1 files changed, 56 insertions, 0 deletions
diff --git a/tutorials/module_3/geogebra-export.html b/tutorials/module_3/geogebra-export.html
new file mode 100644
index 0000000..7486bd5
--- /dev/null
+++ b/tutorials/module_3/geogebra-export.html
@@ -0,0 +1,56 @@
+<!DOCTYPE html>
+<html>
+<head>
+<meta name=viewport content="width=device-width,initial-scale=1">
+<meta charset="utf-8"/>
+<script src="https://www.geogebra.org/apps/deployggb.js"></script>
+
+</head>
+<body>
+<div id="ggbApplet"></div>
+
+<script>
+var parameters = {
+"id": "ggbApplet",
+"width":858,
+"height":590,
+"showMenuBar":true,
+"showAlgebraInput":true,
+"showToolBar":true,
+"customToolBar":"0 39 59 || 1 501 67 , 5 19 , 72 | 2 15 45 , 18 65 , 7 37 | 4 3 8 9 , 13 44 , 58 , 47 || 16 51 64 , 70 | 10 34 53 11 , 24  20 22 , 21 23 | 55 56 57 , 12 || 36 46 , 38 49 50 , 71 | 30 29 54 32 31 33 | 17 26 62 , 14 66 68 | 25 52 60 61 || 40 41 42 , 27 28 35 , 6",
+"showToolBarHelp":true,
+"showResetIcon":false,
+"enableLabelDrags":false,
+"enableShiftDragZoom":true,
+"enableRightClick":false,
+"errorDialogsActive":false,
+"useBrowserForJS":false,
+"allowStyleBar":false,
+"preventFocus":false,
+"showZoomButtons":true,
+"capturingThreshold":3,
+// add code here to run when the applet starts
+"appletOnLoad":function(api){ /* api.evalCommand('Segment((1,2),(3,4))');*/ },
+"showFullscreenButton":true,
+"scale":1,
+"disableAutoScale":false,
+"allowUpscale":false,
+"clickToLoad":false,
+"appName":"classic",
+"buttonRounding":0.7,
+"buttonShadows":false,
+"language":"en-GB",
+// use this instead of ggbBase64 to load a material from geogebra.org
+// "material_id":"RHYH3UQ8",
+// use this instead of ggbBase64 to load a .ggb file
+// "filename":"myfile.ggb",
+"ggbBase64":"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",
+};
+// is3D=is 3D applet using 3D view, AV=Algebra View, SV=Spreadsheet View, CV=CAS View, EV2=Graphics View 2, CP=Construction Protocol, PC=Probability Calculator DA=Data Analysis, FI=Function Inspector, macro=Macros
+var views = {'is3D': 1,'AV': 0,'SV': 0,'CV': 0,'EV2': 0,'CP': 0,'PC': 0,'DA': 0,'FI': 0,'macro': 0};
+var applet = new GGBApplet(parameters, '5.0', views);
+window.onload = function() {applet.inject('ggbApplet')};
+applet.setPreviewImage('data:image/gif;base64,R0lGODlhAQABAAAAADs=','https://www.geogebra.org/images/GeoGebra_loading.png','https://www.geogebra.org/images/applet_play.png');
+</script>
+</body>
+</html>