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<!DOCTYPE html> <html> <head> <meta http-equiv="Content-Type" content="text/html; charset=UTF-8"> <title>TITULO</title> </head> <body> <script type="text/javascript" language="javascript" src="../GeoGebra5/web/web.nocache.js"></script> <article class="geogebraweb" data-param-width="465" data-param-height="340" data-param-showResetIcon="true" data-param-enableRightClick="true" data-param-enableLabelDrags="true" data-param-showMenuBar="false" data-param-showToolBar="false" data-param-showAlgebraInput="false" data-param-useBrowserForJS="true" data-param-language="es" data-param-ggbbase64="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<script type="text/javascript"> //BLOQUE 1 window.addEventListener("message", funcionQueManejaLosMensajes) //BLOQUE 2 function funcionQueManejaLosMensajes(evt) { var data = evt.data; nombre = data.name; if ((data.type === "set") && (data.name === "dibuja")) { dComando = 'A=' + data.value; //document.ggbApplet.deleteObject('A'); document.ggbApplet.evalCommand(dComando); document.ggbApplet.setColor('A', 255, 0, 0); //posibles intervenciones: //document.ggbApplet.setLabelVisible('A',1); //document.ggbApplet.renameObject('A','C'); //document.ggbApplet.setLineStyle('C',2); //document.ggbApplet.setLineThickness('C',9); window.parent.postMessage({ type: "update" }, '*'); } // se maneja un mensaje del tipo update else if (data.type === "update") {} } //BLOQUE 3 function ggbOnInit() { comando = 'f:Derivative[x,1]'; rComando = document.ggbApplet.evalCommandCAS(comando); } </script> </body> </html>