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example2.html
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<!DOCTYPE html>
<html>
<head>
<title>GeoGebra Example</title>
<meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
</head>
<body>
<div id="content">
<h1>GeoGebra Example 2</h1>
<p>Here is a text above the applet.</p>
<!-- the following script defines the applet -->
<script type="text/javascript" src="https://www.geogebra.org/apps/deployggb.js"></script>
<script type="text/javascript">
var parameters1 = {
"width":550,
"height":245,
"showToolBar":false,
"borderColor":null,
"showMenuBar":false,
"showAlgebraInput":false,
"customToolbar":"0 || 1",
"showResetIcon":true,
"enableLabelDrags":false,
"enableShiftDragZoom":true,
"enableRightClick":false,
"capturingThreshold":null,
"showToolBarHelp":true,
"errorDialogsActive":true,
"useBrowserForJS":false,
// use ggbBase64 to include the applet directly
// "ggbBase64":"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"
// use filename to load the applet from a file
// "filename":"triangle.ggb"
// use material_id to load the applet from www.geogebra.org
"material_id":"qkcqxdve"
};
var parameters2 = {
"width":800,
"height":300,
"showToolBar":false,
"borderColor":null,
"showMenuBar":false,
"showAlgebraInput":false,
"customToolbar":"0 || 1",
"showResetIcon":true,
"enableLabelDrags":false,
"enableShiftDragZoom":true,
"enableRightClick":false,
"capturingThreshold":null,
"showToolBarHelp":true,
"errorDialogsActive":true,
"useBrowserForJS":false,
// use ggbBase64 to include the applet directly
"ggbBase64":"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"
// use filename to load the applet from a file
// "filename":"additionTrainer.ggb"
// use material_id to load the applet from www.geogebra.org
// "material_id":"vpa4th6p"
};
var applet1 = new GGBApplet(parameters1, true);
var applet2 = new GGBApplet(parameters2, true);
window.onload = function() {
applet1.inject(applet_container1);
applet2.inject(applet_container2);
}
</script>
<!-- the following div contains the first applet -->
<div id="applet_container1"></div>
<p> Here is a text below the first applet.</p>
<!-- the following div contains the second applet -->
<div id="applet_container2"></div>
<p> Here is a text below the second applet.</p>
</div>
</body>
</html>