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| Zeile 36: |
Zeile 36: |
| TEST | | TEST |
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| <syntaxhighlight lang="html"> | | <iframe src="https://www.geogebra.org/classic/rytqqtnq?embed" width="800" height="600" allowfullscreen style="border: 1px solid #e4e4e4;border-radius: 4px;" frameborder="0"></iframe> |
| <!DOCTYPE html>
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| <html>
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| <head>
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| <meta name=viewport content="width=device-width,initial-scale=1">
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| <meta charset="utf-8"/>
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| <script src="https://cdn.geogebra.org/apps/deployggb.js"></script>
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| | |
| </head>
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| <body>
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| <div id="ggbApplet"></div>
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| | |
| <script>
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| var parameters = {
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| "id": "ggbApplet", | |
| "width":1920,
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| "height":1017,
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| "showMenuBar":true,
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| "showAlgebraInput":true,
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| "showToolBar":true,
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| "customToolBar":"0 73 62 | 1 501 67 , 5 19 , 72 75 76 | 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 14 68 | 30 29 54 32 31 33 | 25 17 26 60 52 61 | 40 41 42 , 27 28 35 , 6",
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| "showToolBarHelp":true,
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| "showResetIcon":false,
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| "enableLabelDrags":false,
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| "enableShiftDragZoom":true,
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| "enableRightClick":false,
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| "errorDialogsActive":false,
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| "useBrowserForJS":false,
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| "allowStyleBar":false,
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| "preventFocus":false,
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| "showZoomButtons":true,
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| "capturingThreshold":3,
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| // add code here to run when the applet starts
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| "appletOnLoad":function(api){ /* api.evalCommand('Segment((1,2),(3,4))');*/ },
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| "showFullscreenButton":true, | |
| "scale":1,
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| "disableAutoScale":false,
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| "allowUpscale":false,
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| "clickToLoad":false,
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| "appName":"classic",
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| "buttonRounding":0.7,
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| "buttonShadows":false,
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| "language":"de",
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| // use this instead of ggbBase64 to load a material from geogebra.org
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| // "material_id":"RHYH3UQ8",
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| // use this instead of ggbBase64 to load a .ggb file
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| // "filename":"myfile.ggb",
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| "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
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| var views = {'is3D': 0,'AV': 1,'SV': 0,'CV': 0,'EV2': 0,'CP': 0,'PC': 0,'DA': 0,'FI': 0,'macro': 0};
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| var applet = new GGBApplet(parameters, '5.0', views);
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| 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>
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| </body>
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| </html>
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| | |
| </syntaxhighlight> | |
