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<h1> <font size="5"><font color="#0000FF">Aký objem kvapaliny je v odmernom valci?</font><br /></font></h1> <table width="518" height="600" border="0"><tbody> <tr> <td width="50%" valign="top"><br /> <applet width="300" height="600" name="ggbApplet" code="geogebra.GeoGebraApplet" archive="geogebra.jar" codebase="http://www.geogebra.org/webstart/4.0/unpacked/"> <param name="ggbBase64" 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/> <param name="image" value="http://www.geogebra.org/webstart/loading.gif" /> <param name="boxborder" value="false" /> <param name="centerimage" value="true" /> <param name="java_arguments" value="-Xmx512m -Djnlp.packEnabled=true" /> <param name="cache_archive" value="geogebra.jar, geogebra_main.jar, geogebra_gui.jar, geogebra_cas.jar, geogebra_algos.jar, geogebra_export.jar, geogebra_javascript.jar, jlatexmath.jar, jlm_greek.jar, jlm_cyrillic.jar, geogebra_properties.jar" /> <param name="cache_version" value="4.0.40.0, 4.0.40.0, 4.0.40.0, 4.0.40.0, 4.0.40.0, 4.0.40.0, 4.0.40.0, 4.0.40.0, 4.0.40.0, 4.0.40.0, 4.0.40.0" /> <param name="showResetIcon" value="false" /> <param name="enableRightClick" value="false" /> <param name="errorDialogsActive" value="true" /> <param name="enableLabelDrags" value="false" /> <param name="showMenuBar" value="false" /> <param name="showToolBar" value="false" /> <param name="showToolBarHelp" value="false" /> <param name="showAlgebraInput" value="false" /> <param name="useBrowserForJS" value="true" /> <param name="allowRescaling" value="false" /> </applet> <script type="text/javascript">document.ggbApplet.evalCommand('a=#a')</script> </td> <td width="50%" valign="top" style="background-image: none; text-align: center; vertical-align: middle; border-style: none;"> <h2><font size="4">Objem kvapaliny v odmernom valci je:</font><br /></h2> <h2><font size="3">{1:SA:~=#b} ml</font></h2> </td> </tr></tbody> </table><br />
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