<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1717614145707744749</id><updated>2026-10-07T14:09:47.460+02:00</updated><category term="1º E.S.O."/><category term="2º E.S.O."/><category term="3º E.S.O."/><category term="Lexique"/><category term="Grammaire"/><category term="1º Bachillerato"/><category term="Accueil du client"/><category term="Audio"/><category term="Chansons"/><category term="Jeux et divertissements"/><category term="4ºESO"/><category term="Poésie"/><category term="Les avatars"/><category term="2º Bachillerato"/><category term="B1"/><category term="4ºESO IES Sanje"/><category term="Actualité"/><category term="Gastronomie"/><category term="Français des affaires"/><category term="Otros vídeos"/><category term="Productions des élèves"/><category term="Recettes de cuisine"/><title type='text'>Guiomar Martínez</title><subtitle type='html'>Salut mes élèves! Voici un outil pour vous aider à apprendre le français. Ce blog a été conçu comme un complément du cours.&#xa;Amusez-vous bien!</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>124</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-3640468128691724269</id><published>2026-02-07T17:54:00.012+01:00</published><updated>2026-02-07T18:28:35.680+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2º E.S.O."/><category scheme="http://www.blogger.com/atom/ns#" term="3º E.S.O."/><category scheme="http://www.blogger.com/atom/ns#" term="4ºESO"/><category scheme="http://www.blogger.com/atom/ns#" term="Jeux et divertissements"/><title type='text'>QUIZ &quot;Raconter un voyage&quot;</title><content type='html'>&lt;!DOCTYPE html&gt;
&lt;img width=&quot;300&quot; height=&quot;200&quot; /&gt;
&lt;html lang=&quot;fr&quot;&gt;
&lt;head&gt;
&lt;meta charset=&quot;UTF-8&quot;&gt;
&lt;title&gt;Jeu A2 – Passé composé &amp; Voyage&lt;/title&gt;

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&lt;body&gt;

&lt;h1&gt;Jeu A2 – Passé composé et Voyage&lt;/h1&gt;
&lt;p&gt;Minijeux de grammaire et vocabulaire&lt;/p&gt;

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&lt;button onclick=&quot;nextQuestion()&quot;&gt;Question suivante&lt;/button&gt;

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  {type:&quot;qcm&quot;,question:&quot;J’___ à Paris l’année dernière.&quot;,options:[&quot;ai allé&quot;,&quot;suis allé&quot;,&quot;suis allée&quot;],answer:1},
  {type:&quot;translate&quot;,question:&quot;Traduction : « la valise »&quot;,answer:&quot;la maleta&quot;},
  {type:&quot;conjugate&quot;,question:&quot;Nous (prendre) le train.&quot;,answer:&quot;avons pris&quot;},
  {type:&quot;order&quot;,question:&quot;Remets la phrase dans l’ordre :&quot;,words:[&quot;avons&quot;,&quot;nous&quot;,&quot;visité&quot;,&quot;le musée&quot;],answer:&quot;nous avons visité le musée&quot;},
  {type:&quot;associate&quot;,question:&quot;Associe : billet&quot;,options:[&quot;ticket&quot;,&quot;hôtel&quot;,&quot;avion&quot;],answer:0},
  {type:&quot;qcm&quot;,question:&quot;Elle ___ ses bagages.&quot;,options:[&quot;a fait&quot;,&quot;est fait&quot;,&quot;a faité&quot;],answer:0},
  {type:&quot;translate&quot;,question:&quot;Traduction : « embarquer »&quot;,answer:&quot;embarcar&quot;},
  {type:&quot;conjugate&quot;,question:&quot;Il (arriver) à l’aéroport.&quot;,answer:&quot;est arrivé&quot;},
  {type:&quot;qcm&quot;,question:&quot;Nous ___ un hôtel près de la gare.&quot;,options:[&quot;avons réservé&quot;,&quot;sommes réservé&quot;,&quot;avons réserver&quot;],answer:0},
  {type:&quot;associate&quot;,question:&quot;Associe : passeport&quot;,options:[&quot;document de voyage&quot;,&quot;valise&quot;,&quot;train&quot;],answer:0},

  {type:&quot;qcm&quot;,question:&quot;Ils ___ en Espagne en avion.&quot;,options:[&quot;ont voyagé&quot;,&quot;sont voyagé&quot;,&quot;ont voyager&quot;],answer:0},
  {type:&quot;conjugate&quot;,question:&quot;Tu (partir) hier matin.&quot;,answer:&quot;es parti&quot;},
  {type:&quot;translate&quot;,question:&quot;Traduction : « l’aéroport »&quot;,answer:&quot;el aeropuerto&quot;},
  {type:&quot;associate&quot;,question:&quot;Associe : hôtel&quot;,options:[&quot;lieu pour dormir&quot;,&quot;moyen de transport&quot;,&quot;document&quot;],answer:0},
  {type:&quot;order&quot;,question:&quot;Remets la phrase dans l’ordre :&quot;,words:[&quot;a&quot;,&quot;elle&quot;,&quot;réservé&quot;,&quot;une chambre&quot;],answer:&quot;elle a réservé une chambre&quot;},
  {type:&quot;qcm&quot;,question:&quot;Nous ___ nos billets en ligne.&quot;,options:[&quot;avons acheté&quot;,&quot;sommes acheté&quot;,&quot;avons acheter&quot;],answer:0},
  {type:&quot;translate&quot;,question:&quot;Traduction : « faire sa valise »&quot;,answer:&quot;hacer la maleta&quot;},
  {type:&quot;conjugate&quot;,question:&quot;Ils (descendre) du train.&quot;,answer:&quot;sont descendus&quot;},
  {type:&quot;qcm&quot;,question:&quot;Il ___ son passeport.&quot;,options:[&quot;a oublié&quot;,&quot;est oublié&quot;,&quot;a oublier&quot;],answer:0},
  {type:&quot;associate&quot;,question:&quot;Associe : gare&quot;,options:[&quot;station de train&quot;,&quot;station-service&quot;,&quot;aéroport&quot;],answer:0},

  {type:&quot;qcm&quot;,question:&quot;Elle ___ très tôt.&quot;,options:[&quot;est partie&quot;,&quot;a parti&quot;,&quot;a partie&quot;],answer:0},
  {type:&quot;translate&quot;,question:&quot;Traduction : « le voyage »&quot;,answer:&quot;el viaje&quot;},
  {type:&quot;conjugate&quot;,question:&quot;Nous (arriver) tard le soir.&quot;,answer:&quot;sommes arrivés&quot;},
  {type:&quot;associate&quot;,question:&quot;Associe : avion&quot;,options:[&quot;transport aérien&quot;,&quot;transport maritime&quot;,&quot;transport terrestre&quot;],answer:0}
];

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    &lt;h3&gt;Question ${current + 1} / ${questions.length}&lt;/h3&gt;
    &lt;p&gt;${q.question}&lt;/p&gt;`;

  if (q.type === &quot;qcm&quot; || q.type === &quot;associate&quot;) {
    q.options.forEach((opt, i) =&gt; {
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        &lt;input type=&quot;radio&quot; name=&quot;answer&quot; value=&quot;${i}&quot;&gt; ${opt}
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    if (q.words) {
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             &lt;button onclick=&quot;checkText(&#39;${q.answer}&#39;)&quot;&gt;Valider&lt;/button&gt;`;
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  document.getElementById(&quot;game&quot;).innerHTML = html;
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    score++;
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    result.textContent = `❌ Faux. Réponse : ${correct}`;
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        &lt;h2&gt;🎉 Fin du jeu&lt;/h2&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/3640468128691724269/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2026/02/le-grand-jeu-du-passe.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3640468128691724269'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3640468128691724269'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2026/02/le-grand-jeu-du-passe.html' title='QUIZ &quot;Raconter un voyage&quot;'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-4568933872738398181</id><published>2021-01-26T13:20:00.003+01:00</published><updated>2021-01-26T13:20:51.923+01:00</updated><title type='text'>JOURNÉE MONDIALE DES ZONES HUMIDES (2 FÉVRIER)</title><content type='html'>&lt;p&gt;&lt;br /&gt;&lt;/p&gt;
&lt;iframe width=&quot;560&quot; height=&quot;315&quot; src=&quot;https://www.youtube.com/embed/rVStFHRfOnc&quot; frameborder=&quot;0&quot; allow=&quot;accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture&quot; allowfullscreen&gt;&lt;/iframe&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/4568933872738398181/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2021/01/journee-mondiale-des-zones-humides-2.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/4568933872738398181'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/4568933872738398181'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2021/01/journee-mondiale-des-zones-humides-2.html' title='JOURNÉE MONDIALE DES ZONES HUMIDES (2 FÉVRIER)'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/rVStFHRfOnc/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-6016816705763931436</id><published>2020-06-06T14:34:00.000+02:00</published><updated>2020-06-06T14:34:08.632+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="3º E.S.O."/><category scheme="http://www.blogger.com/atom/ns#" term="Grammaire"/><title type='text'>LE PASSÉ RÉCENT ET LES VERBES D&#39;OPINION</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;TÂCHES SEMAINE DU 8 AU 12 JUIN (3ºESO)&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;LE PASSÉ RÉCENT&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Regardez les vidéos explicatives et le tableau de la page 73 de votre livre, puis faites les activités proposées:&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/OiD8MbiwW-Q/0.jpg&quot; src=&quot;https://www.youtube.com/embed/OiD8MbiwW-Q?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
ACTIVITÉS: Livre &quot;Tous ensemble&quot; Page 73, exercices 8 et 9&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;LES VERBES D&#39;OPINION &quot;PENSER&quot; ET &quot;CROIRE&quot;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;b&gt;Vamos a estudiar dos estructuras:&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;b&gt;&lt;u&gt;&lt;i&gt;Je pense que&amp;nbsp;&lt;/i&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;b&gt;&lt;u&gt;&lt;i&gt;Je crois que&amp;nbsp; &amp;nbsp; +&amp;nbsp; &amp;nbsp;infinitif&lt;/i&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
Exemples:&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
Pienso que hacer deporte es muy importante.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
Je pense que faire du sport c&#39;est très important.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
Recordad que si el verbo en infinitivo empieza por vocal o h debemos apostrofar &quot;que&quot;--&amp;gt; qu&#39;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;u&gt;Je pense que&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;u&gt;Je crois que&amp;nbsp; &amp;nbsp; + verbe conjugué à l&#39;indicatif&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
Je crois qu&#39;elle ira étudier aux États-Unis l&#39;année prochaine.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
Creo que ella irá a estudiar a los Estados Unidos el año que viene.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
ACTIVITÉS: Lisez attentivement le tableau de la page 73 et faites les activités 11 et 12.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/6016816705763931436/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/06/le-passe-recent-et-les-verbes-dopinion.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/6016816705763931436'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/6016816705763931436'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/06/le-passe-recent-et-les-verbes-dopinion.html' title='LE PASSÉ RÉCENT ET LES VERBES D&#39;OPINION'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/OiD8MbiwW-Q/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-1013002078998242138</id><published>2020-06-06T11:54:00.001+02:00</published><updated>2020-06-06T12:35:50.578+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2º E.S.O."/><category scheme="http://www.blogger.com/atom/ns#" term="Grammaire"/><title type='text'>LES PRONOMS PERSONNELS COMPLÉMENT D&#39;OBJET INDIRECT ET L&#39;UTILISATION DE CE/IL+EST</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;TÂCHES SEMAINE DU 8 AU 12 JUIN (2ºESO)&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Bonjour, mes élèves!&lt;br /&gt;
Cette semaine nous allons étudier les pronoms personnels C.O.I. (Complément d&#39;Objet Indirect) et Ce/Il + est.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;LES PRONOMS PERSONNELS C.O.I.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
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Tout d&#39;abord, je vous demande de lire attentivement le tableau sur les C.O.I. qui se trouve à la page 72 de votre livre et regarder les vidéos suivantes:&lt;br /&gt;
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&lt;iframe allowfullscreen=&quot;&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/0GTQNPggcRw/0.jpg&quot; frameborder=&quot;0&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/0GTQNPggcRw?feature=player_embedded&quot; width=&quot;320&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;iframe allowfullscreen=&quot;&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/VBpIrnYY6IA/0.jpg&quot; frameborder=&quot;0&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/VBpIrnYY6IA?feature=player_embedded&quot; width=&quot;320&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
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Puis, faites les activités 2, 3 et 4 de la page 72.&amp;nbsp;&lt;/div&gt;
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&lt;b&gt;L&#39;UTILISATION DE CE/IL+ÊTRE&lt;/b&gt;&lt;/div&gt;
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Lisez le tableau de la page 72 et regardez les vidéos explicatives que je vous propose:&amp;nbsp;&lt;/div&gt;
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&quot; 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&lt;iframe allowfullscreen=&quot;&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/Ci2tAY8zuXM/0.jpg&quot; frameborder=&quot;0&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/Ci2tAY8zuXM?feature=player_embedded&quot; width=&quot;320&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
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Maintenant, faites l&#39;exercice 6 de la page 72 de votre livre.&amp;nbsp;&lt;/div&gt;
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Allez, au boulot!&lt;/div&gt;
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Bonne semaine!&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/1013002078998242138/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/06/les-pronoms-personnels-complement.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/1013002078998242138'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/1013002078998242138'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/06/les-pronoms-personnels-complement.html' title='LES PRONOMS PERSONNELS COMPLÉMENT D&#39;OBJET INDIRECT ET L&#39;UTILISATION DE CE/IL+EST'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/0GTQNPggcRw/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-2103514109685850827</id><published>2020-05-27T19:38:00.000+02:00</published><updated>2020-05-27T19:44:21.617+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="1º E.S.O."/><category scheme="http://www.blogger.com/atom/ns#" term="Grammaire"/><category scheme="http://www.blogger.com/atom/ns#" term="Lexique"/><title type='text'>DEMANDER ET DIRE LA DATE</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;b&gt;&lt;u&gt;1ºESO C SEMAINE DU 1er AU 5 JUIN&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;br /&gt;
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&lt;b&gt;&lt;u&gt;Mardi, 2 juin&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;
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&lt;span style=&quot;text-align: justify;&quot;&gt;Nous allons réviser comment dire la date:&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;
Vamos
a aprender cómo escribir una fecha, verás qué fácil es:&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRGbOEf4rj9rdm0qjZiiWBMcVRHpBIdU4MREsf5Mb6ahl-FB5Bk6Yfr6ODAJHvy0Xrcx_eAfWxYp_a9ywyKAQ5scvdE9JXHuCptFnVgiY38SnOC9ur5VPmLwVhm_mexLKcOvUgbhYeS3mD/s1600/date2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;174&quot; data-original-width=&quot;700&quot; height=&quot;97&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRGbOEf4rj9rdm0qjZiiWBMcVRHpBIdU4MREsf5Mb6ahl-FB5Bk6Yfr6ODAJHvy0Xrcx_eAfWxYp_a9ywyKAQ5scvdE9JXHuCptFnVgiY38SnOC9ur5VPmLwVhm_mexLKcOvUgbhYeS3mD/s400/date2.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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¡Cuidado!
Entre el día del mes y el mes no tenemos la preposición “de” como en español.
Ni entre el mes y el año tampoco se pone “de”. Ejemplo:&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;FR&quot;&gt;Jueves, 12 de diciembre de 2019 &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;wingdings&amp;quot;;&quot;&gt;à&lt;/span&gt;&lt;span lang=&quot;FR&quot;&gt; Jeudi, douze décembre 2019&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Para
el primer día de cada mes se escribe “premier”. Ejemplo: &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Mardi,
premier octobre &lt;span style=&quot;font-family: &amp;quot;wingdings&amp;quot;;&quot;&gt;à&lt;/span&gt; martes, uno de octubre.&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;a href=&quot;http://agrega.juntadeandalucia.es/repositorio/14072010/a1/es-an_2010071413_9114949/ODE-1f511889-99d6-335f-9381-4657b4159fa7/qdecir_page_01.htm&quot; target=&quot;_blank&quot;&gt;ACTIVITÉ 1: CLIQUE ICI&lt;/a&gt;&amp;nbsp;(Debes realizar la actividad sobre la fecha que hay en el enlace)&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;br /&gt;
&lt;a href=&quot;about:invalid#zClosurez&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; /&gt;ACTIVITÉ 2: (teoría + actividades de la página 2)&lt;/a&gt;&lt;br /&gt;
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&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;450px&quot; src=&quot;https://fr.islcollective.com/preview.php?id=40226&amp;amp;nodetails=false&quot; width=&quot;548px&quot;&gt;&lt;/iframe&gt;
&lt;/div&gt;
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&lt;b style=&quot;text-align: justify;&quot;&gt;ACTIVITÉ 3:&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
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&lt;br /&gt;&lt;a href=&quot;https://www.liveworksheets.com/&quot; style=&quot;text-decoration: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;century gothic&amp;quot;; font-size: medium;&quot;&gt;live&lt;b&gt;worksheets.com&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;
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loadliveworksheet(256738,&#39;vgffafci&#39;,1413,&#39;www&#39;,361130);
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&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;Jeudi 4 juin&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;Aujourd&#39;hui, nous allons étudier la structure &quot;Porquoi? parce que...&quot;&lt;/b&gt;&lt;/div&gt;
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&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;ACTIVITÉ 1:&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;450px&quot; src=&quot;https://fr.islcollective.com/preview.php?id=109479&amp;amp;nodetails=false&quot; width=&quot;548px&quot;&gt;&lt;/iframe&gt;&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/u/1/blogger.g?blogID=1717614145707744749&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
&lt;b style=&quot;text-align: left;&quot;&gt;ACTIVITÉ 2:&lt;/b&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/b&gt;

&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;450px&quot; src=&quot;https://fr.islcollective.com/preview.php?id=85959&amp;amp;nodetails=false&quot; width=&quot;548px&quot;&gt;&lt;/iframe&gt;&lt;b style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/b&gt;
&lt;b style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/b&gt;
&lt;/div&gt;
BONNE SEMAINE ET BONNE ÉTUDE!&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/2103514109685850827/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/05/demander-et-dire-la-date.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/2103514109685850827'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/2103514109685850827'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/05/demander-et-dire-la-date.html' title='DEMANDER ET DIRE LA DATE'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRGbOEf4rj9rdm0qjZiiWBMcVRHpBIdU4MREsf5Mb6ahl-FB5Bk6Yfr6ODAJHvy0Xrcx_eAfWxYp_a9ywyKAQ5scvdE9JXHuCptFnVgiY38SnOC9ur5VPmLwVhm_mexLKcOvUgbhYeS3mD/s72-c/date2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-1534523429802905127</id><published>2020-05-23T12:43:00.000+02:00</published><updated>2020-05-23T12:45:52.632+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="3º E.S.O."/><category scheme="http://www.blogger.com/atom/ns#" term="Grammaire"/><title type='text'>LES COMPARATIFS ET LES TEMPS DU PASSÉ</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;u&gt;3ºC SEMAINE DU 25 AU 28 MAI&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;u&gt;LUNDI 25 MAI&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;LES COMPARATIFS&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;1. D&#39;abord, révisez la théorie pour bien comprendre les comparatifs en français:&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
&lt;img height=&quot;198&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHWlxmNdyNLW7G5fuy3hRqRDCwaAu6CINRgqrcAiaZwcVTO7yRUALrtfnFfDpRjtfxhCS4qN4RCDIUbHUjozjaoRPfR4eZAAKI91tFDFveVLydG1UqqijxpZ0hWs0nkL2GwnUk_7SahTs/s400/EJERCICIOS.png&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;iframe allow=&quot;accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;https://www.youtube.com/embed/IRSc4LERH08&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;2. Puis, faites les activités proposées:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;ACTIVITÉ 1: Page 72, exercices 2 et 3 du livre &quot;Tous ensemble&quot;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;a href=&quot;https://www.agirenfrancais.com/fle/comparatif-a2/&quot; target=&quot;_blank&quot;&gt;ACTIVITÉ 2&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;u&gt;VENDREDI 29 MAI&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;LES TEMPS DU PASSÉ (PASSÉ COMPOSÉ ET IMPARFAIT)&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;1. Premièrement, regardez la vidéo et révisez le passé composé et l&#39;imparfait (déjà étudiés auparavant):&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;iframe allow=&quot;accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;https://www.youtube.com/embed/WmzKmeB1Qr0&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;container-wrapper-genially&quot; style=&quot;max-width: 100%; min-height: 400px; position: relative;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;width: 100%;&quot;&gt;
&lt;div style=&quot;height: 0; padding-bottom: 56.25%; padding-top: 0; position: relative;&quot;&gt;
&lt;iframe allowfullscreen=&quot;true&quot; allownetworking=&quot;all&quot; allowscriptaccess=&quot;always&quot; frameborder=&quot;0&quot; height=&quot;675px&quot; scrolling=&quot;yes&quot; src=&quot;https://view.genial.ly/5ec8e394a91f5e0d2d179e1e&quot; style=&quot;height: 100%; left: 0; position: absolute; top: 0; width: 100%;&quot; type=&quot;text/html&quot; width=&quot;1200px&quot;&gt;&lt;/iframe&gt; &lt;/div&gt;
&lt;/div&gt;
2. Réalisez ces activités:&lt;br /&gt;
&lt;br /&gt;
ACTIVITÉ 1: Pages 72 et 73, exercices 5 et 6 du livre &quot;Tous ensemble&quot;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://w3.restena.lu/amifra/exos/exprecr/impft-pc2.htm&quot; target=&quot;_blank&quot;&gt;ACTIVITÉ 2&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Bonne étude!&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;script&gt;(function (d) { var js, id = &quot;genially-embed-js&quot;, ref = d.getElementsByTagName(&quot;script&quot;)[0]; if (d.getElementById(id)) { return; } js = d.createElement(&quot;script&quot;); js.id = id; js.async = true; js.src = &quot;https://view.genial.ly/static/embed/embed.js&quot;; ref.parentNode.insertBefore(js, ref); }(document));&lt;/script&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/1534523429802905127/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/05/les-comparatifs-et-les-temps-du-passe.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/1534523429802905127'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/1534523429802905127'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/05/les-comparatifs-et-les-temps-du-passe.html' title='LES COMPARATIFS ET LES TEMPS DU PASSÉ'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHWlxmNdyNLW7G5fuy3hRqRDCwaAu6CINRgqrcAiaZwcVTO7yRUALrtfnFfDpRjtfxhCS4qN4RCDIUbHUjozjaoRPfR4eZAAKI91tFDFveVLydG1UqqijxpZ0hWs0nkL2GwnUk_7SahTs/s72-c/EJERCICIOS.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-6532316915365807444</id><published>2020-05-22T13:28:00.000+02:00</published><updated>2020-05-22T13:28:19.980+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="4ºESO"/><category scheme="http://www.blogger.com/atom/ns#" term="Grammaire"/><title type='text'>LES AUTRES FORMES NÉGATIVES: PLUS, JAMAIS, RIEN, AUCUN/E, PERSONNE, NI...NI, NE...QUE</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;4ºB SEMAINE DU 25 AU 29 MAI&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;Page 74 du Livre &quot;Tous ensemble&quot;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;400&quot; 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&quot; width=&quot;375&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Voici une explication de la négation et une vidéo explicative:&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;714&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;//www.slideshare.net/slideshow/embed_code/key/u1dIPUxVL79RzO&quot; style=&quot;border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;&quot; width=&quot;668&quot;&gt; &lt;/iframe&gt; &lt;br /&gt;
&lt;div style=&quot;margin-bottom: 5px;&quot;&gt;
&lt;strong&gt; &lt;a href=&quot;https://www.slideshare.net/RicardoWall/negacin-en-francs-resumen&quot; target=&quot;_blank&quot; title=&quot;Negación en francés · resumen&quot;&gt;Negación en francés · resumen&lt;/a&gt; &lt;/strong&gt; from &lt;strong&gt;&lt;a href=&quot;https://www.slideshare.net/RicardoWall&quot; target=&quot;_blank&quot;&gt;Ricardo Wall&lt;/a&gt;&lt;/strong&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;text-align: justify;&quot;&gt;Aprés avoir lu et compris la théorie, faites les activités suivantes:&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
ACTIVITÉ 1: Exercices 15 et 16 de la page 74 du livre &quot;Tous ensemble&quot;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://flenantes.files.wordpress.com/2015/01/negation.pdf&quot; target=&quot;_blank&quot;&gt;ACTIVITÉ 2&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;Page 74 Livre &quot;Tous ensemble&quot;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img height=&quot;300&quot; src=&quot;https://montselbfrances.es/wp-content/uploads/2020/03/NE-QUE-4.jpg&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Ved el vídeo explicativo (solo la parte en la que explica ne... que):
&lt;iframe allow=&quot;accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;https://www.youtube.com/embed/3QUT80W5m1w&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Réalisez les activités que je vous propose ci-dessous:&lt;br /&gt;
&lt;br /&gt;
ACTIVITÉ 1: Livre &quot;Tous ensemble&quot; page 74, exercices 17 et 18&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://www.podcastfrancaisfacile.com/podcast/exercice_ne_que.html&quot; target=&quot;_blank&quot;&gt;ACTIVITÉ 2&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/6532316915365807444/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/05/les-autres-formes-negatives-plus-jamais.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/6532316915365807444'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/6532316915365807444'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/05/les-autres-formes-negatives-plus-jamais.html' title='LES AUTRES FORMES NÉGATIVES: PLUS, JAMAIS, RIEN, AUCUN/E, PERSONNE, NI...NI, NE...QUE'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/3QUT80W5m1w/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-774931063147164737</id><published>2020-05-22T10:03:00.001+02:00</published><updated>2020-05-22T10:16:22.508+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="1º E.S.O."/><category scheme="http://www.blogger.com/atom/ns#" term="Grammaire"/><title type='text'>POSER DES QUESTIONS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;u&gt;1ºESO SEMAINE DU 25 AU 29 MAI&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Voici les activités que je vous propose pour cette semaine:&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;MARDI 26 MAI&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;i&gt;&lt;u&gt;Qu&#39;est-ce que c&#39;est/Qui est-ce?&lt;/u&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
1. Tout d&#39;abord, visionnez la présentation sur Qu&#39;est-ce que c&#39;est? et Qui est-ce?:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;485&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;//www.slideshare.net/slideshow/embed_code/key/v4s37U8hG7OfHN&quot; style=&quot;border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;&quot; width=&quot;595&quot;&gt; &lt;/iframe&gt; &lt;br /&gt;
&lt;div style=&quot;margin-bottom: 5px;&quot;&gt;
&lt;strong&gt; &lt;a href=&quot;https://www.slideshare.net/profesdefrances/questce-que-cest-vs-qui-estce&quot; target=&quot;_blank&quot; title=&quot;Qu&#39;est-ce que c&#39;est? vs Qui est-ce?&quot;&gt;Qu&#39;est-ce que c&#39;est? vs Qui est-ce?&lt;/a&gt; &lt;/strong&gt; from &lt;strong&gt;&lt;a href=&quot;https://www.slideshare.net/profesdefrances&quot; target=&quot;_blank&quot;&gt;Virginia elcondefr&lt;/a&gt;&lt;/strong&gt; &lt;br /&gt;
&lt;br /&gt;
2. Puis faites les exercices suivants:&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://claweb.cla.unipd.it/home/smazurelle/dynamots/a1/m1/ae_interro1.htm&quot; target=&quot;_blank&quot;&gt;ACTIVITÉ 1&lt;/a&gt;&amp;nbsp;(forma de realización: captura de pantalla o libreta)&lt;br /&gt;
&lt;br /&gt;
ACTIVITÉ 2 (forma de realización: libreta)&lt;br /&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;450px&quot; src=&quot;https://fr.islcollective.com/preview.php?id=42489&amp;amp;nodetails=false&quot; width=&quot;548px&quot;&gt;&lt;/iframe&gt;

&lt;br /&gt;
ACTIVITÉ 3. Chante Tusa en français!&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&quot;&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/qadW3IT090g/0.jpg&quot; frameborder=&quot;0&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/qadW3IT090g?feature=player_embedded&quot; width=&quot;320&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;JEUDI 28 MAI&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;i&gt;&lt;u&gt;Quel? / Qu&#39;est-ce que...? ou Est-ce que...?&lt;/u&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
1. Visionnez l&#39;explication sur les adjectifs interrogatifs:&amp;nbsp;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;iframe allow=&quot;accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;https://www.youtube.com/embed/IDRfiQ8wdtk&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;

&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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Puis faites les activités suivantes:&amp;nbsp;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;a href=&quot;https://es.liveworksheets.com/at418181jc&quot; target=&quot;_blank&quot;&gt;ACTIVITÉ 1&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;text-align: left;&quot;&gt;(forma de realización: captura de pantalla o libreta)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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De esta ficha no hagáis este último ejercicio:&amp;nbsp;&lt;/div&gt;
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&lt;img alt=&quot;&quot; height=&quot;57&quot; 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&quot; 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&lt;a href=&quot;https://es.liveworksheets.com/ti103518hv&quot; target=&quot;_blank&quot;&gt;ACTIVITÉ 2&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;text-align: left;&quot;&gt;(forma de realización: captura de pantalla o libreta)&lt;/span&gt;&lt;/div&gt;
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2. Visionnez l&#39;explication sur &quot;Est-ce que..&quot;. et &quot;Qu&#39;est-ce que...&quot;&lt;/div&gt;
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&lt;iframe allow=&quot;accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;https://www.youtube.com/embed/A-FyVVtj-X4&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;

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Puis faites les exercices ci-dessous:&lt;/div&gt;
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&lt;a href=&quot;https://www.francaisfacile.com/exercices/exercice-francais-2/exercice-francais-106442.php&quot; target=&quot;_blank&quot;&gt;ACTIVITÉ 1&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;text-align: left;&quot;&gt;(forma de realización: captura de pantalla o libreta)&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://apprendre.tv5monde.com/es/exercices/a1-principiante/et-pour-vous&quot; target=&quot;_blank&quot;&gt;ACTIVITÉ 2&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;text-align: left;&quot;&gt;(forma de realización: captura de pantalla)&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/774931063147164737/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/05/poser-des-questions.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/774931063147164737'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/774931063147164737'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/05/poser-des-questions.html' title='POSER DES QUESTIONS'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/qadW3IT090g/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-2060363862050777883</id><published>2020-05-08T19:02:00.004+02:00</published><updated>2020-05-08T19:02:48.671+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="1º E.S.O."/><title type='text'>1ºESO C SEMAINE DU 11 AU 15 MAI</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
MARDI 12 MAI&lt;br /&gt;
&lt;br /&gt;
Le matériel scolaire / Nommer les objets de ton sac&lt;br /&gt;
&lt;br /&gt;
1. Realiza este ejercicio anotando el vocabulario en tu cuaderno y traducélo al español:&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;450px&quot; src=&quot;https://fr.islcollective.com/preview.php?id=118132&amp;amp;nodetails=false&quot; width=&quot;548px&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
2. Qu&#39;est-ce qu&#39;il y a dans ton sac?&lt;br /&gt;
&lt;br /&gt;
Responde a esta pregunta en tu libreta.&lt;br /&gt;
&lt;br /&gt;
JEUDI 14 MAI&lt;br /&gt;
&lt;br /&gt;
1. Révise les articles définis et indéfinis avec l&#39;exercice ci-dessous (hazlo en tu libreta):&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;450px&quot; src=&quot;https://fr.islcollective.com/preview.php?id=63954&amp;amp;nodetails=false&quot; width=&quot;548px&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
2. &lt;a href=&quot;http://quizizz.com/join?gc=029968&quot; target=&quot;_blank&quot;&gt;Realizad este cuestionario en QUIZIZZ&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/2060363862050777883/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/05/1eso-c-semaine-du-11-au-15-mai.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/2060363862050777883'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/2060363862050777883'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/05/1eso-c-semaine-du-11-au-15-mai.html' title='1ºESO C SEMAINE DU 11 AU 15 MAI'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-3993483261906476269</id><published>2020-05-01T13:18:00.003+02:00</published><updated>2020-05-01T13:25:42.882+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="1º E.S.O."/><category scheme="http://www.blogger.com/atom/ns#" term="Lexique"/><title type='text'>LES CONSIGNES DE CLASSE</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Je vous propose cette activité pour pratiquer les consignes de classe:&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;450px&quot; src=&quot;https://fr.islcollective.com/preview.php?id=100616&amp;amp;nodetails=false&quot; width=&quot;548px&quot;&gt;&lt;/iframe&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/3993483261906476269/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/05/les-consignes-de-classe.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3993483261906476269'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3993483261906476269'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/05/les-consignes-de-classe.html' title='LES CONSIGNES DE CLASSE'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-4894252218467614149</id><published>2020-04-02T20:20:00.001+02:00</published><updated>2020-04-02T20:20:20.700+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="4ºESO"/><category scheme="http://www.blogger.com/atom/ns#" term="Grammaire"/><title type='text'>EXPLICACIÓN PRONOMS DÉMONSTRATIFS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dwy1tM9D7KuwZIPFlIY7HLRL9E4vmso_4l3EZPqWqlGSYcxQOQTL8j6MOvG7cw5titEOA8gOWATB4XYXDU1Tw&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://www.sjbfrances.com/franc%C3%A9s/gram%C3%A1tica-francesa/el-pronombre-pronombres-demostrativos/&quot; target=&quot;_blank&quot;&gt;VOUS POUVEZ ACCÉDER AU SITE WEB EN CLIQUANT ICI&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/4894252218467614149/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/04/explicacion-pronoms-demonstratifs.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/4894252218467614149'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/4894252218467614149'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/04/explicacion-pronoms-demonstratifs.html' title='EXPLICACIÓN PRONOMS DÉMONSTRATIFS'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-3618881481730154317</id><published>2020-04-02T14:56:00.000+02:00</published><updated>2020-04-02T14:58:06.994+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Otros vídeos"/><title type='text'>CÓMO PASAR UN PDF A WORD FÁCILMENTE</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dxysX2D03R2goTjdhHywnHMT5vwnDRCqg-xBNFV40KazwC0LmQUIIprL7JRlJPwWXVlBdWS6icJieSQjPce4w&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/3618881481730154317/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/04/como-pasar-un-pdf-word-facilmente.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3618881481730154317'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3618881481730154317'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/04/como-pasar-un-pdf-word-facilmente.html' title='CÓMO PASAR UN PDF A WORD FÁCILMENTE'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-3482235352051567385</id><published>2020-03-24T08:00:00.000+01:00</published><updated>2020-03-24T08:00:08.632+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="4ºESO"/><category scheme="http://www.blogger.com/atom/ns#" term="Productions des élèves"/><title type='text'>VIDÉOS OBJECTIF &quot;ZÉRO DÉCHETS&quot; 4ºB</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Les élèves de 4ºB ont réalisé des vidéos afin de promouvoir des gestes écolos. Les voici:&lt;br /&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dzEZXUsXg8NTlq_9Hyyf7KcqLpOXlx0Hz9jmSEj068yl_vOYbNfth8YNl_PLqtzm9VLXeiGstugip45s4o_Tg&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dxTtbfxcfLKhM5PV1XqHvvGPVf7bRXI8P99tg7Nuzi89P130PgYffSMaTAO2JXTLAuJHEF280asi4ojw8flsA&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dx5YVERg5uq5kpLsj4mGJbednC7Hnz2mE0k42jhMerTZYwmMbHQa-Kd70yURR_CywHiz01uNlIoM5YkGWNKzQ&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/Lv4dUaXh0ts/0.jpg&quot; src=&quot;https://www.youtube.com/embed/Lv4dUaXh0ts?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dxCUMct2awKMhyHV73daW-Qu2jD7DfSyg59s4Zf4bSY5cmg-0KJ0dLDeh4PRpkdempmv4NAxtAZvptQEKsj1g&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/3482235352051567385/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/03/videos-objectif-zero-dechets-4b.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3482235352051567385'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3482235352051567385'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/03/videos-objectif-zero-dechets-4b.html' title='VIDÉOS OBJECTIF &quot;ZÉRO DÉCHETS&quot; 4ºB'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/Lv4dUaXh0ts/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-3771764660248316204</id><published>2020-03-23T09:33:00.000+01:00</published><updated>2020-03-23T09:33:11.961+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="4ºESO"/><category scheme="http://www.blogger.com/atom/ns#" term="Grammaire"/><title type='text'>ACTIVITÉS 4ºC SEMAINE DU 23 AU 27 MARS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;u&gt;LE PASSÉ COMPOSÉ&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dwORfHQZOJOiUOrOaI-GGobw4qD1qRak-yzOHZsh9TSnUn672gNIqQ2bNabcjodd__e3i4osv4XOfISD4iMGQ&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dw7iqaovNJA2TmUOj3iO65r5LntmDIyZtruDm0siggSjTvYScJCqRyQPvh5xwUmiNSMhq5NTBR6swcJZSRgDw&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/3771764660248316204/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/03/activites-4c-semaine-du-23-au-27-mars.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3771764660248316204'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3771764660248316204'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/03/activites-4c-semaine-du-23-au-27-mars.html' title='ACTIVITÉS 4ºC SEMAINE DU 23 AU 27 MARS'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-7842851460392291885</id><published>2020-03-22T20:06:00.000+01:00</published><updated>2020-03-22T20:06:02.181+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="3º E.S.O."/><category scheme="http://www.blogger.com/atom/ns#" term="Grammaire"/><title type='text'>ACTIVITÉS POUR 3ºC (SEMAINE DU 23 AU 27 MARS)</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;u&gt;LUNDI 23 MARS&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dzeMfPA0p1sVPHTksa9abnzZrZHpBAYG-_Xh7wpdhfk7PxWbTfnyLagQ4Y5G6jnv3TUYgnyR8Zqx-8yrP0lwg&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dzABMHXUDZ2h4U-CYv9L7vkJaav6hT7lzBRbtKjOkUE7L8JaEr_uB_S6x1yOpfUClCGw4KlkV_wijEBrYra1Q&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;b&gt;&lt;u&gt;VENDREDI 27 MARS&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dxf9qQUc1IFDostNVmVR4LGqTdKoqJTsY7DFaiLGrdZe0VwqZa1kLKVE4UrO5TpedHJFS7966AHJ0ungirY9A&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/7842851460392291885/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/03/activites-pour-3c-semaine-du-23-au-27.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/7842851460392291885'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/7842851460392291885'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/03/activites-pour-3c-semaine-du-23-au-27.html' title='ACTIVITÉS POUR 3ºC (SEMAINE DU 23 AU 27 MARS)'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-2794754885072788445</id><published>2020-03-22T18:51:00.003+01:00</published><updated>2020-03-22T18:51:34.463+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2º E.S.O."/><category scheme="http://www.blogger.com/atom/ns#" term="Grammaire"/><title type='text'>ACTIVITÉS 2ºB ET 2ºC POUR LA SEMAINE DU 23 AU 27 MARS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span style=&quot;font-size: 14.0pt; line-height: 107%; mso-ansi-language: FR; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;b&gt;&lt;u&gt;Lundi 23 mars
(2ºD) / Mardi 24 mars (2ºB)&lt;/u&gt;&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dzNpKjU1nz7nzsjht1dbv9tXlUk-qyuYwhZErQdFrPhxP6Mf3chCMGVq7Ten0VQKA_g67IWdfENpW188kAb-A&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 14.0pt; line-height: 107%; mso-ansi-language: FR; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;b&gt;&lt;u&gt;Mercredi 25
mars (2ºD) / Jeudi 26 mars (2ºB)&lt;/u&gt;&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/2794754885072788445/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/03/activites-2b-et-2c-pour-la-semaine-du.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/2794754885072788445'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/2794754885072788445'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/03/activites-2b-et-2c-pour-la-semaine-du.html' title='ACTIVITÉS 2ºB ET 2ºC POUR LA SEMAINE DU 23 AU 27 MARS'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-469465256254919793</id><published>2020-03-22T11:44:00.000+01:00</published><updated>2020-03-22T11:44:05.210+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="1º E.S.O."/><category scheme="http://www.blogger.com/atom/ns#" term="Audio"/><title type='text'>ACTIVITÉS 1ºC SEMAINE DU 23 AU 27 MARS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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MARDI 23 MARS&lt;/div&gt;
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JEUDI 26 MARS&lt;/div&gt;
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&lt;b&gt;Bonne étude et surtout restez à la maison!!&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/469465256254919793/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/03/activites-1c-semaine-du-23-au-27-mars.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/469465256254919793'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/469465256254919793'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/03/activites-1c-semaine-du-23-au-27-mars.html' title='ACTIVITÉS 1ºC SEMAINE DU 23 AU 27 MARS'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-4160771690148005434</id><published>2020-03-16T17:36:00.000+01:00</published><updated>2020-03-17T10:58:51.019+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2º E.S.O."/><category scheme="http://www.blogger.com/atom/ns#" term="Grammaire"/><title type='text'>RÉVISION DES ARTICLES PARTITIFS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Voici une vidéo explicative sur les articles partitifs. Vous les avez à la page 58 de votre livre. Bonne révision et bonne étude!&lt;br /&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dyGIFQGx6qe-za86g62JPuL9MPsDPIhdh45SDTFamFgHW0H-af5x0l5oZc1yBJPcpKeVqe-2cfhf5ryI5aXWQ&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dx8zmgcOtWdvazQy1IV-CMLSTIbV9r2PfCP03pil36L8SsMcymKUg8Ut5OVs7si5_p-TCXPAGLe2kIUmIMcpA&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/4160771690148005434/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/03/revision-des-articles-partitifs.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/4160771690148005434'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/4160771690148005434'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/03/revision-des-articles-partitifs.html' title='RÉVISION DES ARTICLES PARTITIFS'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-361805708558032383</id><published>2020-02-18T10:41:00.000+01:00</published><updated>2020-02-18T10:58:59.182+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Actualité"/><category scheme="http://www.blogger.com/atom/ns#" term="Audio"/><title type='text'>Festival de Cannes 2019</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Activité de compréhension orale sur le Festival de Cannes. Cliquez sur l&#39;image pour accéder à l&#39;extrait radio.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://savoirs.rfi.fr/fr/apprendre-enseigner/culture/festival-de-cannes-2019-alejandro-inarritu-president-du-jury/1&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;450&quot; data-original-width=&quot;800&quot; height=&quot;180&quot; src=&quot;https://s.france24.com/media/display/68acb82e-61f8-11e9-b627-005056bff430/cannes_interna.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/361805708558032383/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/02/festival-de-cannes-2019.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/361805708558032383'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/361805708558032383'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2020/02/festival-de-cannes-2019.html' title='Festival de Cannes 2019'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-1106382434732562690</id><published>2019-02-07T08:23:00.000+01:00</published><updated>2019-02-07T08:23:10.964+01:00</updated><title type='text'>L&#39;écologie, l&#39;environnement</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Voici une fiche pour travailler le vocabulaire de l&#39;écologie à partir d&#39;une bande annonce.&lt;br /&gt;
Clique &lt;a href=&quot;https://enseigner.tv5monde.com/fiches-pedagogiques-fle/demain-1&quot; target=&quot;_blank&quot;&gt;ICI&lt;/a&gt; pour y accéder.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/1106382434732562690/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2019/02/lecologie-lenvironnement.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/1106382434732562690'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/1106382434732562690'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2019/02/lecologie-lenvironnement.html' title='L&#39;écologie, l&#39;environnement'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-3789567705001950281</id><published>2018-03-16T10:04:00.000+01:00</published><updated>2018-06-26T18:07:17.662+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="4ºESO IES Sanje"/><title type='text'>PROJET MARES &quot;CONSOMMATION RESPONSABLE&quot;</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Les élèves de la 4ème année de l&#39;E.S.O. Français Langue Étrangère ont travaillé à un projet très intéressant: La consommation responsable.&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Nous avons réalisé une vidéo scribing en apportant 10 gestes &quot;Zéro Déchet&quot;. Voici le résultat:&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/3789567705001950281/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2018/03/projet-mares-consommation-responsable.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3789567705001950281'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3789567705001950281'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2018/03/projet-mares-consommation-responsable.html' title='PROJET MARES &quot;CONSOMMATION RESPONSABLE&quot;'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/C9yNKR6a0uI/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-3566172995322915676</id><published>2018-02-20T08:33:00.001+01:00</published><updated>2018-06-26T18:11:10.773+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="1º E.S.O."/><title type='text'>CALLIGRAMMES &quot;12 arbres et une émotion&quot;</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Bonjour,&lt;br /&gt;
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Pendant ces dernières séances, nous avons travaillé des calligrammes. Les élèves de 1º E.S.O. de l&#39;IES Sanje ont réussi à créer de très belles affiches.&lt;br /&gt;
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Et voici le résultat:&lt;br /&gt;
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Et maintenant, la présentation:&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/3566172995322915676/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2018/02/calligrammes-12-arbres-et-une-emotion.html#comment-form' title='2 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3566172995322915676'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/3566172995322915676'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2018/02/calligrammes-12-arbres-et-une-emotion.html' title='CALLIGRAMMES &quot;12 arbres et une émotion&quot;'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs_gbS2VmHSX_XZVTmDf4P1gs8XcV3M7jmPVZrlZZwY2FTar1YEB4paonFyUSf9G57T_GyHfF2_XOJyknsiqykdY_iSSGFpVgjzyeVlZg9_UOtQPsbH3ywf97IOD_ROQ8LDePttWLx_Dc/s72-c/IMG_20180130_133830.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-7471038918906864468</id><published>2018-02-14T10:30:00.000+01:00</published><updated>2018-06-26T18:07:40.075+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="1º E.S.O."/><title type='text'>Projet: &quot;12 arbres et une émotion&quot;</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Bonjour,&lt;br /&gt;
&lt;br /&gt;
Voici la présentation des travaux réalisés par les élèves de 1º E.S.O. de l&#39;I.E.S. Sanje faisant partie du projet annuel &quot;12 arbres et une émotion&quot; autour de la figure d&#39;Enrique Codorniu. Nous avons travaillé certains arbres de la géographie française ainsi que des arbres que l&#39;on peut trouver sur le territoire de notre communauté, Murcie.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/7471038918906864468/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2018/02/projet-12-arbres-et-une-emotion.html#comment-form' title='1 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/7471038918906864468'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/7471038918906864468'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2018/02/projet-12-arbres-et-une-emotion.html' title='Projet: &quot;12 arbres et une émotion&quot;'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/NAYc3u_aFuU/default.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-6557546412962942427</id><published>2017-11-15T18:23:00.001+01:00</published><updated>2017-11-15T18:23:30.903+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="4ºESO IES Sanje"/><title type='text'>L&#39;histoire de Black</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Voici une belle histoire racontée par les élèves de 4ºESO de l&#39;IES Sanje.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/6557546412962942427/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2017/11/lhistoire-de-black.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/6557546412962942427'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/6557546412962942427'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2017/11/lhistoire-de-black.html' title='L&#39;histoire de Black'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1717614145707744749.post-1631624306249975719</id><published>2017-10-23T20:01:00.000+02:00</published><updated>2017-10-23T10:25:13.315+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="1º E.S.O."/><category scheme="http://www.blogger.com/atom/ns#" term="Lexique"/><title type='text'>Les prépositions devant les noms des pays. Les nationalités.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;h3 class=&quot;post-title entry-title&quot; itemprop=&quot;name&quot; style=&quot;color: #333333; font-family: Georgia, Utopia, &#39;Palatino Linotype&#39;, Palatino, serif; font-size: 30px; font-weight: normal; margin: 0px; position: relative;&quot;&gt;
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Les prépositions devant les noms de pays&lt;/span&gt;&lt;/h3&gt;
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&lt;div class=&quot;post-body entry-content&quot; id=&quot;post-body-434731778228892109&quot; itemprop=&quot;description articleBody&quot; style=&quot;color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 1.5; position: relative; width: 588px;&quot;&gt;
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&lt;strong&gt;&lt;span style=&quot;background-color: white; color: black;&quot;&gt;En français, les pays sont toujours precédés d&#39;un article.&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;ul style=&quot;line-height: 1.4; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; padding: 0px 2.5em;&quot;&gt;
&lt;li style=&quot;border: none; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;Les pays féminins sont ceux qui se terminent par un -e (sauf le Mexique) plus les îles&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;.......&lt;/span&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;La France&lt;/span&gt;&lt;/em&gt;&amp;nbsp;&lt;span style=&quot;color: white;&quot;&gt;............&lt;/span&gt;&amp;nbsp;&lt;span style=&quot;color: #3333ff;&quot;&gt;&lt;em&gt;L&#39;Espagne&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;color: white;&quot;&gt;............&lt;/span&gt;&amp;nbsp;&lt;span style=&quot;color: #3333ff;&quot;&gt;&lt;em&gt;Les Îles Canaries&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;line-height: 1.4; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; padding: 0px 2.5em;&quot;&gt;
&lt;li style=&quot;border: none; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;Les pays masculins sont ceux qui se terminent par une autre voyelle&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;...... ..&lt;/span&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;&lt;em&gt;Le Portugal&lt;/em&gt;&lt;/span&gt;&amp;nbsp;&lt;span style=&quot;color: white;&quot;&gt;...........&lt;/span&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;Le Maroc&lt;/span&gt;&lt;/em&gt;&amp;nbsp;&lt;span style=&quot;color: white;&quot;&gt;...........&lt;/span&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;Le Canada&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;line-height: 1.4; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; padding: 0px 2.5em;&quot;&gt;
&lt;li style=&quot;border: none; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;Il y a des pays pluriels&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;... ....&lt;/span&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;Les Pays-Bas&lt;/span&gt;&lt;/em&gt;&amp;nbsp;&lt;span style=&quot;color: white;&quot;&gt;.........&lt;/span&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;Les États-Unis&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;strong style=&quot;background-color: white;&quot;&gt;En espagnol, la préposition utilisée pour exprimer où on va et où l&#39;on est dépend du verbe. En français, elle dépend du genre du pays.&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;......&lt;/span&gt;&amp;nbsp;&lt;strong&gt;&lt;span style=&quot;color: red;&quot;&gt;EN&lt;/span&gt;&lt;/strong&gt;&amp;nbsp;: avec les pays féminins et avec les pays masculins&lt;span style=&quot;color: white;&quot;&gt;....&lt;/span&gt;&amp;nbsp;commençant&amp;nbsp;&lt;span style=&quot;color: white;&quot;&gt;&lt;/span&gt;par voyelle&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;. .........................................&lt;/span&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;&lt;em&gt;Je vais&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;en&amp;nbsp;&lt;/span&gt;France&lt;span style=&quot;color: white;&quot;&gt;....&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: white;&quot;&gt;.......&lt;/span&gt;Il habite&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;en&lt;/span&gt;&amp;nbsp;France&lt;/em&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;&lt;em&gt;&lt;span style=&quot;color: white;&quot;&gt;.................................&lt;/span&gt;Il est&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;en&amp;nbsp;&lt;/span&gt;Irak&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;......&lt;/span&gt;AU&lt;/span&gt;&lt;/strong&gt;: avec les pays masculins&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;background-color: white; color: #3333ff;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;.....&lt;/span&gt;&amp;nbsp;Il va&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;au&lt;/span&gt;&amp;nbsp;Canada&amp;nbsp;&lt;span style=&quot;color: white;&quot;&gt;...............&lt;/span&gt;Il travaille&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;au&amp;nbsp;&lt;/span&gt;Canada&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;.....&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;strong&gt;AUX&lt;/strong&gt;&lt;/span&gt;: avec les pays pluriels&amp;nbsp;&lt;span style=&quot;color: white;&quot;&gt;....&lt;/span&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;J&#39;étudie&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;aux&amp;nbsp;&lt;/span&gt;États-Unis&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;strong style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;br /&gt;Pour exprimer la provenance on emploie la préposition:&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white; color: #3333ff;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;.......&lt;/span&gt;&lt;span style=&quot;color: #009900;&quot;&gt;&lt;br /&gt;&lt;strong&gt;DE&lt;/strong&gt;&lt;/span&gt;: avec les pays féminins&lt;/span&gt;&lt;span style=&quot;color: white;&quot;&gt;...&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;..........&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;.......................&lt;span style=&quot;font-size: 0px;&quot;&gt;avec les pays masculins commençant par voyelle&amp;nbsp;.....&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #009900;&quot;&gt;&lt;em&gt;&lt;br /&gt;&lt;span style=&quot;color: white;&quot;&gt;........&lt;/span&gt;Je viens&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;de&amp;nbsp;&lt;/span&gt;France&lt;span style=&quot;color: white;&quot;&gt;..............&lt;/span&gt;Il vient&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;d&#39;&lt;/span&gt;Irak&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;.......&lt;/span&gt;&lt;strong&gt;&lt;span style=&quot;color: #009900;&quot;&gt;&lt;br /&gt;DU&lt;/span&gt;&lt;/strong&gt;: avec les pays masculins&amp;nbsp;&lt;span style=&quot;color: white;&quot;&gt;........&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #009900;&quot;&gt;&lt;em&gt;Il vient&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;du&amp;nbsp;&lt;/span&gt;Canada&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white; color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;.......&lt;/span&gt;&lt;span style=&quot;color: #009900;&quot;&gt;&lt;br /&gt;&lt;strong&gt;DES&lt;/strong&gt;&lt;/span&gt;:&amp;nbsp;avec les pays pluriels&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;.........&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #009900;&quot;&gt;&lt;em&gt;&lt;br /&gt;&lt;span style=&quot;color: white;&quot;&gt;........................&lt;/span&gt;Il vient&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;des&lt;/span&gt;&amp;nbsp;États-Unis&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;br /&gt;&lt;br /&gt;Avec les villes on emploie la préposition&amp;nbsp;&lt;span style=&quot;color: #6633ff;&quot;&gt;&lt;strong&gt;À&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;et la préposition&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #6600cc;&quot;&gt;&lt;strong&gt;DE&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;em style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;......&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #6600cc;&quot;&gt;&lt;br /&gt;Je vais&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;à&lt;/span&gt;&amp;nbsp;Madrid&amp;nbsp;&lt;span style=&quot;color: white;&quot;&gt;.......&lt;/span&gt;&amp;nbsp;J&#39;habite&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;à&lt;/span&gt;&amp;nbsp;Madrid&lt;span style=&quot;color: white;&quot;&gt;........&lt;/span&gt;&amp;nbsp;Je viens&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;de&lt;/span&gt;&amp;nbsp;Madrid&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #6600cc;&quot;&gt;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;span style=&quot;background-color: white; color: black;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: white; color: black;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;background-color: white; color: #ff6600;&quot;&gt;En francés los países siempre llevan artículo:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white; color: black;&quot;&gt;&lt;span style=&quot;color: #ff6600;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;background-color: white; color: #ff6600;&quot;&gt;&lt;strong&gt;&lt;br /&gt;LA&lt;/strong&gt;: los países femeninos son los que acaban en -e (excepto le Mexique)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;background-color: white; color: #ff6600;&quot;&gt;&lt;strong&gt;LE&lt;/strong&gt;: los países masculinos son los que acaban en otra vocal&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;background-color: white; color: #ff6600;&quot;&gt;&lt;strong&gt;LES&lt;/strong&gt;: los países en plural&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white; color: black;&quot;&gt;&lt;span style=&quot;color: #ff6600;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white; color: black;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;background-color: white; color: #ff6600;&quot;&gt;La preposición en francés depende del género del país y no del verbo, como en español. Se utiliza&amp;nbsp;&lt;strong&gt;EN/DE&lt;/strong&gt;&amp;nbsp;con los países femeninos y con los masculinos que empiezan por vocal. Se utiliza&amp;nbsp;&lt;strong&gt;AU/DU&lt;/strong&gt;&amp;nbsp;con los países masculinos. Se utiliza&lt;strong&gt;&amp;nbsp;AUX/DES&lt;/strong&gt;&amp;nbsp;con los países en plural. Y se utiliza&amp;nbsp;&lt;strong&gt;À/DE&lt;/strong&gt;&amp;nbsp;con las ciudades.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white; color: black;&quot;&gt;&lt;span style=&quot;color: #ff6600;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;background-color: white; color: black;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;em&gt;&lt;span style=&quot;background-color: white; color: #ff6600;&quot;&gt;&lt;strong&gt;Español&amp;nbsp;&lt;span style=&quot;color: white;&quot;&gt;.....................................&lt;/span&gt;&lt;/strong&gt;&lt;strong&gt;Francés&lt;/strong&gt;&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black;&quot;&gt;&lt;em style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;color: #ff6600;&quot;&gt;Ir a&amp;nbsp;&lt;span style=&quot;color: white;&quot;&gt;......................................&lt;/span&gt;&amp;nbsp;Aller en/au&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;em style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;color: #ff6600;&quot;&gt;Vivir en&lt;span style=&quot;color: white;&quot;&gt;................................&lt;/span&gt;&amp;nbsp;Habiter en/au&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;em style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;color: #ff6600;&quot;&gt;Trabajar en&lt;span style=&quot;color: white;&quot;&gt;..........................&lt;/span&gt;&amp;nbsp;Travailler en/au&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;em style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;color: #ff6600;&quot;&gt;Llegar a&lt;span style=&quot;color: white;&quot;&gt;...............................&lt;/span&gt;&amp;nbsp;Arriver en/au&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;em style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;color: #ff6600;&quot;&gt;Estudiar en&amp;nbsp;&lt;span style=&quot;color: white;&quot;&gt;.........................&lt;/span&gt;&amp;nbsp;Étudier en/au&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Du blog:&amp;nbsp;&lt;a href=&quot;http://frances3-macarena.blogspot.com.es/2011/02/les-prepositions-devant-le-nom-des-pays.html&quot;&gt;http://frances3-macarena.blogspot.com.es&lt;/a&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;h4 style=&quot;text-align: left;&quot;&gt;
Pour s&#39;exercer:&lt;/h4&gt;
&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;b style=&quot;background-color: white;&quot;&gt;- Des exercices à trous: &lt;a href=&quot;https://www.francaisfacile.com/exercices/exercice-francais-2/exercice-francais-32043.php&quot; target=&quot;_blank&quot;&gt;prépositions devant les pays&lt;/a&gt;;&amp;nbsp; p&lt;a href=&quot;https://www.francaisfacile.com/exercices/exercice-francais-2/exercice-francais-8857.php&quot; target=&quot;_blank&quot;&gt;répositions+ville/pays&lt;/a&gt;; &lt;a href=&quot;https://www.francaisfacile.com/exercices/exercice-francais-2/exercice-francais-42651.php&quot; target=&quot;_blank&quot;&gt;en-au-aux-à&lt;/a&gt;; &lt;a href=&quot;https://www.utc.fr/~aleverge/PREP/pages/exercices/exerl2.htm&quot; target=&quot;_blank&quot;&gt;quiz&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;b style=&quot;background-color: white;&quot;&gt;- &lt;a href=&quot;http://www.edu365.cat/eso/muds/frances/prepositions_lieu/index.htm&quot; target=&quot;_blank&quot;&gt;Les prépositions de lieu: théorie&amp;nbsp;+ exercices&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b style=&quot;background-color: white; font-family: times, &amp;quot;times new roman&amp;quot;, serif;&quot;&gt;- &lt;a href=&quot;http://www.didierbravo.com/modulesflash/module1/module1.swf&quot; target=&quot;_blank&quot;&gt;À chacun son équipe&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;times&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;b style=&quot;background-color: white;&quot;&gt;- &lt;a href=&quot;http://la-conjugaison.nouvelobs.com/exercice-fle/jouer.php?id_niveau=1&amp;amp;id_rubrique=4&quot; target=&quot;_blank&quot;&gt;Les nationalités&lt;/a&gt;&lt;span id=&quot;goog_17548819&quot;&gt;&lt;/span&gt;&lt;a href=&quot;https://www.blogger.com/&quot;&gt;&lt;/a&gt;&lt;span id=&quot;goog_17548820&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;a href=&quot;http://lexiquefle.free.fr/europ.swf&quot; target=&quot;_blank&quot;&gt;&lt;b style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;- Jeu &quot;Les pays d&#39;Europe&quot;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://guiomarmartinez.blogspot.com/feeds/1631624306249975719/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://guiomarmartinez.blogspot.com/2013/04/les-nationalites.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/1631624306249975719'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1717614145707744749/posts/default/1631624306249975719'/><link rel='alternate' type='text/html' href='http://guiomarmartinez.blogspot.com/2013/04/les-nationalites.html' title='Les prépositions devant les noms des pays. Les nationalités.'/><author><name>G. Mtnez</name><uri>http://www.blogger.com/profile/10224570380274357094</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>