<link rel="preconnect" href="https://fonts.googleapis.com">
<link rel="preconnect" href="https://fonts.gstatic.com" crossorigin>
<link href="https://fonts.googleapis.com/css2?family=Fredoka:wght@300..700&display=swap" rel="stylesheet"><<silently>><<set $indice1 = $indice2 = $indice3 = $indice4 = $indice5 = $indice6 = $indice7 = $indice8 = $indice9 = $indice10 = 0; $time to 0; $clic = 0; $help =0>><</silently>><<include logo>>
<div class="note">Sous ses airs paisibles, la <span class="typo">nature</span> cache des blessures<br>causées par certaines activités humaines.
Observez à la <span class="typo">loupe</span> chaque détail<br>pour débusquer les comportements qui menacent cette santé commune.</div>
[[Faire le tutoriel|enquete_0][$passage = "enquete_0"; $question =1; $enquete =0]]
[[Enquête #1 : LE MAL DU CAMPING|enquete_1][$passage = "enquete_1"; $question =1; $enquete =1]]
[[Enquête #2 : LE CADEAU EMPOISONNÉ|enquete_2][$passage = "enquete_2"; $question =1; $enquete =2]]
[[Enquête #3 : L'INTRUS DU MARCHÉ|enquete_3][$passage = "enquete_3"; $question =1; $enquete =3]]
[[Enquête #4 : LA FIÈVRE DE L'ALPAGE|enquete_4][$passage = "enquete_4"; $question =1; $enquete =4]]
[[Voir le tableau des scores|highscore]]
<a href="https://drive.google.com/uc?export=download&id=10-x_yVgc_RbFYtxutE28SLIq1J43Zrxc" class="btn">Télécharger la carte au format pdf (2,8 Mo)</a>
[[Crédits - informations légales|credits]]
<div class="pied_page" >Guillaume Berthelot
//Licence CC BY-NC-SA// - janvier 2026
</div><img class="map-image" src="img/carte.svg" usemap="#carte">
<span class="typo">OBJECTIF <<print $question>>/6</span>
<<if $question is 1 and $indice1 is 0>>Un vacancier a vomi toute la nuit. Trouve-le !
<<elseif $question is 1 and $indice1 is 1>>Le vacancier a probablement mangé quelque chose de toxique.
[[Continuer|$passage][$question = 2]]
<<elseif $question is 2 and $indice2 is 0>>Qu'a bien pu manger le vacancier pour être malade ?
<<elseif $question is 2 and $indice2 is 1>>Le vacancier a mangé du poisson cuit au feu de bois.
[[Continuer|$passage][$question = 3]]
<<elseif $question is 3 and $indice3 is 0>>Où le vacancier a-t-il eu son poisson ?
<<elseif $question is 3 and $indice3 is 1>>Le vacancier a pêché son repas dans la rivière.
[[Continuer|$passage][$question = 4]]
<<elseif $question is 4 and ($indice4 + $indice5 + $indice6 + $indice7) neq 4>>Le poisson était contaminé par l'eau de la rivière. Trouve 4 zones où la rivière a pu être polluée. //Zones trouvées : <<print ($indice4 + $indice5 + $indice6 + $indice7)>> / 4//
<<elseif $question is 4 and ($indice4 + $indice5 + $indice6 + $indice7) is 4>>Il y a 4 endroits possibles de pollution.
[[Continuer|$passage][$indice7 = 0; $question = 5]]
<<elseif $question is 5 and $indice7 is 0>>Les analyses médicales du vacancier ont permis de découvrir qu'il avait été intoxiqué par des métaux lourds (plomb, arsenic, fer...).<br>Parmi les 4 sources de pollution que tu as trouvé à l'étape précédente, laquelle a pu rejeter des métaux lourds dans l'eau ?
<<elseif $question is 5 and $indice7 is 1>>Ce sont effectivement les déchets provenant de la mine. Chaque fois qu'il pleut, l'eau de pluie emporte les métaux lourds dans la rivière.
Ces polluants invisibles sont absorbés par les plantes et les algues. Ensuite, ces algues sont consommées par les poissons. Enfin, les humains consomment les poissons. À chaque étape, les métaux lourds s'accumulent : on dit qu'il y a ''bio-accumulation''. Cela provoque des problèmes de santé graves.
[[Continuer|$passage][$question = 6]]
<<elseif $question is 6 and $indice8 is 0>>Cette pollution a ''aussi'' un effet négatif sur la végétation et les animaux. Trouve cet endroit !
<<elseif $question is 6 and $indice8 is 1>>Les métaux lourds s'accumulent dans le sol et empêchent les buissons de se développer. Les oiseaux qui mangent les fruits sont aussi impactés.
[[Voir le score|bilan]]
<</if>>
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<<if $question == 4 and $indice4 is 1>><div id="Layer2" style="position:absolute; left:0px; top:340px; z-index:2"><<include cercle>></div><</if>>\
<<if $question == 4 and $indice5 is 1>><div id="Layer2" style="position:absolute; left:230px; top:460px; z-index:2"><<include cercle>></div><</if>>\
<<if $question == 4 and $indice6 is 1>><div id="Layer2" style="position:absolute; left:550px; top:400px; z-index:2"><<include cercle>></div><</if>>\
<<if $question >= 4 and $indice7 is 1>><div id="Layer2" style="position:absolute; left:1160px; top:250px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice8 is 1 and $question >=6>><div id="Layer2" style="position:absolute; left:1080px; top:220px; z-index:2"><<include cercle>></div><</if>>\
</div>\
<button class="button" data-passage="DEBUT">☒ Abandonner l'enquête</button>
<<linkreplace "Voir un indice">><<set $help +=1>><<if $question is 1>>Observe bien le camping. Il y a un monsieur qui est à genoux en train de vomir.<<elseif $question is 2>>Observe bien le camping près du feu de camp. Le monsieur qui a vomi a un chapeau rond. Cela doit t'aider à le retrouver.<<elseif $question is 3>>Le poisson vient de la rivière. Retrouve le monsieur avec son chapeau.<<elseif $question is 4>>Il y a 4 endroits à proximité de la rivière qui contiennent des produits potentiellement toxiques.<<elseif $question is 5>>Tu as trouvé 4 endroits qui puvent polluer l'eau. Une seule contient du fer en grande quantité ? Au fait, as-tu vu la pancarte du camping ? Il y a un indice dessus.<<elseif $question is 6>>Observe les animaux et les plantes à côté de la mine.<</if>><</linkreplace>>
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" width="100px"><<silently>>
/* 1. Récupérer l'historique global */
<<set $historiqueScores = recall("archiveSVT", [])>>
/* 2. Préparer les données actuelles */
<<set $date = new Date()>>
<<set $horodatage = $date.toLocaleDateString() + " à " + $date.getHours() + "h" + $date.getMinutes()>>
<<if $clic <= 5 and $help <=1>><<set $stars = "★★★">><<elseif $clic <=10 and $help <= 2>><<set $stars = "★★☆">><<elseif $clic >=20 and $help >3>><<set $stars = "☆☆☆">><<else>><<set $stars = "★☆☆">><</if>>
/* 3. Ajouter le nouveau score */
<<run $historiqueScores.push({
num: $enquete,
moment: $horodatage,
resultat: $stars
})>>
/* 4. Filtrer pour ne garder que les 3 derniers pour CHAQUE enquête */
<<set _finalArray = []>>
<<for _e range [1, 2, 3, 4]>>
/* On isole les scores de l'enquête _e, et on prend les 3 derniers (slice) */
<<set _temp = $historiqueScores.filter(function(item) { return item.num === _e; }).slice(-3)>>
<<set _finalArray = _finalArray.concat(_temp)>>
<</for>>
/* 5. Sauvegarder le tableau nettoyé */
<<run memorize("archiveSVT", _finalArray)>>
<</silently>>\
Pour résoudre l'enquête <<print $enquete>>, tu as cliqué <<print $clic>> fois en trop et utilisé <<print $help>> indice<<if $help gt 1>>s<</if>>.
<center><span class="typo">Score</span>
<<print $stars>></center>
<<if $enquete is 0>>Tu es prêt pour mener les véritables enquêtes dans lesquelles ton observation et ton raisonnement seront mis à l'épreuve.
[[Faire une enquête|DEBUT]]
<<else>>\
<div style="text-align:left">\
📝 RAPPORT D'ENQUÊTE <<if $enquete is 1>>#1 «LE MAL DU CAMPING»
① ''Santé Humaine'' : Quel est le problème constaté chez le vacancier ?
② ''Santé Animale'' : Quel impact la pollution de l'eau a-t-elle sur les animaux sauvages ?
③ ''Santé Environnementale'' : Quel impact la pollution de l'eau a-t-elle sur les plantes ?
④ ''Origine du déséquilibre'' : Quel événement est à l'origine de TOUS ces problèmes ?
⑤ ''Solution'' : Comment éviter que cela ne recommence ?
<div class="map-container" id="Layer1" style="position:relative; left:0px; top:0px; z-index:1"><<include carte>>
<<if $indice1 is 1 and $question >= 1>><div id="Layer2" style="position:absolute; left:800px; top:490px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice2 is 1 and $question >= 2>><div id="Layer2" style="position:absolute; left:720px; top:550px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice3 is 1 and $question >= 3>><div id="Layer2" style="position:absolute; left:570px; top:300px; z-index:2"><<include cercle>></div><</if>>\
<<if $question == 4 and $indice4 is 1>><div id="Layer2" style="position:absolute; left:0px; top:340px; z-index:2"><<include cercle>></div><</if>>\
<<if $question == 4 and $indice5 is 1>><div id="Layer2" style="position:absolute; left:230px; top:460px; z-index:2"><<include cercle>></div><</if>>\
<<if $question == 4 and $indice6 is 1>><div id="Layer2" style="position:absolute; left:550px; top:400px; z-index:2"><<include cercle>></div><</if>>\
<<if $question >= 4 and $indice7 is 1>><div id="Layer2" style="position:absolute; left:1160px; top:250px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice8 is 1 and $question >=6>><div id="Layer2" style="position:absolute; left:1080px; top:220px; z-index:2"><<include cercle>></div><</if>>\
</div>\
<<elseif $enquete is 2>>#2 «LE CADEAU EMPOISONNÉ»
① ''Santé Humaine'' : Quel est le problème constaté chez le vacancier ? Et les consommateurs de blé ?
② ''Santé Animale'' : Quel impact cette plante a-t-elle sur les animaux sauvages ?
③ ''Santé Environnementale'' : Quel impact cette plante a-t-elle sur les autres plantes ?
④ ''Origine du déséquilibre'' : Quel événement est à l'origine de TOUS ces problèmes ?
⑤ ''Solution'' : Comment éviter que cela ne recommence ?
<div class="map-container" id="Layer1" style="position:relative; left:0px; top:0px; z-index:1"><<include carte>>
<<if $indice1 is 1 and $question >=1>><div id="Layer2" style="position:absolute; left:140px; top:690px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice2 is 1 and $question >=2>><div id="Layer2" style="position:absolute; left:1000px; top:300px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice3 is 1 and $question >=3>><div id="Layer2" style="position:absolute; left:1150px; top:580px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice4 is 1 and $question >=4>><div id="Layer2" style="position:absolute; left:1450px; top:720px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice5 is 1 and $question >=5>><div id="Layer2" style="position:absolute; left:1380px; top:780px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice6 is 1 and $question >=6>><div id="Layer2" style="position:absolute; left:1050px; top:400px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice7 is 1 and $question >=7>><div id="Layer2" style="position:absolute; left:330px; top:160px; z-index:2"><<include cercle>></div><</if>>\
</div>\
<<elseif $enquete is 3>>#3 «L'INTRUS DU MARCHÉ»
① ''Santé Humaine'' : Quel est le problème constaté chez la vacancière ?
② ''Santé Animale (Sauvage)'' : Quel rôle a joué le renard ?
③ ''Santé Environnementale'' : Quel changement a subi la forêt dans cette région ?
④ ''Origine du déséquilibre'' : Quel événement est à l'origine de TOUS ces problèmes ?
⑤ ''Solution'' : Comment éviter que cela ne recommence ?
<div class="map-container" id="Layer1" style="position:relative; left:0px; top:0px; z-index:1"><<include carte>>
<<if $indice1 is 1 and $question >=1>><div id="Layer2" style="position:absolute; left:640px; top:420px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice2 is 1 and $question >=2>><div id="Layer2" style="position:absolute; left:1050px; top:630px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice3 is 1 and $question >=3>><div id="Layer2" style="position:absolute; left:880px; top:940px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice4 is 1 and $question >=4>><div id="Layer2" style="position:absolute; left:1160px; top:440px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice5 is 1 and $question >=5>><div id="Layer2" style="position:absolute; left:1420px; top:420px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice6 is 1 and $question >=6>><div id="Layer2" style="position:absolute; left:110px; top:1050px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice7 is 1 and $question >=7>><div id="Layer2" style="position:absolute; left:20px; top:880px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice8 is 1 and $question >=8>><div id="Layer2" style="position:absolute; left:400px; top:1000px; z-index:2"><<include cercle>></div><</if>>\
</div>\
<<elseif $enquete is 4>>#4 «LA FIÈVRE DE L'ALPAGE»
① ''Santé Humaine'' : Quel est le problème constaté chez le fermier et les clients ?
② ''Santé des Animaux Domestiques'' : Quel est l'impact sur le troupeau de vache ?
③ ''Santé des Animaux Sauvages'' : Comment la maladie a-t-elle touché la nature ?
④ ''Origine du déséquilibre'' : Quel événement est à l'origine de TOUS ces problèmes ?
⑤ ''Solution'' : Comment éviter que cela ne recommence ?
<div class="map-container" id="Layer1" style="position:relative; left:0px; top:0px; z-index:1"><<include carte>>
<<if $indice1 is 1 and $question >=1>><div id="Layer2" style="position:absolute; left:40px; top:650px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice2 is 1 and $question >=2>><div id="Layer2" style="position:absolute; left:610px; top:60px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice3 is 1 and $question >=3>><div id="Layer2" style="position:absolute; left:500px; top:0px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice4 is 1 and $question >=3>><div id="Layer2" style="position:absolute; left:770px; top:990px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice5 is 1 and $question >=4>><div id="Layer2" style="position:absolute; left:170px; top:7px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice6 is 1 and $question >=5>><div id="Layer2" style="position:absolute; left:1500px; top:960px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice7 is 1 and $question >=6>><div id="Layer2" style="position:absolute; left:1000px; top:0px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice8 is 1 and $question >=7>><div id="Layer2" style="position:absolute; left:1370px; top:0px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice9 is 1 and $question >=7>><div id="Layer2" style="position:absolute; left:1490px; top:80px; z-index:2"><<include cercle>></div><</if>>\
</div>\
<</if>>
</div>
[[Faire une autre enquête|DEBUT]]<</if>><span class="typo">OBJECTIF <<print $question>>/7</span>
<<if $question is 1 and $indice1 is 0>>Un vacancier se plaint de démangeaisons sur tout le corps. Il s'est rendu au cabinet médical. Trouve-le !
<<elseif $question is 1 and $indice1 is 1>>Il a fait une réaction allergique et a la peau pleine de petits boutons blancs.
[[Continuer|$passage][$question =2]]
<<elseif $question is 2 and $indice2 is 0>>Qu'est-ce qui a pu provoquer une réaction allergique sur tout le corps du vacancier ?
<<elseif $question is 2 and $indice2 is 1>>Le vacancier a traversé une zone pleine de plantes irritantes : //Euphorbia esula//. En passant, le vacancier entre en contact avec une substance produite par la plante qui provoque des irritations graves sur sa peau.
[[Continuer|$passage][$question =3]]
<<elseif $question is 3 and $indice3 is 0>>Ces plantes sont des plantes envahissantes qui se propagent rapidement par ses racines.<br>Pour trouver qui a planté la première plante, suis la «ligne» des plantes envahissantes.
<<elseif $question is 3 and $indice3 is 1>>C'est la gérante du camping qui a cultivé cette plante.
[[Continuer|$passage][$question =4]]
<<elseif $question is 4 and $indice4 is 0>>Comment la gérante a-t-elle obtenu cette plante envahissante ?
<<elseif $question is 4 and $indice4 is 1>>C'est le fils de la gérante qui lui a offert un cadeau.
[[Continuer|$passage][$question =5]]
<<elseif $question is 5 and $indice5 is 0>>Cette plante a probablement été ramenée par son fils depuis un pays étranger.<br> Quel objet permet de confirmer que son fils a obtenu la plante dans une autre région du monde ?
<<elseif $question is 5 and $indice5 is 1>>La valise permet de deviner que le fils de la gérante revient d'un voyage autour du monde. Il a probablement ramené cette plante exotique d'une autre région du monde.
[[Continuer|$passage][$question =6]]
<<elseif $question is 6 and $indice6 is 0>>Cette plante a aussi eu un impact sur la nature. Quel impact a-t-elle sur les animaux et la végétation ?
<<elseif $question is 6 and $indice6 is 1>>La plante envahissante étouffe les buissons. Et sans buisson, les oiseaux n'ont plus de fruits pour se nourrir.
⚠️ Dans le monde réel, la plante //Euphorbia esula// a surtout un impact négatif sur les insectes qui sont aussi une source de nourriture pour les oiseaux.
[[Continuer|$passage][$question =7]]
<<elseif $question is 7 and $indice7 is 0>>Enfin, cette plante envahissante est très dangereuse si les humains la mangent. <br>Où a-t-elle pu contaminer les aliments ? Suis une autre ligne de plantes.
<<elseif $question is 7 and $indice7 is 1>>La plante envahissante envahit le champ de blé. Si elle est moissonnée avec du blé, elle peut rendre le fourrage toxique pour le bétail (vomissements, diarrhées, baisse de production) et rendre la farine totalement impropre à la consommation humaine.
[[Voir le score|bilan]]
<</if>>
<div class="map-container" id="Layer1" style="position:relative; left:0px; top:0px; z-index:1"><<include carte>>
<<if $indice1 is 1 and $question >=1>><div id="Layer2" style="position:absolute; left:140px; top:690px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice2 is 1 and $question >=2>><div id="Layer2" style="position:absolute; left:1000px; top:300px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice3 is 1 and $question >=3>><div id="Layer2" style="position:absolute; left:1150px; top:580px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice4 is 1 and $question >=4>><div id="Layer2" style="position:absolute; left:1450px; top:720px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice5 is 1 and $question >=5>><div id="Layer2" style="position:absolute; left:1380px; top:780px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice6 is 1 and $question >=6>><div id="Layer2" style="position:absolute; left:1050px; top:400px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice7 is 1 and $question >=7>><div id="Layer2" style="position:absolute; left:360px; top:160px; z-index:2"><<include cercle>></div><</if>>\
</div>\
<button class="button" data-passage="DEBUT">☒ Abandonner l'enquête</button>
<<linkreplace "Voir un indice">><<set $help +=1>><<if $question is 1>>Trouve le cabinet médical à gauche de la carte. Le vacancier a des lunettes de soleil.<<elseif $question is 2>>Ce n'est pas l'eau de la rivière qui est responsable des démangeaisons mais des plantes urticantes.<<elseif $question is 3>>Observe les plantes envahissantes. Elles forment une ligne vers le bas qui va te conduire jusqu'à la toute première plante.<<elseif $question is 4>>Trouve la même dame qui a arrosé la plante près de la maison.<<elseif $question is 5>>Les plantes envahissantes sont des plantes qui viennent d'une autre région du monde. Regarde bien près du fils qui a offert la plante. Il y a un objet qui prouve qu'il revient d'un voyage dans le monde.<<elseif $question is 6>>Regarde près du vacancier qui a eu des démangeaisons. Il y a un arbre et un oiseau en mauvaise santé.<<elseif $question is 7>>Observe les plantes envahissantes. Elle forme une ligne de l'autre côté de la rivière qui va t'amener jusqu'à quelque chose que l'on peut donner à manger aux gens.<</if>><</linkreplace>>
<map name="carte">
<<if $question is 1>><area target="" data-passage="$passage" data-setter="$indice1 = 1" coords="175,704,229,768" shape="rect"><</if>>
<<if $question is 2>><area target="" data-passage="$passage" data-setter="$indice2 = 1" coords="1020,316,1074,380" shape="rect"><</if>>
<<if $question is 3>><area target="" data-passage="$passage" data-setter="$indice3 = 1" coords="1177,592,1239,669" shape="rect"><</if>>
<<if $question is 4>><area target="" data-passage="$passage" data-setter="$indice4 = 1" coords="1464,741,1530,816" shape="rect"><</if>>
<<if $question is 5>><area target="" data-passage="$passage" data-setter="$indice5 = 1" coords="1417,802,1446,843" shape="rect"><</if>>
<<if $question is 6>><area target="" data-passage="$passage" data-setter="$indice6 = 1" coords="1067,410,1138,462" shape="rect"><</if>>
<<if $question is 7>><area target="" data-passage="$passage" data-setter="$indice7 =1" coords="412,135,652,216,460,317,388,321,358,338,334,328,321,269,247,233" shape="poly"><</if>>
</map>
<area target="" data-passage="$passage" data-setter="$clic +=1" coords="1,1,1586,1122" shape="rect">
</map><span class="typo">OBJECTIF <<print $question>>/7</span>
<<if $question is 1 and $indice1 is 0>>Le fermier se plaint de fièvre. Il s'est rendu au cabinet médical. Trouve-le !
<<elseif $question is 1 and $indice1 is 1>>Le fermier a une grosse fièvre : il transpire à grosses gouttes et a la tête qui tourne.
[[Continuer|$passage][$question =2]]
<<elseif $question is 2 and $indice2 is 0>>Le fermier a été contaminé par un microbe dans la cadre de son travail. À quel moment ?
<<elseif $question is 2 and $indice2 is 1>>La vache est infectée par la brucellose, une maladie causée par une bactérie. Le microbe, présent dans le lait, a contaminé le fermier par contact avec une petite plaie sur sa main durant la traite. La contamination entre humains est rare mais elle peut se faire entre les animaux et les humains.
[[Continuer|$passage][$question =3]]
<<elseif $question is 3 and ($indice3 + $indice4) neq 2>>La brucellose se transmet par le lait. Trouve deux autres personnes qui risquent d'être contaminés par le lait.<br>//Personnes trouvées : <<print ($indice3 + $indice4)>> / 2//
<<elseif $question is 3 and ($indice3 + $indice4) is 2>>Effectivement, la fromagère qui a récupéré le lait et la personne qui a acheté le fromage cru produit à partir du lait contaminé risquent d'attraper la bactérie de la brucellose.
[[Continuer|$passage][$question =4]]
<<elseif $question is 4 and $indice5 is 0>>D'où provient cette vache malade ?
<<elseif $question is 4 and $indice5 is 1>>Elle a été amenée par un camion de transport.
[[Continuer|$passage][$question =5]]
<<elseif $question is 5 and $indice6 is 0>>La vache a été amené par un camion depuis une autre région.<br>Retrouve le camion de transport et trouve un objet qui permet de confirmer que la vache provient bien d'une autre région.
<<elseif $question is 5 and $indice6 is 1>>Le camion a effectivement traversé la frontière. La vache vient donc d'une autre région du monde.
[[Continuer|$passage][$question =6]]
<<elseif $question is 6 and $indice7 is 0>>Est-ce que la vache malade a été au contact des animaux sauvages ?
<<elseif $question is 6 and $indice7 is 1>>La vache a été au contact des bouquetins sauvages à proximité de l'étang. Le bouquetin a pu lécher l'herbe souillée par l'urine de la vache malade.
[[Continuer|$passage][$question =7]]
<<elseif $question is 7 and ($indice8 + $indice9) < 2>>Trouve deux indices qui permettent de confirmer que la vache malade a transmis la maladie au bouquetin.<br>//Indice(s) trouvé(s) : <<print ($indice8 + $indice9)>> / 2//
<<elseif $question is 7 and ($indice8 + $indice9) is 2>>La brucellose s'est malheureusement propagée dans le troupeau de bouquetin et a provoqué la mort des bouquetins.
⚠️ Dans le monde réel, la //brucellose// provoque l'avortement des grossesses chez les bouquetins plutôt que la mort de l'adulte.
[[Voir le score|bilan]]
<</if>>
<div class="map-container" id="Layer1" style="position:relative; left:0px; top:0px; z-index:1"><<include carte>>
<<if $indice1 is 1 and $question >=1>><div id="Layer2" style="position:absolute; left:40px; top:650px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice2 is 1 and $question >=2>><div id="Layer2" style="position:absolute; left:610px; top:60px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice3 is 1 and $question >=3>><div id="Layer2" style="position:absolute; left:500px; top:0px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice4 is 1 and $question >=3>><div id="Layer2" style="position:absolute; left:755px; top:970px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice5 is 1 and $question >=4>><div id="Layer2" style="position:absolute; left:170px; top:7px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice6 is 1 and $question >=5>><div id="Layer2" style="position:absolute; left:1500px; top:960px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice7 is 1 and $question >=6>><div id="Layer2" style="position:absolute; left:1000px; top:0px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice8 is 1 and $question >=7>><div id="Layer2" style="position:absolute; left:1370px; top:0px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice9 is 1 and $question >=7>><div id="Layer2" style="position:absolute; left:1490px; top:80px; z-index:2"><<include cercle>></div><</if>>\
</div>\
<button class="button" data-passage="DEBUT">☒ Abandonner l'enquête</button>
<<linkreplace "Voir un indice">><<set $help +=1>><<if $question is 1>>Observe bien le cabinet médical. Le fermier a une barbe.<<elseif $question is 2>>Le fermier transpire à grosse goutte et a la tête qui tourne. Quel être vivant a-t-il rencontré qui a aussi des grosses gouttes et la tête qui tourne ?<<elseif $question is 3>>Le fermier était en train de traire la vache pour récupérer son lait. Le lait a contaminé la fromagère et son client. Suis la trace des bidons de lait pour trouver ces deux personnes. N'oublie pas de suivre le camion.<<elseif $question is 4>>Sur la route près du champ, on peut voir comment la vache a été amenée dans ce champ.<<elseif $question is 5>>Trouve le camion de transport ailleurs sur la route. Ensuite, cherche un élément du décor qui permet de comprendre que le camion vient d'un autre pays.<<elseif $question is 6>>Observe le champ à proximité de la zone d'eau : tu dois voir la vache malade à côté d'un animal sauvage.<<elseif $question is 7>>Suis le chemin parcouru par le bouquetin après avoir rencontré la vache malade : tu le vois deux fois.<</if>><</linkreplace>>
<map name="carte">
<<if $question is 1>><area target="" data-passage="$passage" data-setter="$indice1 = 1" coords="90,659,139,719" shape="rect"><</if>>
<<if $question is 2>><area target="" data-passage="$passage" data-setter="$indice2 = 1" coords="662,59,743,139" shape="rect"><</if>>
<<if $question is 3>><area target="" data-passage="$passage" data-setter="$indice3 = 1" coords="517,8,555,74" shape="rect"><</if>>
<<if $question is 3>><area target="" data-passage="$passage" data-setter="$indice4 = 1" coords="768,973,803,1050" shape="rect"><</if>>
<<if $question is 4>><area target="" data-passage="$passage" data-setter="$indice5 = 1" coords="198,7,374,103" shape="rect"><</if>>
<<if $question is 5>><area target="" data-passage="$passage" data-setter="$indice6 = 1" coords="1515,965,1579,1048" shape="rect"><</if>>
<<if $question is 6>><area target="" data-passage="$passage" data-setter="$indice7 = 1" coords="1019,22,1104,64" shape="rect"><</if>>
<<if $question is 7>><area target="" data-passage="$passage" data-setter="$indice8 = 1" coords="1407,9,1456,61" shape="rect"><</if>>
<<if $question is 7>><area target="" data-passage="$passage" data-setter="$indice9 = 1" coords="1511,109,1581,154" shape="rect"><</if>>
<area target="" data-passage="$passage" data-setter="$clic +=1" coords="1,1,1586,1122" shape="rect">
</map>
<span class="typo">OBJECTIF <<print $question>>/8</span>
<<if $question is 1 and $indice1 is 0>>Une femme malade a passé la nuit aux WC. Trouve-la !
<<elseif $question is 1 and $indice1 is 1>>Cette femme a fait une indigestion et a eu des problèmes de transit.
[[Continuer|$passage][$question =2]]
<<elseif $question is 2 and $indice2 is 0>>Qu'a-t-elle mangé ?
<<elseif $question is 2 and $indice2 is 1>>Elle a mangé une pomme.
[[Continuer|$passage][$question =3]]
<<elseif $question is 3 and $indice3 is 0>>Où la femme a-t-elle acheté sa pomme ?
<<elseif $question is 3 and $indice3 is 1>>Elle a acheté sa pomme sur le marché.
[[Continuer|$passage][$question =4]]
<<elseif $question is 4 and $indice4 is 0>>Où le vendeur de pomme a-t-il récolté les pommes ?
<<elseif $question is 4 and $indice4 is 1>>Le maraicher a ramassé ses pommes dans le verger.
[[Continuer|$passage][$question =5]]
<<elseif $question is 5 and $indice5 is 0>>Qu'est-ce qui a pu contaminer les pommes ?
<<elseif $question is 5 and $indice5 is 1>>Des petits vers //Echinococcus// vivent dans les intestins du renard et pondent des œufs microscopiques. Lorsque le renard a fait ses besoins dans le verger, les œufs contaminent les fruits destinés à la consommation humaine.
⚠️ La présence du parasite //Echinococcus// chez les humains provoque des troubles digestifs dans un premier temps mais peut, après plusieurs années, provoquer des lésions graves du foie.
[[Continuer|$passage][$question =6]]
<<elseif $question is 6 and $indice6 is 0>>On n'a jamais vu de renard dans cet endroit auparavant. D'où vient-il ?
<<elseif $question is 6 and $indice6 is 1>>Le renard vivait dans la forêt.
[[Continuer|$passage][$question =7]]
<<elseif $question is 7 and $indice7 is 0>>Pourquoi le renard a-t-il quitté la forêt ?
<<elseif $question is 7 and $indice7 is 1>>Le renard ne peut plus vivre dans la forêt à cause de l'abattage des arbres.
[[Continuer|$passage][$question =8]]
<<elseif $question is 8 and $indice8 is 0>>Pourquoi coupe-t-on les arbres ? Quel objet permet de le savoir ?
<<elseif $question is 8 and $indice8 is 1>>Des personnes veulent développer le tourisme pour permettre aux gens de découvrir cette belle région.
[[Voir le score|bilan]]
<</if>>
<div class="map-container" id="Layer1" style="position:relative; left:0px; top:0px; z-index:1"><<include carte>>
<<if $indice1 is 1 and $question >=1>><div id="Layer2" style="position:absolute; left:640px; top:420px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice2 is 1 and $question >=2>><div id="Layer2" style="position:absolute; left:1063px; top:586px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice3 is 1 and $question >=3>><div id="Layer2" style="position:absolute; left:880px; top:980px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice4 is 1 and $question >=4>><div id="Layer2" style="position:absolute; left:1160px; top:440px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice5 is 1 and $question >=5>><div id="Layer2" style="position:absolute; left:1420px; top:420px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice6 is 1 and $question >=6>><div id="Layer2" style="position:absolute; left:110px; top:1050px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice7 is 1 and $question >=7>><div id="Layer2" style="position:absolute; left:20px; top:880px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice8 is 1 and $question >=8>><div id="Layer2" style="position:absolute; left:400px; top:1000px; z-index:2"><<include cercle>></div><</if>>\
</div>\
<button class="button" data-passage="DEBUT">☒ Abandonner l'enquête</button>
<<linkreplace "Voir un indice">><<set $help +=1>><<if $question is 1>>Regarde près des WC situés dans le camping. Il y a une dame avec un rouleau de papier toilette à la main.<<elseif $question is 2>>Près du camping, on peut voir la dame assise sur un banc.<<elseif $question is 3>>Suis le chemin emprunté par la dame pour trouvé le marché.<<elseif $question is 4>>Le maraicher a un camion pour transporter les pommes. Retrouve le camion et tu retrouveras le maraicher.<<elseif $question is 5>>Observe bien les pommiers. Il y a quelque chose qui «pollue» la zone.<<elseif $question is 6>>Suis le chemin du renard à l'envers pour trouver le début du chemin.<<elseif $question is 7>>Les arbres sont coupés. Qui les as coupé ?<<elseif $question is 8>>Le bucheron coupe les arbres pour faire de la place. En effet, il vont bientôt construire un hôtel. Comment peux-tu le savoir ?<</if>><</linkreplace>>
<map name="carte">
<<if $question is 1>><area target="" data-passage="$passage" data-setter="$indice1 = 1" coords="666,427,709,502" shape="rect"><</if>>
<<if $question is 2>><area target="" data-passage="$passage" data-setter="$indice2 = 1" coords="1100,606,1149,686" shape="rect"><</if>>
<<if $question is 3>><area target="" data-passage="$passage" data-setter="$indice3 = 1" coords="876,984,952,1064" shape="rect"><</if>>
<<if $question is 4>><area target="" data-passage="$passage" data-setter="$indice4 = 1" coords="1179,453,1251,532" shape="rect"><</if>>
<<if $question is 5>><area target="" data-passage="$passage" data-setter="$indice5 = 1" coords="1436,440,1505,500" shape="rect"><</if>>
<<if $question is 6>><area target="" data-passage="$passage" data-setter="$indice6 = 1" coords="149,1078,208,1121" shape="rect"><</if>>
<<if $question is 7>><area target="" data-passage="$passage" data-setter="$indice7 =1" coords="38,882,119,956" shape="rect"><</if>>
<<if $question is 8>><area target="" data-passage="$passage" data-setter="$indice8 = 1" coords="404,1006,461,1084" shape="rect"><</if>>
<area target="" data-passage="$passage" data-setter="$clic +=1" coords="1,1,1586,1122" shape="rect">
</map><img width="200px" 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"><span class="typo">OBJECTIF <<print $question>>/4</span>
<<if $question is 1 and $indice1 is 0>>Un randonneur est venu profiter de la nature. Il vient d'arriver en voiture. Trouve-le !
<span style="color:#DB0050" font-weight="bold">//<span class="typo">TUTORIEL :</span> Observe attentivement la carte. Tu peux te déplacer dans la carte.
<<set $mobile =mobile()>><div style="color:grey; text-align:center"><<if $mobile is false>>Si tu es sur un ordinateur fixe, tu peux te déplacer dans la carte avec la souris.
Déplacement vertical avec la molette de la souris. <<include icon_molette>>
Déplacement horizontal avec la touche Shift et la molette. <<include icon_shift>> + <<include icon_molette>><<else>>En laissant ton doigt appuyé sur l'écran, déplace toi dans l'image.<</if>></div> Enfin, clique sur le randonneur près de sa voiture.//</span>
<<elseif $question is 1 and $indice1 is 1>>Le randonneur vient de se garer pour faire une belle balade.
[[Continuer|$passage][$question =2]]
<<elseif $question is 2 and $indice2 is 0>>Après avoir quitté la voiture, le randonneur a commencé sa balade. Retrouve-le au début de sa balade !
<span style="color:#DB0050" font-weight="bold">//<span class="typo">TUTORIEL :</span> Sur la carte, tous les personnages sont représentés plusieurs fois à ''différents moments de la journée''. Tu peux donc trouver un autre dessin du randonneur près du premier dessin.//</span>
<<elseif $question is 2 and $indice2 is 1>>Le randonneur vient de commencer une longue balade.
[[Continuer|$passage][$question =3]]
<<elseif $question is 3 and ($indice3 + $indice4) neq 2>>Au cours de sa balade, le randonneur a pris deux photos d'animaux. Trouve-les ! //Animaux à trouver : <<print ($indice3 + $indice4)>> / 2//
<span style="color:#DB0050" font-weight="bold">//<span class="typo">TUTORIEL :</span>
Continue de chercher le randonneur dans le dessin pour suivre son trajet et trouver les deux animaux pris en photo.
Attention : chaque clic est comptabilisé pour obtenir le meilleur score, alors ne clique pas au hasard.//</span>
<<elseif $question is 3 and ($indice3 + $indice4) is 2>>Il a pris de jolies photos d'un écureuil et d'un bouquetin.
[[Continuer|$passage][$question =4]]
<<elseif $question is 4 and $indice5 is 0>>Après sa balade, le randonneur a dormi au camping dans une tente. Trouve-la !
<span style="color:#DB0050" font-weight="bold">//<span class="typo">TUTORIEL :</span> Ne clique pas sur une des tentes au hasard.
Observe bien le randonneur pour trouver des indices et trouver, sans aucun doute possible, la bonne tente.//</span>
<<elseif $question is 4 and $indice5 is 1>>Tu as trouvé la tente du randonneur.
[[Voir le score|bilan]]
<</if>>
<div class="map-container" id="Layer1" style="position:relative; left:0px; top:0px; z-index:1"><<include carte>>
<<if $indice1 is 1 and $question >=1>><div id="Layer2" style="position:absolute; left:480px; top:800px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice2 is 1 and $question >=2>><div id="Layer2" style="position:absolute; left:363px; top:739px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice3 is 1 and $question >=3>><div id="Layer2" style="position:absolute; left:440px; top:570px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice4 is 1 and $question >=3>><div id="Layer2" style="position:absolute; left:1260px; top:20px; z-index:2"><<include cercle>></div><</if>>\
<<if $indice5 is 1 and $question >=4>><div id="Layer2" style="position:absolute; left:685px; top:630px; z-index:2"><<include cercle>></div><</if>>\
</div>\
<button class="button" data-passage="DEBUT">☒ Abandonner le tutoriel</button>
<map name="carte">
<<if $question is 1>><area target="" data-passage="$passage" data-setter="$indice1 = 1" coords="516,812,555,887" shape="rect"><</if>>
<<if $question is 2>><area target="" data-passage="$passage" data-setter="$indice2 = 1" coords="384,736,428,805" shape="rect"><</if>>
<<if $question is 3>><area target="" data-passage="$passage" data-setter="$indice3 = 1" coords="475,606,502,642" shape="rect"><</if>>
<<if $question is 3>><area target="" data-passage="$passage" data-setter="$indice4 = 1" coords="1286,24,1331,104" shape="rect"><</if>>
<<if $question is 4>><area target="" data-passage="$passage" data-setter="$indice5 = 1" coords="684,638,764,701" shape="rect"><</if>>
<area target="" data-passage="$passage" data-setter="$clic +=1" coords="1,1,1586,1122" shape="rect">
</map>
<img height="25px" class="icon" 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"><img 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"><img 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"><<set $historiqueScores = []>>''REGISTRE DES SCORES''
<<silently>>
<<set _bilan = recall("archiveSVT", [])>>
/* On trie par numéro d'enquête pour l'affichage */
<<run _bilan.sort(function(a, b) { return a.num - b.num; })>>
<</silently>>\
<<if _bilan.length is 0>>
Aucune donnée enregistrée.
<<else>>
<table width="100%"><tr><td>Enquête</td><td>Heure</td><td>Score</td></tr>
<<for _i to 0; _i < _bilan.length; _i++>>\
<tr><td>''ENQUÊTE <<print _bilan[_i].num>>''</td><td><<print _bilan[_i].moment>></td><td><<print _bilan[_i].resultat>></td></tr>
<</for>>
</table>
<</if>>
[[Retour|DEBUT]]<div style="text-align:left"><span class="typo">Crédits et Conception</span>
Ce logiciel a été conçu et réalisé par ''Guillaume Berthelot'', professeur agrégé de SVT dans l'académie de Créteil.
*Réalisation : L'intégralité du code et des illustrations a été réalisée manuellement.
*Usage de l'IA : L'intelligence artificielle a été sollicitée de manière ponctuelle et exclusive pour l'optimisation technique de l'affichage de la carte (maintien de la position au clic).
*Contact : Pour toute question ou retour pédagogique, vous pouvez me contacter à l'adresse académique : //prenom.nom@ac-creteil.fr//.
<span class="typo">Respect de la vie privée (RGPD)</span>
Ce logiciel est conçu pour être totalement respectueux de votre vie privée :
*Aucune donnée personnelle n'est collectée ni transmise vers un serveur externe.
*Gestion des scores : Vos résultats sont stockés localement, uniquement dans votre navigateur. Le créateur n'y a aucun accès.
<span class="typo">Licence d'utilisation</span>
Ce travail est mis à disposition selon les termes de la Licence ''Creative Commons Attribution - Pas d’Utilisation Commerciale - Partage dans les Mêmes Conditions 4.0 International.''.
Sous cette licence, vous êtes libre de :
*Partager : Copier et distribuer le matériel sous n'importe quel format.
*Adapter : Remixer, transformer et créer à partir de ce matériel.
Selon les conditions suivantes :
*Attribution : Vous devez créditer l'œuvre originale, fournir un lien vers la licence et indiquer si des modifications ont été effectuées.
*Pas d’Utilisation Commerciale : Vous n'avez pas le droit d'utiliser cette œuvre à des fins commerciales.
*Partage dans les mêmes conditions : Si vous modifiez l'œuvre, vous devez diffuser votre contribution sous la même licence que l'original.
*Pas de restrictions complémentaires : Vous ne pouvez pas appliquer de conditions légales ou techniques restreignant l'usage autorisé par la licence.</div>
[[Revenir à la page d'accueil|DEBUT]]