// Copyright 1998 by Gisele Glosser.  All Rights Reserved.
//
// Mrs. Glosser's Math Goodies are shareware.  We invite you to use all of our 
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function x08226313(form,whichQuestion){var msg;var noErrors=true;var testValue=form.entry.value;if(testValue==""||testValue==null){msg="Il faut inscrire un nombre dans la case REPONSE avant de cliquer sur ENTRER.";noErrors=false;}else{var tempVal=parseInt(testValue);var tempStr=tempVal.toString();if(testValue!=tempStr||tempVal<=0){msg="Seuls des nombres entiers positifs doivent ętre inscrits dans cette case.";noErrors=false;}}if(noErrors){x0653090547(form,whichQuestion);}else{alert(msg);form.entry.focus();form.entry.select();}}function x0653090547(form,whichQuestion){var stringEntered=form.entry.value;if((whichQuestion==1&&stringEntered==24)||(whichQuestion==2&&stringEntered==36)||(whichQuestion==3&&stringEntered==4)||(whichQuestion==4&&stringEntered==9)||(whichQuestion==5&&stringEntered==7)){form.result.value="Exact!";}else{form.result.value="Erreur. Clique RECOMMENCER et essaie encore.";}form.entry.focus();form.entry.select();}function x05844(msg){window.status=msg;return true;}function x13248260(form){form.entry.value="";form.entry.focus();form.entry.select();}var secondWindow;var msg="";function x1155295267049924(){if(secondWindow&&!secondWindow.closed){secondWindow.close();secondWindow=false;return secondWindow;}}function x1096653(Def){if(Def=="polygon"){msg="Un"+" <STRONG>polygone</STRONG>"+" est une forme ferm&eacute;e dont les contours sont obligatoirement des lignes droites.";}else{if(Def=="parallel"){msg="Des lignes "+"<STRONG>parall&egrave;les</STRONG> sont des droites d’un m&ecirc;me plan qui ne se rencontrent jamais.";}else{if(Def=="perpendicular"){msg="Des lignes "+"<STRONG>perpendiculaires</STRONG>"+" sont des droites qui, en se rencontrant, forment un angle droit (de 90 degr&eacute;s).  Le symbole pour un angle droit est une petite bo&icirc;te comme ceci plac&eacute;e au lieu d'intersection des droites.";msg+="<P><IMG SRC='images/right_angle.gif' BORDER=0 width=9 height=10></P>";}}}return msg;}function x2826022670(definition){passDef=definition;x1096653(passDef);var newTags="<HTML><HEAD><TITLE>Fen&ecirc;tre de d&eacute;finition</TITLE></HEAD>";newTags+="<BODY BGCOLOR='#FFFFFF'>";newTags+="<H3>D&eacute;finition</H3>";newTags+=msg+"<P>";newTags+="<form><input TYPE='button' value='fermer la fen&ecirc;tre' name='closeup' onClick='opener.x1155295267049924()'></form>";newTags+="</BODY></HTML>";if(!secondWindow||secondWindow.closed){secondWindow=window.open("","","toolbar=no,width=500,height=180,directories=no,status=no,scrollbars=yes,resize=yes,menubar=no");if(!secondWindow.opener){secondWindow.opener=window;}secondWindow.document.write(newTags);secondWindow.document.close();}else{secondWindow.document.write(newTags);secondWindow.document.close();secondWindow.focus();}}
