<!DOCTYPE html>
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
    <meta name="viewport" content="width=device-width, initial-scale=1, shrink-to-fit=no">
    <meta name="description" content="" />
    <meta name="author" content="Baptiste Jammart" />
    <meta name="keywords" content="" />
    <meta charset="utf-8" />
    <meta property="og:title" content="EPI 3e PC - SVT - Exemple d'image interactive"/>
    <meta property="og:type" content="website"/>
    <meta property="og:url" content=""/>
    <meta property="og:description" content=""/>
    <meta property="og:image" content="http://xia.dane.ac-versailles.fr/img/logo.jpg"/>
    <title>EPI 3e PC - SVT - Exemple d'image interactive</title>
    <link rel="stylesheet" type="text/css" href="https://xia.dane.ac-versailles.fr/network/delivery/xia20/accordionBlack/css/main.css"/>
    <script src="https://cdnjs.cloudflare.com/ajax/libs/labjs/2.0.3/LAB.min.js"></script>
</head>
<body id="image-active">
    <div id="loader">
        <div id="splash">
            <p><img src="https://xia.dane.ac-versailles.fr/network/delivery/xia20/accordionBlack/img/xia.png" alt="xia"/></p>
            <div id="progressbar-wrap">
                <div class="meter">
                    <span id="progressbar"></span>
                </div>
            </div>

        </div>
    </div>
    <div id="container">
        <div id="detect">&nbsp;</div>
        <header>
            <h1 id="title">EPI 3e PC - SVT - Exemple d'image interactive</h1>
            <a class="infos" href="#" title="à propos"></a>
        </header>
        <div id="canvas"></div>
        <nav class="accordion" id="accordion2"><div class="accordion-group">
  <div class="accordion-heading">
    <a id="collapsecomment-heading" class="accordion-toggle" data-toggle="collapse" data-parent="#accordion2" href="#collapsecomment">De l'infiniment petit à l'infiniment grand</a>
      <div id="collapsecomment" class="accordion-body collapse">
        <div class="accordion-inner"><b>Échelle de grandeurs allant des nucléons aux galaxies en utilisant les outils numériques.</b><br/>
Production sous forme d'image interactive.<br/>
<em>Pour afficher les détails, cliquez sur les zones actives de l'image ou sur les titres à droite.</em>
        </div>
      </div>
  </div>
</div>
<div class="accordion-group">
  <div class="accordion-heading">
      <a id="collapse0-heading" class="accordion-toggle" data-toggle="collapse" data-parent="#accordion2" href="#collapse0">Petitmètre</a>
      <div id="collapse0" class="accordion-body collapse">
          <div class="accordion-inner"><ul>
<li>Nom : Petitmètre</li><li>Abréviation : Pm</li><li>Puissance : 10^-100</li><br/>
</ul>
Blablabla et blablabla
          </div>
      </div>
  </div>
</div>
<div class="accordion-group">
  <div class="accordion-heading">
      <a id="collapse1-heading" class="accordion-toggle" data-toggle="collapse" data-parent="#accordion2" href="#collapse1">Mètre</a>
      <div id="collapse1" class="accordion-body collapse">
          <div class="accordion-inner"><ul>
<li>Nom : Mètre</li><li>Abréviation : m</li><li>Puissance : 1</li><br/>
</ul>
Blablabla et blablabla<br/>
<a href="http://lien.internet.bidon.fr" target="_blank">Lien internet bidon</a>
          </div>
      </div>
  </div>
</div>
<div class="accordion-group">
  <div class="accordion-heading">
      <a id="collapse2-heading" class="accordion-toggle" data-toggle="collapse" data-parent="#accordion2" href="#collapse2">Grandmètre</a>
      <div id="collapse2" class="accordion-body collapse">
          <div class="accordion-inner"><ul>
<li>Nom : Grandmètre</li><li>Abréviation : Gm</li><li>Puissance : 10^100</li><br/>
</ul>
Blablabla et blablabla
          </div>
      </div>
  </div>
</div>
<div class="accordion-group">
  <div class="accordion-heading">
      <a id="collapse3-heading" class="accordion-toggle" data-toggle="collapse" data-parent="#accordion2" href="#collapse3">Fiche métier : Opticien</a>
      <div id="collapse3" class="accordion-body collapse">
          <div class="accordion-inner"><ul>
<li>Super métier bien payé.</li><li>Formation : blablabla.</li></ul>
<img src="./eyeglasses_nb.png"/>

          </div>
      </div>
  </div>
</div>
</nav>
    </div>
    <footer id="overlay">
        <section id="popup">
            <img id="popup_close" src="https://xia.dane.ac-versailles.fr/network/delivery/xia20/accordionBlack/img/close.png" alt="close"/>
            <article id="popup_text">
                <img src="https://xia.dane.ac-versailles.fr/network/delivery/xia20/accordionBlack/img/xia.png" alt="xia" />
                <p>Baptiste Jammart<br/>CC-BY-SA 4.0<br/>2017<br/></p>
            </article>
        </section>
    </footer>
    <script>var scene = {
"publisher":"",
"rights":"CC-BY-SA 4.0",
"keywords":"",
"description":"",
"language":"",
"title":"EPI 3e PC - SVT - Exemple d'image interactive",
"license":"<a href='http://creativecommons.org/licenses/by-sa/4.0/' target='_blank'>http://creativecommons.org/licenses/by-sa/4.0/</a> ",
"image":"data:image/png;base64,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",
"creator":"Baptiste Jammart",
"contributor":"",
"height":"784.01941",
"width":"784.01941",
"relation":"",
"intro_title":"De l'infiniment petit à l'infiniment grand",
"coverage":"",
"date":"2017",
"path":"",
"identifier":"",
"intro_detail":"<b>Échelle de grandeurs allant des nucléons aux galaxies en utilisant les outils numériques.</b><br/> Production sous forme d'image interactive.<br/> <em>Pour afficher les détails, cliquez sur les zones actives de l'image ou sur les titres à droite.</em>",
"source":"",
};
var details = [
{
  "style":"fill:#00fdfd;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.26458332px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1",
  "strokewidth":"0.26458332px",
  "title":"Petitmètre",
  "detail":"<ul> <li>Nom : Petitmètre</li><li>Abréviation : Pm</li><li>Puissance : 10^-100</li><br/> </ul> Blablabla et blablabla",
  "options":"",
  "minX":"182.1616604",
  "minY":"83.4572",
  "stroke":"none",
  "maxY":"244.81356",
  "x":"0",
  "y":"0",
  "path":"M182.1616604 83.4572C182.1616604 83.4572 182.1616604 121.03337 182.1616604 121.03337C182.1616604 121.03337 606.5509104 121.03337 606.5509104 121.03337C606.5509104 121.03337 606.5509104 244.81356 606.5509104 244.81356C606.5509104 244.81356 734.7518204 244.81356 734.7518204 244.81356C734.7518204 244.81356 734.7518204 83.4572 734.7518204 83.4572C734.7518204 83.4572 182.1616604 83.4572 182.1616604 83.4572 z",
  "id":"path4496",
  "maxX":"734.7518204",
  "fill":"#00fdfd",
},
{
  "style":"fill:#00fd49;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.26458332px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1",
  "strokewidth":"0.26458332px",
  "title":"Mètre",
  "detail":"<ul> <li>Nom : Mètre</li><li>Abréviation : m</li><li>Puissance : 1</li><br/> </ul> Blablabla et blablabla<br/> <a href='http://lien.internet.bidon.fr' target='_blank'>Lien internet bidon</a>",
  "options":"",
  "minX":"204.2652604",
  "minY":"380.38229",
  "stroke":"none",
  "maxY":"467.32316",
  "x":"0",
  "y":"0",
  "path":"M204.2652604 414.27449C204.2652604 414.27449 204.2652604 446.6931 204.2652604 446.6931C204.2652604 446.6931 605.0773104 446.6931 605.0773104 446.6931C605.0773104 446.6931 605.0773104 467.32316 605.0773104 467.32316C605.0773104 467.32316 737.6989304 467.32316 737.6989304 467.32316C737.6989304 467.32316 737.6989304 380.38229 737.6989304 380.38229C737.6989304 380.38229 644.8638304 380.38229 644.8638304 380.38229C644.8638304 380.38229 644.8638304 414.27449 644.8638304 414.27449C644.8638304 414.27449 204.2652604 414.27449 204.2652604 414.27449 z",
  "id":"path4498",
  "maxX":"737.6989304",
  "fill":"#00fd49",
},
{
  "style":"fill:#0027fd;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.26458332px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1",
  "strokewidth":"0.26458332px",
  "title":"Grandmètre",
  "detail":"<ul> <li>Nom : Grandmètre</li><li>Abréviation : Gm</li><li>Puissance : 10^100</li><br/> </ul> Blablabla et blablabla",
  "options":"",
  "minX":"176.2673604",
  "minY":"637.48929",
  "stroke":"none",
  "maxY":"781.19444",
  "x":"0",
  "y":"0",
  "path":"M176.2673604 737.72396C176.2673604 737.72396 176.2673604 781.19444 176.2673604 781.19444C176.2673604 781.19444 734.7518204 781.19444 734.7518204 781.19444C734.7518204 781.19444 734.7518204 720.77785 734.7518204 720.77785C734.7518204 720.77785 686.6651404 637.48929 686.6651404 637.48929C686.6651404 637.48929 605.1931104 659.31976 605.1931104 659.31976C605.1931104 659.31976 605.1931104 737.72396 605.1931104 737.72396C605.1931104 737.72396 176.2673604 737.72396 176.2673604 737.72396 z",
  "id":"path4500",
  "maxX":"734.7518204",
  "fill":"#0027fd",
},
{
  "ry":"0",
  "maxX":"161.5316114",
  "strokewidth":"0.722",
  "title":"Fiche métier : Opticien",
  "rx":"0",
  "detail":"<ul> <li>Super métier bien payé.</li><li>Formation : blablabla.</li></ul> <img src='./eyeglasses_nb.png'/> ",
  "height":"120.83305",
  "minX":"20.0685414",
  "width":"141.46307",
  "stroke":"none",
  "options":"",
  "minY":"370.06728",
  "path":"M20.0685414 370.06728C20.0685414 370.06728 161.5316114 370.06728 161.5316114 370.06728C161.5316114 370.06728 161.5316114 490.90033 161.5316114 490.90033C161.5316114 490.90033 20.0685414 490.90033 20.0685414 490.90033C20.0685414 490.90033 20.0685414 370.06728 20.0685414 370.06728 z",
  "y":"0",
  "x":"0",
  "maxY":"490.90033",
  "id":"rect4502",
  "fill":"#fd0000",
},
];
</script>
    <script>

        var loadLibs = function() {
            var lazyDatas = "";
            var embedded_scripts = [];
            var progressbar = document.getElementById("progressbar");
            var updateProgressbar = function(i) {
                var percentage = Math.floor((100 / embedded_scripts.length) * i);
                progressbar.style.width = percentage + "%";
                if (i + 1 < embedded_scripts.length) {
                    $LAB.script(embedded_scripts[i+1]).wait(function(){
                       updateProgressbar(i+1);
                    });
                }
                else {
                    $LAB.script(embedded_scripts[i+1]);
                }
            };

            embedded_scripts.push("https://cdn.jsdelivr.net/kineticjs/5.1.0/kinetic.min.js");
            if (lazyDatas !== "") embedded_scripts.push(lazyDatas);
            embedded_scripts.push("https://code.jquery.com/jquery-1.11.1.min.js");
            embedded_scripts.push("https://xia.dane.ac-versailles.fr/network/delivery/xia20/accordionBlack/js/git-sha1.min.js");
            embedded_scripts.push("https://xia.dane.ac-versailles.fr/network/delivery/xia20/accordionBlack/js/hooks.js");
            embedded_scripts.push("https://xia.dane.ac-versailles.fr/network/delivery/xia20/accordionBlack/js/xia.js");

            $LAB.setGlobalDefaults({CacheBust:true});
            $LAB.script(embedded_scripts[0]).wait(function(){
                updateProgressbar(0);
            });
        }

        document.body.onload = loadLibs;

    </script>
</body>
</html>
