tag:blogger.com,1999:blog-14703931188452286322024-03-06T12:00:29.360-08:00c'est chouette le françaisApprendre le français c'est amusant...Unknownnoreply@blogger.comBlogger86125tag:blogger.com,1999:blog-1470393118845228632.post-20743917515606473832023-02-13T10:41:00.001-08:002023-02-13T10:41:29.850-08:00Pronunciación de J y G en francés | Prof_OriZulu<iframe style="background-image:url(https://i.ytimg.com/vi/W662WUpmxV0/hqdefault.jpg)" width="480" height="270" src="https://youtube.com/embed/W662WUpmxV0" frameborder="0"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-88863864552711323582023-02-13T10:38:00.001-08:002023-02-13T10:38:18.354-08:00APRENDER FRANCES = la pronunciación de las sílabas = G =<iframe style="background-image:url(https://i.ytimg.com/vi/voHYYUhLzrU/hqdefault.jpg)" width="480" height="270" src="https://youtube.com/embed/voHYYUhLzrU" frameborder="0"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-13047772268386581002023-02-07T01:13:00.000-08:002023-02-07T01:13:00.632-08:00Pourquoi y a-t-il des tremblements de terre ? - 1 jour, 1 question<p></p><p></p><p><iframe frameborder="0" height="270" src="https://youtube.com/embed/npZLZ93uOKc" width="480"></iframe></p><div id="pourquoiParle">
<label>Pourquoi en parle-t-on ?</label>
<p>Parce qu’un séisme et sa réplique ont durement frappé la Syrie et la Turquie le 6 février faisant des milliers de victimes. </p><p> </p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPru5bY4Z7bIWuhhmX_2C728HV0TLLOemftIcA6ONY91HWdbb67I8EhZcRBe6VZbWw8bSyxU350QcA05UV4R0BPZWw-0jawovB5JiD6vswoUA-MW_R6vd1OB1x4EHYVmqV8CKEtZupQjK-bfozfe_31OBulSGnqYzeeikkBW1dotxz8BjMybjESU7sLA/s928/1J1A_000_338M8JL.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="618" data-original-width="928" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPru5bY4Z7bIWuhhmX_2C728HV0TLLOemftIcA6ONY91HWdbb67I8EhZcRBe6VZbWw8bSyxU350QcA05UV4R0BPZWw-0jawovB5JiD6vswoUA-MW_R6vd1OB1x4EHYVmqV8CKEtZupQjK-bfozfe_31OBulSGnqYzeeikkBW1dotxz8BjMybjESU7sLA/w333-h222/1J1A_000_338M8JL.jpg" width="333" /> </a></div><div class="separator" style="clear: both; text-align: center;"> </div><div class="separator" style="clear: both; text-align: center;"><h2><strong>Où cela s’est-il passé ?</strong></h2>
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<figure class="alignright size-full is-resized"><img alt="" class="wp-image-245296" height="274" src="https://www.1jour1actu.com/wp-content/uploads/2023/02/Carte_seisme_turquie.jpg" width="470" /></figure></div>
<p style="text-align: justify;">Le <span aria-describedby="tt" class="glossaryLink" data-cmtooltip="<div class=glossaryItemTitle>séisme</div><div class=glossaryItemBody>Un séisme, c&#039;est un tremblement de terre. Il a lieu en profondeur, à plusieurs kilomètre sous un endroit qu&#039;on appelle l&#039;épicentre du séisme. Un séisme violent est souvent suivi de plusieurs tremblements de terre moins forts qu&#039;on appelle des répliques.</div>" data-gt-translate-attributes="[{"attribute":"data-cmtooltip", "format":"html"}]">séisme</span> s’est déclenché tout près de <strong>la <span aria-describedby="tt" class="glossaryLink" data-cmtooltip="<div class=glossaryItemTitle>Frontière</div><div class=glossaryItemBody>Ligne géographique qui marque les limites d’un territoire, ou qui sépare deux pays.</div>" data-gt-translate-attributes="[{"attribute":"data-cmtooltip", "format":"html"}]">frontière</span> entre la Turquie et la Syrie,</strong>
deux pays de l’ouest de l’Asie. C’est là qu’il a fait les plus gros
dégâts. Mais les tremblements ont aussi été ressentis bien plus loin : à
des kilomètres de là.</p><h2><strong>Quand la terre se met à trembler</strong></h2>
<p style="text-align: justify;">Pour comprendre comment une telle catastrophe a pu arriver, il faut
s’intéresser à ce qui se passe sous nos pieds. Cette vidéo (créée en
2015 à la suite d’un séisme au Népal, en Asie) t’explique ce que sont <strong>les plaques tectoniques. </strong>Leurs
mouvements peuvent exceptionnellement produire, à certains endroits du
monde, un séisme très puissant. C’est ce qui s’est produit aujourd’hui. </p><p> </p><h2><strong>Secourir les victimes</strong></h2>
<p style="text-align: justify;">L’urgence est désormais de porter secours aux personnes coincées sous les <span aria-describedby="tt" class="glossaryLink" data-cmtooltip="<div class=glossaryItemTitle>gravats</div><div class=glossaryItemBody>Morceaux de béton, de bois, de verre.</div>" data-gt-translate-attributes="[{"attribute":"data-cmtooltip", "format":"html"}]">gravats</span> des bâtiments effondrés. Pour cela, il faut beaucoup d’hommes, de matériel et d’argent. De nombreux pays, dont la France, <strong>se sont donc engagés à apporter leur aide au plus vite. </strong>Des centaines de sauveteurs de toutes les nationalités sont déjà en route.</p><p style="text-align: justify;"><a href="https://www.1jour1actu.com/monde/cest-quoi-laide-humanitaire" target="_blank">C'est quoi l'aide humanitaire? </a><br /></p><p> </p><p> </p><p> </p>
<p> </p> </div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-40826089780282601822023-02-07T00:52:00.001-08:002023-02-07T00:52:46.155-08:00Pourquoi mange-t-on des crêpes à la chandeleur ? - 1 jour, 1 question<p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p><iframe frameborder="0" height="270" src="https://youtube.com/embed/0A-EUW1l2-w" width="480"></iframe></p><h1 class="post_title">C’est le jour des crêpes !</h1>
<div class="post_excerpt">
<p>En ce 2 février, voici revenue la Chandeleur,
l’un des jours les plus populaires… et surtout les plus gourmands de
l’année ! Mais sais-tu qu’avant d’être la fête des crêpes, la Chandeleur
est d’abord une fête religieuse qui trouve son origine dans la <span aria-describedby="tt" class="glossaryLink" data-cmtooltip="<div class=glossaryItemTitle>Bible</div><div class=glossaryItemBody>Livre sacré des religions juive et chrétienne.</div>" data-gt-translate-attributes="[{"attribute":"data-cmtooltip", "format":"html"}]">Bible</span> ?</p><p> 40 jours après la naissance de <span aria-describedby="tt" class="glossaryLink" data-cmtooltip="<div class=glossaryItemTitle>Jésus</div><div class=glossaryItemBody>Fils de Dieu et de la Vierge Marie, dans la religion chrétienne.</div>" data-gt-translate-attributes="[{"attribute":"data-cmtooltip", "format":"html"}]">Jésus</span>-Christ, sa mère, Marie, se rendit au <span aria-describedby="tt" class="glossaryLink" data-cmtooltip="<div class=glossaryItemTitle>Temple</div><div class=glossaryItemBody>Monument construit en l&#039;honneur d&#039;un dieu ou d&#039;une déesse.</div>" data-gt-translate-attributes="[{"attribute":"data-cmtooltip", "format":"html"}]">Temple</span>
présenter son fils aux prêtres et aux Sages. Un vieillard, qui s’était
juré de voir le Messie avant de mourir, prit l’enfant dans ses bras et
proclama que ce bébé était ‘ la lumière qui allait éclairer les nations
‘. Depuis, ce jour a été baptisé, en latin, ‘ festa candelarium ‘, ce
qui signifie ‘ fête des chandelles ‘ et se traduit par ‘ chandeleur ‘. <br />Ainsi,
chaque année, la Chandeleur célèbre la lumière divine. Les cierges,
bénis ce jour-là, sont portés en processions. Puis, ils sont ramenés à
la maison et gardés d’une année sur l’autre. On les allume dans la
chambre d’un malade, ou en cas d’orage pour éloigner la foudre… <br />Quelle
rapport tout cela a-t-il avec les crêpes ? En fait, le jour de la
Chandeleur coïncide avec le réveil proche du printemps. Les Romains,
déjà, célébraient à cette époque Prospérine, déesse de l’agriculture. En
son honneur, on confectionnait des galettes de céréales. La forme ronde
des galettes, puis des crêpes, peut alors évoquer le soleil, symbole
des beaux jours à venir et du renouveau de la nature. <br />Ainsi, depuis
des siècles, dans tous les pays d’Europe, le mois de février est, de la
Chandeleur à Mardi-Gras, l’un des mois les plus sucrés de l’année.
Merveilles, oreillettes, crêpes et puis, bientôt beignets et gaufres
pour Carnaval… Quelle fête pour le palais ! C’est que toutes ces
réjouissances précèdent le Carême. Durant cette période, qui débute
cette année le 4 mars et qui dure 40 jours, les Chrétiens doivent
jeûner, ce qui signifie peu manger et bannir certains aliments.
Peut-être, alors, qu’avant ces jours d’eau et de pain dur, la tradition
s’est accordée quelques douceurs… qui font notre bonheur !<br />Aussi
durant toute la semaine lesclesjunior.com te propose de réaliser chaque
jour une recette nouvelle, il te suffira d’ouvrir la rubrique Petit
Malin. Mais dès aujourd’hui clique<a href="https://www.lereveil.info/tag/nos%20recettes%20...%20de%20cuisine./" target="_blank"> <b class="http://www.lesclesjunior.com/Petit_Malin3.htm?sku=Mal3190046546123294"> ici </b>.</a></p><p> </p><p>1. Que signifie la chandeleur?</p><p>2. Dans le texte tu trouveras deux synonymes de bougies... nomme-les</p><p>3. Quelle déesse romaine est relationnée avec la chandeleur dans le texte?</p><p>4. Quel symbole de la nature évoquent les crêpes?</p><p>5. Quelles sont les quatre douceurs nommées dans le texte? </p><p>6. Quelle fête chrétienne suit la Chandeleur?</p><p>7. Combien de jours il y a entre la naissance de Jésus et la Chandeleur?</p><p>8. Combien de jours il y a entre la Chandeleur et le premier jour de Carême?</p><p>9. Combien de jours dure le Carême?</p><p>10. Trouve <a href="https://www.la-croix.com/Abonnes/Formation-biblique/Quarante-nombre-conversion-2018-06-29-1700951153" target="_blank">ici </a>le sens de cette durée..... et résume-le en deux phrases maximum.</p><p><br /></p> </div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-13258858147857737592022-11-18T02:15:00.004-08:002022-11-18T02:15:45.975-08:001º ESO A UNITÉ 1
les pronoms sujet
je
tu
il/elle/on
nous
vous
ils/elles
exercice1, exercice2
le verbe être
je suis
tu es
il/elle est
nous sommes
vous êtes
ils/elles sont
Exercice 3, exercice 4
le verbe avoir
j'ai
tu as
il/elle/on a
nous avons
vous avez
ils ont
exercice 5, exercice 6
les verbes en -ER (parler, chanter, danser, habiter, monter...)
je parle
tu parles
il/elle/on parle
nous parlons
vous parlez
ils parlent
écoute les verbes ICI
exercice 7, exercice 8
le présent de l'indicatif
exercice 9 exercice 10
exercices d'addition, soustraction, multiplication, division
EXERCICES AUDIO
exercice 1
exercice 2
exercice 3
exercice 4
exercice 5 Calendrier (adobe flash player)
exercice 6
exercice 7
exercice 8 (la journée de Médor)
exercice 9 (la journée de Jeanne)
exercice 10 (les activités du samedi)
Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-47443004261777422012022-04-06T04:20:00.004-07:002022-04-06T04:50:27.581-07:00Ça va barder! notre roman photo<p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1sL9K8Njbv6t6O0vWYzW-B33V6YnQnY9B/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="1024" data-original-width="724" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdXNXXvgrMspsGQdVSVryxKNPYCn10ODq7VWqXWla1_IesYCvFLBFTKpBMO2ZQlaXWpBvcOVsNtXX-KAFUr-64XmM7RMdEgdmGv9UTLR4Cd9rxxKRbrtTJIIdE745AGDIFxn9zF39qKnf05OhCkf5FEdpHcQKROBokYPW9UQrKpY_CaefHmAYqFC_J/s320/%C3%87a%20va%20barder!%202021_221024_1.jpg" width="226" /></a></div><br /> <p></p>Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-52945368853476321462021-06-21T03:09:00.002-07:002021-06-21T03:09:53.343-07:00la fête de la musique juin 2021<p> Révise ton français à travers la musique:</p><p><br /></p><p>l'interrogation <a href="http://platea.pntic.mec.es/cvera/hotpot/le_papillonb.htm" target="_blank">ICI</a></p><p>LES VERBES</p><p>le présent <a href="http://platea.pntic.mec.es/cvera/hotpot/bruni.htm">ICI</a></p><p>L'imparfait<a href="http://platea.pntic.mec.es/cvera/hotpot/la_grande_sophieb.htm" target="_blank"> ICI </a></p><p>l'imparfait VS le passé composé <a href="http://platea.pntic.mec.es/cvera/hotpot/michele.htm" target="_blank">ICI</a></p><p>Accord participes passés <a href="http://platea.pntic.mec.es/cvera/hotpot/bruel4a.htm" target="_blank">ICI</a></p><p>Le futur <a href="http://platea.pntic.mec.es/cvera/hotpot/cabrel2.htm" target="_blank">ICI</a></p><p>Le passé composé <a href="http://platea.pntic.mec.es/cvera/hotpot/les_betisesa.html" target="_blank">ICI </a> <br /></p><p>Les pronoms <a href="http://platea.pntic.mec.es/cvera/hotpot/dis_lui_oui.htm" target="_blank">ICI</a></p><p> Les chiffres <a href="http://platea.pntic.mec.es/cvera/hotpot/etmoi_etmoib.htm" target="_blank">ICI</a></p><p>La négation <a href="http://platea.pntic.mec.es/cvera/hotpot/ben_loncle_soul_soulmanb.htm" target="_blank">ICI</a></p><p>les relatifs <a href="http://platea.pntic.mec.es/cvera/hotpot/moustaki_en_mediterranee.htm" target="_blank">ICI</a></p><p> <br /></p><p> <br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-39817332890370352202021-01-10T11:21:00.001-08:002021-01-10T11:21:09.057-08:00Ejercicios de Carmen Vera<p> pincha<a href="http://platea.pntic.mec.es/cvera/hotpot/exos/index.htm" target="_blank"> Aqui</a></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-30880657021258510502021-01-07T04:21:00.004-08:002021-01-07T04:21:31.375-08:00les temps verbaux<p>Regarde la vidéo et identifie les temps verbaux que tu as déjà vus.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="377" src="https://www.youtube.com/embed/QGWjKpV9U_w" width="453" youtube-src-id="QGWjKpV9U_w"></iframe></div><br /><p><br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-29750525860799873062020-05-06T04:57:00.001-07:002020-05-06T04:57:48.923-07:00<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/JswOaaE9X-I/0.jpg" src="https://www.youtube.com/embed/JswOaaE9X-I?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<br />Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-11390485938890172782020-01-28T04:55:00.003-08:002020-01-28T04:59:17.095-08:00La chandeleur 2020<br />
<h2 style="text-align: center;">
<span style="color: blue;">La chandeleur</span></h2>
<b>niveaux: 1,2 et 3º ESO</b><br />
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<br />
Regardez la vidéo:<br />
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/0A-EUW1l2-w/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/0A-EUW1l2-w?feature=player_embedded" width="320"></iframe></div>
Maintenant écoutez et répondez aux questions:<br />
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<img border="0" data-original-height="359" data-original-width="600" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh27xf6yg7fd5azN_LRQ-uC5k-nYSUbsLTVGWlewSbcod8tYklPz2fbPo5NsmVdSFY04e4EIl33VDWfruw1dtPMTqunlBGd-1q98hsboQb9XFNGhI0C7rJDk-EsXXTgVx_q1dgj_rzgzt8/s400/La+chandeleur.png" width="400" /></div>
clic <a href="http://www.estudiodefrances.com/fle-html5/la-chandeleur/la-chandeleur.html" target="_blank">ICI </a>pour commencer!!!<br />
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<br />
<b>NIVEAU 1º et 2º Bach.</b><br />
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Les crêpes Suzette:<br />
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<br />
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Maintenant faites le <a href="https://www.flevideo.com/fle_video_quiz_intermediate.php?id=4393" target="_blank">quiz ICI</a><br />
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<b><span style="font-size: large;">et maintenant à vous de cuisiner...... </span></b><br />
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<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4pB9ibn-OPMdGP_8yJGO8pugBmdrgJGcmFf8jeqMNWSBEyG2HucglXDhqm57qxmigsemuuV5i2eWkJXPM33UbUR8JALWF5Q_8Xkz3QWELc6kfZYPIPJLJSixoBy88keEG06nFml5RgQ9_/s1600/fiche-recette-imprimer-light.jpg" style="height: 546px; width: 409px;" /> </div>
Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-36555634530957904302019-11-21T05:10:00.001-08:002019-11-21T05:10:10.809-08:00Le Dîner de Cons.....<div class="separator" style="clear: both; text-align: center;">
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-61712310590574390122019-01-25T03:30:00.001-08:002019-01-25T03:30:15.522-08:00PARA LOS ALUMNOS DE 1º ESO, 4º ESO y 2º BACHILLER<div style="text-align: center;">
<b><span style="font-size: large;">matricularse en la plataforma MOODLE del instituto</span></b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
<b><span style="font-size: large;">Pinchar este enlace <a href="http://iesalmiceran.es/moodle/" target="_blank">ICI</a> par acceder a la plataforma </span></b></div>
<div style="text-align: left;">
<br /></div>
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<b><span style="font-size: large;"> <img alt="" height="358" 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" width="640" /></span></b></div>
<div style="text-align: left;">
<b><span style="font-size: large;"> Acceder a la plataforma </span></b></div>
<div style="text-align: left;">
<b><span style="font-size: large;"> luego aparece esta pantalla</span></b></div>
<div style="text-align: left;">
<br /></div>
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<b><span style="font-size: large;"><img alt="" height="359" 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" 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<b><span style="font-size: large;">Registrarse como usuario</span></b></div>
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" 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<b><span style="font-size: large;">rellenar todos los campos</span></b></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-52729216541658556522019-01-23T00:07:00.001-08:002019-01-23T00:07:47.423-08:00les verbes et les prépositions<h1>
<span style="color: #ff9900;">Verbes et prépositions</span></h1>
<h2>
Verbes suivis d'un infinitif</h2>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><b><span lang="FR-CA" style="font-family: Arial; font-size: 12.0pt;"><span style="color: black;">Verbes suivis directement de l'infinitif </span><br />
</span></b><span lang="FR-CA" style="font-family: Arial;"><span style="color: #ff9900;"><b>(les
verbes qui prennent une préposition en anglais sont en couleur)</b></span></span></span></div>
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<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">adorer</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">descendre</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">laisser</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">rentrer</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">affirmer</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">désirer</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">monter</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">retourner</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">aimer</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">détester</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">nier</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">revenir</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">aller</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">devoir</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">user</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">savoir</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">apercevoir</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">écouter</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">paraître</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">sembler</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">assurer</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">emmener</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">partir</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">sentir</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">avoir beau</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">entendre</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">penser</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">sortir</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">avouer</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">entrer</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">pouvoir</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">souhaiter</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">compter</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">envoyer</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">préférer</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">venir</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">courir</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="color: #ff9900; font-family: Arial;">espérer</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">prétendre</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">voir</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">croire</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">faillir</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">se rappeler</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">vouloir</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">daigner</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">faire</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">reconnaître</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">déclarer</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">falloir</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="color: #ff9900; font-family: Arial;">regarder</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
</td>
</tr>
<tr>
<td colspan="4" valign="top"> </td>
</tr>
<tr>
<td bgcolor="#FFE7CE" colspan="4" valign="top">
<div align="center" class="OmniPage3" style="text-align: center;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><b><span lang="FR-CA" style="font-family: Arial; font-size: 12.0pt;">Verbes suivis de la préposition <span style="color: red;"><i>à</i></span>
devant l'infinitif </span></b><span lang="FR-CA" style="font-family: Arial;"><br />
<span style="color: #ff9900;"><b>(les verbes qui ne prennent pas de préposition
en anglais sont en couleur)</b></span></span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">s'accoutumer à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">conduire à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">forcer à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">pousser à</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">aider à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">consentir à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">s'habituer à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">se préparer à</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">amener à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">consister à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">hésiter à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="color: #ff9900; font-family: Arial;">renoncer à</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="color: #ff9900; font-family: Arial;">s'amuser à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">continuer à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">inciter à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">se résoudre à</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">s'appliquer à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">décider à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">s'intéresser à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">rester à</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">apprendre à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">se décider à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">inviter à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">réussir à</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">arriver à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">employer à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">jouer à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="color: #ff9900; font-family: Arial;">servir à</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="color: #ff9900; font-family: Arial;">s'attendre à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">encourager à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">se mettre à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">songer à</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">autoriser à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">s'engager à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">obliger à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">surprendre à</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">avoir à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">enseigner à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">parvenir à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">tarder à</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">chercher à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">s'essayer à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">penser à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">tenir à</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">commencer à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">être décidé à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">persister à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">travailler à</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">condamner à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">s'exercer à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="color: #ff9900; font-family: Arial;">se plaire à</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">parvenir à</span></span></div>
</td>
</tr>
<tr>
<td colspan="4" valign="top"> </td>
</tr>
<tr>
<td bgcolor="#FFE7CE" colspan="4" valign="top">
<div align="center" class="OmniPage2" style="text-align: center;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><b><span lang="FR-CA" style="font-family: Arial; font-size: 12.0pt;">Verbes suivis de la préposition <span style="color: red;"><i>de</i></span>
devant l'infinitif<br />
</span></b><span lang="FR-CA" style="font-family: Arial;"><span style="color: #ff9900;"><b>(les
verbes qui ne prennent pas de préposition en anglais sont en couleur)</b></span></span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">s’abstenir de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">se dépêcher de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">se hâter de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">prier de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">accepter de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">désespérer de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">interdire de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">promettre de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">accuser de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">dire de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">jurer de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">proposes de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">achever de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">douter de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">se lasser de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">punir de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">s'agir de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">écrire de*</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="color: #ff9900; font-family: Arial;">manquer de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">rappeler de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="color: #ff9900; font-family: Arial;">(s’) arrêter de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="color: #ff9900; font-family: Arial;">s’efforcer de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">menacer de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">refuser de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">attendre de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">empêcher de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">mériter de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">regretter de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">blâmer de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">s'empresser (le</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">mourir de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">remercier de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">cesser de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">essayer de,</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">négliger de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">reprocher de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">choisir de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">s'étonner de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">obliger de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">résoudre de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">commander de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">être obligé de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">s'occuper de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">rêver de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">commencer de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">éviter de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">offrir de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">rire de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">conseiller de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">(s')excuser de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">oublier de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">risquer de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">continuer de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">faire exprès de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">pardonner de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">souffrir de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">convaincre de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">faire semblant de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">permettre de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">soupçonner </span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">craindre de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">se fatiguer de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">persuader de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="color: #ff9900; font-family: Arial;">se souvenir de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">décider de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">(se) féliciter de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">se plaindre de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">suggérer de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">défendre de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="color: #ff9900; font-family: Arial;">finir de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">prendre soin de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">tâcher de</span></span></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">demander de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">se garder (le</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">se presser de</span></span></div>
</td>
<td bgcolor="#FFFFCC" valign="top">
<div class="OmniPage2">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">tenter de</span></span></div>
</td>
</tr>
</tbody></table>
<h2>
Verbes suivis d'un nom</h2>
<table align="center" border="0" cellpadding="0" cellspacing="5" style="width: 643px;">
<tbody>
<tr bgcolor="#FF9900">
<td colspan="3" valign="top">
<div align="center">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: medium;">Verbes
dont l'emploi prépositionnel varie de celui de leurs équivalents
en anglais</span></div>
</td>
</tr>
<tr bgcolor="#FFE7CE">
<td valign="top">
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><span lang="FR-CA" style="font-family: Arial;">Verbes suivis d'un complément d'objet direct (sans préposition)</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><span lang="FR-CA" style="font-family: Arial;">Verbes suivis d'un complément d'objet indirect introduit par <span style="color: red;"><b><i>à</i></b></span></span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><span lang="FR-CA" style="font-family: Arial;">Verbes suivis d'un complément d'objet indirect introduit par <span style="color: red;"><b><i>de</i></b></span></span></span></div>
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<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">approuver </span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;"><span style="font-size: xx-small;">(quelque chose ou quelqu'un)</span></span></span></td>
<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">s'adresser
à</span></td>
<td bgcolor="#FFFFCC" valign="top"><br /></td>
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<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">attendre </span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;"><span style="font-size: xx-small;">(quelque chose ou quelqu'un)</span></span></span></td>
<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">s'amuser
à</span></td>
<td bgcolor="#FFFFCC" valign="top"><br /></td>
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<tr bgcolor="#FFFFCA">
<td valign="top">
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<span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">chercher </span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;"><span style="font-size: xx-small;">(quelque chose ou quelqu'un)</span></span></span></div>
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<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">s'attendre
à</span></td>
<td bgcolor="#FFFFCC" valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">dépendre
de</span></td>
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<span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">écouter
</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;"><span style="font-size: xx-small;">(quelque chose ou quelqu'un)</span></span> </span></div>
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<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">jouer
à </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span style="font-size: xx-small;">(un
jeu)</span></span></td>
<td bgcolor="#FFFFCC" valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">jouer
de </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: xx-small;">(un instrument)
</span></td>
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<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">espérer
</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;"><span style="font-size: xx-small;">(quelque chose ou quelqu'un)</span></span> </span></td>
<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">s'opposer
à</span></td>
<td bgcolor="#FFFFCC" valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">
manquer de</span></td>
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<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">payer </span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;"><span style="font-size: xx-small;">(quelque chose ou quelqu'un)</span></span></span></td>
<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">passer
du temps à</span></td>
<td bgcolor="#FFFFCC" valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">se
servir de</span></td>
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<tr bgcolor="#FFFFCA">
<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">pleurer </span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;"><span style="font-size: xx-small;">(quelque chose ou quelqu'un)</span></span></span></td>
<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">plaire
à</span></td>
<td bgcolor="#FFFFCC" valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">se
souvenir de</span></td>
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<tr bgcolor="#FFFFCA">
<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;">regarder </span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span lang="FR-CA" style="font-family: Arial;"><span style="font-size: xx-small;">(quelque chose ou quelqu'un)</span></span></span></td>
<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">renoncer
à</span></td>
<td bgcolor="#FFFFCC" valign="top"><br /></td>
</tr>
<tr bgcolor="#FFFFCA">
<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">réussir</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">
<span lang="FR-CA" style="font-family: Arial;"><span style="font-size: xx-small;">(quelque chose)</span></span> </span></td>
<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">répondre
à</span></td>
<td bgcolor="#FFFFCC" valign="top"><br /></td>
</tr>
<tr bgcolor="#FFFFCA">
<td valign="top"><br /></td>
<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">ressembler
à</span></td>
<td bgcolor="#FFFFCC" valign="top"><br /></td>
</tr>
<tr bgcolor="#FFFFCA">
<td valign="top"><br /></td>
<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">servir
à</span></td>
<td bgcolor="#FFFFCC" valign="top"><br /></td>
</tr>
<tr bgcolor="#FFFFCA">
<td valign="top"><br /></td>
<td valign="top"><span style="color: #ff9900; font-family: Arial, Helvetica, sans-serif; font-size: x-small;">téléphoner
à</span></td>
<td bgcolor="#FFFFCC" valign="top"><br /></td>
</tr>
</tbody></table>
Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-9480459348865731532019-01-08T00:15:00.001-08:002019-01-08T00:27:44.084-08:00Fruits et légumes de saison<div class="separator" style="clear: both; text-align: center;">
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les légumes et fruits de saison<br />
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la chanson des fruits</div>
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le chou</div>
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Le concombre</div>
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l'orange</div>
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La mûre</div>
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la banane<br />
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le melon</div>
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La pêche</div>
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la compote de pommes</div>
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le smoothie a la banane</div>
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l'orange givrée</div>
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la soupe de citrouille</div>
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Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-46115340940433203212018-11-09T02:27:00.002-08:002018-11-09T02:27:42.017-08:00Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-44844235091805399242018-10-31T00:29:00.001-07:002018-10-31T00:29:23.122-07:00QUI o QUE en Francés<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/zCbmir0WvSc" width="480"></iframe>Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-9346131583370008852018-10-17T00:45:00.002-07:002018-10-19T02:47:59.786-07:00FESTIVAL CINÉMA FRANçAIS MALAGA<div dir="ltr" id="docs-internal-guid-7d50c306-7fff-29dd-4bb9-62fd0b9a6ee2" style="line-height: 1.38; margin-bottom: 5pt; margin-top: 0pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 27.999999999999996pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">FICHE PEDAGOGIQUE LES GRANDS ESPRITS</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> <span style="font-size: x-large;">GRANDS ESPRITS </span></span></h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh30pu9zgRHHu7AtSXIykVrlVesSjHWIFoth5PAP5D8Bjt9ih-WUCNqe2faHzfYqJ_jnbiAzL2GptH-SOjeGl9rd4JWZw8vW0ds660Nq7nb75IbrKfy1RU0y94EDnZVj33oOiXn6Ws787c/s1600/%25C3%25ADndice.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="268" data-original-width="182" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh30pu9zgRHHu7AtSXIykVrlVesSjHWIFoth5PAP5D8Bjt9ih-WUCNqe2faHzfYqJ_jnbiAzL2GptH-SOjeGl9rd4JWZw8vW0ds660Nq7nb75IbrKfy1RU0y94EDnZVj33oOiXn6Ws787c/s320/%25C3%25ADndice.jpeg" width="217" /></a></div>
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">I. OBSERVEZ L’AFFICHE PUIS RÉPONDEZ AUX QUESTIONS SUIVANTES :</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">1/ Quel est le titre du film ? ...............................................................................</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">2/ Quel est le nom du réalisateur ? .......................................................................</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">3/ Qui sont les acteurs principaux ? ......................................................................</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">4/ À votre avis, de quel genre de film s’agit-il ?</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">❑ d’action ❑ policier ❑ comédie ❑ de science-fiction ❑ drame</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">❑ historique ❑ documentaire ❑ d’amour ❑ comédie dramatique ❑ d’horreur</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">5/ Selon vous, quelle est la relation entre les deux personnages principaux ? .................................................................................................................</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">6/ Pensez-vous qu’ils aient une bonne ou une mauvaise relation ? ................................................................................................................. ................................................................................................................. .................................................................................................................</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">7/ Pourquoi ? Justifiez votre réponse en décrivant l’attitude des deux personnages : ................................................................................................................. ................................................................................................................. .................................................................................................................</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">II. LE TITRE DU FILM</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Analysez le titre et répondez aux questions suivantes :</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">1/ Que signifie “un grand esprit” ?</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">❑ une personne spirituelle ❑ une personne intelligente ❑ un adulte</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">2/ Expliquez avec vos mots l’expression suivante : “Les grands esprits se rencontrent”. ................................................................................................................. ................................................................................................................. ................................................................................................................. .................................................................................................................</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> </span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">III. LE SYNOPSIS DU FILM</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">François Foucault, la quarantaine, est professeur agrégé de lettres au lycée Henri IV à Paris. Une suite d’événements le force à accepter une mutation d’un an dans un collège de banlieue classé REP+. Il redoute le pire. À juste titre.</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Lisez le synopsis et répondez aux questions suivantes :</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">1/ Faites des hypothèses : pour quelles raisons François doit-il changer de collège ? ................................................................................................................. ................................................................................................................. .................................................................................................................</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">2/ À votre avis, qu’est-ce qui détermine si une école est “prioritaire” ou non ? ................................................................................................................. ................................................................................................................. .................................................................................................................</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">3/ “François redoute le pire”. Pourquoi ? Faites des hypothèses : à quelles difficultés le professeur pourra-t-il être confronté dans son nouveau collège ? ................................................................................................................. ................................................................................................................. .................................................................................................................</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">IV. LES EXTRAITS DU FILM</span></div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/9mAakrYlpvc/0.jpg" src="https://www.youtube.com/embed/9mAakrYlpvc?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Regardez la bande-annonce (https://www.youtube.com/watch?v=9mAakrYlpvc) et faites l’activité suivante :</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Lisez les affirmations du tableau et complétez par VRAI ou FAUX :</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Affirmations VRAI FAUX</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Le personnage principal pense qu’en général, les professeurs en banlieue sont inexpérimentés.</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Il choisit d’être muté (transféré) dans son nouveau collège.</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Le conseil qu’on donne au professeur est de se faire respecter tout de suite.</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Il y a des problèmes de compréhension entre le professeur et les élèves.</span><br />
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/UFqz8Ect6bI/0.jpg" src="https://www.youtube.com/embed/UFqz8Ect6bI?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Regardez les 4 extraits du film (https://www.youtube.com/watch?v=UFqz8Ect6bI) et faites l’activité suivante :</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Dites à quels extraits correspondent les affirmations suivantes (attention, deux affirmations correspondent à un même extrait) :</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">● le professeur fait référence à une oeuvre célèbre (Les Misérables) : extrait no ...</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">● le professeur explique que la grammaire est très importante pour comprendre ce qu’on dit : extrait no ...</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">● le professeur se moque des capacités de ses étudiants : extrait no ...</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">● le professeur donne des conseils pour avoir de bonnes notes : extrait no ...</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">● le professeur essaye de se rappeler du nom et de la place de ses élèves : extrait no ...</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">V. UNE CRITIQUE DE FILM</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Lisez cette critique provenant du site http://www.allocine.fr et répondez aux questions :</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">1/ La critique est... a) neutre b) positive c) négative</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">2/ Selon l’auteur de cette critique...</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">a) Le réalisateur exagère et caricature ces écoles et les enseignants qui y travaillent. b) Le réalisateur décrit bien la réalité de ces écoles et des enseignants qui y travaillent.</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">3/ D’après lui... (deux réponses)</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">a) Le film est drôle. b) Le film est décevant. c) Le film est réussi.</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">4/ Selon lui...</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">a) Les Grands Esprits est meilleur que les autres films qui traitent le même sujet. b) Les Grands Esprits est moins bon que les autres films qui traitent le même sujet. c) Les Grands Esprits est aussi bon que les autres films qui traitent le même sujet.</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">5/ Quelle est la profession de l’internaute ? Justifiez votre réponse en citant le texte.</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">VI. ACTIVITÉS DE PRODUCTION ORALE / GRAMMAIRE</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Comparez la situation du professeur avant / maintenant. > Utilisez l’imparfait pour décrire l’ancienne situation et le présent pour décrire la situation actuelle. Utilisez aussi les comparatifs (plus (de), moins (de), autant (de), aussi... que)</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Situation AVANT : Au lycée Henri IV à Paris</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Situation MAINTENANT : Dans un collège de banlieue classé REP+</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Quels conseils pourrait-on donner au professeur dans cette nouvelle situation ? > Faites une liste de conseils en utilisant les différentes structures possibles :</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">● Tu dois / tu devrais... (+ infinitif)</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">● Tu peux / tu pourrais... (+ infinitif)</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">● ll faut / il ne faut pas... (+ infinitif)</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">● Je te conseille de... (+ infinitif)</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">● L’impératif</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">● Il faudrait que tu / il ne faudrait pas que tu... (+ subjonctif)</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">● Il est important / nécessaire / essentiel que tu... (+ subjonctif)</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">● Si j’étais toi, je... (+ conditionnel)</span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> </span></div>
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<span style="background-color: transparent; color: black; font-family: "times"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwFHCqDtFm51-rDltMT2G5A3bZB0DmYYKYxqRZgNAKj46IG5pD_3_k4uj9t3Yx9XzY884Qutp-WVOtp39GkJ9kvgcTqudAaOvYP-mAESLkib4TZwZazWiNTmS2K3BBNcyDHw1YYsgi_DI/s1600/BRIO.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="262" data-original-width="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwFHCqDtFm51-rDltMT2G5A3bZB0DmYYKYxqRZgNAKj46IG5pD_3_k4uj9t3Yx9XzY884Qutp-WVOtp39GkJ9kvgcTqudAaOvYP-mAESLkib4TZwZazWiNTmS2K3BBNcyDHw1YYsgi_DI/s1600/BRIO.jpeg" /></a></span></div>
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<b><span style="font-size: x-large;">bande annonce:</span></b></div>
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Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-78655050942969625012018-09-26T00:05:00.000-07:002018-11-21T00:17:10.734-08:00petite mise à jour....<b><span style="font-size: large;">exercices pour nous mettre à jour...</span></b><br />
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<b><span style="background-color: white; font-size: medium;">1. les chiffres de 20 à 100</span></b></div>
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<span style="background-color: white;"><a href="http://www.education.vic.gov.au/languagesonline/french/sect25/index.htm" style="color: #993322; text-decoration-line: none;" target="_blank">10 jeux</a> pour apprendre les chiffres en français</span></div>
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<span style="background-color: white; font-size: medium;"><b>2. les pronoms sujet</b></span></div>
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<span style="background-color: white;">je</span></div>
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<span style="background-color: white;">tu</span></div>
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<span style="background-color: white;">il/elle/on</span></div>
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<span style="background-color: white;">nous </span></div>
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<span style="background-color: white;">vous </span></div>
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<span style="background-color: white;">ils/elles</span></div>
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<span style="background-color: white;"><a href="http://mapage.noos.fr/pedagogie/francais_maths/conjugaison/pronoms.htm" style="color: #993322; text-decoration-line: none;" target="_blank">exercice1</a>, <a href="http://www.lepointdufle.net/ressources_fle/il_elle.htm" style="color: #993322; text-decoration-line: none;" target="_blank">exercice2</a></span></div>
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<b><span style="background-color: white; font-size: medium;"><br /></span></b></div>
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<b><span style="background-color: white; font-size: medium;">le verbe être</span></b></div>
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<span style="background-color: white;">je suis</span></div>
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<span style="background-color: white;">tu es</span></div>
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<span style="background-color: white;">il/elle est</span></div>
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<span style="background-color: white;">nous sommes</span></div>
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<span style="background-color: white;">vous êtes</span></div>
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<span style="background-color: white;">ils/elles sont</span></div>
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<b style="background-color: white;"><a href="http://www.lepointdufle.net/ressources_fle/present_etre.htm" style="color: #993322; text-decoration-line: none;" target="_blank">Exercice 3</a>, <a href="http://storage.canalblog.com/56/04/356863/18339298.htm" style="color: #993322; text-decoration-line: none;" target="_blank">exercice 4</a></b></div>
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<b><span style="background-color: white; font-size: medium;">le verbe avoir</span></b></div>
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<span style="background-color: white;">j'ai</span></div>
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<span style="background-color: white;">tu as</span></div>
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<span style="background-color: white;">il/elle/on a</span></div>
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<span style="background-color: white;">nous avons</span></div>
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<span style="background-color: white;">vous avez</span></div>
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<span style="background-color: white;">ils ont</span></div>
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<span style="background-color: white;"><a href="http://www.lepointdufle.net/ressources_fle/present_avoir.htm" style="color: #993322; text-decoration-line: none;" target="_blank">exercice 5</a>, <a href="https://www.lepointdufle.net/ressources_fle/present_avoir.htm" target="_blank">exercice 6</a></span></div>
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<span style="background-color: white;"><span style="font-size: medium;"><b>les verbes en -ER</b></span> (parl<span style="color: red;">er</span>, chant<span style="color: red;">er</span>, dans<span style="color: red;">er</span>, habit<span style="color: red;">er</span>, mont<span style="color: red;">er</span>...)</span></div>
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<span style="background-color: white;">je parle</span></div>
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<span style="background-color: white;">tu parles</span></div>
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<span style="background-color: white;">il/elle/on parle</span></div>
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<span style="background-color: white;">nous parlons</span></div>
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<span style="background-color: white;">vous parlez</span></div>
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<span style="background-color: white;">ils parlent</span></div>
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<b style="background-color: white;">é<a href="http://claweb.cla.unipd.it/home/smazurelle/dynamots/a1/m1/gr_verb_er.htm" style="color: #993322; text-decoration-line: none;" target="_blank">coute les verbes ICI</a></b></div>
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<b style="background-color: white;"><a href="http://www.didieraccord.com/exercices/index.php?ex=1.2.3" style="color: #993322; text-decoration-line: none;" target="_blank">exercice 7</a>, <a href="http://www.laits.utexas.edu/tex/gr/ver1.html" style="color: #993322; text-decoration-line: none;" target="_blank">exercice 8</a></b></div>
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<b style="background-color: white;">le présent de l'indicatif</b></div>
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<b style="background-color: white;"><a href="http://www.bonjourdefrance.com/n11/jeux/oiebdf1.html" style="color: #993322; text-decoration-line: none;" target="_blank">exercice 9 et 10</a> (vale 2 puntos)</b></div>
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<span style="background-color: white; color: #660000; font-family: "coming soon"; font-size: 14.49px;"><u><b>1.1. Les verbes réguliers -ER</b></u></span><br />
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<span style="background-color: white;"><span style="color: #322299; font-family: "coming soon"; font-size: 14.49px;"> </span><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;">aimer, parler, jouer, chanter...<span style="color: red;"> -e</span></i><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;"><span style="color: red;"> -es</span></i><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;"><span style="color: red;"> -e</span></i><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;"><span style="color: red;"> -ons</span></i><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;"><span style="color: red;"> - ez</span></i><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;"><span style="color: red;"> - ent</span></i><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;"><br /></i><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;">je parl<span style="color: red;">e</span></i><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;">tu parl<span style="color: red;">es</span></i><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;">il/elle/on parl<span style="color: red;">e</span></i><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;">nous parl<span style="color: red;">ons</span></i><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;">vous parl<span style="color: red;">ez</span></i><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;">ils/elles parl<span style="color: red;">ent</span></i><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><i style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;"><br /></i><b style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;"><u><i>1.1.1. les verbes en -CER</i></u></b><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><span style="color: #322299; font-family: "coming soon"; font-size: 14.49px;"> pla</span><span style="color: red; font-family: "coming soon"; font-size: 14.49px;">cer</span><span style="color: #322299; font-family: "coming soon"; font-size: 14.49px;"> --- nous pla</span><span style="color: lime; font-family: "coming soon"; font-size: 14.49px;">ç</span><span style="color: red; font-family: "coming soon"; font-size: 14.49px;">ons</span><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><span style="color: #322299; font-family: "coming soon"; font-size: 14.49px;">lan</span><span style="color: red; font-family: "coming soon"; font-size: 14.49px;">cer</span><span style="color: #322299; font-family: "coming soon"; font-size: 14.49px;"> ---- nous lan</span><span style="color: lime; font-family: "coming soon"; font-size: 14.49px;">ç</span><span style="color: red; font-family: "coming soon"; font-size: 14.49px;">ons</span><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><span style="color: #322299; font-family: "coming soon"; font-size: 14.49px;">commen</span><span style="color: red; font-family: "coming soon"; font-size: 14.49px;">cer </span><span style="color: #322299; font-family: "coming soon"; font-size: 14.49px;">---- nous commen</span><span style="color: lime; font-family: "coming soon"; font-size: 14.49px;">ç</span><span style="color: red; font-family: "coming soon"; font-size: 14.49px;">ons</span><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /><b style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;"><u><i>1.1.2. Les verbes en -GER</i></u></b></span><br />
<span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;"> manger ----- nous mang</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">e</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">ons</span><br />
<span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">ranger ------ nous rang</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">e</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">ons</span><br />
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<b style="background-color: white; color: #322299; font-family: "Coming Soon"; font-size: 14.49px;"><u><i>1.1.3. Les verbes qui doublent la consonate finale</i></u></b><br />
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<span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">appeler ---- j'apel</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">l</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">e</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">, tu appel</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">l</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">es</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">, il appel</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">l</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">e</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">, ils appel</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">l</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">ent</span><br />
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<span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">jeter ------ je jet</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">t</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">e</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">, tu jet</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">t</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">es</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">, il jet</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">t</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">e</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">, ils jet</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">t</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">ent</span><br />
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<b style="background-color: white; color: #322299; font-family: "Coming Soon"; font-size: 14.49px;"><u><i>1.1.4. Les verbes qui prennent un accent grave sur le "e" muet final</i></u></b><br />
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<span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">préférer---- je préf</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">è</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">r</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">e</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">, tu préf</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">è</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">r</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">es</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">, il préf</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">è</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">r</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">e</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">, ils préf</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">è</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">r</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">ent</span><br />
<span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">acheter----- j'ach</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">è</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">t</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">e</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">, tu ach</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">è</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">t</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">es</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">, il ach</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">è</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">t</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">e</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">, ils ach</span><span style="background-color: white; color: lime; font-family: "coming soon"; font-size: 14.49px;">è</span><span style="background-color: white; color: #322299; font-family: "coming soon"; font-size: 14.49px;">t</span><span style="background-color: white; color: red; font-family: "coming soon"; font-size: 14.49px;">ent</span><br />
<br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" />
<b style="background-color: white; color: #322299; font-family: "Coming Soon"; font-size: 14.49px;">EXERCICES AUTOCORRIGÉS ONLINE</b><br />
<br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" />
<a href="http://www.estudiodefrances.com/exercices/exopresente.htm" style="background-color: white; color: #993322; font-family: "Coming Soon"; font-size: 14.49px; text-decoration-line: none;" target="_blank">LE VERBE AIMER</a><br />
<a href="http://claweb.cla.unipd.it/home/smazurelle/dynamots/a1/m1/ae_verb_er1.htm" style="background-color: white; color: #993322; font-family: "Coming Soon"; font-size: 14.49px; text-decoration-line: none;" target="_blank">ASSOCIER</a><br />
<a href="http://www.laits.utexas.edu/fi/quiz/er-verbs-regular-present-tense" style="background-color: white; color: #993322; font-family: "Coming Soon"; font-size: 14.49px; text-decoration-line: none;" target="_blank">CHOISIR ET COMPLÉTER</a><span style="background-color: white;"><br style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;" /></span><a href="http://people.wku.edu/nathan.love/101-102/interact101-102/r-p_u02_verb_1st_conj.htm" style="background-color: white; color: #ff3300; font-family: "Coming Soon"; font-size: 14.49px;" target="_blank">COMPLÉTER AU PRÉSENT</a></div>
<div>
<div style="color: #322299; font-family: "Coming Soon";">
<span style="font-size: medium;"><span style="background-color: white;"><b>LES COULEURS</b></span></span></div>
<div style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;">
<a href="http://www.education.vic.gov.au/languagesonline/french/sect19/no_1/no_1.htm" style="background-color: white; color: #993322; font-size: 14.49px; text-decoration-line: none;" target="_blank">exercice 1</a></div>
<div style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;">
<a href="http://www.education.vic.gov.au/languagesonline/french/sect19/no_2/no_2.htm" style="background-color: white; color: #993322; text-decoration-line: none;" target="_blank">exercice 2</a></div>
</div>
<div style="color: #322299; font-family: "Coming Soon"; font-size: 14.49px;">
<br /></div>
<div style="font-family: "Coming Soon";">
<div style="color: #322299; font-size: 14.49px;">
<b><span style="background-color: white; font-size: medium;">LE CORPS</span></b></div>
<div style="color: #322299; font-size: 14.49px;">
<a href="http://www.education.vic.gov.au/languagesonline/french/sect30/no_01/no_01.htm" style="background-color: white; color: #993322; text-decoration-line: none;" target="_blank">exercice 1</a></div>
<div style="color: #322299; font-size: 14.49px;">
<a href="http://www.education.vic.gov.au/languagesonline/french/sect30/no_02/no_02.htm" style="background-color: white; color: #993322; text-decoration-line: none;" target="_blank">exercice 2</a></div>
<div style="color: #322299; font-size: 14.49px;">
<a href="http://www.education.vic.gov.au/languagesonline/french/sect30/no_03/no_03.htm" style="background-color: white; color: #993322; text-decoration-line: none;" target="_blank">exercice 3</a></div>
<div style="color: #322299; font-size: 14.49px;">
<a href="http://www.education.vic.gov.au/languagesonline/french/sect30/no_04/no_04.htm" style="background-color: white; color: #993322; text-decoration-line: none;" target="_blank">exercice 4</a></div>
<div style="color: #322299; font-size: 14.49px;">
<a href="http://www.education.vic.gov.au/languagesonline/french/sect30/no_07/no_07.htm" style="background-color: white; color: #993322; text-decoration-line: none;" target="_blank">exercice 5</a></div>
<div style="color: #322299; font-size: 14.49px;">
<a href="http://www.education.vic.gov.au/languagesonline/french/sect30/no_06/no_06.htm" style="background-color: white; color: #993322; text-decoration-line: none;" target="_blank">le jeu</a></div>
<div style="color: #322299; font-size: 14.49px;">
<span style="background-color: white;"><br /></span></div>
<div style="color: #322299; font-size: 14.49px;">
<b><span style="background-color: white; font-size: medium;">LES VÊTEMENTS</span></b></div>
<div style="color: #322299; font-size: 14.49px;">
<a href="http://www.education.vic.gov.au/languagesonline/french/sect31/no_01/no_01.htm" style="background-color: white; color: #993322; text-decoration-line: none;" target="_blank">exercice 1</a></div>
<div style="color: #322299; font-size: 14.49px;">
<a href="http://www.education.vic.gov.au/languagesonline/french/sect31/no_02/no_02.htm" style="background-color: white; color: #993322; text-decoration-line: none;" target="_blank">exercice 2</a></div>
<div style="color: #322299; font-size: 14.49px;">
<a href="http://www.education.vic.gov.au/languagesonline/french/sect31/no_03/no_03.htm" style="background-color: white; color: #993322; text-decoration-line: none;" target="_blank">exercice 3</a></div>
<div style="color: #322299; font-size: 14.49px;">
<a href="http://www.education.vic.gov.au/languagesonline/french/sect31/no_04/no_04.htm" style="background-color: white; color: #993322; text-decoration-line: none;" target="_blank">exercice 4</a></div>
<div style="color: #322299; font-size: 14.49px;">
<a href="http://www.education.vic.gov.au/languagesonline/french/sect31/no_09/no_09.htm" style="background-color: white; color: #993322; text-decoration-line: none;" target="_blank">exercice 5</a></div>
<div style="color: #322299; font-size: 14.49px;">
<br /></div>
<div style="color: #322299;">
<b>LES POSSESSIFS avec les membres de la famille</b></div>
<div>
<span style="color: #990000;"><a href="http://uregina.ca/~laninstit/HotPot/French/Elementaire/exercises/A/a023.htm" target="_blank">exercice 1</a></span></div>
<div>
<a href="http://uregina.ca/~laninstit/HotPot/French/Elementaire/exercises/A/a022.htm" target="_blank">exercice 2</a></div>
<div>
<a href="https://fog.ccsf.edu/~creitan/q2adpos1.htm" target="_blank">exercice 3</a></div>
<div>
<br /></div>
<div>
<span style="color: #0b5394;"><b>LES ARTICLES DÉFINIS ET INDÉFINIS</b></span></div>
<div>
<br /></div>
<div>
<span style="color: #cc0000;"><a href="http://www.didierconnexions.com/niveau1/index.php?id=2-6-3-1" target="_blank">exercice 1</a></span></div>
<div>
<span style="color: #cc0000;"><a href="https://fog.ccsf.edu/~creitan/qchap2mf.htm" target="_blank">exercice 2</a></span></div>
<div>
<span style="color: #cc0000;"><a href="http://www.didierconnexions.com/niveau1/index.php?id=2-4-6-2" target="_blank">exercice 3</a></span></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<b><br /></b></div>
</div>
Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-12465476894719408512018-06-13T02:46:00.003-07:002018-06-15T08:00:55.400-07:00PARIS... PARIS...AVEC CE JEU TU POURRAS MIEUX CONNAÎTRE PARIS...<br />
<br />
Ask your students to join game with this code at <a href="https://join.quizizz.com/" target="_BLANK"> https://join.quizizz.com </a><br />
<br />
ET LE CODE C'EST .... 464146<br />
<br />
BONNE CHANCE!!!! Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-6050014461509939552018-05-20T23:40:00.000-07:002018-05-20T23:46:36.680-07:00notre journée à Disneyland Paris<br />
<br />
Tu vas trouver tout ce dont tu vas avoir besoin <a href="https://lostraveleros.com/" target="_blank">ICI</a> ou encore <a href="https://tuescapada.eu/" target="_blank">LÀ</a> et en plus <a href="https://viajandoconprincesas.com/disneyland-paris-antiguo-euro-disney/https://viajandoconprincesas.com/disneyland-paris-antiguo-euro-disney/" target="_blank">CI-DESSOUS</a> et surtout n'oublie pas de télécharger le PDF des spectacles inclus à la fin d'un de ces links....<br />
<br />
réponds à ces questions<br />
<br />
1. Comment est divisé le Parc?<br />
<br />
2. Quelles sont les attractions les plus populaires et où se trouvent-elles?<br />
<br />
3. Quelle est la thématique proposée lors de ton séjour?<br />
<br />
4. Où aimerais-tu manger ce jour-là?Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-16333017564333072202018-05-09T05:00:00.000-07:002018-05-09T05:00:04.137-07:00EUROVISION.... version française<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/kT2G60kv4F0/0.jpg" src="https://www.youtube.com/embed/kT2G60kv4F0?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<br />Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-92098674467717922852018-03-22T05:07:00.000-07:002018-03-22T06:00:08.556-07:00la poésie en cours de Francçais<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/MalR-e4IgAs/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/MalR-e4IgAs?feature=player_embedded" width="320"></iframe></div>
<br />
<br />
<span style="background-color: white; color: #333333; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 15.4px; text-align: center;">(Carmen Vera Pérez . Merci !)</span><br />
<br />
Regarde la vidéo et construis la tienne en suivant ce modèle.<br />
<br />
<a href="http://platea.pntic.mec.es/~cvera/hotpot/dejeunerdumatin0.htm" target="_blank">Activité orale</a><br />
<br />
<a href="http://monde.bonjourdumonde.com/exercices/contenu/comprendre-une-poesie.html" target="_blank">Exercices</a><br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/gTBHSXH8x7U/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/gTBHSXH8x7U?feature=player_embedded" width="320"></iframe></div>
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<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/0M01Rb7kEfA/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/0M01Rb7kEfA?feature=player_embedded" width="320"></iframe></div>
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<br />Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-89742510351521495862018-02-07T02:51:00.001-08:002018-02-22T01:13:11.502-08:00D.E.L.F. B1<br />
<span style="font-size: large;"><u><b>PAGE D'INTÉRÊT</b></u></span><br />
<br />
<a href="https://delfdalfsevilla.wordpress.com/delf-b1/" target="_blank">DELF B1 </a><br />
<br />
<span style="font-size: large;"><b><u>EXERCICES DELF B1</u></b></span><br />
<br />
<a href="http://www.leplaisirdapprendre.com/portfolio/selection-activites-comprehension-orale-a1-a2-b1-b2/" target="_blank">COMPRÉHENSION ORALE</a><br />
<br />
<a href="http://www.leplaisirdapprendre.com/portfolio/selection-activites-comprehension-ecrite-a1-a2-b1-b2/" target="_blank">COMPRÉHENSION ÉCRITE</a><br />
<br />
<a href="http://www.leplaisirdapprendre.com/portfolio/selection-activites-lexique-a1-a2-b1-b2/" target="_blank">LEXIQUE</a><br />
<br />
<a href="http://www.leplaisirdapprendre.com/portfolio/selection-activites-grammaire-a1-a2-b1-b2/" target="_blank">GRAMMAIRE </a><br />
<br />
<br />
PODCAST<br />
<br />
14/02/18<br />
<h1 class="post-title">
Les grosses têtes fêtent mardi gras sur RTL</h1>
<div class="post-hat">
REPLAY - Avec aujourd'hui autour de Laurent
Ruquier : Chantal Ladesou, Bernard Mabille, Philippe Manœuvre, Laurent
Baffie, Stéphane Plaza et Steevy Boulay. </div>
<br />
<br />
<a href="http://www.rtl.fr/culture/medias-people/les-grosses-tetes-fetent-mardi-gras-sur-rtl-7792247834" target="_blank">ÉCOUTE ICI: </a><br />
http://www.rtl.fr/culture/medias-people/les-grosses-tetes-fetent-mardi-gras-sur-rtl-7792247834Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0tag:blogger.com,1999:blog-1470393118845228632.post-78177834353869225912018-01-09T05:43:00.000-08:002018-01-09T05:44:11.227-08:00le passé composé<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/9f8y6miMJW8/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/9f8y6miMJW8?feature=player_embedded" width="320"></iframe></div>
<br />Bégo Laprofhttp://www.blogger.com/profile/00608735180041126299noreply@blogger.com0