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<?application progid="SMath Studio Desktop" version="0.97.5346.24640"?>
<regions>
  <settings>
    <identity>
      <id>be8ed228-7b9f-4d88-9521-f6039e697cd5</id>
      <revision>58</revision>
    </identity>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="true" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="9" orientation="Portrait" width="827" height="1169" />
      <margins left="39" right="39" top="39" bottom="39" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
      <backgrounds />
    </pageModel>
    <dependences>
      <assembly name="SMath Studio Desktop" version="0.97.5346.24640" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="Text Region" version="1.10.5197.29249" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
      <assembly name="Image Region" version="1.97.5327.41206" guid="63ddaef8-9a56-4ff6-938e-d590b638bf99" />
      <assembly name="Picture Region" version="1.10.5346.31387" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="Statistical Tools" version="1.0.4902.38391" guid="76f6e9f5-ac86-4ffb-9e4d-284c8daecaf9" />
      <assembly name="Special Functions" version="1.11.5346.31403" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
      <assembly name="Math Region" version="0.97.5346.24640" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="Mathcad File Access Functions" version="1.0.5228.7342" guid="02a1c2c5-590e-46bb-bcf6-c87856a8b14b" />
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  <region id="0" left="18" top="18" width="167" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p bold="true">Plugin Image Region</p>
    </text>
  </region>
  <region id="1" left="459" top="18" width="265" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p href="Section operation regions.sm">Bereichstypen im Rechenblatt</p>
    </text>
    <text lang="eng">
      <p href="Section operation regions.sm">Region types in SMath documents</p>
    </text>
  </region>
  <region id="2" left="459" top="36" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p href="Plugin index.sm">Anwendungserweiterungen (Plugins)</p>
    </text>
    <text lang="eng">
      <p href="Plugin index.sm">Plugins</p>
    </text>
  </region>
  <region id="3" left="18" top="45" width="266" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>Autor: Viacheslav N. Mezentsev</p>
    </text>
    <text lang="eng">
      <p>Author: Viacheslav N. Mezentsev</p>
    </text>
  </region>
  <region id="4" left="459" top="54" width="78" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p href="contents.sm">Inhalt</p>
    </text>
    <text lang="eng">
      <p href="contents.sm">Contents</p>
    </text>
  </region>
  <region id="5" left="18" top="81" width="604" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>Der Image-Bereich kann svg- und png-Bilder sowie Matrixdaten darstellen.</p>
    </text>
    <text lang="eng">
      <p>The region can display svg or png images or matrix data.</p>
    </text>
  </region>
  <region id="6" left="18" top="108" width="135" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p bold="true">Einfügen&gt; Image</p>
    </text>
    <text lang="eng">
      <p bold="true">Insert&gt; Image</p>
    </text>
  </region>
  <region id="7" left="162" top="108" width="260" height="208" color="#000000" bgColor="#ffffff" fontSize="10">
    <image>
      <imagefile filename="i22nzbmn.png" lenght="1875" width="250" height="200" option="border=true;">iVBORw0KGgoAAAANSUhEUgAAAu4AAAJYCAYAAAA9jmOiAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAboSURBVHhe7cExAQAAAMKg9U/tbwYgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAODUAHstAAExsjeXAAAAAElFTkSuQmCC</imagefile>
      <input>
        <e type="operand">#</e>
      </input>
    </image>
  </region>
  <region id="8" left="18" top="342" width="464" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>Der Bildinhalt kann auf folgende Weisen erzeugt werden:</p>
    </text>
    <text lang="eng">
      <p>There are several options to specify the contents </p>
    </text>
  </region>
  <region id="9" left="45" top="360" width="652" height="72" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>- Doppelklick zum Aufruf eines png-Editors, darin Bild erzeugen und speichern,- png- oder svg-Dateiname angeben (absolut oder relativ zum .sm-Dokument)- Matrix-Variablenname angeben- png-Bild über Kontextmenüoption Import importieren (svg funktioniert nicht)</p>
    </text>
    <text lang="eng">
      <p>- Double click to call a png-editor, draw and save the image- Specify a png or svg file name (absolute or relative to the sm document- Specify a matrix variable- Import a png image via context menu (other formats do not work)</p>
    </text>
  </region>
  <region id="10" left="18" top="450" width="414" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p underline="true">Doppelklick zum Erzeugen oder Ändern eines Bildes</p>
    </text>
    <text lang="eng">
      <p underline="true">Double click to create or edit an image</p>
    </text>
  </region>
  <region id="11" left="18" top="486" width="726" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>Wenn man einen Image-Bereich mit leerem Platzhalter (also ohne Dateiname oder Variable)doppelt klickt, started das Standardprogramm für die png- oder svg-Anzeige.Das Standardformat ist png.</p>
    </text>
    <text lang="eng">
      <p>When double clicking any image with empty placeholder (no active link to a file or datavariable), the standard system program for opening png or svg file is launched.The default image format is png.</p>
    </text>
  </region>
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    <image>
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      <input>
        <e type="operand">#</e>
      </input>
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</raw>
    </picture>
  </region>
  <region id="14" left="18" top="666" width="275" height="104" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>Zum Anzeigen der Änderungen nachdem Speichern im externenProgramm muss das Blatt neu berechnet werden oder manklickt den Bereich an und verlässt ihn wieder.</p>
    </text>
    <text lang="eng">
      <p>After saving your changesin the external program, youhave to recalculate the sheetor to enter and leave the region in order to display the changes.</p>
    </text>
  </region>
  <region id="15" left="18" top="783" width="237" height="72" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>Im Beispiel oben wurden der Platzhalter und der Randüber das Kontextmenü abge-schaltet.</p>
    </text>
    <text lang="eng">
      <p>In the given example, theplaceholder and the borderare not displayed (via context menu options)</p>
    </text>
  </region>
  <region id="16" left="18" top="864" width="103" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p underline="true">Bilddateien</p>
    </text>
    <text lang="eng">
      <p underline="true">Image files</p>
    </text>
  </region>
  <region id="17" left="18" top="900" width="682" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>Die einzulesenden Dateien dürfen keinen Alpha-Kanal enthalten (Durchsichtigkeit). Unterstützt werden Farbformate mit 24 und 32 Bit pro Pixel.</p>
    </text>
    <text lang="eng">
      <p>png images to be read from files must not have an alpha channel (translucency). Supported color formats are 24 and 32 bit per pixel RGB.  </p>
    </text>
  </region>
  <region id="18" left="18" top="945" width="487" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>Dateinamen können relativ zum aktuell offenen Dokument sein.</p>
    </text>
    <text lang="eng">
      <p>File names can be relative to the currently open document.</p>
    </text>
  </region>
  <region id="19" left="18" top="945" width="94" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>__________</p>
    </text>
  </region>
  <region id="20" left="9" top="981" width="144" height="118" color="#000000" bgColor="#ffffff" fontSize="10">
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      <p>Bei diesen Bildern wurde derRand über das Kontextmenü abgeschaltet.</p>
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    <text lang="eng">
      <p>These images have the borderswitched off using the context menu entry</p>
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      <p>Skalierbare Vektorgrafik-Bilder (.svg) werden unterstützt. Wenn sie keine Größen-angabe enthalten, können sie durch Größenänderung des Image-Bereichs skaliert werden.</p>
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    <text lang="eng">
      <p>Scalable vector graphic images (.svg) are supported. If they do not contain size information, they can be scaled by resizing the region.</p>
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      <p underline="true">Data display</p>
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        <e type="operand">80</e>
        <e type="operand">0</e>
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    <math>
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    <text lang="ger">
      <p href="Section operation regions.sm">Bereichstypen im Rechenblatt</p>
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    <text lang="eng">
      <p href="Section operation regions.sm">Region types in SMath documents</p>
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    <text lang="ger">
      <p href="Plugin index.sm">Anwendungserweiterungen (Plugins)</p>
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    <text lang="eng">
      <p href="Plugin index.sm">Plugins</p>
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    <text lang="ger">
      <p href="contents.sm">Inhalt</p>
    </text>
    <text lang="eng">
      <p href="contents.sm">Contents</p>
    </text>
  </region>
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    <text lang="ger">
      <p italic="true">$Author: mkraska $$Date: 2014-09-27 14:19:48 +0200 (Sa, 27. Sep 2014) $ </p>
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