tag:blogger.com,1999:blog-42690784112856895192024-03-13T09:14:03.636-07:00Éducation Physique en françaisL'éducation physique au Lycée Valle Inclán à Pontevedra en Galice - Espagneanassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.comBlogger113125tag:blogger.com,1999:blog-4269078411285689519.post-51616371330105785682020-08-12T00:29:00.003-07:002020-08-12T00:30:08.502-07:00La presse à propos du projet<p><a href="https://www.lavozdegalicia.es/noticia/pontevedra/pontevedra/2020/08/11/ies-valle-inclan-recibe-sello-calidad-dos-proyectos-europeos/0003_202008P11C4992.htm">La Voz de Galicia</a> </p><p><img alt="" 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" /></p><p><a href="https://pontevedraviva.com/xeral/66561/selo-calidade-nacional-ies-valle-inclan-dous-proxectos/?lang=es">Pontevedraviva</a><br /></p><p style="text-align: center;"><img alt="" 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" /></p>anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-54070510112006245432020-08-03T23:41:00.002-07:002020-08-04T05:14:47.203-07:00Label de qualité national eTwinning<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "verdana" , sans-serif;">Aujourd'hui nous avons reçu le dîplome de qualité national pour les deux projets eTwinning</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwbW0SgvjD5FvTpA4OTDZqjktvsB14tZ39Wr1DWxKsWXpB2pkV8xKUoeweCK32AKmRI0AaT5sq7oZ3s94E_7gVsUrQ0x5vEsvqeeJboOC4faDmiXE3NGzSsZhp4DTQAHw8DO1jRp6q1LNF/s1600/alumno+tour.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="897" data-original-width="1287" height="278" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwbW0SgvjD5FvTpA4OTDZqjktvsB14tZ39Wr1DWxKsWXpB2pkV8xKUoeweCK32AKmRI0AaT5sq7oZ3s94E_7gVsUrQ0x5vEsvqeeJboOC4faDmiXE3NGzSsZhp4DTQAHw8DO1jRp6q1LNF/s400/alumno+tour.JPG" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgiuLs5t5co2igexe9tUQYqxpK2e3ChI72GOdjTp75fJf1cJlBu7pQZIg2NILJDiyZm5mPqkfaKLMtiDTUeQLP5D4O3SFoDkBPNjixPUUOaOAmeqMUrzjq5IurQBzIh3a6hzemejpqfwbW/s1600/alumno.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="902" data-original-width="1295" height="277" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgiuLs5t5co2igexe9tUQYqxpK2e3ChI72GOdjTp75fJf1cJlBu7pQZIg2NILJDiyZm5mPqkfaKLMtiDTUeQLP5D4O3SFoDkBPNjixPUUOaOAmeqMUrzjq5IurQBzIh3a6hzemejpqfwbW/s400/alumno.JPG" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii3lUNODtPKpjPByD_bCQFkz12nsBZWKoSMT6p5qbZ2XumIkLWE_e3n0aESzzNOg73l_QuYP052-xWDo9xKhDQHGAYx8xGXpJLDHwngMzyRFFYOC2R_RK61cGFv9hkrOaCD6WB7QcgJ31P/s1600/Capsello+calidad+rrrrr.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="920" data-original-width="1303" height="281" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii3lUNODtPKpjPByD_bCQFkz12nsBZWKoSMT6p5qbZ2XumIkLWE_e3n0aESzzNOg73l_QuYP052-xWDo9xKhDQHGAYx8xGXpJLDHwngMzyRFFYOC2R_RK61cGFv9hkrOaCD6WB7QcgJ31P/s400/Capsello+calidad+rrrrr.JPG" width="400" /></a></div>
<br />anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-64176652485370518022020-06-12T04:39:00.002-07:002020-06-24T01:56:09.466-07:00Valoration final projet Etwinning 6 Rrrrrr/ Revista digital<iframe allowfullscreen="" frameborder="0" height="480" scrolling="no" seamless="seamless" src="https://cdn.flipsnack.com/widget/v2/widget.html?hash=dxpy9jcbdc" width="100%"></iframe>
<span style="font-family: "verdana" , sans-serif;">Carta resumen de nuestro proyecto Etwinning 6 R</span><br />
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<iframe height="480" src="https://drive.google.com/file/d/1UvNxum0S2_DygfViVHUJcHHBjbvJXDaf/preview" width="640"></iframe>
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-37792539447968710172020-05-27T01:17:00.000-07:002020-05-27T01:17:01.558-07:00Circuit interactif pour les élèves de 3ème et 4ème ESO<div style="width: 100%;">
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<iframe allowfullscreen="true" allownetworking="all" allowscriptaccess="always" frameborder="0" height="689px" scrolling="yes" src="https://view.genial.ly/5ece1bda7cb9bd0d951ab045" style="height: 100%; left: 0; position: absolute; top: 0; width: 100%;" type="text/html" width="484px"></iframe> </div>
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-40455667155671667992020-04-12T04:40:00.000-07:002020-04-12T04:40:15.377-07:00Sport et cinéma<div style="text-align: center;">
<span style="font-family: "verdana" , sans-serif;">Travail fait par les élèves de 3º ESO</span></div>
<div class="padlet-embed" style="background: #f4f4f4; border-radius: 2px; border: 1px solid rgba(0 , 0 , 0 , 0.1); box-sizing: border-box; overflow: hidden; position: relative; width: 100%;">
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<iframe allow="camera;microphone;geolocation" frameborder="0" src="https://padlet.com/embed/xsxmcd7tv88r5a95" style="display: block; height: 608px; margin: 0; padding: 0; width: 100%;"></iframe></div>
<div style="margin: 0; padding: 8px; text-align: right;">
<a href="https://padlet.com/?ref=embed" style="border: none; display: block; height: 16px; line-height: 1; margin: 0; padding: 0;" target="_blank"><img alt="Hecho con Padlet" height="16" src="https://resources.padletcdn.com/assets/made_with_padlet.png" style="background: none; border: none; box-shadow: none; display: inline; margin: 0; padding: 0;" width="86" /></a></div>
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-11167722477237821452020-04-12T03:35:00.002-07:002020-05-01T02:23:47.423-07:00Les prépositions<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMa1qjIM534Bll3RPEO8P2Ac6iKo2VZu_is1b3c0sWtc3EHH-Roe2Q1FbDQIvcEGb6vvS1Wg62BN6f7KgS5PJCvrZCuNcgKJOvbc1GMqybsT20b-CECkgMbNMyyQedcYrMXV7GNUo7CASk/s1600/Les+pr%25C3%25A9positios.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="882" data-original-width="633" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMa1qjIM534Bll3RPEO8P2Ac6iKo2VZu_is1b3c0sWtc3EHH-Roe2Q1FbDQIvcEGb6vvS1Wg62BN6f7KgS5PJCvrZCuNcgKJOvbc1GMqybsT20b-CECkgMbNMyyQedcYrMXV7GNUo7CASk/s640/Les+pr%25C3%25A9positios.JPG" width="458" /></a></div>
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<span style="font-family: "verdana" , sans-serif;">Vous devez faire quatre phrases par semaine avec deux prépositions autour du sport et après une vidéo avec 12 prépositions chez vous</span></div>
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<iframe allow="camera;microphone;geolocation" frameborder="0" src="https://padlet.com/embed/ydkvs24m2dq63ofg" style="display: block; height: 608px; margin: 0; padding: 0; width: 100%;"></iframe></div>
<div style="margin: 0; padding: 8px; text-align: right;">
<a href="https://padlet.com/?ref=embed" style="border: none; display: block; height: 16px; line-height: 1; margin: 0; padding: 0;" target="_blank"><img alt="Hecho con Padlet" height="16" src="https://resources.padletcdn.com/assets/made_with_padlet.png" style="background: none; border: none; box-shadow: none; display: inline; margin: 0; padding: 0;" width="86" /></a></div>
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-80272568977105799522020-04-01T04:48:00.002-07:002020-04-13T04:13:23.998-07:00Faire du sport pendant le confinement<span style="background-color: white; font-family: "verdana" , sans-serif;"><b>Comment faire du sport quand on est confiné chez soi ?</b></span><br />
<h1 class="tt-article mb-2 ff-tt-scd fs-xxxl fs-l@lg mb-1@lg" style="background-color: white; border: 0px; box-sizing: border-box; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-weight: inherit; line-height: 1.2; margin: 0px 0px 2rem; padding: 0px 0px 0.5rem; position: relative;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">Vous devez faire exercice deux ou trois jours par semaine pendant une heure, je vous propose differents routines à vous de choisir</span></h1>
<div style="text-align: center;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><b>7 Exercices très simples</b></span></div>
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<span style="background-color: #f9f9f9; color: #030303; font-family: "verdana" , sans-serif; text-align: center; white-space: pre-wrap;"> <b>Abdominaux</b></span></div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/CpYAY-2e2yU/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/CpYAY-2e2yU?feature=player_embedded" width="320"></iframe></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Cardio</b></span></div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/QhF8lspgC7k/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/QhF8lspgC7k?feature=player_embedded" width="320"></iframe></div>
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<b><span style="font-family: "verdana" , sans-serif;">Exercices pour junior</span></b></div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/Yt0wuk_bOXI/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/Yt0wuk_bOXI?feature=player_embedded" width="320"></iframe></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Exercices en famille</b></span></div>
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<span style="font-family: "verdana" , sans-serif;"><b><br /></b></span><iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/IZaGM_M3UOE/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/IZaGM_M3UOE?feature=player_embedded" width="320"></iframe></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Étirements</b></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD_5zKXzn2pUcIy5BWpiQSyS11EeqLW4CqXfrfUuhAv1_Ds9fRePCOz04EPZvrspA3ONYQsge9MUJgHmhutEcY0_AGmctI3ozTP0e9fqL4aKr-g5pZXPYpkaH62ScA4nKZ2PGIlBR7r0CF/s1600/9-etirements-faciles-pour-soulager-les-douleurs-au-bas-du-dos-et-a-la-hanche.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="671" data-original-width="1201" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD_5zKXzn2pUcIy5BWpiQSyS11EeqLW4CqXfrfUuhAv1_Ds9fRePCOz04EPZvrspA3ONYQsge9MUJgHmhutEcY0_AGmctI3ozTP0e9fqL4aKr-g5pZXPYpkaH62ScA4nKZ2PGIlBR7r0CF/s640/9-etirements-faciles-pour-soulager-les-douleurs-au-bas-du-dos-et-a-la-hanche.jpg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9_CaoZ06xH407iMz9Ko0JsSGd5zDNYSM2vMPJOK_LItogF3W0d4OGaM1OyDreo_4YGKyvdkg27vVjbFH_0uqCnhLJueahzLWUQUo5vzdahyphenhyphenAND-IyXK_PfE6AciJf9uUZdtmD5pqb_wfi/s1600/image.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="481" data-original-width="490" height="626" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9_CaoZ06xH407iMz9Ko0JsSGd5zDNYSM2vMPJOK_LItogF3W0d4OGaM1OyDreo_4YGKyvdkg27vVjbFH_0uqCnhLJueahzLWUQUo5vzdahyphenhyphenAND-IyXK_PfE6AciJf9uUZdtmD5pqb_wfi/s640/image.jpg" width="640" /></a></div>
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<span style="font-family: "verdana" , sans-serif;"><b><br /></b></span></div>
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-59850282681173185242020-02-17T23:49:00.002-08:002020-03-02T11:10:31.808-08:00Les jeux interactifs des élèves<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "verdana" , sans-serif;"><span style="background: yellow; mso-highlight: yellow;">Ignacio, Joan, Luis, Xabier 3º
A-B</span><o:p></o:p></span></b></div>
<div class="MsoNormal">
<span style="font-family: "verdana" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span lang="FR" style="mso-ansi-language: FR;">Mots mélés</span></b><span lang="FR" style="mso-ansi-language: FR;"> <span style="mso-spacerun: yes;"> </span></span><span lang="FR" style="mso-ansi-language: FR;"><a href="http://knowledgemouse.com/km/puzzles/7038?from_create=1&show_expire_warning=1">http://knowledgemouse.com/km/puzzles/7038?from_create=1&show_expire_warning=1</a> <b>Jeu à imprimer</b></span><span lang="FR" style="mso-ansi-language: FR;"><o:p></o:p></span></span></div>
<div class="MsoNormal">
<span style="font-family: "verdana" , sans-serif;"><span lang="FR" style="mso-ansi-language: FR;"><a href="https://es.educaplay.com/es/recursoseducativos/5100396/html5/le_reciclage.htm">https://es.educaplay.com/es/recursoseducativos/5100396/html5/le_reciclage.htm</a> <b>En ligne</b></span><span lang="FR" style="mso-ansi-language: FR;"><o:p></o:p></span></span></div>
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<span style="font-family: "verdana" , sans-serif;"><span lang="FR" style="mso-ansi-language: FR;"><b>QVGDM </b></span><a href="https://www.superteachertools.us/millionaire/millionaire.php?gamefile=134407"><span lang="FR" style="mso-ansi-language: FR; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">https://www.superteachertools.us/millionaire/millionaire.php?gamefile=134407</span></a><span lang="FR" style="mso-ansi-language: FR; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "verdana" , sans-serif;"><span style="background: yellow; mso-highlight: yellow;">3º A-B Ana Subirán, Maria
Paz,<span style="mso-spacerun: yes;"> </span>Cristina y Noa</span><o:p></o:p></span></b></div>
<div class="MsoNormal">
<span style="font-family: "verdana" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span lang="FR" style="mso-ansi-language: FR;">Kahoot</span></b><span lang="FR" style="mso-ansi-language: FR;">, <a href="https://play.kahoot.it/v2/lobby?quizId=c67aaf59-1a3e-41c2-8de1-0bc2ea0696f9">https://play.kahoot.it/v2/lobby?quizId=c67aaf59-1a3e-41c2-8de1-0bc2ea0696f9</a></span></span></div>
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<span style="font-family: "verdana" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span lang="FR" style="mso-ansi-language: FR;">Mots mélés</span></b><span lang="FR" style="mso-ansi-language: FR;"><span style="mso-spacerun: yes;"> </span></span><a href="http://knowledgemouse.com/km/puzzles/7075?from_create=1&show_expire_warning=1" target="_blank"><span lang="FR" style="background: white; color: #1155cc;">http://knowledgemouse.com/km/puzzles/7075?from_create=1&show_expire_warning=1</span></a><span style="mso-ansi-language: FR;"> <span lang="FR"><span style="mso-spacerun: yes;"> </span><b>Jeu à imprimer</b> </span></span><a href="https://es.educaplay.com/es/recursoseducativos/5110703/html5/nous_allons_recycle_avec_toi.htm"><span lang="FR" style="mso-ansi-language: FR;">https://es.educaplay.com/es/recursoseducativos/5110703/html5/nous_allons_recycle_avec_toi.htm</span></a><span lang="FR" style="mso-ansi-language: FR;"> <b>En ligne</b><o:p></o:p></span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "verdana" , sans-serif;"><span style="background: yellow; mso-highlight: yellow;">3º C Daniel Alvarez, Alejandro
Barbeito</span><o:p></o:p></span></b></div>
<div class="MsoNormal">
<span style="font-family: "verdana" , sans-serif;"><b style="mso-bidi-font-weight: normal;">QVGM<span style="mso-spacerun: yes;"> </span></b><a href="http://www.superteachertools.us/millionaire/millionaire.php?gamefile=134841"><span style="mso-fareast-font-family: "Times New Roman";">http://www.superteachertools.us/millionaire/millionaire.php?gamefile=134841</span></a><span style="mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "verdana" , sans-serif;"><span style="background: yellow; mso-highlight: yellow;">3ºA-B Lucia Fraile, Belen Pazos, Martina,
Clara Silvares</span><o:p></o:p></span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="FR" style="font-family: "verdana" , sans-serif; mso-ansi-language: FR;">Mots melées<o:p></o:p></span></b></div>
<div class="MsoNormal">
<span style="font-family: "verdana" , sans-serif;"><a href="https://es.educaplay.com/es/recursoseducativos/5115660/html5/les_verbes_du_recyclage.htm"><span lang="FR" style="mso-ansi-language: FR;">https://es.educaplay.com/es/recursoseducativos/5115660/html5/les_verbes_du_recyclage.htm</span></a><span lang="FR" style="mso-ansi-language: FR;"><o:p></o:p></span></span></div>
<div class="MsoNormal">
<span style="font-family: "verdana" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span lang="FR" style="mso-ansi-language: FR;">Kahoot</span></b><span lang="FR" style="mso-ansi-language: FR;"><span style="mso-spacerun: yes;"> </span><o:p></o:p></span></span></div>
<div class="MsoNormal">
<span style="font-family: "verdana" , sans-serif;"><a href="https://play.kahoot.it/v2/?quizId=0181d144-6abe-4f0a-b27f-1d627fc1dd85"><span lang="FR" style="mso-ansi-language: FR;">https://play.kahoot.it/v2/?quizId=0181d144-6abe-4f0a-b27f-1d627fc1dd85</span></a><b style="mso-bidi-font-weight: normal;"><span lang="FR" style="mso-ansi-language: FR;"><o:p></o:p></span></b></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="background: yellow; font-family: "verdana" , sans-serif;">3ºC Samuel, Alicia, Paula<span style="mso-spacerun: yes;"> </span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: "verdana" , sans-serif;"><span style="background-color: #f3f3f3;">Quizizz</span></span></b></div>
<div class="MsoNormal">
<div class="MsoNormal">
<a href="https://quizizz.com/join/quiz/5e4d7fbeaa1e4d001bf5c843/start"><span style="font-family: "verdana" , sans-serif;">https://quizizz.com/join/quiz/5e4d7fbeaa1e4d001bf5c843/start</span></a></div>
</div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "verdana" , sans-serif;"><span style="background: yellow; mso-highlight: yellow;">3º A-B Maria Peña, Naira, Loreto
Murillo</span> <o:p></o:p></span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "verdana" , sans-serif;">Kahoot<o:p></o:p></span></b></div>
<div class="MsoNormal">
<a href="https://play.kahoot.it/v2/lobby?quizId=d903ac19-7bf9-468e-afa3-d0115b2e60f5">https://play.kahoot.it/v2/lobby?quizId=d903ac19-7bf9-468e-afa3-d0115b2e60f5</a></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "verdana" , sans-serif;"><span style="background: yellow; mso-highlight: yellow;">3º C Ramón, Covadonga</span><span style="mso-spacerun: yes;"> </span><o:p></o:p></span></b></div>
<div class="MsoNormal">
<span style="font-family: "verdana" , sans-serif;"><b style="mso-bidi-font-weight: normal;">Mots mélés</b></span><br />
<span style="font-family: "verdana" , sans-serif;"><b style="mso-bidi-font-weight: normal;"></b><u><span style="background: white; color: #1155cc;"><span style="mso-spacerun: yes;"> </span></span></u><a href="https://es.educaplay.com/recursos-educativos/5117614-mots_meles.html"><span style="background: white;">https://es.educaplay.com/recursos-educativos/5117614-mots_meles.html</span></a><u><span style="background: white; color: #1155cc;"><o:p></o:p></span></u></span></div>
<div class="MsoNormal">
<b><span style="background: yellow; font-family: "verdana" , sans-serif;">3ºA-B Pablo Vazquez y Carlota Montes</span></b><br />
<b><span style="background-color: #eeeeee; font-family: "verdana" , sans-serif;">Kahoot</span></b></div>
<div class="MsoNormal">
<div class="MsoNormal">
<a href="https://play.kahoot.it/v2/lobby?quizId=5f4ba0f9-c7e8-4e53-bfd6-2c6b4de5f807">https://play.kahoot.it/v2/lobby?quizId=5f4ba0f9-c7e8-4e53-bfd6-2c6b4de5f807</a><b><o:p></o:p></b></div>
</div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "verdana" , sans-serif;"><span style="background-attachment: initial; background-clip: initial; background-color: yellow; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">3ºC Martin, Sofía,
Carmen</span> <o:p></o:p></span></i></b></div>
<div class="MsoNormal">
<span style="font-family: "verdana" , sans-serif;"><b style="mso-bidi-font-weight: normal;">Kahoot</b>:</span><br />
<a href="https://play.kahoot.it/v2/lobby?quizId=37099353-0406-4053-86c8-94fc1cb6ca5b">https://play.kahoot.it/v2/lobby?quizId=37099353-0406-4053-86c8-94fc1cb6ca5b</a></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: "verdana" , sans-serif;"><span style="background-color: yellow;">3º C Eloisa, Ignacio, Manuela </span><span style="background-color: red;"><o:p></o:p></span></span></b></div>
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<span style="font-family: "verdana" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="background: yellow; mso-highlight: yellow;"><span style="mso-spacerun: yes;"> </span></span>Kahoot</b> </span><br />
<a href="https://play.kahoot.it/v2/lobby?quizId=e03e2954-448b-4148-94d7-38c6e81ca5d5">https://play.kahoot.it/v2/lobby?quizId=e03e2954-448b-4148-94d7-38c6e81ca5d5</a></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "verdana" , sans-serif;"><span style="background-attachment: initial; background-clip: initial; background-color: yellow; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">3º A-B Marta Villar, Nerea Conde Carlota
Viñas</span><o:p></o:p></span></b></div>
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<span style="font-family: "verdana" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span lang="FR" style="mso-ansi-language: FR;">Kahoot<span style="mso-spacerun: yes;"> </span></span></b></span><br />
<b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="https://play.kahoot.it/v2/?quizId=b17a7af9-400d-4375-91b4-36842aeeeffa"><span lang="FR">https://play.kahoot.it/v2/?quizId=b17a7af9-400d-4375-91b4-36842aeeeffa</span></a></span></div>
<br />anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-29226745248133779992019-12-01T06:24:00.004-08:002019-12-01T06:26:28.768-08:00Calendrier d'avent<iframe frameborder="0" height="600" src="https://adventmyfriend.com/82026/5153d4e65e/?embed" width="800"></iframe>anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-80156238238233633982019-11-22T09:11:00.000-08:002020-06-18T00:28:50.479-07:00Projet Etwinning Tour por la ciudad ideale<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">Nous venons de commencer à travailler avec Lecce (Italie), Châtel sur Moselle (France), Vitron (Belgique) Oliva(Espagne) et Jumilla (Espagne).</span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">Projet basé sur la découverte de notre ville et de celle de nos
partenaires sur les plans culturel, sportif, gastronomique, touristique,
éducationnel, artistique, etc. Les élèves, par le biais d'une analyse
et d'une comparaison entre les différentes villes, créeront leur ville
idéale.</span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">Nous avons commencer pour nous présenter. <a href="https://twinspace.etwinning.net/100588/home">https://twinspace.etwinning.net/100588/home</a></span></span></div>
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<span style="font-family: "verdana" , sans-serif; font-size: large;">Nos villes</span></div>
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-19443050713557262592019-11-03T11:24:00.000-08:002019-11-04T01:14:56.415-08:00Project La Ville: Pontevedra - Persan-Beaumont<br />
<h1 align="center" style="text-align: center;">
<span lang="FR"><span style="font-family: "verdana" , sans-serif; font-size: large;">Projet DNL EPS/Français </span></span><span lang="FR" style="font-family: "verdana" , sans-serif; font-size: large;">avec </span></h1>
<h1 align="center" style="text-align: center;">
<span lang="FR" style="font-family: "verdana" , sans-serif; font-size: large;">le lycée <o:p></o:p></span><span style="font-family: "verdana" , sans-serif; font-size: large;">Evariste Galois de Persan-Beaumont</span></h1>
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<span style="font-family: "verdana" , sans-serif; font-size: large;"><b><span lang="FR" style="color: #201f1e;"><o:p> </o:p></span><span style="background-color: transparent; text-align: center;">Étapes
du projet :</span></b></span></div>
<br />
<b style="background-color: white; font-family: verdana, sans-serif;"><span lang="FR" style="color: #ff6600;">Fin septembre</span></b><br />
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<b><span lang="FR" style="color: #ff6600;"><span style="font-family: "verdana" , sans-serif;"><br /></span></span></b></div>
<b style="background-color: white; font-family: verdana, sans-serif;"><u><span lang="FR" style="color: #201f1e;">Introduction du projet</span></u></b><b style="background-color: white; font-family: verdana, sans-serif;"><span lang="FR" style="color: #201f1e;"> :</span></b><br />
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<span style="font-family: "verdana" , sans-serif;"><span lang="FR" style="color: #201f1e;">-Rappeler aux élèves <b>la notion</b></span><span lang="FR"> <b><span style="background: #f8f9fa; color: #222222;">de la durabilité</span></b><span style="background: #f8f9fa; color: #222222;"> en faisant un schéma des 3 aspects de
la notion de durabilité (sociale, environnementale, économique)</span><o:p></o:p></span></span></div>
<div class="MsoNormal" style="background: #F8F9FA; line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">-Présenter le
projet et la classe française avec laquelle nous réalisons le projet: 30
étudiants, 6 groupes de 3-4 étudiants, localisation de la ville<o:p></o:p></span></span></div>
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<span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;"> -Faire les
groupes, distribuer les sujets.<o:p></o:p></span></span></div>
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<b><span lang="FR" style="color: #ff6600;"><span style="font-family: "verdana" , sans-serif;">Octobre et Novembre<o:p></o:p></span></span></b></div>
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<div class="MsoListParagraph" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 39.5pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "verdana" , sans-serif;"><span lang="FR" style="color: blue;">Ø<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><b><u><span lang="FR" style="color: blue;">Étape 1 : Présenter en français la ville de
Pontevedra<o:p></o:p></span></u></b></span></div>
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<span style="font-family: "verdana" , sans-serif;"><span lang="FR" style="color: #222222;"> </span><span lang="FR" style="color: #222222;">Faites des recherches par groupes de 3-4 étudiants,
chaque groupe travaille sur un sujet.</span><o:p></o:p></span></div>
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<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">Thèmes de recherche:<o:p></o:p></span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">A- Histoire et culture: origines de la ville, monuments, manifestations culturelles<o:p></o:p></span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">B- Gastronomie: plats typiques</span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">C- Mobilité: voiture, vélo, bus, train, chemins piétons ... <o:p></o:p></span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">D- Environnement et écologie: géographie de Pontevedra, risques naturels et </span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">industriels, associations</span></span> <span style="font-family: "verdana" , sans-serif;">écologiques et leurs actions</span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">E-Sport: événements sportifs, écoles de sport,<o:p></o:p></span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">F- Éducation: les écoles et collèges de la ville, Le lycée Valle Inclán avec </span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">ses différentes formations, Université<o:p></o:p></span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">G- Le Chemin de Saint-Jacques<o:p></o:p></span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">H- Tourisme<o:p></o:p></span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">I- Sports : <o:p></o:p></span></span> <span style="font-family: Verdana, sans-serif;">Clubs, athlètes réputés</span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span style="font-family: Verdana, sans-serif;">j: Économie</span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;"> </span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span style="font-family: "verdana" , sans-serif;"><span lang="FR" style="color: #222222;"> Identifier les problèmes rencontrés dans la ville du point de vue du développement</span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span style="font-family: "verdana" , sans-serif;"><span lang="FR" style="color: #222222;"> durable (architecture, transports, pollution, risques industriels, environnement,</span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span style="font-family: "verdana" , sans-serif;"><span lang="FR" style="color: #222222;"> mobilité</span></span> <span style="font-family: Verdana, sans-serif;">etc.)</span></pre>
<div class="MsoListParagraphCxSpFirst" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 44.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "verdana" , sans-serif;"><span lang="FR" style="color: blue;">Ø<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><b><u><span lang="FR" style="color: blue;">Étape 2 : Présentation des recherches </span></u></b></span><b style="font-family: verdana, sans-serif; text-indent: -18pt;"><u><span lang="FR" style="color: blue;">à l’oral en </span></u></b><b style="font-family: verdana, sans-serif; text-indent: -18pt;"><u><span lang="FR" style="color: blue;">classe</span></u></b><br />
<span style="font-family: "verdana" , sans-serif;"><b><u><span lang="FR" style="color: blue;"><br /></span></u></b></span></div>
<div class="MsoListParagraphCxSpLast" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 44.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "verdana" , sans-serif;"><span lang="FR">Ø<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><b><u><span lang="FR" style="color: blue;">Étape 3 : Construire une présentation numérique de la ville</span><span style="color: blue;"> de</span>
<span style="color: blue;">Pontevedra</span> </u></b><u><span lang="FR">(PPT o OpenOffice Présentation, Prezi, Genially...)</span></u><span lang="FR"><o:p></o:p></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><u><span lang="FR"><br /></span></u></span></div>
<pre style="background: rgb(248, 249, 250); line-height: 18pt; text-align: justify;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">Sélection d'images (possibilité d'utiliser leurs photos), élaboration de la </span></span></pre>
<pre style="background: rgb(248, 249, 250); line-height: 18pt; text-align: justify;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">présentation numérique en groupes.<o:p></o:p></span></span></pre>
<pre style="background: rgb(248, 249, 250); line-height: 18pt; text-align: justify;"><span style="font-family: "verdana" , sans-serif;"><span lang="FR" style="color: #222222;">5 diapositives par groupe; les 10 présentations seront rassemblées en une seule </span></span></pre>
<pre style="background: rgb(248, 249, 250); line-height: 18pt; text-align: justify;"><span style="font-family: "verdana" , sans-serif;"><span lang="FR" style="color: #222222;">présentation collective</span><o:p></o:p></span></pre>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">
<span style="font-family: "verdana" , sans-serif;"><b><span lang="FR" style="color: #ff6600;">Fin novembre</span></b><b><span lang="FR"><o:p></o:p></span></b></span><br />
<span style="font-family: "verdana" , sans-serif;"><b><span lang="FR" style="color: #ff6600;"><br /></span></b></span></div>
<div class="MsoListParagraph" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 44.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "verdana" , sans-serif;"><span lang="FR" style="color: blue;">Ø<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><b><u><span lang="FR" style="color: blue;">Étape 4 : Échange de nos présentations numériques
avec la classe de français</span><o:p></o:p></u></b></span></div>
<h2>
<span lang="FR" style="color: #222222; font-weight: normal;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Nous envoyons notre présentation de Pontevedra. Découvrons la
présentation de la classe de français de la ville de Persan-Beaumont, ses
activités, sa culture.<o:p></o:p></span></span></h2>
<h2>
<span style="font-family: "verdana" , sans-serif; font-size: small;"><span lang="FR" style="color: #ff6600;"> Décembre</span><span lang="FR"><o:p></o:p></span></span></h2>
<div class="MsoListParagraph" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 44.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "verdana" , sans-serif;"><span lang="FR">Ø<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><b><u><span lang="FR" style="color: blue;">Étape 5 Réflexion sur les solutions de développement durable</span></u></b><span lang="FR"><o:p></o:p></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><b><u><span lang="FR" style="color: blue;"><br /></span></u></b></span></div>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">Nous proposerons des solutions de développement durable en réponse aux </span></span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">problèmes </span></span><span style="font-family: Verdana, sans-serif;">de la ville française. Nous écrirons ensemble une réponse </span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span style="font-family: Verdana, sans-serif;">en français. Nous recevrons les propositions du lycée français pour améliorer </span></pre>
<pre style="background: #F8F9FA; line-height: 18.0pt;"><span style="font-family: Verdana, sans-serif;">le projet </span><span style="font-family: Verdana, sans-serif;">de ville de Pontevedra et les commenterons.</span></pre>
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du Lycée Valle Inclán.</span></u></b><span lang="FR"><o:p></o:p></span></span><br />
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<pre style="background: #F8F9FA; line-height: 18.0pt;"><span lang="FR" style="color: #222222;"><span style="font-family: "verdana" , sans-serif;">-Présentation du projet<o:p></o:p></span></span></pre>
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-57944536067775306142019-11-03T10:29:00.000-08:002020-06-23T10:50:38.929-07:00Le nouveau project Etwinning Rrrrrr<div style="text-align: justify;">
<span style="background-color: #eef4f7; color: #3e454c;"><span style="font-family: "verdana" , sans-serif;">Il s'agit d'un projet ayant pour thématique principale le développement durable, et plus particulièrement la gestion des déchets, autour de 6 actions clés : Renoncer, Réduire, Réparer, Recycler, Réutiliser, Rendre à la Terre. Nous souhaitons que nos élèves réfléchissent à leur gestion quotidienne (chez eux et dans leur établissement scolaire) des déchets et fassent des suggestions pour l'améliorer. Les élèves commencent par faire connaissance (se présenter et présenter son environnement) puis par définir les termes du projet. Ils sont ensuite sollicités d'une part pour concevoir un logo, des slogans publicitaires, des jeux (virtuels et de plateau) et des tutoriels (DIY) et d'autre part pour réaliser une action concrète dans leur établissement , en rapport avec le projet.</span></span></div>
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-29894238719682677052019-10-29T12:33:00.002-07:002019-11-03T10:29:50.501-08:00Je suis ..la préséntation des élèves de 3º ESO <div class="padlet-embed" style="background: #f4f4f4; border-radius: 2px; border: 1px solid rgba(0 , 0 , 0 , 0.1); box-sizing: border-box; overflow: hidden; position: relative; width: 100%;">
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-26929761369133628392019-05-28T03:07:00.001-07:002020-04-07T05:20:59.936-07:00Campagne publicitaire Lacoste sur fond de musique d'E. PIAF: "L'HYMNE À L'AMOUR" <h4 style="background-color: white; border: 0px; clear: both; color: #666666; font-family: Montserrat, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 1.6rem; font-weight: inherit; margin: 0px 0px 0.8em; outline: 0px; padding: 0px; vertical-align: baseline;">
<span style="font-weight: 700;">“The big Leap”, une nouvelle campagne publicitaire aérienne et forte en émotion</span></h4>
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<span style="font-family: "verdana" , sans-serif;">Lacoste et l’agence Parisienne BETC s’associent pour réaliser ensemble un film aussi beau que pertinent.</span></div>
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<span style="font-family: "verdana" , sans-serif;">Réalisé par Seb Edwards, ce spot TV marque le renouveau de la marque crocodile. Construit autour d’une rencontre amoureuse dans une atmosphère urbaine, un homme <span style="font-weight: 700;">fait le grand saut</span> au sens propre comme au figuré. Oser ressemble souvent à un saut dans le vide : la rage, l’adrénaline, la peur de l’atterrissage. Reflétant l’état d’esprit de Lacoste, ce spot transmet un message fort : <span style="font-weight: 700;">“vivre intensément chaque moment de sa vie”. </span></span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-weight: 700;">Cible :</span> cette publicité s’adresse à un jeune public urbain branché, pour qui chaque expérience est un défi.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-weight: 700;">Message : </span>Lacoste fait le lien entre l’univers du sport, les sensations extrêmes (le grand saut) et la vraie vie, le lifestyle et plus précisément les moments riches en émotion (scène dans le café). Ici la frontière entre sport et vraie vie disparaît : les efforts physiques sont situés au même niveau que l’émotion, les sentiments. A travers ce spot, on comprend que Lacoste désire accompagner son consommateur <span style="font-weight: 700;">dans la vie de tous les jours et dans les moments les plus intenses.</span></span><br />
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-54376683086336924892019-02-20T11:12:00.003-08:002019-02-20T11:12:41.146-08:00Examen d'acrosport du groupe 3º A<div style="text-align: center;">
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-58053496920390204302019-02-12T13:25:00.000-08:002019-02-12T13:25:15.848-08:00La comparaison 3º A<div class="padlet-embed" style="background: #f4f4f4; border-radius: 2px; border: 1px solid rgba(0 , 0 , 0 , 0.1); box-sizing: border-box; overflow: hidden; position: relative; width: 100%;">
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-22127993232911775932019-01-27T12:01:00.000-08:002019-02-12T13:27:06.498-08:00La Comparaison 4ºA<div class="padlet-embed" style="background: #f4f4f4; border-radius: 2px; border: 1px solid rgba(0 , 0 , 0 , 0.1); box-sizing: border-box; overflow: hidden; position: relative; width: 100%;">
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-4765971588798669672018-10-22T08:15:00.001-07:002018-10-22T08:15:24.568-07:00Label qualité européen<div class="separator" style="clear: both; text-align: center;">
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<span style="background-color: white; color: #333333; font-family: asapregular, Helvetica, Arial, sans-serif; font-size: 17.136px; text-align: start;">Le Label de qualité européen est attribué à un nombre réduit de projets qui démontrent un niveau d'excellence remarquable en termes de : conception et conduite de projet, créativité, démarches de collaboration entre les classes partenaires, utilisation efficace des outils TICE</span></div>
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<br />anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-30650396159965563952018-06-30T02:44:00.001-07:002018-06-30T02:48:00.761-07:00La presse parle des élèves Erasmus et du projet YES Erasmus<div class="separator" style="clear: both; text-align: center;">
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<br />anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-77020530621218351582018-06-30T02:37:00.005-07:002018-06-30T02:48:32.500-07:00Remisse de Dîplomes pour les Erasmus YES<div class="separator" style="clear: both; text-align: center;">
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<br />anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-83117144958530561472018-06-29T10:18:00.000-07:002018-06-30T02:49:43.530-07:00Deux ans pour finir le projet Erasmus, La presse parle de sa trayectoire<div style="text-align: center;">
<a href="https://www.lavozdegalicia.es/noticia/pontevedra/pontevedra/2018/06/29/doble-mencion-instituto-valle-inclan-proyecto-europeo-yes/0003_201806P29C5991.htm">https://www.lavozdegalicia.es/noticia/pontevedra/pontevedra/2018/06/29/doble-mencion-instituto-valle-inclan-proyecto-europeo-yes/0003_201806P29C5991.htm</a><br />
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anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-73864493009337832942018-06-13T13:06:00.003-07:002018-06-13T13:06:38.378-07:00Label Etwinning<div class="separator" style="clear: both; text-align: center;">
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<br />anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-12814250119223893772018-03-06T11:39:00.001-08:002018-03-06T11:39:48.014-08:00Le Quizz sur l'Union Européenne<div style="display: block; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto;">
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<b>Examen d'acrosport 4º A </b></div>
anassollahttp://www.blogger.com/profile/03722260090228178987noreply@blogger.com0tag:blogger.com,1999:blog-4269078411285689519.post-82819306464849504872018-03-03T02:52:00.002-08:002018-03-03T02:52:59.750-08:00Examen d'acrosport 3º A<div class="separator" style="clear: both; text-align: center;">
Examen d'acrosport du groupe 3º A 2017-2018</div>
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