaw099hwgHsvKEGBCUgC/W6MSPbc1FK5rLR2+g96j4YR7TRaO4OYjQWJxL2Y+ZAYgTNdWJnwHR9rfiLZrAg9VdkHA+Z8TbquF/venclxrafDmiflofFmJwoXjbgVJiyVRs3iejodMeK2hw56a5/VX2QKsR/n1/yFhp5zXelaMBtQxPo9j92oKj94jgWHyzKszd6m3K+O1jhVvGPWOp+O5x7oz4Six7kyh8K4h7V4pfCrrtZUWY3rVzgwK4vRCUuAKEpDYBrydRbZCdq3jw4xh4w986elCTy40AimS5EGOVCzIpNdWSrzjip58o/IT1NnT69mO5k3Fj24fRWG71jJiD1/j69xiHq2wlYsX2hUK4TGo47Tt0wp0El/rePGxx3rWW5PQgxcoI1BShWlkOi1T351SXutY8RMT3cZPy6i50AR6cxTnW9cWVN3vTyW/1tDjJya7jTN6cP9xZQuYz6oo82lNk16E9FpHi+9/8RfebRqNXhyBwD0eaYe8GEZ5r628+I6E+OfeJuMvBAEVbwHQhmLZXySk11pevDETPkv7CzlgpVtw8MOdnty56WOOoS6k11pizBwJOiG2Nnt2oRtHkbTUU6cj0ZWTma813PgGkxaavvatS6PBlqMoJRcg+42V8FrDiW9XjFvjuomtzZ9d6MdRJHzTc9DL3H9+lmSF/dpCjt9XJs7vNDNUzoDxrPn159mYn67wXesocQSRd4zAX3jChdNYFUmYXF6tqrTXGla8w+3CS7aQA9hv5OVqh+mNx0p4rePEr9mL6dmByhBY2VYc7bxPm/4q27WWEX++URbHuJ1tpQjuxFEkZlm7xcPCea0QYs+2jZ+RI4kqOYAJRwDmA3OWIQrNtZYKP1HtG291u967dNmFxhtFEuPNMz0wSnZtJcNPPHJj3O1ta/JlmIcqCGo3Lk9LobjW0uC7p75fkWat7ICRv0LVyD/5hpJc60jwflDfs8G+cgPYbQRCerLObZiSJFO+aS0n5aBufHjWtitDcFOKIjHHEy0DST4WymkNKaUPYibfF2YAV4qCzEc19Uor4bSOlN49fGxz9lIlBxc6URSJyRXn/Wk8j9JOW2jpfgUAHGBbkzZDWVkQwmp8jlbIHFXZprWMlEEDPx9HElWewCe1QrFHM6aHz66L0w2s3NNacjq6IGOuWpdAgx1FUPDNxtvO4Wu5Bb6wT+sI6puzv8av6o9sidn0iigO/SJzLOv5SQvvtIaZvv8+SYxuXRYLdhGFmM/r2QFRiKdVXvr0RDQv8iZ7RWeIYiA6RqY8DygW5mkrMR0jKFDIeq2JKxR386uFD+vaGWWc1pHSu2egH96eXYMzK7oKI59rS/tKKtO0jow+8KD7SN0lMNMKoiDkau7c3tIo5EIvrSGgtLQifYhwKHEZNhBFiGdDqrbKKK1lnTfMbUY6dg/nh8Tmi3s/FIrfpbdj50yfMkpbCOcNOefdv9YaljGVU14/H/rkAFcuaR3ffESAeM9LrQTki9s9FEoz/pNfP+aoXuGWVpnncWWqOWZy15CMOm1+PRsdw9Xa+luVVFrLO3fPNm/+Pa6pqQtLtoJEs72PN8yNHJVVWkc8D2znGV/dcXu1uSnfkKRIrBXNrSRpMbOSS2voZ2S13i7LFhoA64eiuE6LjGJeOqkU01oWyiDP89EmqWj7EBzmUT19movSyjJtZaFv+PX3+AIrF8B0TEGotYyZkC7c0lr++fRU8ztNqREuwDhfochIfbapL9VSbmkt+dyfvp4GJ3IJ/jB9CAgNNN4cMnNv+SdUXmkt9XxwzNUIgu8wYkjwpw1DcHIVJY/OL7zSVuL5+IsS4uH0bIn7sGAoBp6XYN3ditLCMK0loR5DtndoxUwF6L8QDElE51VsyjBtZaCwuo/Jd/dXk5/CwEgBYHueB8JZCM/teYVfWsdBn4wkKXhVWnDh7EhFopHfB5icUj+1NhSKaT0LPa6+9ZATFCpBoBFDceLqiQ+cCilKLq3lnwenQY2pjfwGlvDtK3wE6asPAjyOPojENG0hogcnQ70Q8ZeMEWwQ8nr/lNN2lvqohGxay0ffngN+x6SaJZZf6H4QJEk4bqntWVinVUr6xvrj0Tz9eq5pI9RS86u/N1cr3bSOkD49/fv0wQ9r2OY8R8GRLofYLBO+h8w4rWGk45nA3bZvXaqIlgcF4eHwKRd5m0zim9awUR5KPIh7lyiC3+EEwAW37mCWCRBKO62lpg+EZTwsr0eXNrq440GheNPFXOVUclP6aQs7fSAK7m/vv6/hGp4HAZhsNW1jV95pLTeNIPL2wS9LsGYgrlA1EPP/slqaeKetvPTGW/K6oZbe5IpQMRUMseyedaE8sk0JoLUkkSubcAXsYTmQiM0m6wql0So1ThYOaA1L3HhDPl0b1pANz4FiSLLvyOew8D/rKOKB4UvpwV2itXsOFIl1zJhVUoyDvz+FDdrKFg+4nYfOvr6azBEGGwpCubpTq1ghgtaSxbdnY9+eT1yC9sU9CAqlVt6z1n9aEpQZWsMd3/g/EMx02deQjbKmovinnQmq1xxcUhihtaTxxWFIn3jrGnMJ2Re6AwSJgjJGOudtIZGdKgzRVgr5wn8D2mzea+YIzgBFYEe3a8lIOoYlwDmhtZQxbvp3LAdYQjb9ABMERHkuCTlzKsoKbSGND9yhn5v2fnssuSPMF5SXi2qc5ZM8IlvJoLV8kdc74ocvsihhm5MGBYdTLvxU5ubNQgHtC0scdwgepzAApKjN3n8BYaj0h+SYpyR7+QsNtJYqbpwPtL09f7VEU+/GVySapWN+0XxYgzezHf+kg7ayRU6+Hb6492PN96AbP7+eF60fjyOl5AoNtJYqHp6OfeNXbNI+TPJUKF5A4dedM3BmV6fwQltp44FxaGNiPJ7dGlxRb8wAtFy6jJW9DoUTWssb356fffni6SXdg0+5QCFinhPBM5cUZmhfyON40HHH+aNcQ7nvPxEk1hm7iX/KEG2lkJEn2l2UL2Ec/fgKgqcnqhzZTVGJobXk8YUcIx4WNnTVUH5hR74isT/G3TK55Cjs0Fb2yKEZ+9MLtTV8oylfECI8xylMt13hh9ZySMaREbA49m4J4T7kT5FAKsOMmIcmFY5oDYt8IHmLYdScCF4DN0qOiiJXwBxlJANOlSHaFxbJwdR7GM9rCI/9IArF+BULYN1D6L35iSXayiLvfndunr6qYRud+QKBJyecBzkvWAmitSRyw+Ae0o3YCyLx++LN+QpFH7aTgbySXvmhrfxxg9/3E4P5gJYQjul3AtDk6gsjtJY1Hp4+3ePHrKGbPLJCiWFfhpoWNmgNXzz+vt3x690cS/BGoVFh/oOOLaTQWuK4Y4oOrro208P+eMVhqTGNpovvWOigrWxx5yCd42yPl4iN/vgMIP1/0QwQ7fGZC1rLF19MpL79sy1Rm83xisM0hNcC8ySxTAttJY0vJFI/NwonFdZAjUl06fV0/nm2YyYEMrVSPmgtZeS1Pn697ehTPd4bL0gsd/qyDOn6PQmh9YTx70gHjcfIJ9Qu0RpN8QkFj2nUdfbcYlRYoHVE8Y4pNuMDs9CzBE42qSvO164mIYC28sM7zt8egzlq0ESTegbQOzSNNK/cz1p+6Jf424c0LUGTnemKUwPi5MJK/GwlhhuWmI2jxQdyCZgY/yYY+HyRXHnXZgpvE89EzL6QtZFTwJXqrpwSMaNNXKG0TTzv0VY2Zitfe0XGJhRzDZhoE1cQfNioseYpcIWJWUvWdsyMARu8tXkXNosLTuQAZvbhzK4IHbOVru1IaH7+maXcGi3RLi4IRduk9HEhYtZxNb/Gt2gIWQPnhX3iigRtMyPTLGCfyyoKJbOGtL1wGPEQIR4v0ROVOkVhDctTOccs1eURDMrH7Atn4+TgPa7bGj0v3jmuUAgg0zE3ix7nyCslZ9awtyeeY4zKeD6arAsaxwVD+Ec05Ub7eCZm1pK3O35YZKmd4JVgevE2coUSM2lO2Qs9s5W93XEq9hgoUYMp+sgzwGRz71lULrzMWu62eVpzRzBu0i4XbyFXKCXi2eBZmJl15G2DzQ59HFubeGF9TnEoH70NOG+QqYzMWs7mtMaHjNdAyu5tReFj6kcyreuavk4lZ7aQt/eVs1YefsfWcIr+bUEoD+mpbyozs4a77ZHLfO+xRUEDKpu4FUbTu9NkdbIspWm20rgd6czjHR2QJaxiQJkgsLfS+dwZNJ/Tf1AomrU07uU9VbFGa0m8XNjPrUhiC4odc1GyyzzNWi738mlHu0//XmK5jypTpO+/amFr1hG6J0edbK9QYEtw9WZrReIn9RP6TMJASZutpO7J9Vsvd5DU0Ipma0Hg5/NUwCMPkyiMzRpOF1d7PC9LcGWXtcKQ5PkXOXee/P5UzmYNq7v/RZ9hfLwloGJcmIKokpxP7ONcGFgIm30hdaBcu49LWwIqu6wVR2JlNpQqYbOG0d1wmaIoh5VDSxRFl7WA5PaLe+65LGzNGkJ3pzGdyZqYTqBh1FutFYkPqhZaotc6cTZbON1+5Wr5lxOfGkPRay0IlCP+oO4ylkDpmrWUjtc7/uQZjdYST6PRWqHEzrGl+k5hatZwOXanYu7s0SVCMNBLQZTIpm6oys7sC4PjuI995L6b/AcbqxWnZDte082ltMwa3vbG3A8cT5Z/SwxFZ7VgaBdEzs8XSmYtbXsi4Q4RFUtKcxhli7XCyP0m696FldnK2p7wgx53Jqhr6ESXtQDMxuDUfFQImbWk7e5pxN33Ry8R8+JN1grFWkfjNKqUzDrWduc69UGYfOl6jZg+L0uRvjNxZWXW87bDk1GecakBk/3PAiMkfEsDT5SQ2UrY4D8/rr68vkZK9D8LgNyfie1XLmYNXXtcPYf4mteLxkp2QCtMDYRTQikNs4Wmjfl9+JVHdGySH+h9FgTtk50jA88GskKGrONL+1/0+hxRHFuiJMtUiiP9Y3dJPCgVsi906fB2EV9EWEPXhV3BiqQ+9ZQPUD5kK196czdROFFq2EJbsCBIQnVSJ6FB1jIlv03HZ90ebR7iwo5gQWLSIYZlzoLq7K8ojMhWyvTEmt/R9nO8ji4HgYFOCqLfZ96bpDTIGqJ09+kTu9ds17jFYpHiqMEpM4vChKzhSg94MdHZFMPZNXKhM1hRxBB7zwXOwoSsZUs3rsHenmEUqNHr4o3BCoU7PLZly2oY4UO28qUbt2EfvgqqRi+0BgtCMaZyhFS0BGcmZB1bel49u7f7RqYlkJE/VSh8wD/nvKHfn8qDbCFKKFheva3w1mYdMMlJUb4LNSFB9oUm7Z76ed5jNroEL7b/ZhhtN9rmxKrpX1E2ZA1dQrHkeHEeb41faP8VAD6iczxmSqIID7KOKL1xoXFEwqPLOLD1N6PoVTMzfXeWO9gBnCiRLYzpDffn6F4+tibZgCZgAaC90PMZs6wiHTmFGllLn56eyONS8SbhcGFDsCKxd94N/6/89RZqZC19emIgNsIjG4NqAPXN7oqk4dE/crTpJm5kX+gThkOMn/keXboaQS/s0hUkiLZIxj3yOmfhSLZQqAcKpCMldLybZAOadAWgXKrnJa70yFoCdfOU3tNnsC8xlH26GaYyqjmroVAkWyjUDQF+RAimZWrYRJOuQnwpUZ91jkqQrOFQY5TgGLKxxZ7WGkBZO1IYfK1zmnV2kyk7si8ECmMSTg/5Es68Z1aQWEDykR/vZLFUimQrhTpiAySrVzWSoVdWEL6LxEKRrKVRfs26g7jR/tErq1CMj946tqWTWAiSNRTqjQwlKtC4X2pEQ4usgmiFPH2flR9Zy6GePrpgj7ugBrWo3igUDsjcyZ3KN6dnRbmSNWzqhZ4w3GUorS6BDX2yiiL5eB85PPtkM1Gylkw9uD/Yv4gmFXBhs6wiSY9ctgUrW7KVTT0wL2G0Tj6aXACaZgWgkI/Ub1RokrVU6jbTar5QsQa1i/fLKtTXTv3Cl6ylVDfuEB4PFVnQEtR8CpAgfQ9YSpmsY1W3q6/zfUVtbglqPotHkJADiObDNKVbKZNVQrVheMGYQ7c3CQE0yMrL9RmVpjEhS9byqQMzIfCI8qMtIc3HVAvSErFSZ2xiS7ayqcMza3c3OpSIhtZYQVB2NWfyJIunMhZrSc2HRGx3/ti0mdSQxqE4gvM1D175in3hNLuPgrhHN6nGNG8eVSS25jAo7yk7pqzFVlbzwnCBEZ9uTUYAvaMCwGjc7KGsjMU6UvPwdNcjduosEc1bRxUJ5PxsVw0dknxJQmCsYTgPHAQMTH+8u8wAOkgFhN+pbzDbn7pA+WQt1vKamw8AiIGqa1hjDSXj4LvtBjtU0mJfiA0O4C0epSWyXNjGqUjQrKVXPdo4E3WxldqwsW80UL22RqSjj1MQvmcdCmmxltjgvsPgG/ZZL6HFZy0rEj5fCJ17KjIobbGG1wx577W8a9h1Na6gl1NQvmcAC2exlte83RI/c601rFy8rKFQ9WKdwzoKW7GGz+zhjUcbpUYVNHEqAD5gJHG2dCiUpNgXHsPEVyw/W0OLDzkWJB7/aP05R/HNTm5hLLYSmhdWoY6f6nY0Wh39nBlA0pz3NEuiUhVr6cxj5r28nlo1OglOhaIXKaadTx9J7gIupMVaYvPgTtRbUNglsF18rIxCadxKKaxKW6ylNjeuKA1T4BraLqx3KBJOZ1DJ/E0Lf7GV3nB31XBUH49GraO/MwPoYysyS5mLtexmwxWD/Nuj0+vs71QcHspzn/lsGxHyYg252XiHXaPUsIQz9HdmjEJ3zk7nwlisJTUHd4V+/sSrdEtA85ErgvT1JiiUxTpW86ZB/ebd4ms8Y6VDcXBCIqu7p1ilvMUWWrPDn76/feBnDWXosRQAfLYY6rDlG6AwFmtZzYs5qHskPpZo5j2WikSXnM/JT19o4SrWsJkXd3Xim9o6kY7WSkX52kJRqIq1dObhnvHpmqvR7OLzTxRKqFwexVnpivWMBtOHRu/Jo9fKF/Y2KpLYD6PmIHTFVjpzR5dKrPOtMQVtjQKgzDgF/sJTrKMyvN4wJ4a3+BJWLmxuVCRJbj69ghTNjZmqWMdmPgqb94BPIFxiCZsbFee7vClUxVo6c7hpe651qKEktrAqFB6bOcXq3Lt7zsrMxMUaVnPwx2RJrIYT9Deml2s1QByAhbHYF1bDTNTVN88vIeXiLY4KtUSMWK6kjMVWRrPjreFJf7WCGc2NglFaxYJuZEeA8gZruQXnYY0/8QnWNb5cfEKIQuEx+jOHDs4qQOYM1tGKR2xU9NbuGlpYAlAYmh98gGP2AyhtsJVWPLlZ8e3fc4kraDAUAKWqect2oQzWk4rjzQVGgF8jCzsMBYbvGENyzsLVueFAyYM19OKO1BBmG233Ti2j01BRvvfGFPJgLcHYfNnhHpN6a4iJcR0KxUp5PKtq7VAGYR3JONzLfJ0ntYQY1gIURzxIUkESGmELzdjHIzDYHjlyjTDo+hOAeShyprFwB+voxe7poM2HgS0Rht1+ikPl7xwnbewt3MEadrFjseC2+7e2xBY0+ynI9zJOIQ7WkouXu4mf8wkqsSV2aCrU17hx7kMuFMK+0Azs27tGo8dy51/YjqdImreaVZ5zhryyCltIxxMf4/P1cvxRvfbRlicA5K2xLS8IiHIJa/kGbz5Y7qkKqoyNvjyFIiX3QtKcpCFRRFmFdcSDmxrABej2WAKN9+cpUh9ElFBYSzo29/wSsdGvPsZCkXBiZs48zZZVPmEd3xgKBqJtFa/ozpPX48GZSeuZ8TgXHxQ+YV84B7JEY3DsLWyKEnEubNRTJJCQqFnlbqvCKWxlHccV3QXjvv+iZNGspyjs1nM3RxZ1lUlYyza42h2h5fno1GwseFQobWh5SbpDGIV1nONFE+6ob7Zylil6QSnNzrEEKWV3hFzYyj3e4wtnj0eNNOjUyy/mvRfbK2YL5OlcKdTCevZx3FnF5aSMJfCwZU9xoLXmJktPSXizXiYV1tCO598owu+vTtWiWU9BvueUC6GwlnTc3ZPrhG6NPBf26ykSvt25oSOu2/s5GFxphbXMY+Owlc+T6Wsul7Dj+XpBopT1MJbLdsoubCEfN1hyD3aML/IWHXTyejV8BnuOFrpELuwL/2Dq5hpb2JaQ41M1BQl69pzvfn66wjBsoSBDqGJ927i0b7ERUcIM2ugU5WsKq7ALaxnI7h7Zu9/yS6C5+MQFhaIHIeaRzHH2yaNT2IV1BOTFxMr1NNHVAOCpdEWqt/uZQxduYSv3eLMz4vrwk7Hc/mhxEwx20urkuegxy+HdWgrwpKv7dvXh5cvtH2v7FIpXn1x4OuNGQ721bOBOF+m44OniqzGAwwoEB1Qo1mu/cnZS4r2tbGBsA9vxMVbJiT4zeXn2sOTnZ/Z/lThvX6gAt76//r6iA02uf/abCQy+2TnwOtVhUClh41kO99YQghuS47BYoO17CQLoPVOU7y1SJdZbxwfGebh662OMitQwcGHbmSLhW67b2PLWsBL0raMFu69EP+d+1zjAWQKCA5YZJcRnkoIa9a0ygnEK/Zkqlz+6zuSl+Ckj1Xza+e/nYj2N9faFDnDk0hvXaidEL2w+EyRh0ffk9yzx3lZCwKE146xft1sjRNF6phjfi+ol1ltHB55u54y6xRIF2HemOHh0phTKfWfRLV1jvbV84M414WMl2fXVyVBPdisST2nMho4L0KffsB3sjPy2EoMHvtuxavL6aDQo2sEygN63QU22U2CXyG9f2AHXWcUm+EWQRlOYQiHC+JufpDpNh1ASYC1PuHGr1W2L0XhLMPLeMEH6h4IoPMA6rnC7uvnyOhe5lzB0ca+/QuUALg/XOR5biYC1ZGFnomREz+fWqcXIUCsU332uU55vWsiANXSBD1BM4G3EIpq4FOW7zaFwAWv5wtsXQcXa1CU6XLyBS6HwIaP8f5odznR8YQPWEoanb8F+R+NjDQ/0wgsOHuc57aRuCGc/V2IH1pAHrGzaoXZVM6KXS178tT+W5NST1okVWMcb7tzWNH5o72WvgYJZa8GBjIneqi3NrSp8wBrG8MC/oZXhaGQjOrkU5HtDbiED1vGFm1sZnzEFtcYJtnIpzteWnMoBrOMJ9ytnRHy+1RihW+IDR5JXKPlebzqU72QEttKFwVo/3yzPSY0JaOXKL8eHmxuxzoGuzzRJUqmAfaELXKX0nI0WJTLEhD6FgkyM94xlT97TlfiANYTh4DKlcdf6AqYaD9DTJSj/KDoUPmAdZXjT1Ljheup0Izu6FGe85zwXeTtfIQHW8oQn9iZ/ApvncpcAwGy14CxXe7B6ZQDWMYTRUDDe/7YfnVREg5VgMG57Xn5Pu8Bq7LU2Pj/QvDj+jo9grpd/tDgp1H+42DUGWxunb7T9XeeOlHr7x24rhfrHT6qx17r4PBabb2z5ud86BcdcruJEgvyaUkZzaZ7GX2si9IYius8eb8Qb2pAU5Lttr8Rea+PzgQQCzswjOpHkNvZGJEXC73qusjy95SXmWhuW376B9+ELutfr2G3XggQVE/rwmdpnzphrTTzGBpsxnG97LapttCGdr/3+oUqAtTYIP30yzC3idL193XCtSKx1epXukcYgapC1Jgq/MFlgPPbX+9GJNbQgCcj3ZiCNsNYG4QfdcLcwJdabl+1HAoMjGBpw0vffnyW8WhuCb9gWM0wiR9ie9ea90PasSJo2mb3WaXKGxlvr4vHQHGN/FTcllRsYzUiCUC/zxOg0wloXhZ9gaaDhX+SZJ28ViR0l3vyQ2KusRMrB1rp4vHGXzOeWvfptX+//C/uSFOl/52tK3LUuNB9c8fK5Ya68dpfr33cjKRKeq8hkZGNCjbzWBec3F8her7G3Zbn9fVeRIn39jUv8tTZCH3fmDDDfbbn60S6kINIumCeGlNhrbXx+fYD/5HEa9e73eWSKhI/4R6ej1mhrbUR+0D02LvUjjDVy8cdKH4X6x6Ur4da6gHzzxapX33q+XstMqgoOGbu7v+fSHfbt5GhrXTjGIpJtJlfrnYy2HQX5XvGQQGttLN4oz0fGmxnA5Va+sGlHkMh7vIV2tkd5y04OtNYG44Nu9nEvsGhXL+aLd+0olH6vaWVAjrm2RuQDp+t4uI6vVzFSqen1lHnnEN85DKnEW+tC8tsnj1x9U9h6FXv+VJFQaIiU5js1e5eQa01QHlLq6Sfm6AQRWncU5X+WOzXyWhebX7R0+UPVyCJ27wjMf0h1aQC2LkZzUMroBL132ohWWkXJiZE/2S+sgde6wAzf8+e+Rdv8cvGiY0cg8GNOa3RuGCxxz9rYeMeijHHR7q0yYtuM4vyDLmu0szYiblxcMS617d4JIh7ICsWsuFPLL1lxjXvWxsaDYzR2fKhGGNF3qji89bw0d+bETwKm8c+6AIkzuL38+a2XMRpbFEOTTtlhW4KfdfFxnwslmNpb72NflKJI35lICYDWBskXPUljpK3PpCoX8sV7WxQKv+2staZ80JxAW2OhtfHyMVdAPmKziFyZNIcqDstlnouKMqE3nORwaG3AxCIGnKdXJ2LQcaIo/6GlsIRFa0Pn3e1C1yDZ9dL01hNF4jftfT3nF50PkYZHa0PohlT3sUcbVb022XmiOHqIzk19qYVJo6Wt0XSDhega69Tr/YlEoyB8q6VppjEHTWsD64EpCcecKVElDtOMiqN6JjXIasy0NqqOTOX4g/sXWYNuFIX5njLWYGltPN19CMUzruXl6r6wG0WQKJt8asQpm9IQIg2Y1kTUFx6QsRfv2gsaNqIIyhJi8Z/AbGMOmbbG1Becq8gGvzoxg2yjYpQusZRoKAHTmpD69GUGe8jjelmzC0Vh/nEPa7S0NqKyORLLU7xcWO7qi3egKJQytfn/bpPAlGhpXTzdOEnhFZ1qyz1Ns6PAgG3H0IpbzhtJnLQ2kO6u+ehxWG5pdIQIyD/sOSVKWhdJR4TGcLM7YBtlE1ssFIrpY6dqKX08M+U1WlobUXeYgcedcbQChy0hioNPHHWdk4Kf05c0UloXS7k++og9S+stSU+iwIhzZjY35SFlJWRaG1QxH//zUPOf622Jrg0F+Q8tFBourY2oT3pluE6ukyFs3xAcftXe9zjf+BZtGylMWhdI76C74wPdn43+YMeGgCxXYXxEjY62Rs873TEjlXDr5AfyggLBJE4Z4Flik/Xha0Ai3fbslAcbJBTmu/Avocm68DUa+mLywBHLJ+WejAYJhWJfRiQfX0n518BkXezaoUGPx/yDcj+yK0JhJKnSZ3glRlkTxHYYKuC24ETmelEiJScgmsuRvjiJUNYGsbfPbx8LtVvFwdYIweEN6J/uvABTbVvDlLWh7In/N26mV686fE2AIpUqrHiyNUJZF8Tuf59glVv0tsvtyBYFBYGwiLMSLe2emcsRypoYdueo889RcMdUvRSRmlOU/90XXMKUtaHsRj/HWCfj0z3LvXjxfgWF+uYYOBVcCVS2hrI7yBX86kc0ucv1yJYFReHvGns93jI3USOUdUFshxQ9wue+MH063xRGvRiJPpTQZF3swojwz19g7+hyVaJ9QEG+V51KPLIuZL1psLjePam7XpUXNhAoUqmtZQdzjkjWhawnROdo8HtF+4DckuweyCCMYW4Gn2Z7ZsxSSLImZj0xvBtb5pAIXK5G5MwEhF7CbgiVRCX7Erc4s3sOpFvuRrYOZJz/wPw0Nlkbv27wmE/3yXI1smtAcUR15x2GJTJZE7vGyrltXEYMKcutyJYBAQGRj2vgloZelXhka8Q6eLzGR+CdV29F5MgU5H8a3UpUsj5wQe1tm//BcimyZ0Bx/mUA03hkXcjiTOtx0923htWzYUBRvpZeNBjZGqw4K/TzO8a02HILspIvGOqqq48us2M5IlkTs54cOv15TFncqZchkmMK8r3HpUQhayPVg4aDMZxqjv6U6/DCor4inTbQfDok9FgXnG5wX38+tw+JrBchi/mC8tWKUOKArZFiPAgYhzwy4++WVCMnpDD/O99XwoG1IeMYLfij5vCM0ZR6N7GorTj4rMH28jKKEg+sixhjdN8gSm43qVcT69kCwkZ9Zr9OHqDpRQ0N1gQP9rZiMtrj0fFquJQUhaGyHdpQYoN9iR+cWPzweWLLFeW1bUX61wWkgcGa0PGgYfgJh3JDqlncVhQWJObolrzjVAKDNZHjBtfuMCizPV+vKNa1BYL9UW4Mf+aTomHB1rjxeWp2fAksyS4XExJCivG/S4UlKFgfN4a+usaS2PWGYnVbcfjc+oDBvHNHY4J1QYPD7sfgyS02U8kdxcJ2Bim/Yd5gJkHBurDxhqTCjxjlZiHPLDYLChJAc+RWGvOhwcCaaMHBcrDJ7UfHnZH3EZD/8DNKQLAvMQO95iPwbtGCqxfihdVmQfpOKjUuWBc5HjDPjm92TjqUC5FVZkHh9dqNGCtxwbrQMb5UttL5zq/lXnLPiiL9B5WnocGa4LGhHXusgvSZPHo5sfirICUBn9WIRAZrQscBZfM58r7WXa8mlnsFAhw2btZbag8vwcCacHFgBuyQbreO08Kjohj/246p4cC+RAwfmP5+dpyWpV5BkXi55YYsjQXWRYsXrrjxAPd8lkVeQcH7RSr4nsbF5VBgXah4cLMH+6EbPsuqbsIAeY1Uz7ka42wkLCHB1pjxwPoHLJuEX3e5nuASUZDvNZsSCKyPFey9vsUc0OVm8oKuIvFkuN5KHEBDgXXBYoPj+TjHjpVriUVcQfl6DsvlbM31fXBg6Djbr47PIvOhIP/KpZdL2b5c3OOnOc4WNL2LWNBUmK8UvVzK1l3bL1obN9DKlceykCkg327UU8HqxWzt5f3A/B48RPeWVIahQaH+wT3ynWz9pT26d8fneEeFUS4J1hcziBQP7lkQyJ1szZ29QVt8/vn5avkkS4oZAx6fSLQ805vplWzrlb1xzuXtca47kbsBrgWB+K5a9R625qI+KCY+v9dGLlBvBiYfBEVNEtn9ovewdTf1jovj86F82Gi9F1g+FBS1UeZdwnoVW3dZv7g3YAuuU1kkq4aCUmybaYyH3sLW3NNj+voNP6ff5PUego1AUf53E0O5i+3Lfb2TabsBe7mPLiwXKpKeimRlLPexdTf2HcWNcU72qBbKjcRyoaDMbEceEqd3sTWX9eYDGF8RlpdbiF31AtNmVuQOtv6SHl7lISti7YXcPazaZQw+MHMvc1p3KxewdTc0R70NRXiNZeL57mG9LmPkvnm1veKJddmfb19rb+jX3/fYY33do/RS7gaKfsX5x8mX69f6C3qYMMbneMQYKrkbWDUTFLzf3IOXdxjoDWzdHc2IOlaGsi5Q7wYWzQSltExFl1zuF5Db2JrrmhcZvNHb0XE51M4E5D/0luq1bO3NvZHajzoRj+NySXh/uyB9v131arbm8r5f8f1eo1om1wOrZYKgIvU0opZb0pp7dMdZw0CBW8fn0PitIN9rSOVqtO72fKFRc1zWsdtArglKcEUpj2saEqkXo3VX5xPM+tQd9apg1UpQ8AFjMHQagyLTC/Mtae1NevfhclsYcOttcfE+bIX6Rv31vrT2Qh2disd9Xg3lrmAhSUD41XqMzG2yemFac6M+YM7DxnrPG5WrgnWkDJKMO2f5Wu5Ha2/QnZPWrnNMxnJKqYQzTmEbeUuzXJDWX6EHry9Wj+sBZR1HQFhZie3Cub1E70frbtDnX07r3Bi8KrliIUdACr0400TlWrTm4nxy3NktOoqXSwEVHEX5R/tMuQ2tvTE5RvJ4R9tZvReogRXnH8+mXIm2Xphjuhl+zhiZI5cCKziCwN7Bbq6dXoi23pho+Ll5DjLaovQuQAVHUL6nFfVCtObG3MFvD9pTVmJF9SsYeDjjTtnThNJyG1p3X7KbfzxG/vWWi4BFG0FJ5/w0Wpbbz9ob8sl5W5874M5bpt4GMd1Nof4RbOUOtO6WvI+e7+PmOdR6GVDwCsbYcp+trGnZvd6B1t2SN6QIsHHt6AgVqyaC8r8beMuFaN2lORy5N05buPfMxkeeKdL3Y6jXorX35jje47t2m046p6xiCIDUFtPqyXQ7WXN/vTmCycdfLQeUmycF43sRUy8m666uJzrCjrliqxxQqkEBUf47vSF5h4/eUdbfYqNJfkwPfsQ8DzmqrCYIyv+uE5e7yrrr7MZJSNdzNUw9uF5VUKTvElhuLGuutGH1JSM7wl0mh5ZaMWP4mZwbEtlY5aWEdF9Zf6MNwvn5AX2ueD20rCYIyn/4ZvXmsvZ2e3M+0HUsKm+pzoX9lor0jyMpt5ett9sTHurjPi3RemQpFgUCD288szP3Jpee3GDW3XEPLt54+Ra4SnmY6xeQ7x1O5dqy7ma7sX/piXPYEBD2OiqMP0Kzn/6cgpruLWtvNbqFHz7gsR5dZNxPgK9WsdkJXa4wW664gyNsxhS8PebcyqFF1l0xvmfA5QKz7oZ7s43oHlv36oFlq2EGkU6j9yzW5BtPri/rL7jBCMdT85x74fLJZeJdUBYX66kz9NKy9mJ7cIbMOTGlntm5JU2g/nEg5eay5mq7sTPV9+qWA0vJJghIgUcZbC6GyvM09Pqy/oI7vIHJU/HlxDLzLij/6LQut5Z1F9uBWYGfB/nFffT1zDIhrjB+IucJyQXpfG9Zd7G9MXDlcCfucmqp4TLG92q03h7W3S8P9rk84k6oZ4gdaoKCJooo9c9llHkmsV4k1tw0zMmMb9UtnOUMUeoIyHc/oV4i1l0zG1ZLctZSTw6YLxac7/kbvUesu2loYT7uyQCSzw9b1AREeow09S73h/U3DOdwXGfbczk7zBwLDPNF8ZCekxDmw1ouEWsvmhcXMXF8TsMNmDhWHNyyYXmbDTn+n+A9Y/M2seayeSDIfz5cTDErx4gNYwkCX+7sNErpKb1BrL9jOLFiG5nShhUwcywo35vT9P6w7obZsB7o8+H8n8uhZdJWQHC3Tpt6N6tIrxFr7pkDj+FonX7GMqF8Zil7BON7nUNvEevumRcewrHqZY8NOHKCmFAVFPyGUW7Iy2/L9WHdBfOg22zz0RXLEaIKEZRsZdM8/Klf9Rqx9qq546lHTd931ZVTFAlVhRJfx+5ZguhqOu8S6y6bja1wT9Qz1mjNpqaMgS6jmRzPQVIvEmvvmsOnGLCi3wRqKhHB+dpArheIdVfMDuF95GkScoaYVhUU0g835kxPgGhZvUSsu2Ze2B94cD37Gq3ZaCQg39sM9Fxbc/Dv6CGY8yzqIWLyUTB4zc1R9tKAc55m6477Fpb2LcbDyQli+03GwPMZDHlPjWnlLFt32nd4vT//3dsRs8rkEWY2UFBo5nD9saWWLT3K1h32l/t0nvHDLQ8xObngkDlyDWXxcpUTbO0p/zwU8DD4ho36GDMhqDB4SiMwPqePTJ7SfJStO+t3GDnH2XOnTnmMmRrMIKKx8DmxgO/chVAOtLVnfnO39R4/ao2cZOeC87UPT4+0NYd+zOK5YXK7i/NyfpgUFBAcj+gylLVtcpCtO+k713UNLznLHfUIsVUlo3yXV3qUrTnr/DlHF+grzN5yhJiuExAckFOW+1GJ5o10mq057nd3Ab/wCZqIyeYNQYESiCt8XjvJllOOtTUHf8wpv3GRZ9ii5XFmykxApE9s8tZnSp3p4bb2AtjdbHGNfGF9omNmvEJ9b1nX823NBTA2I+Ku5kGtTzRTZoKhD2wuX+mhtu7YP92bevMtv8tDzayZwHxvsZDTZd3x4763KfLKI83UVYaQ97pOSSnbbeSMWXcM71f0hWGg3N6FMjYeCAwe3Bj5M1cOR6+V55bScbPuQL5Z2nyHA6s+2kwuCQojStzqs7v6dY6Ak0Nn7bl8IuSPL9PZ3vJw+/pGQcKTdGq8lCXQE2fNkby59+9cPVqeNaZ7BEXF5UmeX6duLwfOukP5uHpP+2PW70uYuXjBXqG+V9b01FlzLA+0NzkvKU850z0CIDLoy2MsB8/as/mGKW/81/hI4OVRj8HNGYkkjPXfPa6l3KGkx9CaY/pg0e71dxpO5EFnBihDMBHsrcHTPvw6yYIcQGuP6M1HGd/mQ1wfdKaAMg71H4n7Pa8H15Nn3dk8uENhjCnZolSTH3LmYwQF8i9o7ejaPYdI6YGz9lBy2fe4AuIzl4f74iVohdJLUYK4njprD+YD1g+on3dkRvRJuzA3Ikj0RcXe07wRQB5/q4eDUw+GS+4VqYr8bDFTIQBaRDgLUOcVWB57a4/GyPBxzadv7q6PWIxRVSim2GZ0S59THnprTsXLPUDXGe7KM8aEhaDwCYqRxs9zYkx52K09EP+/sWvZ2eO2ofvvKbxMF3Z1v2wLFF2n9Ru0CYoCs0hXbZ++h6RmRuRw4ARI4Pj/D6UhKYqkKLGs90M7Z0Ecy/9ZSQtNSnmBcZ0KnWmDW+UPd1FEftIctNabQw8Nk8zBTkbf/HTNgVb8w10c8PGkVkzONh92XzIImo6+rXAPfTV5tdp/uCuk8a0SVqbhmuKPxPWaEodq5w5e94yJWgWHt0wkRqSC4Xw+lrhrmwT2O439WhZ94dVz2Sr+4S4OeR+PLdx6B8io22fF95qUjri37qdG+Q93fbB+cNGwtEB8qJvE+IqOrme6HSTZ2Vawvy+Cw10ojZ8FTMJDzxivbpKa0psmSynuir335XB4KybLe8P8AteZrNYa95EAXFMyu007o9JdEw9PWQcX1HOrntWnz8r/I5GppiQJv1XbkfZGxUoZD09bK7fAo+RFza5xlOB0p8K8vfq4XbWp9W7RZ1TycNVW7tPwDdvrrqoS/mfFqZqUKv3dRhfdXoHqrpyHo78prHZt8ey1ZoUvsaqmI+Z4nXbGZZfPKHVXysPT2yHtpVfV5tNOSoSqybAmnaEisZjPPlfMuGvi4WprlXc8qStA8syjBI2ajkj3bApxReS8jlcYt6vk4alt5nsMPKV1EGLlfzaJ0qQkID9zD3drmPvOmlHPw9PgvpoyBU7IOeZLojlNh2W7jFVU6RatlYeruVUeZKTTXEmgWfGvME5TEumuOk8tXaWNh6uwabUh7Of18ocCfCSWU5Tels/99JNWksNTo77e08tcUepZLglvFB3m8BmfqyuBRjkOV4ES13ey8WvVMyCfFWZoUnID6/TBt9hVtd/Y1ON40aC52rWs17weAlntNxQlCdRXEJm3BIxWj8PVoC7voNGzZM23IKv5hqKkq6TvXVcSTyv02NXkcFWp8Gkk/e4y11YJVuihKalFZB6c2PXjcHVI2ghz4rU0z4ycgYAmJeck5wWJ/Y0UoyGHq0WFi+po9JndtfwRz1xTYjbfyabbv7ju1hsFOV6UiLvXUAr/KsVRojhfrNekmM9XK/u9ME2L6XAl2YTHzV/L4h8rIobDezWDltDhSjHKxXL63e4u5dVOXlNin/yspVSP0BgJHZ4Qm/SIoWOuEN3ltNxGTUnlf1TfJyOY40V43NXtSo08mL/cRU1Jp/P2RsBGOIcjPMr90WeeiWLLfvEXNRVm7Rlr7f3ArWgOT3pSMsA/yNNbQuK1aTr8jefxQlYaq3l0+GzkTsIU1Jxx3sYG8WI0EfnEFe60/XKD4dDxwkW+zk67SSqeEn/EfdGUVq3YlRLZ6lM1j44XNvKdsxyuok6rxcuLUJT4S5fNbXsvh41Hh89DPgLmzNyKdywjeBffqJgK5/NtqLWHbww6XnjId05zOA+MHkxYbcoUpTXoVfa3tTMwEz7cjxp80CUfXjzpftYi0aTkNHOdKyiNNbM+Xr5s6f95bG2lu7YVTenXj53d4X1BDnwgQI9xd5ez/3ToqKM263/t8MMZIElqE+sr1Ol9oAhOk8GI5Nh++etfvvz2hWPh9d+/H5845HXZIY/NHvcYXLxPJP/25efPAwc+8vGPuGhvMBkX3/an75/Bf/46vrRwPX+KzSzCQ/t+fP7469fwleh///Xz03/+8P1fH/L+Gr/cDK84UIHL9398fvov/egrRUtdfgae0t//j/7+z98/JNaADYO9zOufiAGlp2cAzdqSWAO+8zU4+qALBNgIuPCCKh3//QsLKgxsPXNe1MoEW5l4mbWObslQCtghg608pXhSyaPWLGto5LYyehsR2iU8IviEayr4HXI0KUhqM6edxJxsBz0KvZ2HR5hFqKVyQnPWuILKmwJ57zeFelGYfbSTQsO/XFWRSq6xKgryoIUzhxQb1WUwBYilnNeXWi+GAFWoeQRynvKONgi0PKUKCB55HoYAccsjUEkEQiCVktkxzyP1qWfQOU3qMCG1mssiQNEEa1uBOEI3BCip682gz1aWOpQ+RKpwN0YYhgCZI48ARJ7npc80T9K9YljQuATGwWesp7x4CFdWHNhaK+VXNAGYfg8fR5tSRoOIv3OOos5KIfwOl8cNHA5mLKIiSgBzFblSpRFPNZp2AG/0kkqUxtKxwTuW8144OsngY3C5B1sAH0jwU3bsHvrZ//KEy/HKBae1/stZ+V5k30XcXriqBy5OiMXA6X0879t7jUmWUKLFxPie89Czz+zVerMfmP7qeoA5J77ICT3s0eDpnMab/oT2yvTziCPyLWVEVbkafHQtYgk1dBm+lNhZCwZcGaO6iXsXOMMXSFvWDtHhx2exAFIzaHIfHeYVqL3oPSn9ep67pFAMHKGLN3foneTTQquT/zRTCVEPLhervamXeFY4wnJyoIkptAc8VXdwfK94TmFA2ImfLqvt9KFOeOArHt6nVzh8wviZZ+coZXZMvhs8nal4s29dFqosWYZDag+4v2ZKb+Hsit3EZM4xU1Ro+BJ0O82DD8idlR5ulDAeu8606Bx9qcODStK2teBPAsfGrBg/qBu7N3albaqtNAxlJaKBUatWh2GQFxVAEK5jl+0yau/TwP0tHxtiiVKTMno5v7jpKXfOQHjolGaUVi5YZk24bZjdebIOu2oOcDAZDLZ1QYc29He7hr1CxQJvDDCxbUz2+OfMetqNzwA8eClD1mdqsbOR5LvRw8CTj65c/pAGJQplcSFwU1AqynU/uc4oxROXWzNTbjUaNOWmvZFbC+tGdRqjyd3c3Gcz8OAzraexLuzAtPI9fti03jW6cJ7Mhc8mGwJGTGEZVGwyBk7tjD04AghRU9jMJMa8VM22TJG8x7aZpmRkC3ZfBgcwPxtwfZEXNDqJM4zQnp9I6dgzezdwOll24A0hzJDrlaDDCttLoAh7hyeuHPbgiIKGHFCknnkf6lRRbOFkrG74uOHwTeQlPijzlIKJGI2mx29+XIBwJFS5iDbJARP/JbRs0HQE68FzPEN37OFsGOE+wQ8zcOKKC+8kRIJTBWwU542ckh3ODewcoUNWVQbv2AniapaHoMig6XDTGxzS6iw2cmS46qOHqbeREfgtaw9NE5Vbw7AqfE869VTUzPvky38eusEQs9AG3KghedBkwRQYueCeZZ0NLJEkYUMb2mfu0hbEYxvQ0k4sh/U815hdcw1oKk70Bu/4ZYHDMcoSNSW9TIGmaXloeMus64iYQpKgrYyseN7lcSYPjRXNO1AkZ5/TDgWctGg6f/S+ezape4mIseQBdLi72tfujbM2ztjkoESeOX53iJkaLbRi4JRRceHYehmOBZfPlNoNi7us7q0bE23ybDJkdd0TO2GVCxu90RCB9fWcHcT8gFFZgcOhnrLodCQr+oSR4+SNlkjT+KLOvOruTpTUEHsoRD+Z54hNq1uOFK6H8TiC+fJxOaU/LCpzTtL7MuznnKmIPfQr8X/Dir+jdbhcRWAjnK/nbLAY/DnWlSWJA0bC8jHxlVlvNHimTV7vyMkOlrgYxkVVLAJahuTRNgOL/GqOxxH48OwgJYQfwUpNCna90XqViB8ec6/20yKf83gcgdvGjIQfx9ZHweS1Am+0gT2N1B+KGeMTRt/jfdvkNBtZJkTY9tvYd3cnOVc6K8H7mRrVJl9Nc+Y4wtp7aKW2+oDxmB6spibvoSVKGWnY4FfMnU8biM+5bhnOZbeDSZGqNxiWprAfftJ1cnHDKJh0YVMsZQ7YYIxqtc6nPx4MPOdkBPw3Lhs1sOxHZvCWuUIZe9u0Y8l5msePnCc7jZhgslYEMCpL8sbKo/L+m0u/nxO/YVST58FKjuvdvJmH/TLpKOnC+ghyGBdzTg8YJYC9b6ukv6yjuT1YUvjw1xsNsbjUQWMrsyYSsObvGaNFSS3DdZ3hCaNkuAuTXbXg59GiMr9l5aE6qT/B6EKsBZXi8wPmmLWYgrOHFstJgjsWXAyGQUMeKiK98DzYyJMNZOmNwzgDo2MKF7by7GeGXcGiyc9fXvyYsAOc/AyNDjss7CUfD18siNucJH9oYC8ZeHyPXM2EvSsPmxXe0u5YaXAR2ElHNG/lFt5y7YhoA5s6bNjsaO+wOt8S7BNeCKe3qYA29AfsJa0OLZS7ii2EPtMD9pJMh30ZfBeP4v1hWFIHP7Ll7BkQW5DHLjI82/GA6cT5zRL47ZwzbAhJrUWo4y1dPjMlJgjWwVLLkv6WJZ9Uf0d/hxlGu/sC5ufGZ6Ho7Av5rgiV7GDtLSU+S2dvkM6Qix2rvaXC4dQFCZwLRY8W9ZIAn7UFjn17g4006l/rW+Ib3JCirT5gfuyXwR67zuBsJYXVHbhWiyomzX3zo43E+ohtkbx8C3vJbk+sNJbZKIV3OAPzk9qI42h9jkbRvMHkt0z2HEGO4Mbo2W4YNb+lsOHrJ95nJnmQlh/5JXVN6U7JOOdYo9lCa3pLWc+ZeHXOCqNpx0ovmeoJQcsMOyyP5UfkFg5P2PsRs4csk9c4oO7xcgqSQdiu7dFDtWO7PPt6vgwb+00ugKfpHi+H86z4h1Peh5cXs/X4r/PmiHbc017//8NZd7LPmPR4Tvpb/d3T3kaXWavhXye9BHRNev3/DyeNZTXo/O056fi7p7yNLVNWg//8+T9iTLhQCmVuZHN0cmVhbQplbmRvYmoKNSAwIG9iagogICA2Njc2OQplbmRvYmoKMyAwIG9iago8PAogICAvRXh0R1N0YXRlIDw8CiAgICAgIC9hMCA8PCAvQ0EgMSAvY2EgMSA+PgogICA+PgogICAvRm9udCA8PAogICAgICAvZi0wLTAgNiAwIFIKICAgPj4KPj4KZW5kb2JqCjcgMCBvYmoKPDwgL1R5cGUgL09ialN0bQogICAvTGVuZ3RoIDggMCBSCiAgIC9OIDEKICAgL0ZpcnN0IDQKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicPc29CsIwFAXgvU9xFuemsYND6NAKxUGQ6iYOIV6kSxLyI/btTSJxPN893MPBGiHQ3jZLaC/yRdiha4AcHOmADgxLgTM9VzmaD+6JGDjv0R0YHuU4GR1S3aP/92dnooUQOeT82yha6ZrUSe1t3lJb5ROCi1TTlFpHeq+KlnnMOAzl/0LeRKfIY182E38BfPEy6gplbmRzdHJlYW0KZW5kb2JqCjggMCBvYmoKICAgMTQ3CmVuZG9iagoxMCAwIG9iago8PCAvTGVuZ3RoIDExIDAgUgogICAvRmlsdGVyIC9GbGF0ZURlY29kZQogICAvTGVuZ3RoMSAxMzg0OAo+PgpzdHJlYW0KeJzNe3t8VNW1/9r7nDnznjkzk8ckM2TOZMjwOIGEBAiBSE5eIEYgQBIzmEhCCG8FDKAowmhFcEBBb0uBWsFXfVTlZBJgeFSoUFRaxBZqr1oVLSr1NoL9oK3VZO7aZyaB3Gvvr3/97p0za++19177tfZ3rb3OEIAAgAnCwIHUemvL8ve4n64DSPkhAJ3dunql9NLRDx8GSLsMINw2f/mCW8c9kyYDDGoGMKsLlq6Z/9TuI0dwhBcBXBcXtrXM+4/q+tMAw0SsG7sQK5yFhnNYvh7LgxfeuvLOEdn8bVheiuXcpctaWwDmYf9hO7Ccf2vLncsFYtyL5dexLC2/vW35E9GLn2P5IoAlDyhbrA4fXK0eyrsouSDoY3Sn4gIdf4EDk56/QCDDIOguUO4IHQVGspOMBLcsfl3SUzJNvFIytacESpEXv8NkVL7f4XfkYEKAh+8k7th3ig6+BYk/BkCgjMToYnorznWdukFuUDKW0+UcnUqmUkoCQDN1y1Eog1/+kFueJl5oEj+FvKndo/JhBWnyREEh4M7LPJ0/KuQa408to8NIbN8+YOPWxz/l03THQCZfs3E7KK2obVDMGW7FaqV1bi+QWPyYIluwQIYFTFa7xZ5lMg1LzfLyWcO8umHWgNXiziDglESLhdZJ+mAsfrGLiQfz5NPsyx5wFpeWit1it7M4r/ukeNJZLJ6QCxiNyvco+TprmrXK+oCVr3Lc5Fjt4WamLRUXp8xLW2Vdk/KANZLyoOcZq8lssdp4PcH5UBVPdyq4+MPEDcPASsZ0WSypvPsQfRoy6ELFiKvT4fKszjIxfgUsYCEK1IMz/lcwgznJ/x2s2FNRHPXO9jnSMolKbqtVqJPC+gGd9Nd00l/TSd8eVPyB0flBAkExSHHXVw6w/sFtI9wxMi6acZYcIuMAUHlmlJNAAQrbcmPk0Y7NDAJNcveVbvFruWmF3C3L8hW5iWVQ2l3a3XPBwdQk9jQxhjic6cWj8lVaoSo1DVGdxMXi58m4cSHSBE1kRcijGIEQPmCx2k0xLm/fUrvdO4xH7sDSYdYMt9ubinx0qVcH7lK5IK+wVHYU58mFBcWYFTJAFKWlFRaMHTM6GMjWF/Wzgn7I2LGFBWlpqSmCnqUQyA7Wd/l+tGT93ifvKbwxxWlujz2weNGWlC7/5y/feWrJ/Hn3beu9+PYv4+QH7p0b1fvWPpHyOL3zntb77r9f2vfagui8OY+NzPrFw8d6v/qU4a4EgNcj7rLoEA13goY7o0O0ul0uoc6K+uxyODTmC8UoishlpeiyEFxKOhPIymKtWV4btmRZmOazYvSwYqGm9HTJJzoolXxMjedOs/Q05DH1yqUsPcFAlwQ6m9DidFJtQsVod9C+ec4rZqeL1mWlsDo2dhSHZtg2m2kdMn9RbMxCvm82WU7Mx2bTJlMmT9BNEA7rjgqH9a8Z3vDqp1hCllrbEss8213Ou1wPOo84P8n8xHM503LUfMBFs0yiQRBOeTNTvN5MgzeTI9SQ6eWsWSID/nQHccSIex9bJ7CFdRJqMQ0Areka0Jr6QWutN7Wnn0XlM+CSw/RekEAk4xSLY18pnUOX0fWUp4foYPCRrUmQahAtEa8ksIleCtHJUJmegOVG20jZdo94AgtXIaoYPaJXHCRmicIr8ctoNOfBgLkRaRx+CEtCCN2m20MMvKJo9ej1VpoV4wq7llJLilXDa4qGVwZWRyGqFIGak+oPFo0di98BAEV8Cnr88vrvimh6zlO7Lj238+77HiMHXX//7dmvr3/21Scbs156qayk9di6E5/MX/Jvj0VcZ975/KWGF448valllOYDP8T75VvEoonYGBY7TRaLJUaUrnroY0w2szlR08eYDFZroibBKP56TrE6Ri/h19OtdKeBf5EnRhB0lDPqiIWSUyZgjtTEfAYQCWdFiHWJIq1D5nPFYbcj52UuFDRcYe1lJcNuF+oAHStLGcYh06JTrPbROjaWjY2lI5JO0VFdhvkQKSEbIOH+V8h4enLig4XETVPKTg3PiTkOmSQaPWgxxCgoOp2RWIxM56Wo7UwGY1S5P+BAzY5BpRfSb7vKztb++OO8lfzdE9f6Xp58ag7qjkJd/DPegboTYRDpveYGMWVm8bqULKs13ciMhm2PMUoG25zRARZtw2nahi3ahtFs2IWBtsOcIDNR4b+PdKWLqQSZT7uYPozMO2SYzQIbMqGhpLZYXf+QV8dUpvHCRrrJvMn+hk1n1JvdtMp1Y+oNGRWeWldjamPGTM8S/RJzq2tp6pKMZs8aeoew2nyXfaOwQ79dfMP9Ln1beNv8nj2zf0kDzC79GrNLv+auSG83aneFkYBRNFJjmQk79Qka4xcTggfqjdt8jj7EOfqA5kjgq7Pe0a4hyNJ/m/Sj1NAHzoTo/nrYlvWaZsDs+LX7hbHJqyapCtK0ApqSJtslSBmiFxEXpZL5FTTYNCQnkh1pXJ/VhtBeO6wpaJ5dS61WPlOzUz5pp+wmEZ3ajeFMFakQyB4SdInsOnGI7GYR6pac3bM6urJ88dknzq155ODza9c+//y6tTc00bOEJ9e9OKezN/5ub2/v8Zd2HCA/7f3xpctkIVn8xaIH0FIOoZFuhNMY+xRpsY+bloCJlsyBZbAe9gK/B2X28E/s0FxWUzdoJ92J2jXg2rSop3BMYeqh06cxGGT2zjDr1/0M7x69Zu+uPk06+xiXJalSZx/jsiTt3YnMQXZyCaAfBIKHYmUIJl6bKSs11etkF5HZzvNZXquNgN6NBq4ZgMZoYRWDOQuL2FGgvfWcwFCIoXO0U7vK7FpanblmUGTQdtezruOWty3veQxGl9s2PJNzmVKdLtcpmz3F5kqx2a14KSguNrVi22OjNptdSSXJZRyw8+Qsi5TwwlAcbEGOOeIycb24VeTFfznScWvodWMMKbqpuy/ScW+TnEfIGLCTH6HkuKht3/dFPL6BEc+AmKcJnRK7TzQdNGE80oQh4oWNhpGyDi8VuPZS6TLm6/LNhxCOnBb9sPhnRZMsh/rdGIDX6rKh7+RTE3FQaqrdy2tg9VrtTrxdokvtfN+lkseo0FHoSNwt1wZBeLG4/Kl+DrEMqSl6RHKw7hepO5fe1/XSlpu2DH3+YfpOz4Hp9z9yjBhWPnTl9R4SFiObTzy5Kzq9NI1++WLv6sber3/72iPR8xrW7Ph68CUfBJHKDGtHwNqn5q56EW38laQT6K/ksPIafCmpdmIWeGoUqGA1gcnuZkiy56EZ48fBQkPPAbuT2LMzioVY/AOlJqN4tn07v92w07bLfkx3TDim/7XdaFfSihE5xlRrpjiGjDffSx42G/KcN/EhfcjcYPsx2WHaYT5AY5bXzadsvxHf5X5v/K31PfETk9OZdMNmCzgddrcV4y2BOXIb4+wCUCuYTFTA6KC0BLVZLMssGij2KPMFgdMbjEYiCEYdz3Fmu13E4yF2u1U0oyekVjNnEU2CndpN4kk4aaRiDhhTAIwctZ60EmuOhUuxWDiT0chxVEDvbrGAabqTOKdY11myTfYWwbhOMcWI54Ai1AhhgRNitEKxSdw6mj0dVT/FsfZEMorJzOhp6sl0d4ufYCzzaRMuVsQnkW7UjZSbNt5zYuNIt9yUxF2x3b7RcGKjTTyRSDHT28SSEkNJCD1nRWNDl809qNjM9G0eVGzJTi/mkFg56i8WtYs+tZhk+4uNirc4eQ/LIfS46I5l0hRKYlZTHx4qO1x29eKB4tzMXxFSmJ6WPraoCLkAN4TYyf29Oz96aqQ3N6fzD72PkM3vvzu+9890KOn9ZnJ+eeG3vZaeN8kNod4mhjl/7wzuC8RcJv2V5t/w1BK+K6XPiaX2MWl9jJ23Wl9JvhpdSdh+V72tr9Xax1j65ftcpa2PsfYxmFteGfjGhZX/BdaDTCl2zsx5M+xOwSy4FKddMisWKQnvjDw58/1M9+nMDJFlDOvd2muQp9PuJXam93Zv8dCUevteE4ZdCmJIGpo/WmSJ3mJ0plndziHmIZYh1rGWsdYxtp0O81DnUNf1aSFnyBVKXeRc5FqUukZYbV3juCvlrtQN1ohji3OL68GUHabnzEfEw45DKZ+bPkv5ytojfpMS92Y50fPayuuSppDmMns9vL3Sfr+ds2f0b0JbJR5gU9IAiux2i+hwOk3AZaS4XDlOUwoW8AXaYckxm1LMZpPLiTeOWWADgFf00jzvUS/1xmjpPjtqREmJ0VrFXOpUnHSO86iTOmOkfL+dZEOVx8SaNJ0pkiXfMt3C1VjiFooHUN6ZZ0cN0dIuj7R2vltGFfasuNK0AtGPbLdbvHIhg0WI3ZlusVvjEHndV03BgCaAuVsL7JktbNSAf6Jatc2qVt0zZic88uyGw2DB0MUcv8heRkNywi4OQkr8g/1FxabsomIbuol9qcWO7NTiJPwx+ECnncT/1Q/Ino4MDj20YlqKIa/JpGmT2UNhIrAYwpxzEXtIoYuZhauQsKA/kL0+ZUJuyfXpjqDO3Hvrq+/L2T75T129S8sG56+tH9274Hlx6GDPEvsgfmjPzlX3rl1Nl3z7+t7y0KxEHDAUffM5tBMb+UKzE+LuA64Bd6bdi4qtHu/RNwzUSQqc6aMNsfibihEZMjHLz0qvKjcgM4wONeaJxaTYNIVMopMMU4zTxUZSS2sNs4014lLSSlsNi413k5WGu42byQbDg8ZvyBXqyTAEyTCDbCw2PGP4A9Ezv3FATB1Nc53FGNieUwL49k/HG03UYDLlEJpCCCVWm0GgLToZd29qQTPVXltZsGuVbSYaI/Yug0GvEw7Tm3GLemxMY436bOseDEVsiq3ZFrZdtulsrN9g1mRbCaZ1hOwFMh3jqTgGWW4tds6wiyv9zIHK067gjV0yFe/mHsZckMUrDC09eHnju+En+Fr4Cb6lIVAQPehHRRuLZdj7xYomYMeLsNg3jAQNlPRpz8B0iaVXDzAtMlVqgmRFiDRpIDKgI7UzJSSziwc8xUZDmuc6IwtS01nV3xVTWjFNQcpMu+picRxPp4mAJcbl71sKJoOg08JUgeFJRjgVFGjhIBEC/jH+VKIfW+hPHUqfbm/onc7N6/nlsjWLyX88yhmER+/oueVu408ggRQO2I99FuDpNMyz8G2HAxsGn3Eyi7SQO8k68ig9Sf8oBaV8abz0oj87Hme/GcIeMpM0Y/s9yXYXthf3t//zD8E5/kh2kcfI4/jsST4n8XmdvP7/6CloP0vyuELKIPA/Sv//+hjACKb/7UX83/voDkEGUqbuWchAP+TG4PkzpIss710Uv8jaWU4/R+FYkgCeg5fIIngJjsKr5DL22gsHoQteh3SohMdgLfwQNiIKZmPNgzATHx3W/5BkxLsgD55AXDyB71LpcBOswzerNOKO/xmRvIE7i7024M2fDWVQg67gIXJjfBU0wof8D6AIboTbYDkJxxviD8cfjT8Nz8BB7vV4D17vmdCKz+n4F7p/j/8RRmCPH8FO+JA8atyHrwA3QRglfwq3wy6uiSfxBfF/4Ar8cAeugYepcJocozKO3gafETdZy1XgKE/F1fgJlPJCEyyEXXCIjCGTqV/XGJ8aPw1pOMedOOpOiMJ+fGLwC3iXWHSX40/HL0MG5MIU3E8XvEmOcb099/aWMkUD+6G4GFuWwSvwGrxFAuSXdJnOoivQKbq74ucgBUZBHa72Wez5KfkbXYfPeu4kPylejpa+AR5h2oZfwUckk+SR6aSeDqPL6OPc7YjtXOw7CubBItT3Dhz9AyKT/dRCz3BP8T/nvxUG9Z6P2/BEgvAT+Cn8klhxpxJpJ/eRt8mfaAWdQ39CP+Z+yD/P/07fgru+BW6Fh+Dn8DfiJOPIDHIzvgqvJRvJI2QnOU3eIhdpGa2lS+glbiG3gvsFX47PLL6d/4HuAd1m4WJvQ++J3t/2/i1eEH8AZiAe7sXV/wgex50dhDPwDj4fwsdER8zEho9E/KSO3I3POvIQeZI8R54nXTjLW+Rj8mfyV/IV+ZaiK6EC9VA/zcYnQG+nd9Af0sfoGXzeon+h33DpXDYnc2O4Ei7ELcNVbeS24bOP+4jP5M/wcdRzgW67brfuOd3Pda/qLgsW/X0GMPzmu6d6hvd80Au9m3q390Z7u+IfQSqeYSZqwQcluPoWfBbjeW9HxO2Fs8SCusskw8lEciNqZg5ZTFagf72P3I/e8hlt7S+TI6ilP5BLuGYr9WprHknH0HI6HZ9baBtdQbfRR2kXfZv+g9NjEGrnUrnh3GSuiWvjVnJruO2cyv2Ge5/7mPua+w6fOG/ifXw2H+RlfjI/h1/FP85/xn+ma9T9WveJYBJuFR4QYsKX+rH6ifoa/Qx9k36rfr/+nKEZ0Xkc9sGBa22enOfu5aq4ffAwLeQz6Jv0TcTzHJjHTaWIVPoc2UTvIV10sO5OYQKdQKbBZT6Iuj5Jd9Ov6QRuKqkms2AxHZUYTUjhX8CshD8O3fwR3NubOPKdgoWso5cEC0QJ0GKc81dcPi9zv4Z3uQ+Jnn8C3uNNJJ1002e5GkTBL/iJugbwc4/By9wKcg/so1UApm8NWxDH08gL6BdqSQH5O4fBAd5/XVDE/Ql+AEvov0M32vEm+DGZxy+Ah6GQrIXP4GdoFcN0twnDhVTyBl3ER6iLdAHln8fdFZPBhNOlwP2kidslXKLvwCo4w5vgA+5FXP0Z+jI3lb+sm0kWogXcAw/Aivi9sEbXwP+OLACO1EMOfx6921qugPdjvh69SiP6tP1o3YfQD5RxU7HGjci5EXFRhx5iFz470E/wiKBFaOM3oRd7E7qEWhqDBTobQa8DwP+6dybMjv8MdsYXwG3xR2EE+oON8bU44nPwCWyF58iG3rthOd7J76Bt36ibRM/oJsVH0Ah9h86i2weeL2o7h7jhc3xexsJE3WGI8H+AWVAa3xL/PaJ7KHrYnTAXboALuMsvcIbruWNQ2DuNdsQncctxvx/CjPizcR8xwcL4UpgOR+AZvQ5a9DKesUp+h/u9G9rozPhKrq13EephK2pBQW2tQv/zIL+C/wH/DWxBm9+O/mYP2s0LaDnM9kG5ecPK9ttXLF92261LlyxetHDB/La5TQ031dfVTp9WppROvK5kwvjicUVjRhcWjMrPGzkiVx4+bOiQYM7gQLZf8mUN8noyM9zpaakpLqdDtNusFrPJaNAL+HZPCeRWBSY1S2qwWeWDgeuvH8HKgRasaLmmolmVsGrSQBlVatbEpIGSCkrO/y+SSkJS6ZckolQCJSNypaqApJ6uDEgxMntGA/IPVQZCktqt8VM1fpvGW5H3+7GDVOVeWCmppFmqUietXhipaq7E4TrMpopARZtpRC50mMzImpFT0wPLO0j6RKIxNL1qfAcFgxUXpWYGKqvUjEAlW4HK5VS1zFNrZjRUVXr8/tCIXJVUtAbmqhAoV+2yJgIV2jSqUKHqtWmkRWw3sFnqyD0W2RITYW6zbJkXmNfS2KByLSE2h0PGeSvV9LsuuK8WcXBnRcPGa1s9XKTKvUhixUhko6TumdFwbaufpaEQjoF9ac6k5sgknHoLKrF6loSz0Q2hBpVswCklthO2q8T+2gJVrKZ5saQaA+WBhZHFzXg0mREVZq7xRzMzlYPx85BZJUVqGwJ+tdQTCLVUejtSIDJzTWeGImUMbBmR2yE6EortsNmTjMV6LdPW36Zxmjjjqmf2a5awFQWmICBUqVXClTQEcE/jWNI2DiKt41AMPyGCvdR5eCKLVGNFc0Qcz+pZf1WXIwakyFeACAh0/2VgTUuyRsgRvwLGMpz0Qw3b+3hVltXhwxlE9BV4prjGiVp5zIjc1TEaCCwXJcxQfVCDum0Jjc9D9fv97IA3xxSYiwU1PKMhUZZgLvu3+jw5pNJm1nKsryW1jrWE+1r6uzcHEMld2stJqmoI9n/tYpqrauF4laT9D81tifbqWYHqGbMbpKpIc1K31bUDSon2cf1tSU51VTRwHprkqIfTWhGUjf3CrNBgUfkc/AoaqOfF9AZEpVZDpEmq2Hx9Ig2Z/P5/sRO+ArJeWna1W3KZ6nh5YHnCgPKA5VkiHC4Yr9fq2tmRiGlAG0ItMeGUZIaIh9oGv1ShQh1aZg5+8X19HKOQR1VQZRVMAPGXqEoWBwh6knwIPwydI3InoaOLRCYFpEmR5khLLB6eG5DEQOQgfZW+Glle1dwHnFj80GaPOmlLCHW1kIwfkRtgLZHIvA7gcnAaxdNBNKaoYnNInS6HAupcOeAPNLThXjrGg8Vf21yBHIXyjgDZNKNDIZtmzW44KOJb6qbahigltKK5PNQxGNsaDkp4VWi1lNWySlaQWAGqCaomSg2avOegAhDWWnmtQiu3xghodYa+OgKtMZqoExMTBbWJ2D8RtMb4RIvSJ81jnSFRF05ID01KG7BFZC2HtD+/0RoTnw5I/GNhkTJemaBMpKUUNcKqolhzCGUnEOicSEqJpwPHnKlVx0i4Y4LiOaiNNDMpGUZJVhfur8OVM7FrBsL5Ehuvu7qDutkNnRMBx9dSlChnH+ZpcRHX2pDmmBjOb5IbLDRSPQsRyBpN4zyma5ol1lElAXVO4E4/251aH1jjx8qAKqG3RqEOmOwNRSISPgHUSmt9QyJlTSTXiyOF1PDcPlmPFzFxtWjBrhquOr3Mh/TPdnffbLfjbIyJ9E2ntn7vbLh6ldzMUu2rLb9jLAQS8+MtnZg00hiZjXj0q4PYxMl1YNHmDWkj4Ep2aCsh2uXUijHBfGZLEnNy6CYDN3TQabKWEy2P3BComocSjPDSHYOH5ZfmhZhUgBkNA/4/FSLXCLGLRBs8Ik7oK5FkKWG+EXXBwOLC/uIkRhij5IxMuAnci2ayfnWxR10akvtFWtieI2jb45mBj9c6T2bUjNfOZDXc2oJLxPtmSmsAK27ACqlhbkKD7KKOsMiptQW7MS0nZ1JvkwcMiT6BoIvCgdh21HCN1BySmtGHkBmobI+k6jCX5mP4FGhhfqMmsZ8adP6YtURmYV9gx+ZR9ejP5re0BZhzVRneE9pna+RxdTCrQQVPJBJADOEScyahMA4fVIXgFJbhd7kcaGljkd18Fti1JUIOXK6mHTaapyrgD6EIzdF0iYpDQ5vLktYIixubmmXUhCPijEjFETT4JvRVfLC1vhn9miRKkyTtqFs8WEIlTGGlEA6UEDTmMEHsr32D6q1yR5M+52qN9l0mJ4QN2qhaEKHW9InotS8yK2SVpo/DRrZ5MnO2di/gQTHl6XKmoHoVRJWH9UYrqk1eG4n+U1hXT9+BJbphTajvAkC8d+SQTTXXesJG1Vk982YPKnaEdnPrAYY/2x2ZYy/5yuAxaG8YT/5pyHCWv33/hb/8Y2/PAhEMM7BoRHmSeAXBbhN7p0GFCP/Y+4+7REjWX/2YBayiL0AZ3w71SCVIHyLV4fviIZbzAHYkP9LQZB/2d5InALgSAN3rOAM2GRcixQAsgwFsOwAcx9jfXmqzmek+fIM/heunIGrvJ6BL1/0FdEA7ajeUmblc9tBsGAQ+TuaGo7CPGx4VBvli3NDOoNv31hFuGJxHotywqDzId5Abwg2KTvApMS7Q6UwtsJeN4Ngf0uRpqYTpMqS9SEeReJjDZWG9iOl6pDDSXqSjSG8hCbiRLK1VQlqGtBvpPGvhBnHeqOQTy4ZwGdg3Azdg59LhElIcicN1puOs6TAdaQ7SVqTdSIImx2qWIa1HOop0WWtRuPToo4W49vToZi3rXLy0QCu2JIqNTVqx86ZQIp86I5FXTkmIjU+IjRqdqB5ZnsiH5CZyZ05BmOUma8GxsjQuDTeZhgtfjimhJ8BOCL4X7+FSQUWinJCsUThn5+Bgwe6jHA+EoxyBeeCLH+NI1OooKDPROL0ETvDRL2h3ooV2d9ocBbvLbqAfw16ko0gc/Rifj+hHsJ6eZzrHtBRpN9JRpDNIl5AEeh6fD/H5gH4Advo+5CGVIs1B2o10FOkSkp6+j6lI/8igpKWML0Wi9I+YivQ93NZ7mNrpu8i9S9/FpZ2NFhUXHNQYOS/J+HKSTLonyTjTCmL0d9FvhiGignjSiKjDXDZMhEIuO5ozCuHnjpYs8sXonzol2benLJ+eAxWJ4krO4cznQEKqQWpGWo4kIPc2cm9DGGkb0h4kFQlRhqmIJNFTSL9BehvykRSkGiQDfSuK08TomWiw3FeWRt+kr0E6avw0fV3Lf0NPavmv6a+0/A3MszA/RU9Gs3xQZsZ2wD4i5iLmediuo7/sHOz0xcsc9CjqzodpHlIp0nSkOUhbkQR6lGZH5/mcOMhhOIXOxUej8Gct/xk8aQBlsU8JViAAJZYEx1+HHCa7pd1BqgS378QiS4IPP4ocS4L3b0GOJcG77kWOJcGlq5FjSXDeYuRYEpw9BzmWBKfXIodJjD5+YPAQX9H0JUQqs9M7UEt3oJbuQC3dATy9gz3wDc/W9pPo8OGosV2KPGy4L4wx2xESnknCT5JwGwmvI+F7SbiEhG8hYZmEvSScRcIKCR8m41AVYaJ0DSgWK24SPkXCL5FwOwkHSTiHhAeTsESKlBj1R6cUalmVlnWWMaPD/LqJ6H3s1I8a9SPm/egTjmJ6BimulRQUkrITwhlZLM/uHF6aKI8cX7AMzec4djyOx3AcPkTi8YCOI4yO4yDHcQA7pqVIc5COIV1CiiMJKJ2NC9+qpXZM85BKkeYgrUe6hCRoy7mERGFZcol7tYWxReclFz4diafH8WG/6vqpXxkkekVZvJ7b6iX2LDI9K55FiyAtDb2502FwxIh1/9+sf/+bFYxlRvow3cpcN92WzLdGv0HXTXZEg4d9Zankx5DFI/JIMQRJDubjoF0rjwGvgeWjwUt/jnlB1FuP3ezRYK7vELGxXvt933gv+P7sjVFkL3oP+/4gxXgS9f0ea36+33fO+6DvjbyYAWuOBGMEs0OSJnrQO8730ilN9F5s2BX1rWPZft893sm+JV6toS3RcEs7lhS7b2Zwtu96HK/SO9entOOY+32l3lt8JQmpMazPfl8+LkFOsMNxscO82qSBLKzp8o2pqyuKkYVKrn67vkE/XT9WX6DP1fv1Pv0gvUefYnAaRIPNYDGYDAaDYOAN1ACGFPbnxTK7lFME7W4WeJbyGi9SltLELU6JgcINoLq4alo9q5xUq8daoXqupH49KxAjJnyh1QXKCUYMUF1bro6Tq2P6+Ey1SK5W9TU3N3QQ8nAIa1W6CV/JahtiJM6qNnjYT0cHgRDHhoc8LB+64aFQCNxpq0vdpc6JjuJJld+TNCfTa/7l3j2AH1Subq+e1RAd88ILg8pDaoHGx+PIV6v/xn5iOkj+Si5XVR4kX7Is1HCQm0j+WjWT1XMTK0Oh6hip1+RAIl+iHELnS03OgLc0kwPJkJWQ25WQy8H+KDeYZShnNEKOJpdjNGpyPGFyHe2Dqyo7Bg/WZNIlaNdk2tOla2VO5aBMTo4mkxaGU5rMqbQwk1EnaiJeL4pkeTURkgleTcRLMjWR+qsieUmRB/tFHtRm4shVGW9Cxnq+T8Z6HmXkf/XTVi7LpHNCqLWR/TzXHKhqQ2pWN69e6GZvGlJHayj5u12weW7rQpZjrB0KtFWqrYFKqWNC4/c0N7LmCYHKDmisqm3oaFTaKqMTlAlVgZbKUOfkmtFFA+Z6sH+u0TXfM1gNG2w0m2ty0fc0F7HmyWyuIjZXEZtrsjJZmws0qNc0dBigPFTRmMg7qdmEsG3G95PyNHH5RA3DE/zudZ5DGLo8B2Y5pFoC5aoViTWNKBtRxprQtFiTjf0Gm2xyr5vg9xwizyWbRKx2BMpBXrmqfRW4qxZVJr7t+MGqlauYwhOp3P7PPthWpSotle0rAarV4bOq1VJ8qe/Q67G2mW1JHd9XZzZXxeLHEpUjsXI8q+S4fkFWV8LqjMak4H8//1XJXPtziTD7TwBKFlkJ7SFOzaqupegRapM/dh3CwIrdFe0h3GA7kUl73xjJZbM/wElkbM99tHJVkkvqYmUyT/TELu19Kun/MGXJ/RpbqQ2rqVNubCizcWO5PCjD2Dkf8xGYj8C8APMCLk9xBn0cLfIZDUU+s6nSpxcqff1/0yHDfwKFy8D2CmVuZHN0cmVhbQplbmRvYmoKMTEgMCBvYmoKICAgOTA1NAplbmRvYmoKMTIgMCBvYmoKPDwgL0xlbmd0aCAxMyAwIFIKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicXZHNbsMgDMfvPIWP3aGCpKq2SihS1V1y2IeW7QEomAxpIYiQQ95+BqpO2gH888cf2YZf+ufeuwT8Pc56wATWeRNxmdeoEa44Os+aFozT6eaVW08qME7iYVsSTr23M5MS+AcllxQ32J3NfMUHBgD8LRqMzo+w+7oMNTSsIfzghD6BYF0HBi0996LCq5oQeBHve0N5l7Y9yf4qPreA0Ba/qS3p2eASlMao/IhMCtGBtLZj6M2/XCOq5Gr1t4pMtoZKhSDD5OFQmAxxW7nN3FRuMovKgrjFqsUcP9b4kfjxqTAZ4lPlU2ZVWZXGbh3kFvMu77PrNUYauyy8zJsndR7vfxLmkFXl/AL2NYTsCmVuZHN0cmVhbQplbmRvYmoKMTMgMCBvYmoKICAgMjY5CmVuZG9iagoxNCAwIG9iago8PCAvVHlwZSAvRm9udERlc2NyaXB0b3IKICAgL0ZvbnROYW1lIC9TUElVQ0ErCiAgIC9Gb250RmFtaWx5ICgpCiAgIC9GbGFncyAzMgogICAvRm9udEJCb3ggWyAtNjY0IC0zMjQgMjAwMCAxMDM5IF0KICAgL0l0YWxpY0FuZ2xlIDAKICAgL0FzY2VudCA5MDUKICAgL0Rlc2NlbnQgLTIxMQogICAvQ2FwSGVpZ2h0IDEwMzkKICAgL1N0ZW1WIDgwCiAgIC9TdGVtSCA4MAogICAvRm9udEZpbGUyIDEwIDAgUgo+PgplbmRvYmoKNiAwIG9iago8PCAvVHlwZSAvRm9udAogICAvU3VidHlwZSAvVHJ1ZVR5cGUKICAgL0Jhc2VGb250IC9TUElVQ0ErCiAgIC9GaXJzdENoYXIgMzIKICAgL0xhc3RDaGFyIDEyMgogICAvRm9udERlc2NyaXB0b3IgMTQgMCBSCiAgIC9FbmNvZGluZyAvV2luQW5zaUVuY29kaW5nCiAgIC9XaWR0aHMgWyAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDMzMy4wMDc4MTIgMjc3LjgzMjAzMSAwIDU1Ni4xNTIzNDQgNTU2LjE1MjM0NCA1NTYuMTUyMzQ0IDU1Ni4xNTIzNDQgMCA1NTYuMTUyMzQ0IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDUwMCA1MDAgNTAwIF0KICAgIC9Ub1VuaWNvZGUgMTIgMCBSCj4+CmVuZG9iago5IDAgb2JqCjw8IC9UeXBlIC9PYmpTdG0KICAgL0xlbmd0aCAxNyAwIFIKICAgL04gMwogICAvRmlyc3QgMTcKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicNY49C4MwGIR3f8VtVQomr9YqIi66dZHSrXQIGmKgGEni0H/fGulyw3EfD4FHVKD46RVUUNQ0YI/PKsEGoaSLALCbnhyeyMBxxytYndkWD4raNjQGa6ZtlBbxKLQ1oJTKtEI8e7+6mrHgKivWWY8uNVYlyTFjpfDaLL3wEnFfZzzLKeMVXajMyzOnE+fJ/+TA6oQXb6NCPSCCdq499AUXIDUyCmVuZHN0cmVhbQplbmRvYmoKMTcgMCBvYmoKICAgMTY0CmVuZG9iagoxOCAwIG9iago8PCAvVHlwZSAvWFJlZgogICAvTGVuZ3RoIDgyCiAgIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlCiAgIC9TaXplIDE5CiAgIC9XIFsxIDMgMl0KICAgL1Jvb3QgMTYgMCBSCiAgIC9JbmZvIDE1IDAgUgo+PgpzdHJlYW0KeJxjYGBg+P+fiYGBk4EBSLIzMDAysroCSQYGfjBbF0TqCoLZm0Ak23YQqXcDzD4LIrV6wOQSEKnDACbFwaZxMjCCSSZGRv0PIHEDoPkASK8JpgplbmRzdHJlYW0KZW5kb2JqCnN0YXJ0eHJlZgo3NzgzMQolJUVPRgo=</imagefile>
        <input>
          <e type="operand">cmd</e>
          <e type="operand">300</e>
          <e type="operand">240</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="function" args="2">Draw3D</e>
        </input>
      </image>
    </region>
    <region left="27" top="11745" width="251" height="235" color="#000000" fontSize="10">
      <math decimalPlaces="4">
        <input>
          <e type="operand">obj</e>
          <e type="operand">interpolate_color</e>
          <e type="operand">true</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">xu_grid</e>
          <e type="operand">30</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">yv_grid</e>
          <e type="operand">30</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">palette</e>
          <e type="operand">blue</e>
          <e type="operand">yellow</e>
          <e type="operand">red</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">sys</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">gauss</e>
          <e type="operand">plane</e>
          <e type="operand">view</e>
          <e type="operand">70</e>
          <e type="operand">30</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">zrange</e>
          <e type="operand">10</e>
          <e type="operator" args="1">-</e>
          <e type="operand">10</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">8</e>
          <e type="operand">1</e>
          <e type="function" args="10">sys</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="279" top="11745" width="260" height="258" color="#000000" fontSize="10">
      <image width="250" height="250">
        <input>
          <e type="operand">obj</e>
          <e type="operand">250</e>
          <e type="operand">250</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="function" args="2">Draw3D</e>
        </input>
      </image>
    </region>
    <region left="1161" top="11835" width="188" height="29" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">z</e>
          <e type="function" args="1">abs</e>
          <e type="operand">x</e>
          <e type="operand">y</e>
          <e type="operand">z</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="function" args="6">mat</e>
        </input>
        <result action="symbolic">
          <e type="operand">z</e>
          <e type="function" args="1">abs</e>
          <e type="operand">x</e>
          <e type="operand">y</e>
          <e type="operand">z</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="function" args="6">mat</e>
        </result>
      </math>
    </region>
    <region left="1152" top="11880" width="236" height="83" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">z</e>
          <e type="function" args="1">abs</e>
          <e type="operand">x</e>
          <e type="operand">y</e>
          <e type="operand">z</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="function" args="6">mat</e>
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          <e type="operand">0</e>
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          <e type="operand">0</e>
          <e type="operand">0</e>
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          <e type="operand">30</e>
          <e type="function" args="5">image</e>
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          <e type="operand">palette</e>
          <e type="operand">blue</e>
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          <e type="operand">nclasses</e>
          <e type="operand">1.5</e>
          <e type="operand">12.5</e>
          <e type="operand">11</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
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          <e type="operand">fill_density</e>
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          <e type="operand">1</e>
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          <e type="operand">histogram_description</e>
          <e type="operand">H_args</e>
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          <e type="operand">xlabel</e>
          <e type="operand" style="string">Wert</e>
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          <e type="operand">ylabel</e>
          <e type="operand" style="string">Relative Häufigkeit in %</e>
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          <e type="operand">3</e>
          <e type="operand">1</e>
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</imagefile>
        <input>
          <e type="operand">cmd</e>
          <e type="operand">300</e>
          <e type="operand">240</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 left="45" top="12276" width="241" height="40" color="#000000" fontSize="10" isBreakable="false">
      <text lang="ger" width="241" fontFamily="Arial" fontSize="10">
        <content>
          <p>Arguments for  \[REGION[4d404192b9ff40c6b9596b0ec8a68560]]\</p>
        </content>
        <regions>
          <region id="4d404192b9ff40c6b9596b0ec8a68560" left="2" top="15" width="180" height="24" color="#000000" fontSize="10">
            <math decimalPlaces="4">
              <input>
                <e type="operand">histogram_description</e>
              </input>
            </math>
          </region>
        </regions>
      </text>
    </region>
    <region left="27" top="12573" width="574" height="519" color="#000000" bgColor="#ffffff" fontSize="10">
      <snapshot tag="drawEN" ID="16" tile="true" width="564" height="467" compact="false" showInViewer="false">
        <input>
          <e type="operand" style="string">drawEN</e>
        </input>
      </snapshot>
    </region>
    <region left="27" top="12600" width="178" height="40" color="#000000" fontSize="10">
      <math optimize="0" decimalPlaces="4">
        <input>
          <e type="operand">f.1</e>
          <e type="operand">y</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">x</e>
          <e type="operand">3</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="operator" args="2">-</e>
          <e type="operand">1</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">≡</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="216" top="12600" width="231" height="40" color="#000000" fontSize="10">
      <math optimize="0" decimalPlaces="4">
        <input>
          <e type="operand">f.2</e>
          <e type="operand">x</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operand">y</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">+</e>
          <e type="operand">3</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="operand">y</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="operator" args="2">-</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">≡</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="468" top="12600" width="52" height="30" color="#000000" fontSize="10">
      <math decimalPlaces="4">
        <input>
          <e type="operand">r.x</e>
          <e type="operand">5</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="540" top="12600" width="52" height="30" color="#000000" fontSize="10">
      <math decimalPlaces="4">
        <input>
          <e type="operand">r.y</e>
          <e type="operand">4</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="27" top="12636" width="343" height="204" color="#000000" fontSize="10">
      <math decimalPlaces="4">
        <input>
          <e type="operand">obj</e>
          <e type="operand">key</e>
          <e type="operand">f.1</e>
          <e type="function" args="1">string</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">f.1</e>
          <e type="operand">x</e>
          <e type="operand">r.x</e>
          <e type="operator" args="1">-</e>
          <e type="operand">r.x</e>
          <e type="operand">y</e>
          <e type="operand">r.y</e>
          <e type="operator" args="1">-</e>
          <e type="operand">r.y</e>
          <e type="function" args="7">implicit</e>
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(%i86) draw3d([terminal=pdfcairo, file_name=$C:\\Users\\kraska\\AppData\\Roaming\\SMath\\extensions\\plugins\\44011c1e-5d0d-4533-8e68-e32b5badce41\\GnuPlot\\SQan1su3$, font=$Arial$, font_size=14, background_color=$#fefefe$, enhanced3d=true, xlabel=$x$, ylabel=$y$, zlabel=$z$,user_preamble=[$set term pdfcairo enhanced size 2.08, 2.08$, $set encoding utf8$, $set pm3d lighting depthorder base$, $set style line 100 lc rgb 'grey' lt -1 lw 0.1$, $set grid xtics ls 100$, $set grid ytics ls 100$],enhanced3d=[u,u],nticks=100,parametric((cos(5*u))^2,sin(7*u),-2+u,u,0,2),line_width=3,parametric(t,sin(10*t),cos(10*t),t,-2,0),view=[70,30],xtics=1,ytics=1,ztics=1,cbtics=1]);
(%o86) [gr2d(explicit)]</e>
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(%i87) draw3d([terminal=pdfcairo, file_name=$C:\\Users\\kraska\\AppData\\Roaming\\SMath\\extensions\\plugins\\44011c1e-5d0d-4533-8e68-e32b5badce41\\GnuPlot\\Xf2kJLLw$, font=$Arial$, font_size=14, background_color=$#fefefe$, enhanced3d=true, xlabel=$x$, ylabel=$y$, zlabel=$z$,user_preamble=[$set term pdfcairo enhanced size 10.42, 7.29$, $set encoding utf8$, $set pm3d lighting depthorder base$, $set style line 100 lc rgb 'grey' lt -1 lw 0.1$, $set grid xtics ls 100$, $set grid ytics ls 100$, $set style fill transparent solid 0.45 border$, $set view 120, 357, 1.75, 1.0$],axis_3d=false,colorbox=false,xu_grid=51,yv_grid=51,xtics=none,ytics=none,ztics=none,wired_surface=true,color=black,parametric_surface((2*(u*sin(u)+cos(u))*sin(v))/(1+u^2*(sin(v))^2),(2*(-u*cos(u)+sin(u))*sin(v))/(1+u^2*(sin(v))^2),(2*cos(v)+log(tan(v/2))*(1+u^2*(sin(v))^2))/(1+u^2*(sin(v))^2),u,-9/2,9/2,v,1/20,(-1+20*%pi)/20)]);
(%o87) [gr3d(parametric,parametric)]</e>
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