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      <title>Hackathon Profdoc Groupe 3 by Mme FILIOL</title>
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      <description>Productions des profdoc du 3</description>
      <language>en-us</language>
      <pubDate>2018-02-28 18:47:07 UTC</pubDate>
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         <title>Nuage de tags</title>
         <author>jfiliol_pro</author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237973075</link>
         <description><![CDATA[]]></description>
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         <pubDate>2018-03-05 08:55:38 UTC</pubDate>
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         <title>Imag&#39;In</title>
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         <pubDate>2018-03-05 09:27:08 UTC</pubDate>
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      <item>
         <title>Juanma T-Time &lt;3 </title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237985217</link>
         <description><![CDATA[]]></description>
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         <pubDate>2018-03-05 09:37:59 UTC</pubDate>
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         <title>Equipe 91</title>
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         <pubDate>2018-03-05 09:42:33 UTC</pubDate>
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         <title>Histoire à la UNE</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237986884</link>
         <description><![CDATA[<div> </div>]]></description>
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         <pubDate>2018-03-05 09:43:14 UTC</pubDate>
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         <title>Scénario</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237986935</link>
         <description><![CDATA[<div><strong>Titre du scénario :</strong> Rencontre avec un professionnel de la presse sportive<br><strong>Description :</strong> Dans le cadre du programme en lettres/histoire des secondes pro, organisation d'une rencontre avec un documentariste de <em>L'Equipe</em>. Table ronde en comité de rédaction pour faire un retour sur la rencontre afin de faire participer tout le monde à la réalisation d'un compte rendu sous la forme d'un article sur le blog du lycée. En finalité les élèves concernés iront visiter les locaux de la rédaction de <em>L'Equipe</em>.<br><strong>Compétences élèves :</strong> des recherches en amont pour préparer la rencontre (vocabulaire et attitude adapté, questions pertinentes). Travail de rédaction collaboratif pour le compte rendu. S'exprimer à l'oral, synthétiser à l'écrit.<br><strong>Ressources : </strong>des exemplaires du journal L'Equipe. Kiosque Onisep sur le métier de journaliste. Professeur documentaliste, de lettres/histoire. Le fonds documentaire. Postes informatiques.<br><strong>Outils :</strong> Framapad, blog du lycée.<br><strong>Temps/espace : </strong>7 séances. CDI, salle de cours et les locaux du journal L'Equipe.</div>]]></description>
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         <pubDate>2018-03-05 09:43:22 UTC</pubDate>
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      <item>
         <title>Présentation</title>
         <author>jfiliol_pro</author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237988078</link>
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         <pubDate>2018-03-05 09:47:16 UTC</pubDate>
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         <title>Escape GAM€</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237990704</link>
         <description><![CDATA[<div>"A la recherche du scoop perdu"</div>]]></description>
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         <pubDate>2018-03-05 09:56:07 UTC</pubDate>
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         <title>Description</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237991554</link>
         <description><![CDATA[<div>Concevoir un escape game pour les élèves dont le scénario est le suivant : vous êtes un journaliste qui doit retrouver un scoop laissé par un collègue qui a mystérieusement disparu. A vous de résoudre les différentes énigmes qui vous conduiront vers le Graal !!!!!!<br>Classes concernées : de la 6ème au BTS, ce scénario est transposable facilement.</div>]]></description>
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         <pubDate>2018-03-05 09:58:56 UTC</pubDate>
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         <title>Lieu de l&#39;escape game</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237992033</link>
         <description><![CDATA[<div>Le CDI principalement voire bulle de travail.</div>]]></description>
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         <pubDate>2018-03-05 10:00:38 UTC</pubDate>
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         <title>Outils, ressources et indices mis en évidence</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237992230</link>
         <description><![CDATA[<div>- Kiosque presse<br>- Périodiques reçus dans le cadre de la SPME<br>- Coffre-fort<br>- Ordinateurs/tablettes<br>- Carnet pour noter les réponses<br>- Affichage<br>- Presse en ligne<br>- E-sidoc<br>....</div>]]></description>
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         <pubDate>2018-03-05 10:01:15 UTC</pubDate>
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         <title>Temps</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237992288</link>
         <description><![CDATA[<div>La séance durera une heure, un chronomètre sera projeté afin d'informer les élèves du temps restant.</div>]]></description>
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         <pubDate>2018-03-05 10:01:27 UTC</pubDate>
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         <title>Les Désintoxiqueurs</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237992433</link>
         <description><![CDATA[<div>Vérifier l'information.</div>]]></description>
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         <pubDate>2018-03-05 10:01:56 UTC</pubDate>
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         <title>Rôle du professeur-documentaliste</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237992621</link>
         <description><![CDATA[<div>Le professeur-documentaliste jouera le rôle de la "petite-voix", à laquelle les participants font appel en cas de difficultés ou de détresse.</div>]]></description>
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         <pubDate>2018-03-05 10:02:48 UTC</pubDate>
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         <title>Scénario </title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237992755</link>
         <description><![CDATA[<div><strong>Titre de scénario </strong><br>Concours de UNES sur un modèle de journal historique <br><br><strong>Description</strong> :<br>- Une classe de 3ème ou de Terminale<br> - Programme de la 2nde Guerre Mondiale<br>- Professeur(e)s : <br>documentaliste, histoire, français, arts plastiques<br>- Chaque groupe de 4 élèves réalise une UNE dans le cadre du concours <br>- Réalisation à créer suite à la rencontre avec un enfant juif caché pendant la 2nde Guerre Mondiale <br><br><strong>Compétences des élèves : <br>-</strong> Maîtrise de la langue française <br>- Collecter et organiser l'information<br>- Réinvestir les connaissances disciplinaires <br>- Produire un document original et numérique <br>- Travailler en équipe<br><br><strong>Ressources</strong> : <br>- Programmes d'histoire <br>- BNF / mémorial de la Shoah<br>- Maison d'Anne Frank&nbsp; <br>- Fonds documentaire CDI <br>- Le témoignage de l'intervenant <br><br><strong>Outils</strong> : <br>- Madmagz<br>- Voxvote <br><br><strong>Temps / Espace</strong> : <br>- CDI et salle info<br>- 2h : témoignage de l'intervenant <br>- 1h : recherches avec prof histoire<br>- 2h : recherches et rédaction avec prof de français<br>- 2h : travail avec prof arts plastiques<br>- 1h : finalisation avec prof doc <br><br><br></div>]]></description>
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         <pubDate>2018-03-05 10:03:09 UTC</pubDate>
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         <title>Les petits complotistes</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237994455</link>
         <description><![CDATA[<div>Séquence de minimum 5 séances<br>Niveau 4ème<br><br>Les élèves réalisent soit une vidéo, soit une émission radio sur les rumeurs. Ils devront prouver ou démentir l'information. &nbsp;</div><div>1/2 groupe travaille autour de la production vidéo, 1/2 groupe sur l'émission radio. Travail interdisciplinaire (histoire-géo, français, technologie...)</div><div><br><br>S1 : Présentation d'une rumeur / fakenew et analyse de cette dernière par les élèves.<br>Si possible, début du travail en groupe.<br><br>S2/S3 : Début ou suite des recherches&nbsp; pour/contre la rumeur.&nbsp;<br>+ Mise au point<br><br>S4 : Ecriture du scénario<br><br>S5 : Enregistrements<br><br>(S6 supplémentaire : Montage)</div>]]></description>
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         <pubDate>2018-03-05 10:09:19 UTC</pubDate>
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         <title></title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237994462</link>
         <description><![CDATA[Titre]]></description>
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         <pubDate>2018-03-05 10:09:20 UTC</pubDate>
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         <title>Les compétences</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237995483</link>
         <description><![CDATA[<div>- Fouiller, observer, communiquer<br>- Autonomie<br>- Connaître le média presse écrite / numérique<br>- Développer un esprit de logique<br>- Développer son esprit critique (source, fiabilité)</div>]]></description>
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         <pubDate>2018-03-05 10:13:01 UTC</pubDate>
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         <title>Compétences travaillées</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237997612</link>
         <description><![CDATA[<div>Vérifier / Évaluer l'information<br>Communication orale<br>Écriture synthétique<br>Travail en équipe</div>]]></description>
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         <pubDate>2018-03-05 10:21:24 UTC</pubDate>
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      <item>
         <title>Ressources utilisées</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237998103</link>
         <description><![CDATA[<div>- Tablettes avec applications<br>- Padlet avec des ressources (sur ordi)<br>- Logiciels de montages audio et vidéo<br>- Vidéo sur les rumeurs/fakenews<br>- Formulaires d'autorisation de diffusion de la voix / de l'image</div>]]></description>
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         <pubDate>2018-03-05 10:23:01 UTC</pubDate>
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         <title>Outils</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237998548</link>
         <description><![CDATA[<div>Ressources pédagogiques :<br>- Grilles d'analyse de la presse (brochure de la semaine de la presse)<br>- Grille travaillée à l'oral<br>- Livre sur les théories du complot (cf. image)</div>]]></description>
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         <pubDate>2018-03-05 10:24:35 UTC</pubDate>
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         <title>Idées de théories à explorer</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237999692</link>
         <description><![CDATA[<div>Michael Jackson<br>Chemtrails<br>Premiers pas sur la Lune<br>Pique-nique à Calais<br>Ado découvrant une cité Maya<br>Tigre en Seine et Marne</div>]]></description>
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         <pubDate>2018-03-05 10:28:47 UTC</pubDate>
         <guid>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/237999692</guid>
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      <item>
         <title>Diffusion</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238000084</link>
         <description><![CDATA[<div>Marathon sur une journée</div>]]></description>
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         <pubDate>2018-03-05 10:30:18 UTC</pubDate>
         <guid>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238000084</guid>
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      <item>
         <title>Méfiez-vous des images seules</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238000584</link>
         <description><![CDATA[<div><strong>Description</strong></div><ul><li>Niveau 4e,&nbsp;</li><li>2 séance en classe entière (~30 élèves)</li><li>collaboration Pr HG ou Français</li></ul><div><strong>Objectif : </strong>Travail autour de la légende d'image : attirer l'attention des élèves sur l'importance de replacer une image dans son contexte pour pouvoir l'interpréter. <br><strong>Compétences : </strong><br>analyse d'image<br>mutualisation<br>recherche d'informations<br>vérification des sources<br><strong>Ressources : </strong><br>Images distribuées<br><strong>Outils : </strong></div><ul><li>Post-it</li><li>Vidéoprojecteur + connexion Internet</li><li>15 ordinateurs ou tablettes ?</li><li>Padlet</li></ul><div><br></div>]]></description>
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         <pubDate>2018-03-05 10:32:33 UTC</pubDate>
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         <title>Temps/espace</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238003118</link>
         <description><![CDATA[<div>2h en salle classe ou au CDI</div>]]></description>
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         <pubDate>2018-03-05 10:41:47 UTC</pubDate>
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      <item>
         <title>live.voxvote.com code 44703</title>
         <author>jfiliol_pro</author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238032134</link>
         <description><![CDATA[]]></description>
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         <pubDate>2018-03-05 12:19:08 UTC</pubDate>
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      <item>
         <title>Fiche séquence</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238034419</link>
         <description><![CDATA[]]></description>
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         <pubDate>2018-03-05 12:26:45 UTC</pubDate>
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      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238060474</link>
         <description><![CDATA[<div><strong><figure class="attachment attachment--preview" 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" height="415" width="400"><figcaption class="attachment__caption"></figcaption></figure></strong><strong>Bienvenue dans l’espace presse du CDI du lycée / collège !</strong></div><div><br><br></div><div>Le CDI est abonné à un nombre important de périodiques (XX abonnements au total !). Vous pouvez évidemment les emprunter, sauf les numéros en cours.&nbsp;</div><div>&nbsp;<br><br></div><div><br><br></div><div><br><br></div><div><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:191}" 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" height="191" width="191"><figcaption class="attachment__caption"></figcaption></figure></div><div><br><br></div><div>Énigme  : L’ESPACE PRESSE</div><div><br><br></div><div><em>Pour trouver le code secret de 4 chiffres, cochez le nom des périodiques disponibles au CDI et rajoutez le titre du périodique mystère.</em></div><div><br><br></div><div><br><br></div><div>&nbsp; | <br>&nbsp;| <strong><em>Périodique</em></strong><br> | <br> | <strong>L’éléphant</strong><br> | <br> | <strong>Topo</strong><br> | <br> | <strong>Ça m’intéresse</strong><br> | <br> | <strong>Philosophie Magazine</strong><br> | <br> | <strong>Okapi</strong><br> | <br> | <strong>Alternatives économiques</strong><br> | <br> | <strong>Phosphore</strong><br> | <br> | <strong>I love English</strong><br> | <br> | <strong>Géo</strong><br> | <br> | <strong>Périodique mystère : ………………</strong> <em>Indice sur le code secret : jour et mois de parution</em></div><div><br><br></div><div><br><br></div><div><strong>Énigme  : LA UNE&nbsp;</strong></div><div><br><br></div><div>Dans la petite enveloppe trouvée dans la malle que vous aurez ouverte avec le précédent code, trouvez grâce au quiz le code à 4 chiffres qui vous mènera à l'énigme suivante.</div><div><br><br></div><div>- Quiz sur la Une de journal : les 4 réponses du quiz amènent à un code secret. Ce code secret révèle l'indice Dewey d'un livre documentaire. Cherchez ce documentaire et aidez-vous de la légende donnée pour trouver l'image correspondante.</div><div><br><br></div><div><strong>Énigme  : L'IMAGE ET SA LEGENDE</strong></div><div><br><br></div><div>Trouvez en feuilletant le documentaire l'image correspondant à la légende : observez bien l'image.&nbsp;</div><div><br><br></div><div>Énigme: <strong>ESIDOC&nbsp;</strong></div><div><br><br></div><div>C'est un indice qui vous mènera vers l'outil vous permettant de lire le scoop. <em>(Esidoc a été ouvert au préalable sur le poste informatique)</em></div><div>Sur Esidoc, partez à la recherche du scoop !</div><div><br><br></div><div><a href="http://www.legorafi.fr/2017/12/15/il-subit-8000-operations-de-chirurgie-esthetique-pour-ressembler-a-du-fromage-de-chevre/">http://www.legorafi.fr/2017/12/15/il-subit-8000-operations-de-chirurgie-esthetique-pour-ressembler-a-du-fromage-de-chevre/</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-05 13:37:34 UTC</pubDate>
         <guid>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238060474</guid>
      </item>
      <item>
         <title>Scénario complet</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238060506</link>
         <description><![CDATA[<div>24 élèves de 2nde pro.<br>5 séances entre 1h et 1h30.<br><br><strong>Séance 1 :</strong> au CDI, classe entière, 1h30. AP. Co-animation.<br>Recherche d'informations en 3 groupes (poste informatique/kiosque onisep/périodiques).<br><em>Groupe 1 :</em> information sur le journal l'Equipe (périodicité, histoire, organigramme...).<br><em>Groupe 2 :</em> connaitre le métier de journaliste/documentariste, les formations, les missions, l'environnement de travail.<br><em>Groupe 3 :</em> étude de l'actualité traitée, de la hiérarchie de l'information, du type d'illustrations utilisées dans le journal (photo, infographie, BD...).<br><br><em>Outils :</em> feuille d'exercices avec 5 questions par groupes.<br>Mise en commun des infos récoltées sur edupad et rédaction des questions à poser à l'intervenant en dernière demi-heure.<br><br><strong>Séance 2 : </strong>en salle de conférence, classe entière, 1h, co-animation.<br>Rencontre avec le journaliste. Tous les élèves prennent des notes.<br><br><strong>Séance 3 :</strong> salle de classe, classe entière, co-animation, 1h.<br>Mise en commun des notes des élèves qui sont classées par thèmes en trois ou quatre catégories pour préparer la rédaction de l'article. Réalisation d'une carte mentale sur wisemapping de l'eduportail.<br><br><strong>Séance 4 : </strong>en classe entière, salle de classe, co-animation, 1h.<br>la classe est répartie en autant de groupe que de thème identifiées sur la carte mentale (soit trois-quatre).<br>Chaque groupe rédige une partie de l'article puis l'article est mis en ligne sur le blog du lycée.<br><br><strong>Séance 5 :</strong> classe entière à Boulogne dans les locaux de l'Equipe.<br>Visite de la rédaction du journal.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-05 13:37:39 UTC</pubDate>
         <guid>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238060506</guid>
      </item>
      <item>
         <title>Padlet à utiliser avec les élèves</title>
         <author>M_Martinezg</author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238061312</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet.com/martinezcollege/aynope43ndyn" />
         <pubDate>2018-03-05 13:39:09 UTC</pubDate>
         <guid>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238061312</guid>
      </item>
      <item>
         <title>Conclusion</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238063245</link>
         <description><![CDATA[<div>Vous avez maintenant en votre possession le scoop de l'année !!!!! Afin d'obtenir les clés de la libération finale, répondez à la question suivante : allez-vous diffuser ce scoop dans le journal pour lequel vous travaillez ?<br>Si OUI : vous êtes libérés, car nous sommes le 1er avril.<br>Si NON : vous êtes libérés car vous avez compris qu'il s'agissait d'une fausse information</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-05 13:43:02 UTC</pubDate>
         <guid>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238063245</guid>
      </item>
      <item>
         <title>Description de la séquence</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238068130</link>
         <description><![CDATA[<div>Version simplifiée)</div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/269424495/ef70b6998d096e31a5b8aa3054f9e662/Les_desintoxiqueurs.doc" />
         <pubDate>2018-03-05 13:51:54 UTC</pubDate>
         <guid>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238068130</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238069631</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/269420196/0c365fbf87911a668d336b8aecd80a59/10__Exemple_fiche_s_ance.odt" />
         <pubDate>2018-03-05 13:54:23 UTC</pubDate>
         <guid>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238069631</guid>
      </item>
      <item>
         <title>Fiche séquence</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238073048</link>
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         <pubDate>2018-03-05 13:59:50 UTC</pubDate>
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      <item>
         <title>Grille d&#39;analyse</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238073149</link>
         <description><![CDATA[<div>Fiche déjà préparé en avance et à adapter par rapport au sujet pour la séance 1</div>]]></description>
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         <pubDate>2018-03-05 14:00:00 UTC</pubDate>
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      <item>
         <title>Grille d&#39;analyse</title>
         <author></author>
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         <description><![CDATA[<div>Séance 2</div>]]></description>
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         <pubDate>2018-03-05 14:01:24 UTC</pubDate>
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      <item>
         <title>Exemple d&#39;une fake news</title>
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         <pubDate>2018-03-05 14:04:17 UTC</pubDate>
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      <item>
         <title>Vidéo fake news</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238079592</link>
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         <pubDate>2018-03-05 14:10:35 UTC</pubDate>
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      <item>
         <title>Descriptif séance</title>
         <author>jfiliol_pro</author>
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         <pubDate>2018-03-05 14:21:52 UTC</pubDate>
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      <item>
         <title>Fiche séquence .odt</title>
         <author></author>
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         <pubDate>2018-03-05 14:31:37 UTC</pubDate>
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      </item>
      <item>
         <title>Après réflexion (Audrey)</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238327108</link>
         <description><![CDATA[<div>Nous sommes partis sur des images "fakes" mais il est peut-être préférable d'utiliser ces images trompeuses uniquement en prolongement de la séquence avec, peut-être, une troisième séance (évaluation ?) : "Info ou Intox" où on leur donne une ou plusieurs images et légendes, à eux de vérifier en justifiant...<br>Ex celle-ci insolite mais bien réelle. <a href="https://www.lequipe.fr/Adrenaline/Tous-sports/Actualites/Video-ils-glissent-sur-la-seine-en-wakeboard-pendant-les-inondations/872169">https://www.lequipe.fr/Adrenaline/Tous-sports/Actualites/Video-ils-glissent-sur-la-seine-en-wakeboard-pendant-les-inondations/872169</a><br><br>Dans la séquence ci-dessus, peut-être vaut-il mieux préférer des images de presse, images fortes ou insolites auxquelles on peut attribuer plusieurs sens mais qui n'ont pas été détournées. L'objectif étant juste de :<br>1. montrer que l'image seule ne suffit pas, qu'elle a besoin de sa légende et/ou de l'article qui l'accompagne&nbsp;<br>2. faire utiliser Google image en recherche inversée pour retrouver la légende officielle (+ auteur et source première publication à voire en fonction du niveau des élèves / temps dispo).<br>Cf images ci-dessous.<br>A voir...</div>]]></description>
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         <pubDate>2018-03-05 19:58:27 UTC</pubDate>
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      <item>
         <title>Deux enfants</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238338953</link>
         <description><![CDATA[<div>Est-ce qu'ils jouent, se battent, à quelle époque, pourquoi, filles ou garçons...</div>]]></description>
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         <pubDate>2018-03-05 20:20:26 UTC</pubDate>
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      </item>
      <item>
         <title>Smartphones tournés vers le ciel</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238341112</link>
         <description><![CDATA[<div>Prise de vue, captation de réseau, qui sont ces personnes...</div>]]></description>
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         <pubDate>2018-03-05 20:24:46 UTC</pubDate>
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      <item>
         <title>Un camp</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/238362227</link>
         <description><![CDATA[<div>Que voit-on, où sommes-nous... Légende pouvant être travaillée pour sembler + ou - positive.</div>]]></description>
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         <pubDate>2018-03-05 21:16:30 UTC</pubDate>
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      <item>
         <title>Tétra-aide</title>
         <author>laurette_vermillac</author>
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         <pubDate>2018-03-07 07:48:02 UTC</pubDate>
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      <item>
         <title>INTERVENTION D&#39;UN JOURNALISTE DE L&#39;EQUIPE (lycée d&#39;Etiolles . Corinne Maumy)</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/242694560</link>
         <description><![CDATA[<div>Séance1:<br>Préparation en A.P avec une classe de seconde et co-animation avec une collègue de gestion à la venue du journaliste pendant 1heure 30. Décryptage d'une Une&nbsp; et découverte du vocabulaire approprié. Réalisation en binôme.<br><br>Séance 2 :<br>Intervention du journaliste pendant 1 heure sur l'historique du journal l'Equipe, la présentation de plusieurs Unes ; l'explication du "Chemin de fer" avec maquette ; L'évolution de la photographie de l'argentique au numérique avec présentation de plaque de verre, de supports souples , de diapositives et de photos. Les élèves présents doivent prendre des notes sur l'exposé et participent activement par un jeu de questions/réponses.<br><br>Séance 3 :<br>Les élèves mettent au propre leurs notes afin d'écrire des articles de synthèse sur l'intervention. Ce travail se fait en collaboration avec un professeur de lettre. Une fois finalisés ces articles sont postés sur le journal en ligne du lycée par le professeur documentaliste.<br><br>Séance 4:<br>La visite du siège de l'Equipe est en attente d'acceptation!<br><br></div>]]></description>
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         <pubDate>2018-03-16 08:04:07 UTC</pubDate>
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         <title>Une séance inspirée de ce scénario avec des UPE2A...</title>
         <author>cditimbaud</author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/244947654</link>
         <description><![CDATA[<div>La semaine de la presse au Lycée Timbaud de Brétigny a été l'occasion de clore la séquence lancée avec une classed'UPE2A sur la presse ( découverte des titres en France, du vocabulaire de la presse, Sensibilisation à la liberté de la presse dans le monde et en France, site RSF, travail autour de l'attentat contre les caricaturistes de Charlie Hebdo...). Après un travail sur le dessin de presse, la photo de al presse et l'importance de sa légende ont été étudiés.</div>]]></description>
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         <pubDate>2018-03-22 12:27:18 UTC</pubDate>
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         <title></title>
         <author>cditimbaud</author>
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         <pubDate>2018-03-22 12:34:54 UTC</pubDate>
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         <title>Images fake</title>
         <author></author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/257977160</link>
         <description><![CDATA[<div>séance 6ème 1h</div>]]></description>
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         <pubDate>2018-05-04 10:48:22 UTC</pubDate>
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      <item>
         <title>Retour sur la séquence en LP</title>
         <author>M_Martinezg</author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/261484781</link>
         <description><![CDATA[<div>J'ai réalisé cette séquence en LP avec des 2des Sécu, les élèves ont accroché, j'avais fait en sorte de mettre des images fausses ou issues de séries TV. J'ai réuni les 2 séances en 1 seule, ça a super bien marché. Pour la séance sur les légendes, j'avais créé des bandelettes avec les contextes correspondant aux images, les élèves devaient retrouver le contexte en fonction de l'image. Pour info, j'avais mis les photos sur une table et les bandelettes annonçant les contextes&nbsp; sur une autre table, je trouve que c'est idéal car les élèves sont tout de suite en action et n'ont pas le temps de s'ennuyer. &nbsp;<br>Guillaume</div>]]></description>
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         <pubDate>2018-05-17 07:47:16 UTC</pubDate>
         <guid>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/261484781</guid>
      </item>
      <item>
         <title>Evaluation du projet</title>
         <author>CDIJeanZAY</author>
         <link>https://padlet.com/jfiliol_pro/hackathonprofdoc91/wish/264177339</link>
         <description><![CDATA[<div>Projet réalisé au Collège Jean Zay</div>]]></description>
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         <pubDate>2018-05-29 08:20:10 UTC</pubDate>
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