1 files changed, 56 insertions, 0 deletions
diff --git a/tutorials/module_3/geogebra-newton-raphson.html b/tutorials/module_3/geogebra-newton-raphson.html
new file mode 100644
index 0000000..8bb4ee4
--- /dev/null
+++ b/tutorials/module_3/geogebra-newton-raphson.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":false,
+"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":true,
+"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>