Übungstool zum 1x1 mit Geogebra: Unterschied zwischen den Versionen

<ggb_applet width="864" height="495" version="4.4" ggbBase64="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" enableRightClick="false" showAlgebraInput="false" enableShiftDragZoom="true" showMenuBar="false" showToolBar="false" showToolBarHelp="true" enableLabelDrags="false" showResetIcon="true" />

<ggb_applet width="864" height="495" version="4.4" ggbBase64="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" enableRightClick="false" showAlgebraInput="false" enableShiftDragZoom="true" showMenuBar="false" showToolBar="false" showToolBarHelp="true" enableLabelDrags="false" showResetIcon="true" />