GeoGebra vrste kotov

var parameters = { “id”: “ggbApplet”, “width”:2174, “height”:978, “showMenuBar”:true, “showAlgebraInput”:true, “showToolBar”:true, “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″, “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”, // 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’: 0,’AV’: 1,’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’);

Dostopnost