<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7747104675934112784</id><updated>2012-01-16T19:35:14.667+01:00</updated><category term='Réunions'/><category term='DHG'/><category term='Réforme'/><category term='Délégués de classe'/><category term='ELECTION'/><category term='Humeur'/><category term='Mois de juin'/><category term='Examens'/><category term='Education nationale'/><category term='Conseils de classe'/><category term='Conseils d&apos;administration'/><category term='Rentrée scolaire'/><category term='Au lycée'/><title type='text'>FCPE MONTAIGNE</title><subtitle type='html'>Association de parents d'élèves du
Lycée Montaigne
17 Rue Auguste Comte 75006 Paris</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://fcpe-montaigne.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>valerie</name><uri>http://www.blogger.com/profile/12780636467265881911</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>73</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-995907038157396156</id><published>2012-01-06T15:58:00.001+01:00</published><updated>2012-01-06T16:12:04.344+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humeur'/><title type='text'>Bonne année à tous</title><content type='html'>&lt;div style="text-align: justify;"&gt;Nous souhaitons aux parents, aux enseignants, à tous les membres du personnel de l'établissement, à sa direction, aux élèves du collège et du lycée, nos meilleurs vœux pour cette nouvelle année.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Nous espérons, à cette occasion, que l'école publique entamera une véritable mutation qui lui permettra de revaloriser son image et de bénéficier des meilleures conditions pour assurer cette fonction essentielle de transmettre les savoirs, dans leur diversité, et ainsi donner à chaque enfant les outils nécessaires pour se forger une pensée libre et indépendante.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Certes l'école ne peut pas tout, mais sa mission ne sera pas menée à bien en prenant le modèle entrepreneurial comme référence, les structures scolaires n'ont pas à être mises en concurrence mais bien au contraire doivent fonctionner dans la complémentarité. Cela ne se réalisera pas non plus sans les enseignants dont la réduction du nombre, dans un souci permanent de désengagement de l'état, a pour résultat, notamment, la disparition ou l'allègement de certains enseignements et avec aujourd'hui, de surcroît, une &lt;a href="http://www.cafepedagogique.net/lexpresso/Documents/docsjoints/i4019.pdf"&gt;réelle interrogation sur les économies issues de l'application de la RGPP&lt;/a&gt; (révision générale des politiques publiques).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.lesechos.fr/economie-politique/france/document/0201795239479-le-barometre-bva-institut-paul-delouvrier-sur-les-services-publics-262934.php"&gt;L'école est de façon constante, après la lutte contre le chômage,&lt;/a&gt; la seconde priorité des français en matière d'action publique, la politique actuelle tourne radicalement le dos à cette attente.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Malgré cela et parce que rien n'est immuable, bonne année à tous !&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-995907038157396156?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/995907038157396156'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/995907038157396156'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2012/01/bonne-annee-tous.html' title='Bonne année à tous'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-2539760254122221026</id><published>2011-11-21T19:28:00.000+01:00</published><updated>2011-11-21T19:28:37.122+01:00</updated><title type='text'>Réunion FCPE samedi 26 novembre à 10H</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Le trimestre est passé à une vitesse surprenante et il est temps  avant d'affronter la fin de l'année de nous rencontrer et de faire un  tour d'horizon de ce début d'année scolaire.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Samedi 26 novembre à 10H, suivez le couloir ci dessous qui longe les bureaux de l'intendance et au bout tournez à droite et dirigez vous vers l'un des amphithéâtres où nous nous réunirons.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-bEKLwYnES80/TsqTKuNQs9I/AAAAAAAAAJk/T7L3bHQ0p44/s1600/IMGP5108.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="212" src="http://1.bp.blogspot.com/-bEKLwYnES80/TsqTKuNQs9I/AAAAAAAAAJk/T7L3bHQ0p44/s320/IMGP5108.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Nous évoquerons le bilan scolaire de l'année 2010-2011, les conseils de classes qui viennent de débuter, nos projets pour l'année en cours, les problèmes divers auxquels se confrontent nos enfants.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La réunion suivante, qui se tiendra en janvier ou février prochain, sera plus spécifiquement axée sur la procédure APB (admission post bac) mais pour ceux qui voudraient prendre de l'avance ils pourront après notre réunion et notamment l'après midi de ce samedi se rendre au Lycée Louis le Grand où&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt; 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  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tableau Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt; &lt;![endif]--&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; la FCPE de cet établissement organise une journée &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;"&gt;une journée d'information sur les filières post-bac&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: FR; mso-fareast-theme-font: minor-latin;"&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-2539760254122221026?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/2539760254122221026'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/2539760254122221026'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2011/11/reunion-fcpe-samedi-26-novembre-10h.html' title='Réunion FCPE samedi 26 novembre à 10H'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-bEKLwYnES80/TsqTKuNQs9I/AAAAAAAAAJk/T7L3bHQ0p44/s72-c/IMGP5108.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-612130244923103785</id><published>2011-10-17T13:23:00.006+02:00</published><updated>2011-11-07T16:24:31.882+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ELECTION'/><title type='text'>Résultats des élections du 15 octobre 2011</title><content type='html'>&lt;div style="text-align: justify;"&gt;Deux enseignements peuvent être tirés des résultats des élections des délégués de parents d'élèves.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Tout  d'abord&amp;nbsp; la stabilité dans les résultats enregistrés puisque la  répartition des représentants des parents d'élèves reste identique.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Les  élections au collège ont une nouvelle fois été très disputées puisque  deux voix seulement séparent les deux fédérations, au lycée la FCPE  demeure assez largement majoritaire.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Mais il faut surtout souligner l'évolution intéressante, par rapport à l'année passée, de la participation à ce scrutin. Au lycée celle ci a augmenté de 8% et au collège de 14%. &amp;nbsp; &amp;nbsp; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;On aboutit ainsi à un taux de participation au collège supérieur de 3 points à la moyenne des collèges parisiens et équivalent à la moyenne parisienne pour le lycée.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: blue; font-size: large;"&gt;&lt;b&gt;Collège&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Inscrits : 1 170&lt;/div&gt;&lt;div class="MsoNormal"&gt;Votants : 307&lt;span class="apple-tab-span"&gt;&amp;nbsp; &lt;/span&gt;taux de participation : 26,24%&lt;/div&gt;&lt;div class="MsoNormal"&gt;dont 253 par correspondance&lt;/div&gt;&lt;div class="MsoNormal"&gt;Bulletins nuls : 29&lt;/div&gt;&lt;div class="MsoNormal"&gt;Bulletins blancs : 4&lt;/div&gt;&lt;div class="MsoNormal"&gt;Suffrages exprimés : 274&lt;/div&gt;&lt;div class="MsoNormal"&gt;Fcpe : 136&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;49,63%&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;3 sièges&lt;/div&gt;&lt;div class="MsoNormal"&gt;PEEP : 138&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;50,63%&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;4 sièges &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Elus&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Titulaires&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;Suppléants&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;u&gt;&amp;nbsp;Fcpe&amp;nbsp;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Daphne Minot de Brito&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Jean-Christophe Raveau&lt;/div&gt;&lt;div class="MsoNormal"&gt;Stéphane Demri&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Magali Jacquemart&lt;/div&gt;&lt;div class="MsoNormal"&gt;Philippe Dubois&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;(Mme) Dominique Caillard&lt;b&gt;&lt;u&gt;&amp;nbsp;&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;u&gt;Peep&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;Ryszard Pietrzak&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Guillaume Masurel&lt;/div&gt;&lt;div class="MsoNormal"&gt;Chantal Bernier&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Stéphanie Kaloya&lt;/div&gt;&lt;div class="MsoNormal"&gt;Caroline Gaudin&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Danuta Zamoyski&lt;/div&gt;&lt;div class="MsoNormal"&gt;Charlotte Dufeigneux&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Ausenda Barreira&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;span style="color: blue; font-size: large;"&gt;&lt;b&gt;Lycée&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Inscrits : 2195&lt;/div&gt;&lt;div class="MsoNormal"&gt;Votants : 353&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Taux de participation : 16,08%&lt;/div&gt;&lt;div class="MsoNormal"&gt;dont votes par correspondance : 323&lt;/div&gt;&lt;div class="MsoNormal"&gt;Bulletins nuls : 25&lt;/div&gt;&lt;div class="MsoNormal"&gt;Bulletins blancs : 4&lt;/div&gt;&lt;div class="MsoNormal"&gt;Suffrages exprimés : 324&lt;/div&gt;&lt;div class="MsoNormal"&gt;Fcpe : 202&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;62,34%&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;3 sièges&lt;/div&gt;&lt;div class="MsoNormal"&gt;Peep : 122&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;37,65%&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;2 sièges &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Elus&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Titulaires&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; S&lt;/span&gt;uppléants&lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&lt;b&gt;Fcpe&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Philippe Gründler&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Françoise Haas&lt;/div&gt;&lt;div class="MsoNormal"&gt;Fernando Martinez&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Jean-Patrick Demicheli&lt;/div&gt;&lt;div class="MsoNormal"&gt;Anne-Marie Deyris&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Marie-Antoinette Verdier&lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&lt;b&gt;Peep&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Jean-François Sotto&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Dorota Jablonski&lt;/div&gt;&lt;div class="MsoNormal"&gt;Patrick Perez&lt;span class="apple-tab-span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Florence Lot&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-612130244923103785?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/612130244923103785'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/612130244923103785'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2011/10/resultats-des-elections-du-15-novembre.html' title='Résultats des élections du 15 octobre 2011'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-3192279677921680788</id><published>2011-10-10T13:11:00.004+02:00</published><updated>2011-10-10T13:43:44.082+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ELECTION'/><title type='text'>Les parents votent le 15 octobre</title><content type='html'>&lt;div style="margin-left: 1em; margin-right: 1em; text-align: justify;"&gt;&lt;a 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" 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" width="233" /&gt;&lt;/a&gt;Entre sénatoriales et primaire socialiste, les parents d'élèves votent aussi le samedi 15 octobre pour élire leur représentants au sein des conseils d'administration du collège et du lycée.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Quelques rappels;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- les deux parents votent&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Vous ne votez qu'une fois même si vous avec deux enfants au collège&lt;b&gt; ou&lt;/b&gt; au lycée, mais vous votez deux fois si vous avez un enfant au lycée &lt;b&gt;et&lt;/b&gt; un enfant au collège. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Vous pouvez voter dès maintenant, &lt;b&gt;par correspondance,&lt;/b&gt; en utilisant le matériel de vote qui a été remis aux élèves cette semaine&lt;/div&gt;&lt;div style="text-align: justify;"&gt;ou &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;- Vous pouvez aussi venir voter au lycée le &lt;b&gt;15 octobre entre 8h30 et 12h30&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&amp;nbsp;Nous vous appelons enfin à voter pour les listes présentées par la FCPE-Montaigne dont les membres continueront à défendre les principes d'une école laïque, publique, ouverte à tous, hétérogène et gratuite. Principes sur lesquels repose l'école à laquelle nous croyons et qui sont régulièrement attaqués par la politique actuelle en matière d'éducation.&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;LISTE COLLEGE&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;LISTE LYCEE&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 5.4pt; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"&gt;   &lt;td style="border: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 224.2pt;" width="374"&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;MINOT DE BRITO Daphné&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;DEMRI Stéphane&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;DUBOIS Philippe&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;RAVEAU Jean-Christophe&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;JACQUEMART Magali&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;CAILLARD Dominique&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;AUVIGNE François&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;LE MAGUERESSE Catherine&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;De RAUGLAUDRE Pierre&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;SCHPUN Monica&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;PERRILLAT Nathalie&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;GASNIER-CHAVIGNER Dominique&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-left: none; border: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 229.6pt;" valign="top" width="383"&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;GRÜNDLER Philippe&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;MARTINEZ Fernando&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;DEYRIS Anne-Marie&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;HAAS Françoise&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;DEMICHELI J. Patrick&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;VERNIER Marie Antoinette&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;LACHTIGER Micha&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;DELAFONTAINE Anne&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;BOUGANIM Luc&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;VOILQUE Louisa&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-3192279677921680788?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/3192279677921680788'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/3192279677921680788'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2011/10/les-parents-votent-le-15-octobre.html' title='Les parents votent le 15 octobre'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-4084499561643067692</id><published>2011-09-26T15:52:00.002+02:00</published><updated>2011-09-26T16:04:51.469+02:00</updated><title type='text'>Compte rendu de la réunion du 24 septembre 2011</title><content type='html'>&lt;div style="text-align: justify;"&gt;La FCPE a organisé une réunion de rentrée ouverte à tous les parents le 24 Septembre 2011.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En voici le bref compte rendu :&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- parents délégués : la liste des parents délégués candidats (non encore désignés) est toujours ouverte. Des candidatures sont notamment encore attendues en 6° (1-5), 5°(1-5-6), 4° (1-3-5-6), 3° (1-3-4), 1° (1S4-1ES4, L1,L2), Terminale (S2, S3, ES1,ES2, L1 L2).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- les élections de parents d’élèves aux conseils d’administration des Collège et Lycée auront lieu le 15 octobre : il est important  -et facile- d’y participer.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Le Président de notre association locale Philippe Gründler a pris la parole pour évoquer Montaigne et l’action de la FCPE locale.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Montaigne est un établissement vaste, dans lequel sont effectuées depuis plusieurs décennies des tranches de travaux de rénovation. Sa taille est parfois cause d’un manque de fluidité des rapports entre les membres de la communauté scolaire et la FCPE Montaigne s’efforce, par les rapports qu’elle entretient avec la direction, les enseignants, les parents, d’apporter du « liant », la FCPE restant toutefois ferme sur ses positions et convictions.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;L’une de ces convictions est la nécessité de construire et voter un projet d’établissement qui pourrait par exemple être axé sur les langues puisque Montaigne a été un lycée littéraire et qu’il accueille en son sein deux sections internationales, portugaise et polonaise. La FCPE Montaigne tente en tout cas d’éviter l’appauvrissement des offres en langues  vivantes, après avoir par le passé milité pour le maintien de l’apprentissage du grec dès la 4°.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Philippe Gründler a rappelé, au sujet des sections internationales que leurs élèves étaient mélangés avec les autres et qu’il était donc parfaitement normal que certains de vos enfants fréquentent les mêmes classes que les élèves de ces sections, dont le taux de succès au bac a été de 100% cette année.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Philippe Gründler a rappelé la place légalement dévolue aux parents  dans l’institution (mis à part la possibilité d’être parent délégué) ; participations aux conseils d’administrations (et commissions permanentes, (instances de préparation des conseils d’administration), conseils de discipline, commissions éducatives (instances de prévention destinées à nouer un dialogue avec les élèves et leur famille en cas de comportement de l’élève pouvant relever du conseil de discipline).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Il a été ensuite évoqué les initiatives de deux de nos adhérents.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Celle de Catherine Le Magueresse qui agit contre les comportements agressifs entre élèves (entretiens, réunions, interventions).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Celle de Philippe Dubois, photographe qui prépare un reportage photographique sur les acteurs de Montaigne (Collège) et en particulier sur tous ceux que l’on ne voit pas et dont le travail est aussi essentiel (personnel de service).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Philippe Gründler a enfin rappelé son regret d’une privatisation à bas bruit de l’éducation (préparations et cours privés) et rappelé la nécessaire vigilance des parents pour le succès des enfants.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La FCPE est toujours impliquée dans le réseau éducation sans frontières (RESF) et cette année a sa correspondante en la personne de Françoise HAAS (francoise.haas@ free.fr)&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Catherine Fleury (l’une de nos adhérentes) se propose d’apporter son aide aux familles dont les élèves ont un handicap (catherine.fleury@gmail.com).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Les parents sont ensuite intervenus pour poser des questions concernant :&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- les langues : le latin d’une part (classe surchargée en 4°) les groupes de compétence d’autre part ;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- l’accès électronique aux notes des élèves ;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- les résultats du contrôle de rentrée de 1°S ;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- le poids des cartables au collège ;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- les modalités d’accueil des élèves en retard.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Madame COLLET (Proviseur), Mesdames BOUQUET-RUESCAS (Proviseur adjoint) et RELMY (Principal adjoint) sont ensuite arrivées et ont répondu aux parents.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- sur les groupes de compétences en langue, il n’y a en effet plus de LV1 et de LV2 ce qui peut effectivement amener à des nivellements que certains élèves ressentent (notamment les russisants). Le Proviseur invite les parents à examiner la question des niveaux avec les professeurs de langues lors des réunions de parents/professeurs début octobre.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- emplois du temps : il y aura encore certaines modifications marginales d’emplois du temps ; les élèves ont été avertis dès le début de l’année que leur emploi du temps pourrait subir quelques changements, d’où la nécessité de ne pas immédiatement s’engager dans des activités para scolaires définitives.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- cantine : la conséquence de ces possibles modifications marginales est qu’il va être proposé prochainement aux élèves le choix du forfait cantine (3-4-5 jours).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- accès des parents aux notes : la mise en place de l’outil électronique LILIE est en cours ; la direction de Montaigne pense pouvoir délivrer les codes d’accès aux parents ce trimestre.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;-tests de 1ère S : les résultats définitifs ne sont pas connus mais les familles  seront contactées en vue de la mise en place d’un soutien le cas échéant.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- mise en place au collège d’un accompagnement culturel et d’un soutien en français et mathématique sur la base du volontariat des enseignants. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;- latin/grec de 17H à 18H : il ne s’agit pas d’une « punition » mais de la gestion d’heures d’option pour  un nombre d’élèves très peu élevé.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- absentéisme des terminales en fin d’année et absentéisme aux contrôles : la direction est décidée à lutter plus fermement contre l’absentéisme des terminales à partir de fin avril et l’absence d’assiduité aux contrôles (surtout au lycée).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- retards : il est rappelé que les horaires de l’entrée dans l’établissement et en cours ont été votés en conseil d’administration. Ils sont donc strictement appliqués. Le retard a un cours permet à l’élève d’aller au cours suivant même dispensé avec le même professeur (la règle sera en tant que de besoin rappelée aux professeurs).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- livres de terminale : nombre d’anciens élèves de terminale n’ont pas rendu leurs livres ; un point sera fait cette semaine. Le Proviseur rappelle qu’il est interdit de demander aux parents une caution pour les livres. Certains livres peuvent être achetés d’occasion. (Notre adhérente Catherine Fleury en relation avec les maisons d’édition peut éventuellement apporter son aide catherine.fleury@gmail.com). &lt;/div&gt;&lt;div style="text-align: justify;"&gt;- poids des cartables : les 6° ont un casier et en principe une classe attribuée ce qui devrait faciliter les déplacements avec le cartable. Toutefois les questions de poids du cartable doivent être soumises au cas par cas lors des réunions parents/professeurs.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Enfin le Proviseur se réjouit du choix d’une classe de Montaigne pour le prix Goncourt des Lycéens et de la pertinence du travail des élèves.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Le Proviseur rappelle également la date du 15 Octobre prochain pour les élections de parents d’élèves.&lt;/div&gt;&lt;br /&gt;Fin de la réunion 12H30.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-4084499561643067692?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/4084499561643067692'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/4084499561643067692'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2011/09/compte-rendu-reunion-24-septembre-2011.html' title='Compte rendu de la réunion du 24 septembre 2011'/><author><name>valerie</name><uri>http://www.blogger.com/profile/12780636467265881911</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-2407617934249773168</id><published>2011-09-19T10:25:00.001+02:00</published><updated>2011-09-19T10:27:00.071+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Au lycée'/><title type='text'>Goncourt des lycéens 2011</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La classe de&lt;b&gt; seconde 3 &lt;/b&gt;du lycée a été retenue pour participer au jury du Goncourt des lycéens.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;h3 class="spip" style="font-weight: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b class="spip"&gt;E&lt;/b&gt;n deux mois, 2 000  jeunes, âgés de 15 à 17 ans, en classe de seconde, première, terminale  ou BTS, généraliste, scientifique ou technique, vont lire cette  sélection, en plus de leur activité scolaire habituelle. Ils ont reçu  par la Fnac un jeu des 15 livres en lice pour  les lire, les étudier  avec leur professeur et échanger avec des auteurs qu’ils devraient avoir  l’occasion de rencontrer tout au long de ce marathon de lecture. &lt;/span&gt;&lt;/h3&gt;&lt;h3 class="spip" style="font-weight: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;/h3&gt;&lt;h3 class="spip" style="font-weight: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;/h3&gt;&lt;span style="font-size: small;"&gt;  &lt;/span&gt;&lt;br /&gt;&lt;h3 class="spip" style="font-weight: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;La proclamation du lauréat aura lieu le lundi 7 novembre 2011, à Rennes et il se trouvera&amp;nbsp; dans la liste ci-dessous :&lt;/span&gt;&lt;/h3&gt;&lt;b class="spip"&gt;Stéphane Audeguy&lt;/b&gt;&amp;nbsp;: "Rom@", &lt;i class="spip"&gt;Editions Gallimard&lt;/i&gt; &lt;br /&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;Emmanuel Carrère&lt;/b&gt;&amp;nbsp;: "Limonov", &lt;i class="spip"&gt;Editions P.O.L&lt;/i&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;Sorj Chalandon&lt;/b&gt;&amp;nbsp;: "Retour à Killybegs", &lt;i class="spip"&gt;Editions Grasset&lt;/i&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;Charles Dantzig&lt;/b&gt;&amp;nbsp;: "Dans un avion pour Caraca"s, Editions Grasset&lt;/div&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;David Foenkinos&lt;/b&gt;&amp;nbsp;: "Les souvenirs", Editions Gallimard&lt;/div&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;Alexis Jenni&lt;/b&gt;&amp;nbsp;: "L’Art français de la guerre", &lt;i class="spip"&gt;Editions Gallimard&lt;/i&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;Simon Libérati&lt;/b&gt;&amp;nbsp;: "Jayne Mansfield 1967", &lt;i class="spip"&gt;Editions Grasset&lt;/i&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;Ali Magoudi&lt;/b&gt;&amp;nbsp;: "Un sujet français", &lt;i class="spip"&gt;Editions Albin Michel&lt;/i&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;Carole Martinez&lt;/b&gt;&amp;nbsp;: "Du Domaine des Murmures", &lt;i class="spip"&gt;Editions Gallimard&lt;/i&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;Véronique Ovaldé&lt;/b&gt;&amp;nbsp;: "Des vies d’oiseaux", &lt;i class="spip"&gt;Editions L’Olivier.&lt;/i&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;Eric Reinhardt&lt;/b&gt;&amp;nbsp;: "Le Système Victoria", &lt;i class="spip"&gt;Editions Stock&lt;/i&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;Romain Slocombe&lt;/b&gt;&amp;nbsp;: "Monsieur le Commandant", &lt;i class="spip"&gt;Editions Nil&lt;/i&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;Morgan Sportès&lt;/b&gt;&amp;nbsp;: "Tout, tout de suite", &lt;i class="spip"&gt;Editions Fayard&lt;/i&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;Lyonel Trouillot&lt;/b&gt;&amp;nbsp;: "La belle amour humaine", &lt;i class="spip"&gt;Editions Actes Sud&lt;/i&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;b class="spip"&gt;Delphine de Vigan&lt;/b&gt;&amp;nbsp;: "Rien ne s’oppose à la nuit", &lt;i class="spip"&gt;Editions JC Lattès&lt;/i&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;span class="spip"&gt;Pour ces lycéens et pour tous les autres ce petit aperçu d'une "nouvelle technologie" qui ne pourra que les aider à découvrir ce monde étrange de l'écriture. &lt;/span&gt;&lt;i class="spip"&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;i class="spip"&gt;&amp;nbsp; &lt;/i&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://0.gvt0.com/vi/5QH-MG6gw5A/0.jpg" height="266" style="clear: left; float: left;" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/5QH-MG6gw5A&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/5QH-MG6gw5A&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="spip"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-2407617934249773168?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/2407617934249773168'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/2407617934249773168'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2011/09/la-classe-de-seconde-3-du-lycee-ete.html' title='Goncourt des lycéens 2011'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-8147899154993960975</id><published>2011-08-31T11:50:00.002+02:00</published><updated>2011-08-31T19:14:43.831+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Rentrée scolaire'/><title type='text'>Les dates de la rentrée</title><content type='html'>&lt;div style="text-align: justify;"&gt;La rentrée aura lieu la semaine prochaine, vous pouvez consulter dans la rubrique &lt;em&gt;"Agenda"&lt;/em&gt; les dates et heures de rentrée de vos enfants.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Pour&amp;nbsp;la FCPE Montaigne le calendrier est chargé et conditionné par les élections des représentants de parents d'élèves qui se tiendront les 14 ou 15 octobre selon les établissements.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Le &lt;strong&gt;jeudi 15 septembre 2011 &lt;/strong&gt;de &lt;strong&gt;18H30 à 20H&lt;/strong&gt; tous les adhérents présents et futurs de notre association sont conviés à notre assemblée générale annuelle qui se tiendra&amp;nbsp; au lycée Montaigne en salle C05 (dans la Cour du lycée).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A cette occasion&amp;nbsp; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"&gt;&lt;strong&gt;-&lt;/strong&gt; nous recueillerons les adhésions des parents désireux de s'investir (les bulletins d'adhésion vous parviendront dés la rentrée par l'intermédiaire de vos enfants)&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;  &lt;/strong&gt;- nous présenterons le bilan de l'association au titre de l'année écoulée&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;  &lt;/strong&gt;- les adhérents éliront le conseil d'administration de 10 membres de l'association&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;  &lt;/strong&gt;- nous arrêterons la liste des parents candidats aux fonctions de membre du conseil d'administration du collège et du lycée Montaigne, puisque les parents participent aux instances de délibération des établissements scolaires.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Le &lt;strong&gt;samedi 24 septembre à 10H&lt;/strong&gt; aura lieu la réunion de rentrée qui se tiendra à&amp;nbsp;Montaigne en présence de Madame le Proviseur et de ses&amp;nbsp;collaboratrices.&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"&gt;&lt;strong&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;N'hésitez pas à adhérer à notre association, que vous souhaitiez recevoir des informations, vous présenter comme parent délégué de classe, participer activement à notre association, voire aux conseils d'administration de Montaigne.&lt;/span&gt;&lt;/strong&gt;&lt;span style="mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-8147899154993960975?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/8147899154993960975'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/8147899154993960975'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2011/08/les-dates-de-la-rentree.html' title='Les dates de la rentrée'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-5910873695746533434</id><published>2011-06-22T17:10:00.000+02:00</published><updated>2011-06-22T17:10:59.895+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humeur'/><title type='text'>Non, les enfants d'immigrés ne réussissent pas moins bien !</title><content type='html'>&lt;div style="text-align: justify;"&gt;&amp;nbsp;L'observatoire des inégalités vient de publier &lt;a href="http://www.inegalites.fr/spip.php?article1458"&gt;une analyse&lt;/a&gt; qui&amp;nbsp;permet, à partir des chiffres officiels du ministère de l'éducation nationale, d'établir que&amp;nbsp;les enfants d’immigrés ont de moins bons résultats scolaires, non parce qu’ils sont immigrés, mais parce que leurs parents appartiennent à des milieux sociaux défavorisés.&lt;strong&gt; A milieu équivalent, ils sont même plutôt meilleurs&lt;/strong&gt;.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Cela ne fera pas taire les polémistes ou autres ministres&amp;nbsp;dont les propos ne&amp;nbsp;sont pourtant que&amp;nbsp;l'expression d'un strict conformisme&amp;nbsp;faisant sempiternellement de l'étranger l'origine de toutes les difficultés.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-5910873695746533434?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/5910873695746533434'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/5910873695746533434'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2011/06/non-les-enfants-dimmigres-ne.html' title='Non, les enfants d&apos;immigrés ne réussissent pas moins bien !'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-5187171789402844206</id><published>2011-03-21T12:08:00.004+01:00</published><updated>2011-03-21T15:57:01.250+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Réunions'/><title type='text'>Réunion FCPE samedi 26 mars 2011- Petit amphithéâtre -</title><content type='html'>&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Nous vous convions à une réunion à Montaigne le 26 mars à 10H pour évoquer divers sujets:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;- les conseils de classe du deuxième trimestre;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;- la structure du lycée l'an prochain;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;- les &lt;a href="http://lilie.iledefrance.fr/fr/accueil"&gt;environnements de travail numérique (ENT)&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;- la réflexion sur&amp;nbsp;&lt;span style="color: purple;"&gt; &lt;/span&gt;&lt;span style="color: black;"&gt;la place des parents au collège ou au lycée,&amp;nbsp;vis-à vis des fédérations, des professeurs et de l'administration;&lt;br /&gt;- de plus dans le cadre de notre action “prévention des violences”, pour une éducation à la non-violence et à la paix, nous aimerions recueillir vos perceptions des situations de conflits, de violence verbale ou physique dont vos enfants ont pu parler.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-5187171789402844206?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/5187171789402844206'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/5187171789402844206'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2011/03/reunion-fcpe-samedi-26-mars-2011.html' title='Réunion FCPE samedi 26 mars 2011- Petit amphithéâtre -'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-1226798300843642310</id><published>2010-12-14T16:07:00.001+01:00</published><updated>2010-12-14T16:10:06.649+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Education nationale'/><title type='text'>Comment va l'école française ?</title><content type='html'>&lt;div style="text-align: justify;"&gt;Les médias ont commenté&amp;nbsp;les résultats de&lt;a href="http://ses.ens-lyon.fr/1291922512722/0/fiche___actualite/"&gt; l'enquête PISA 2009&lt;/a&gt; qui marquent la stagnation ou même le recul du système éducatif&amp;nbsp;français mais plutôt que de se contenter de reprendre simplement les classements opérés par cette étude, Christian BAUDELOT, sociologue, se livre à une analyse plus fine qui&amp;nbsp;montre combien le système français perpétue avant tout les inégalités sociales.&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/yt3OdqbHntY/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/yt3OdqbHntY&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/yt3OdqbHntY&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;﻿&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;em&gt;PISA est une enquête menée tous les trois ans auprès de jeunes de 15 ans dans les 34 pays membres de l’OCDE et dans de nombreux pays partenaires. Elle évalue l’acquisition de savoirs et savoir-faire essentiels à la vie quotidienne au terme de la scolarité obligatoire. Les tests portent sur la lecture, la culture mathématique et la culture scientifique et se présentent sous la forme d’un questionnaire de fond. Lors de chaque évaluation, un sujet est privilégié par rapport aux autres. Les premières collectes de données ont eu lieu en 2000, les suivantes en 2003, en 2006 et en 2009. La prochaine collecte est prévue pour 2012.&lt;/em&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;em&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-1226798300843642310?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/1226798300843642310'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/1226798300843642310'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/12/comment-va-l%C3%A9cole-fran%C3%A7aise.html' title='Comment va l&apos;école française ?'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-8579167466972351440</id><published>2010-11-16T18:04:00.004+01:00</published><updated>2010-11-18T10:14:45.414+01:00</updated><title type='text'>Réunion des parents des élèves des sections internationales Portugaise et Polonaise</title><content type='html'>La réunion d'information avec Madame le Proviseur de Montaigne aura lieu le samedi 20 novembre 2010 à 10H30 dans le grand amphithéâtre de Montaigne.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-8579167466972351440?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/8579167466972351440'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/8579167466972351440'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/11/reunion-des-parents-des-eleves-des.html' title='Réunion des parents des élèves des sections internationales Portugaise et Polonaise'/><author><name>valerie</name><uri>http://www.blogger.com/profile/12780636467265881911</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-4436502169353639863</id><published>2010-10-19T13:18:00.003+02:00</published><updated>2010-10-19T22:24:43.376+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ELECTION'/><title type='text'>Résultats des élections 2010</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_w0-11mw-rQE/TL3-Kx5cmJI/AAAAAAAAAIY/0RZUPkzBkIE/s1600/IMGP5142.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" ex="true" height="212" src="http://4.bp.blogspot.com/_w0-11mw-rQE/TL3-Kx5cmJI/AAAAAAAAAIY/0RZUPkzBkIE/s320/IMGP5142.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-family: inherit; font-size: x-small;"&gt;Grande stabilité du corps électoral à Montaigne puisque la répartition des sièges&amp;nbsp;entre les deux fédérations de parents d'élèves reste identique.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: inherit; font-size: x-small;"&gt;Les&amp;nbsp;résultats sont les suivants :&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;u&gt;Au lycée&lt;/u&gt; 322 votants&amp;nbsp;(4 bulletins nuls)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: inherit; font-size: x-small;"&gt;FCPE 191&amp;nbsp;voix soit&amp;nbsp; 3 sièges&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: inherit; font-size: x-small;"&gt;PEEP 127&amp;nbsp;voix soit 2 sièges&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;u&gt;Au collège&lt;/u&gt; 264 votants (14 bulletins nuls et 3 blancs)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: inherit; font-size: x-small;"&gt;FCPE 119&amp;nbsp;voix soit 3 sièges&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: inherit; font-size: x-small;"&gt;PEEP 128 voix&amp;nbsp;soit 4 sièges.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: inherit; font-size: x-small;"&gt;On constatera l'absence du grand élan citoyen appelé de nos voeux, les taux de participation enregistrant un légère baisse par rapport à l'année passée.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-4436502169353639863?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/4436502169353639863'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/4436502169353639863'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/10/resultats-des-elections-2010.html' title='Résultats des élections 2010'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_w0-11mw-rQE/TL3-Kx5cmJI/AAAAAAAAAIY/0RZUPkzBkIE/s72-c/IMGP5142.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-3587868431867383801</id><published>2010-10-15T10:14:00.007+02:00</published><updated>2010-10-16T07:54:53.495+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ELECTION'/><title type='text'>Aux urnes citoyens</title><content type='html'>&lt;div align="justify"&gt;&lt;a href="http://2.bp.blogspot.com/_w0-11mw-rQE/TLgNhJPXmtI/AAAAAAAAAH8/dC5MOwRjJIw/s1600/electionfcpe2010.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5528183405664508626" src="http://2.bp.blogspot.com/_w0-11mw-rQE/TLgNhJPXmtI/AAAAAAAAAH8/dC5MOwRjJIw/s320/electionfcpe2010.jpg" style="cursor: hand; display: block; height: 320px; margin: 0px auto 10px; text-align: center; width: 234px;" /&gt;&lt;/a&gt;&lt;span style="font-size: 85%;"&gt;Le mouvement d'opposition à la réforme des retraites touche depuis le début de la semaine les lycées. Les blocages ou simplement des tentatives se sont multipliés depuis lundi, &lt;/span&gt;&lt;a href="http://fcpe-montaigne.blogspot.com/2009/12/assez.html"&gt;&lt;span style="font-size: 85%;"&gt;la position de la FCPE Montaigne &lt;/span&gt;&lt;/a&gt;&lt;span style="font-size: 85%;"&gt;est parfaitement claire concernant ce moyen d'action et a été affirmée à de multiples reprises. Néanmoins il convient de s'attacher également au pourquoi de ces manifestations, l'appréhension de la complexité de la jeunesse ne peut se cantonner simplement à un rapport de force qui conduit à des&lt;a href="http://tempsreel.nouvelobs.com/actualite/social/20101015.OBS1325/lyceen-blesse-le-prefet-de-paris-suspend-l-utilisation-du-flash-ball.html"&gt; violences inadmissibles.&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size: 85%;"&gt;Notre attachement à cette école publique qui lui est dédiée doit aussi s'exprimer par les urnes et par une participation, aussi importante que possible, aux élections des représentants de parents d'élèves qui se dérouleront &lt;strong&gt;demain toute la matinée de 8h30 à 12h30.&lt;/strong&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-3587868431867383801?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/3587868431867383801'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/3587868431867383801'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/10/aux-urnes-citoyens.html' title='Aux urnes citoyens'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_w0-11mw-rQE/TLgNhJPXmtI/AAAAAAAAAH8/dC5MOwRjJIw/s72-c/electionfcpe2010.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-2523742184726069781</id><published>2010-10-12T17:43:00.003+02:00</published><updated>2010-10-12T18:34:33.285+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ELECTION'/><title type='text'>Petit précis du parfait électeur</title><content type='html'>&lt;div align="justify"&gt;&lt;a href="http://1.bp.blogspot.com/_w0-11mw-rQE/TLSFRiw0XHI/AAAAAAAAAH0/NIb_z9pudmY/s1600/montaine+election+2.bmp"&gt;&lt;/a&gt;&lt;span style="font-size:85%;"&gt;Cette semaine et samedi 16 octobre ont lieu les élections des représentants des parents d'élèves aux conseils d'administration des collèges et lycées.&lt;/span&gt;&lt;br /&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;A un moment où l'école voit la rentabilité primer sur la diversité des savoirs où les pédagogues sont exclus pour être remplacés par des comptables où la privatisation rampante concrétise l'abandon d'une éducation ouverte à tous, la participation à ces élections n'en prend que plus d'importance.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;L'abstention est l'acceptation passive de ces mutations.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;D'où le bref rappel, ci dessous, pour poursuivre un retour aux urnes déjà remarqué l'année passée.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;strong&gt;&lt;span style="font-size:85%;"&gt;Qui vote ?&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Chacun des parents, quelle que soit sa situation matrimoniale et sa nationalité, est électeur à ces élections, sauf dans le cas où il s'est vu retirer l'autorité parentale.&lt;br /&gt;Les deux parents figurent sur la liste électorale et en cas d'omission cette liste doit être mise à jour, selon les justificatifs qui auront été apportés par le parent concerné, jusqu'au déroulement même du scrutin et ce, bien évidemment, avant la fermeture du bureau de vote.&lt;br /&gt;Chacun des parents doit recevoir l'ensemble du matériel de vote.&lt;br /&gt;Concernant les élèves confiés à un tiers accomplissant tous les actes usuels relatifs à la surveillance et à l'éducation de l'enfant, ce tiers exerce, à la place des parents, le droit de voter et de se porter candidat aux élections. Ce droit de suffrage est non cumulatif avec celui dont il disposerait déjà au titre de parent d'un élève inscrit dans l'établissement scolaire.&lt;br /&gt;Les parents d'élèves scolarisés en classe préparatoire sont électeurs et éligibles.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Les parents qui ont un enfant au collège et un enfant au lycée votent deux fois.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;strong&gt;Comment voter ?&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;strong&gt;-&lt;/strong&gt; Par correspondance &lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Le vote par correspondance permet de voter dès réception du matériel de vote. Il est en cours de distribution par l'intermédiaire des élèves, il peut être transmis soit par la voie postale (attention le climat social peut réserver des surprises) soit directement par l'élève sous pli fermé.&lt;br /&gt;- Sur place&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Le samedi 16 octobre 2010 de 8h30 à 12H30 dans l'établissement&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;strong&gt;Pourquoi voter ?&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Pour désigner les représentants des parents d'élèves qui siégeront dans les conseils d'administration du lycée et du collège. Il y a 7 représentants de parents au conseil d'administration du collège et 5 à celui du lycée.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;strong&gt;Pour qui voter ?&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Pour les listes FCPE évidemment parce que nous continuerons à défendre une école accessible à tous, gratuite, hétérogène, diversifiée.&lt;/span&gt;&lt;span style="font-size:85%;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;div align="justify"&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;&lt;strong&gt;Liste LYCEE&lt;/strong&gt;&lt;br /&gt;• Philippe GRÜNDLER&lt;br /&gt;• Valérie AMAR SARFATI&lt;br /&gt;• Jean Christophe RAVEAU&lt;br /&gt;• Anne Marie DEYRIS&lt;br /&gt;• Christina SEMBLANO&lt;br /&gt;• Arielle TEXIER-TIBI&lt;br /&gt;• Tonino SERAFINI&lt;br /&gt;• Déborah HERCO&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;strong&gt;Liste COLLEGE&lt;/strong&gt;&lt;br /&gt;• Catherine LE MAGUERESSE&lt;br /&gt;• Stéphane DEMRI&lt;br /&gt;• Fernando MARTINEZ&lt;br /&gt;• Philippe DUBOIS&lt;br /&gt;• Daphné MINOT DE BRITO&lt;br /&gt;• François AUVIGNE&lt;br /&gt;• Damien HIMBER&lt;br /&gt;• Sophie BAUDET MICHEL&lt;br /&gt;• Catherine SIMON&lt;br /&gt;• Albin VOLTE&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-2523742184726069781?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/2523742184726069781'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/2523742184726069781'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/10/petit-precis-du-parfait-electeur.html' title='Petit précis du parfait électeur'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-2024769532243450250</id><published>2010-09-28T15:29:00.007+02:00</published><updated>2010-09-28T16:05:49.508+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Réunions'/><title type='text'>Assemblée générale du jeudi 30 septembre à 18h30</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_w0-11mw-rQE/TKH1UU0NYbI/AAAAAAAAAHM/QfD0z34Y2QQ/s1600/assemblee-generale22_428x321.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/_w0-11mw-rQE/TKH1UU0NYbI/AAAAAAAAAHM/QfD0z34Y2QQ/s320/assemblee-generale22_428x321.jpg" alt="" id="BLOGGER_PHOTO_ID_5521964347666817458" border="0" /&gt;&lt;/a&gt;&lt;span style="font-size:85%;"&gt;Les adhérents de la FCPE Montaigne (et l'on peut adhérer y compris le jour de l'assemblée) se réuniront jeudi prochain en assemblée générale (salle C 05 dans la cour du lycée) avec l'ordre du jour suivant:&lt;br /&gt;&lt;/span&gt;&lt;ul style="text-align: justify;"&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;Exposé de l'année écoulée (bilan moral et rapport comptable)&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul style="text-align: justify;"&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;Appel à candidatures pour les fonctions de membre du conseil d'administration de notre association et élections des membres du conseil (10 postes à pourvoir)&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul style="text-align: justify;"&gt;&lt;li&gt;&lt;span style="font-size:85%;"&gt;Préparation de la liste de candidats aux élections de parents d'élèves (conseil d'administration du Lycée/collège Montaigne) qui auront lieu le 16 octobre.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:85%;"&gt;Si vous désirez participer davantage aux activités de notre association, n'hésitez pas et présentez votre candidature.&lt;/span&gt;&lt;span style=";font-family:&amp;quot;;font-size:10pt;"  &gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-2024769532243450250?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/2024769532243450250'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/2024769532243450250'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/09/assemblee-generale-du-30-septembre.html' title='Assemblée générale du jeudi 30 septembre à 18h30'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_w0-11mw-rQE/TKH1UU0NYbI/AAAAAAAAAHM/QfD0z34Y2QQ/s72-c/assemblee-generale22_428x321.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-7365959689948148160</id><published>2010-09-19T16:08:00.008+02:00</published><updated>2010-09-27T10:36:29.584+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Réunions'/><title type='text'>Compte rendu de la réunion de rentrée FCPE du 18 septembre 2010</title><content type='html'>&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Merci à ceux qui nous ont rejoints pour cette réunion, et toutes nos excuses à ceux qui n’ont pu se déplacer en raison d’un autre calendrier.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Dates importantes :&lt;/strong&gt;&lt;br /&gt;- Assemblée générale de notre association le 30 septembre à 18h30 jusqu’à 20h30 en salle C 05 de Montaigne pour évoquer notre activité et désigner les membres de notre conseil d’administration qui prépareront la liste électorale pour les conseils d’administration du lycée et du collège)&lt;br /&gt;- 16 octobre de 8h30 à 12h30 : élection des parents d’élèves à ces conseils d’administration (collège lycée) ; élections ouvertes à TOUS LES PARENTS (un vote par parent).&lt;br /&gt;- Constitution des listes de candidatures de parents délégués jusqu’à mi octobre pour présentation à la direction de Montaigne avant les vacances de la Toussaint.&lt;/span&gt;&lt;span style="font-size:85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Nous avons recueilli un certain nombre de candidatures de parents délégués et vous en remercions.&lt;br /&gt;Toutefois, dans certaines classes il y a trop de candidats (5°5 4°5 2°4 1°S3 TES1) : que les parents concernés veuillent bien indiquer s’ils acceptent de se retirer et/ou de se proposer pour d’autres classes « en manque » qui sont toutes les 6èmes sauf 6°6, et les classes de 5°1 , 5°3, 4°3, 4°4, 4°4, 4°6, 3°1, 3°5, 1°L1, 1°S1, TL2.&lt;br /&gt;Nous demandons surtout aux parents des 6èmes de présenter leur candidature.&lt;br /&gt;- Réunions parents professeurs : les dates sur l'agenda du blog.&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size:85%;"&gt;Pour les classes de terminale les réunions auront lieu en décembre, pour évoquer la procédure APB notamment. Il est recommandé aux futurs délégués lorsqu’ils seront « confirmés » dans leurs fonctions, de faire relever l’adresse des parents et de prendre rendez-vous sans tarder avec le professeur principal pour organiser le conseil de classe sans attendre la réunion parents/ professeur.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Intervention de Madame Collet proviseur :&lt;/strong&gt;&lt;br /&gt;Madame Collet estime que la rentrée s’est correctement passée. Le collège et le lycée sont pleins, des inscriptions ayant été faites encore la semaine dernière.&lt;br /&gt;Madame Collet a confirmé l’arrivée des professeurs de philosophie pour les classes de TL, TES et S.&lt;br /&gt;La direction de Montaigne a été interpelée par les parents sur plusieurs sujets :&lt;br /&gt;- Emplois du temps : certains emplois du temps seront modifiés, à la marge, à partir de la semaine prochaine pour tenir compte des réclamations des professeurs, des élèves et de la nécessité de réguler le flux de la cantine.&lt;br /&gt;- Enseignements d’exploration en seconde : certains élèves n’ont pu avoir que 2 options au lieu de 3 (10% des élèves environ) pour des problèmes d’emploi du temps (langues) ; pas de modification pour ces élèves, mais il n’y aura aucune conséquence pour eux ; ils ne seront en aucun cas lésés pour le passage en première.&lt;br /&gt;- Accompagnement personnalisé en seconde : il commencera en octobre à raison d’1H dirigée par le professeur principal et 30 mn pour diverses matières ( un choix sera proposé aux élèves). Les élèves de seconde ont à peu près le même nombre d’heures (à 30 mn près) que les années précédentes. Les heures consacrées aux nouveaux enseignements remplacent des heures de maths qui étaient dispensées en plus des heures règlementaires.&lt;br /&gt;- Professeur de SES remplacé : l’un des enseignants de SES se consacre régulièrement en fin d’année à des activités syndicales : cette absence prévue est systématiquement traitée par un remplacement.&lt;br /&gt;- LIE : l’enseignement de certaines langues se fait en dehors du lycée (arabe, chinois…) Un parent nous signale que son enfant de 2nde n’a pas le nombre d’heures de chinois LV2 règlementaire à Fénelon. Cela ressort de la compétence de Fénelon mais Madame Bouquet Ruescas, proviseur adjoint, demande à la famille de la contacter.&lt;br /&gt;- Bacheliers 2010: les diplômes du BAC sont arrivés et les élèves seront prévenus à partir de la semaine prochaine afin de les retirer…et de restituer les livres (cf message sur site Montaigne).&lt;br /&gt;- Atelier cinéma : cet Atelier (Monsieur Louet professeur de lettres) est réservé aux élèves du lycée à concurrence de 25 élèves.&lt;br /&gt;- Environnement numérique de travail : pour la rentrée 2011, le cahier de textes numériques sera en place. Pour les notes (système réclamé par certains parents, jugé inquiétant par d’autres), patience…&lt;br /&gt;- Manuels : au collège, certains livres manquaient (en raison de l’inscription tardive de certains élèves) mais ont été ou seront achetés de façon imminente. Idem pour les livres de T ES manquants (une TES a été créée aux dépens d’une TS). En revanche les parents s’inquiètent du problème des livres de seconde (du fait de la réforme). La réforme étant passée tardivement, la Région qui habituellement finance les livres (sans que cela soit une obligation légale) n’a pas intégrer le coût des manuels dans son budget. Si un budget est consenti par la Région, sur un prochain budget, il ne permettra pas de financer les livres avant février. Raison pour laquelle les lycées de la Région seront amenés à solliciter les familles. Des solutions sont à l’étude pour que les secondes ne soient pas pénalisées de façon exclusive, d’autant que ces mêmes secondes travailleront l’an prochain sur de nouveaux livres de première puis de terminale. Les parents évoquent la caisse de solidarité de Montaigne pour laquelle un appel est fait en début d’année, parfois passé inaperçu. Nous reviendrons très prochainement sur ce point et les solutions qui seront proposées.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-7365959689948148160?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/7365959689948148160'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/7365959689948148160'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/09/compte-rendu-de-la-reunion-de-rentree.html' title='Compte rendu de la réunion de rentrée FCPE du 18 septembre 2010'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-4179988026734525584</id><published>2010-09-05T18:28:00.009+02:00</published><updated>2010-09-17T17:52:22.509+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Rentrée scolaire'/><title type='text'>Rentrée morose</title><content type='html'>&lt;div align="justify"&gt;&lt;a href="http://4.bp.blogspot.com/_w0-11mw-rQE/TIPF0sFUwxI/AAAAAAAAAHE/oylK-57Gg7g/s1600/IMGP4610.JPG"&gt;&lt;img style="text-align: center; margin: 0px auto 10px; width: 320px; display: block; height: 213px;" id="BLOGGER_PHOTO_ID_5513467877808980754" alt="" src="http://4.bp.blogspot.com/_w0-11mw-rQE/TIPF0sFUwxI/AAAAAAAAAHE/oylK-57Gg7g/s320/IMGP4610.JPG" border="0" /&gt;&lt;/a&gt;&lt;span style="font-size:85%;"&gt; Cette rentrée se fait dans un certain malaise. &lt;a href="http://www.lemonde.fr/societe/chat/2010/09/14/ecole-un-service-public-menace_1411136_3224.html"&gt;Beaucoup d'interrogations suscitent bien des inquiétudes&lt;/a&gt; ainsi 16000 professeurs stagiaires ( dont 8300 dans le secondaire) font leur première rentrée sans avoir reçu la moindre formation pédagogique alors que parallèlement 16000 postes sont supprimés après les 30000 des deux années précédentes et les 16000 nouvelles suppression prévues à la rentrée 2011. Si la réforme de la classe de seconde et plus largement celle du lycée contiennent des idées intéressantes comment pourront elles s'appliquer avec des classes pléthoriques et des enseignants qui deviennent denrée rare. Ce constat ne semble guère émouvoir les gestionnaires à courte vue du système éducatif français, en revanche d'autres savent tirer les marrons du feu.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Il serait temps de s'inquiéter de la privatisation rampante de l'éducation qui profite des béances ainsi ouvertes. De la multiplication des entreprises de soutien scolaire, aux prépas privés qui apparaissent toujours plus florissantes et quasiment incontournables dans l'enseignement supérieur (médecine, sciences po, droit etc..) et jusqu'à la formation des enseignants puisque pour des stages de 5 jours et pour des montants pouvant atteindre 600 €, des sociétés ont pris en charge la formations de certains professeurs stagiaires abandonnés par leur ministère, tout cela atteste de cette profonde et grave mutation.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;a href="http://www.conseil-constitutionnel.fr/conseil-constitutionnel/francais/la-constitution/la-constitution-du-4-octobre-1958/preambule-de-la-constitution-du-27-octobre-1946.5077.html"&gt;Le préambule de la constitution de 1946&lt;/a&gt; auquel fait expressément référence la constitution de la Vème république proclame que &lt;em&gt;"l'organisation d'un enseignement public gratuit à tous les degrés est un devoir de l'état",&lt;/em&gt; voila bien un principe qui semble se réduire comme peau de chagrin.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Notre obligation de vigilance ne doit pas faiblir et pour cela nous vous attendons nombreux lors de notre réunion de rentrée &lt;strong&gt;le samedi 18 septembre prochain à 9h30&lt;/strong&gt; qui aura lieu dans la salle de la chapelle.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-4179988026734525584?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/4179988026734525584'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/4179988026734525584'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/09/rentree-morose.html' title='Rentrée morose'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_w0-11mw-rQE/TIPF0sFUwxI/AAAAAAAAAHE/oylK-57Gg7g/s72-c/IMGP4610.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-5806546619003663115</id><published>2010-07-22T22:27:00.005+02:00</published><updated>2010-07-23T12:45:41.134+02:00</updated><title type='text'>Albert Camus</title><content type='html'>&lt;div align="justify"&gt;&lt;a href="http://1.bp.blogspot.com/_w0-11mw-rQE/TEip1Ug5nkI/AAAAAAAAAG0/lrv8vTqRPiU/s1600/photos+camus.jpg"&gt;&lt;img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 320px; DISPLAY: block; HEIGHT: 214px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5496830078710554178" border="0" alt="" src="http://1.bp.blogspot.com/_w0-11mw-rQE/TEip1Ug5nkI/AAAAAAAAAG0/lrv8vTqRPiU/s320/photos+camus.jpg" /&gt;&lt;/a&gt;&lt;span style="font-size:85%;"&gt;C'est les vacances mais l'on peut inciter nos chères têtes blondes ou brunes à écouter des&lt;a href="http://www.franceculture.com/emission-les-nouveaux-chemins-de-la-connaissance.html"&gt; extraits ou l'intégralité des émissions &lt;/a&gt;actuellement consacrées à Albert Camus sur France Culture (via internet on peut y accéder pendant un mois), auteur clé au programme du bac Français. Il est aussi possible &lt;a href="http://www.deezer.com/fr/#music/result/all/albert%20camus"&gt;d'écouter la lecture &lt;/a&gt;( écoute en ligne) de certains de ses romans ou autres textes.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-5806546619003663115?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/5806546619003663115'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/5806546619003663115'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/07/albert-camus.html' title='Albert Camus'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_w0-11mw-rQE/TEip1Ug5nkI/AAAAAAAAAG0/lrv8vTqRPiU/s72-c/photos+camus.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-4423649251163855573</id><published>2010-07-21T14:43:00.008+02:00</published><updated>2010-07-21T16:25:48.603+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Examens'/><title type='text'>Le bac et ses chiffres</title><content type='html'>&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Afin de compléter le dernier message et pour tendre vers l'exhaustivité voici les chiffres définitifs du Bac 2010 accompagnés de quelques éléments de comparaison à méditer.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Par rapport à juin 2009, le nombre total de bacheliers a diminué de près de 7 000, annonce une Note du ministère. &lt;strong&gt;65,4% d'une génération a obtenu le bac&lt;/strong&gt;, un taux stable depuis quinze ans. Il était de 63% en 1995 et en 2000, et 66% en 2009. Pour mémoire on rappellera qu'en 1970 c'était 20% d'une génération qui obtenait le bac et encore seulement 25% en 1980. C'est au cours des années 1990 que la progression a été spectaculaire puisque l'on a enregistré une variation de près de 20 point entre 1990 et 2000.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Au sein d'une même génération en 2007, 69,6% de filles de cette génération ont le bac contre seulement 59,1% des garçons&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;On observe quelques variations entre les filières.&lt;br /&gt;Le bac général affiche un taux de réussite de 87%, soit 1,6% de moins qu'en 2009. En ES ce taux baisse de 2,4% (86%). En L il recule de 2,1% (85%) et en S de 1% (89%). La réussite au bac technologique progresse de 1,7% et s'établit à 81,4%. C'est la série STG qui connaît la plus forte hausse avec 83,7% de reçus. La filière ST2S qui avait connu un faible taux de réussite en 2009 (74%) remonte à 76%. Enfin le bac professionnel perd 1% de reçus (86%).&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Cette stabilité ne peut faire oublier les inégalités sociales et régionales face au bac. Si 4 académies dépassent 90% de réussite au bac général (Grenoble, Nantes, Strasbourg, Rennes), certaines ne dépassent pas 80% comme la Guyane. L'écart est encore plus fort pour le bac technologique où certaines académies n'atteignent pas 65% de reçus au bac ST2S (Créteil 62% mais Guyane 42% et Guadeloupe 54%. L'écart est encore plus fort pour le bac technologique. Le taux de réussite reflète la hiérarchie sociale : il passe de 75% chez les inactifs à 92% chez les cadres.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Pour les résultats spécifiques à Montaigne, encore un peu de patience.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-4423649251163855573?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/4423649251163855573'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/4423649251163855573'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/07/le-bac-et-ses-chiffres.html' title='Le bac et ses chiffres'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-500716086778511504</id><published>2010-07-12T08:50:00.005+02:00</published><updated>2010-07-23T08:52:34.607+02:00</updated><title type='text'>Les vacances</title><content type='html'>&lt;div align="justify"&gt;&lt;a href="http://2.bp.blogspot.com/_w0-11mw-rQE/TCGvPtLQDAI/AAAAAAAAAGs/vpe_am011PE/s1600/IMGP4610.JPG"&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;&lt;a href="http://3.bp.blogspot.com/_w0-11mw-rQE/TCGu84GsKiI/AAAAAAAAAGk/6u3SH6C70Dk/s1600/IMGP4604.JPG"&gt;&lt;img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 320px; DISPLAY: block; HEIGHT: 213px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5485858181989804578" border="0" alt="" src="http://3.bp.blogspot.com/_w0-11mw-rQE/TCGu84GsKiI/AAAAAAAAAGk/6u3SH6C70Dk/s320/IMGP4604.JPG" /&gt;&lt;/a&gt;&lt;span style="font-size:85%;"&gt; Les cours de récréation sont désertées, les professeurs sont en vacances, les élèves aussi, les derniers résultats des examens sont arrivés et voici dejà les premières statistiques pour le bac 2010.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;A l’issue du premier groupe d’épreuves du baccalauréat, les résultats provisoires (avant les épreuves de rattrapage) s’établissent de la façon suivante :Le taux de réussite au baccalauréat général est de 74,6%, en baisse de 3,6 points par rapport à la session précédente. C’est notamment le cas dans la série ES (-5,5 points). La réussite en L diminue également de 4,3 points et en S de 2,1 points.Les résultats du baccalauréat technologique connaissent une augmentation de 4,5% avec un taux de succès de 66,1% ; Le taux du secteur tertiaire augmente de 5,7 points et celui du secteur industriel de 1,3 point.Les résultats du baccalauréat professionnel s’annoncent en légère baisse (-2,5 points) avec un score de 77,4%.&lt;br /&gt;&lt;strong&gt;Bonnes vacances à tous&lt;/strong&gt; (nous nous retrouverons lors de notre réunion de rentrée le 18 septembre prochain mais nous aurons le temps d'en reparler).&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-500716086778511504?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/500716086778511504'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/500716086778511504'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/06/les-vacances.html' title='Les vacances'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_w0-11mw-rQE/TCGu84GsKiI/AAAAAAAAAGk/6u3SH6C70Dk/s72-c/IMGP4604.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-7135721937683044135</id><published>2010-06-11T11:17:00.007+02:00</published><updated>2010-06-11T16:08:02.997+02:00</updated><title type='text'>Samedi 12 juin 10h - Dernière réunion FCPE</title><content type='html'>&lt;div align="justify"&gt;&lt;a href="http://2.bp.blogspot.com/_w0-11mw-rQE/TBIDwzou5FI/AAAAAAAAAF8/Wir8GQQ4EZs/s1600/CentraleA-1958-59.jpg"&gt;&lt;img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 320px; DISPLAY: block; HEIGHT: 252px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5481447833492972626" border="0" alt="" src="http://2.bp.blogspot.com/_w0-11mw-rQE/TBIDwzou5FI/AAAAAAAAAF8/Wir8GQQ4EZs/s320/CentraleA-1958-59.jpg" /&gt;&lt;/a&gt; &lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Dernière semaine de conseils de classe, pour certains les examens approchent et c'est déjà (ou presque) les vacances pour d'autres. Cette réunion est l'occasion de faire un bilan de l'année, d'envisager des orientations pour la prochaine rentrée et d'enregistrer les manifestations de volonté de ceux qui souhaiteront s'investir et apporter du temps et leur réflexion à notre association.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size:85%;"&gt;Le monde change, l'école aussi (la photo en illustration a 50 ans), ne restons pas simplement spectateur de ces changements.&lt;/span&gt; &lt;div align="justify"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-7135721937683044135?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/7135721937683044135'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/7135721937683044135'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/06/samedi-12-juin-10h-derniere-reunion.html' title='Samedi 12 juin 10h - Dernière réunion FCPE'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_w0-11mw-rQE/TBIDwzou5FI/AAAAAAAAAF8/Wir8GQQ4EZs/s72-c/CentraleA-1958-59.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-3641541244447377798</id><published>2010-06-07T19:02:00.009+02:00</published><updated>2010-06-08T14:30:21.840+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Réunions'/><title type='text'>Conférence-débat  jeudi 10 juin à 19H</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/_w0-11mw-rQE/TA34uVoDzAI/AAAAAAAAAFs/LmLKJZhZTes/s1600/tmp_9fc4f79c976221180ac2d0d9456ca708.gif"&gt;&lt;img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 320px; DISPLAY: block; HEIGHT: 266px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5480309796542598146" border="0" alt="" src="http://4.bp.blogspot.com/_w0-11mw-rQE/TA34uVoDzAI/AAAAAAAAAFs/LmLKJZhZTes/s320/tmp_9fc4f79c976221180ac2d0d9456ca708.gif" /&gt;&lt;/a&gt; &lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;La FCPE – Montaigne vous invite à une conférence-débat&lt;br /&gt;Avec&lt;br /&gt;&lt;strong&gt;Muriel Salmona&lt;/strong&gt;&lt;br /&gt;Psychiatre - Psychothérapeute&lt;br /&gt;Médecin coordinateure&lt;br /&gt;Présidente de l'association Mémoire traumatique et Victimologie&lt;br /&gt;&lt;strong&gt;L’être humain face à la violence&lt;br /&gt;&lt;/strong&gt;Comment réagissons-nous face à une situation de violence ?&lt;br /&gt;Quelle mémoire notre cerveau conserve-t-il d’un acte d’agression ?&lt;br /&gt;Comment intervenir aux côtés d’une personne&lt;br /&gt;qui a été confrontée à cette réalité ?&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Jeudi 10 juin 2010 à 19h00&lt;/strong&gt;&lt;br /&gt;Dans le grand amphithéâtre&lt;br /&gt;Du lycée Montaigne&lt;br /&gt;17 rue Auguste Comte – 75 006 Paris&lt;br /&gt;&lt;br /&gt;Cette conférence est ouverte à toutes et tous, fin prévue à 20h30&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-3641541244447377798?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/3641541244447377798'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/3641541244447377798'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/06/la-fcpe-montaigne-vous-invite-une.html' title='Conférence-débat  jeudi 10 juin à 19H'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_w0-11mw-rQE/TA34uVoDzAI/AAAAAAAAAFs/LmLKJZhZTes/s72-c/tmp_9fc4f79c976221180ac2d0d9456ca708.gif' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-160684921922735057</id><published>2010-06-03T23:25:00.009+02:00</published><updated>2010-06-04T07:52:04.431+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Réunions'/><title type='text'>Quelle langue voulons nous qu'ils parlent ?</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/_w0-11mw-rQE/TAgjAFYV12I/AAAAAAAAAFk/MTSF9Z6NVH0/s1600/IMGP2761.JPG"&gt;&lt;img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 213px; DISPLAY: block; HEIGHT: 320px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5478667431047452514" border="0" alt="" src="http://4.bp.blogspot.com/_w0-11mw-rQE/TAgjAFYV12I/AAAAAAAAAFk/MTSF9Z6NVH0/s320/IMGP2761.JPG" /&gt;&lt;/a&gt; &lt;div&gt;&lt;br /&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;strong&gt;Samedi 5 juin à 10h&lt;/strong&gt; dans le grand amphithéâtre se tiendra une réunion d'information, animée par Madame COLLET, sur la classe de quatrième et notamment sur l'enseignement des langues vivantes et anciennes. Depuis plusieurs années l'enseignement de certaines langues, notamment à Montaigne, est en sursis. &lt;a href="http://www.montaigne-paris.fr/files/179/italien.pdf"&gt;L''italien&lt;/a&gt; et le Russe sont menacés de disparaître et ce à la fois au nom d'un prétendu principe d'économie des deniers publics (qui fait fi de toute réflexion sur les conséquences à moyen ou à long terme) mais également en raison de la crainte des parents de voir leurs enfants s'égarer dans des apprentissages qui seraient autres que ceux de l'anglais ou de l'espagnol.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Il faut revendiquer le droit à la diversité des savoirs et ne pas être frileux devant les choix de nos enfants même lorsqu'ils sortent des sentiers battus. &lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-160684921922735057?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/160684921922735057'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/160684921922735057'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/06/quelle-langue-voulons-nous-quils.html' title='Quelle langue voulons nous qu&apos;ils parlent ?'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_w0-11mw-rQE/TAgjAFYV12I/AAAAAAAAAFk/MTSF9Z6NVH0/s72-c/IMGP2761.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-584378586350814741</id><published>2010-02-04T22:02:00.001+01:00</published><updated>2010-02-04T22:04:33.312+01:00</updated><title type='text'>Quel lycée choisir ?</title><content type='html'>&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Quel lycée choisir à la fin de la troisième ? Les lycées du 5ème et du 6ème arrondissements ont-ils des caractéristiques particulières ? Sont-ils réservés à une catégorie d’élèves ? Comment remplir son dossier ? Existe-t-il des démarches particulières pour Henri IV et Louis-le-Grand ? Quand et comment faut-il s’y prendre ? Quel est le calendrier de la procédure informatisée ? Quels sont les critères retenus par l’académie pour affecter les élèves dans les établissements.Nous vous invitons à débattre avec nous de ces questions  &lt;strong&gt;samedi 13 février 2010 de 14 heures à 16h30&lt;/strong&gt;, dans les locaux de l’ENS, rue d’Ulm dans le 5ème arrondissement .Retenez d’ores et déjà la date sur votre agenda et venez nombreux !&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7747104675934112784-584378586350814741?l=fcpe-montaigne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/584378586350814741'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7747104675934112784/posts/default/584378586350814741'/><link rel='alternate' type='text/html' href='http://fcpe-montaigne.blogspot.com/2010/02/quel-lycee-choisir.html' title='Quel lycée choisir ?'/><author><name>PG</name><uri>http://www.blogger.com/profile/02491433802215555445</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7747104675934112784.post-1343551436218131530</id><published>2010-01-27T12:53:00.001+01:00</published><updated>2010-02-04T22:09:49.642+01:00</updated><title type='text'>sections internationales</title><content type='html'>&lt;div align="justify"&gt;&lt;span style="font-size:85%;"&gt;Réunion conjointe des associations de parents d’élèves des&lt;br /&gt;Sections Internationales Polonaise et Portugaise du Collège-Lycée Montaigne&lt;br /&gt;en présence de représentants de l’Administration de Montaigne,&lt;br /&gt;de professeurs et de représentants des Ambassades&lt;br /&gt;&lt;br /&gt;Personnes présentes :&lt;br /&gt;- Mme COLLET, Proviseur du Lycée,&lt;br /&gt;- Mme SEMBLANO, Présidente de l’association des parents d’élèves de la section portugaise,&lt;br /&gt;- Mme JABLONSKI, Présidente de l’association des parents d’élèves de la section polonaise,&lt;br /&gt;- Mme AMARO, Représentante de l’Ambassade Portugaise,&lt;br /&gt;- M. TURZANSKI, Représentant de l’Ambassade Polonaise,&lt;br /&gt;- Mme BOUQUET-RUESCAS, Proviseur adjoint,&lt;br /&gt;- Mme RELMY, Principal adjoint,&lt;br /&gt;- Mme AMAR-SARFATI, Secrétaire générale de la FCPE,&lt;br /&gt;- Mme VAILLANT, Présidente de la PEEP,&lt;br /&gt;- Mme CHARLON, Professeur responsable de l’équipe pédagogique polonaise,&lt;br /&gt;- Mme SABINO-DENIS, Professeur responsable de l’équipe pédagogique portugaise,&lt;br /&gt;- Mme VITOR MORANDO, Professeur de portugais,&lt;br /&gt;- M. LEONARDO, Professeur de portugais,&lt;br /&gt;- M. DE ABREU, Professeur de civilisation portugaise (histoire-géographie en portugais),&lt;br /&gt;- D’autres professeurs ont été invités mais, n’ayant pu être présents, ont transmis quelques messages.&lt;br /&gt;- Les parents d’élèves des deux sections.&lt;br /&gt;&lt;br /&gt;Mme le Proviseur a introduit la réunion qui débute vers 10h15.&lt;br /&gt;Elle s’est félicitée de l’accroissement du nombre d’élèves des deux sections, avec cette année 35 élèves en 6ème. Pour ces classes de 6ème, un effort particulier a été fourni pour que ces élèves soient mélangés dans les autres classes ; ainsi, ils ont été répartis dans 3 classes. Bien sûr, cela entraîne des problèmes d’organisation afin de réduire au maximum les heures de permanence pour ces jeunes élèves, ces heures pouvant être plus nombreuses pour les élèves hors section. Il est difficile de dire si cette organisation pourra être prolongée l’année prochaine, mais la concertation se poursuivra.&lt;br /&gt;Suite à la demande de la section polonaise qui pointait le problème que le polonais ne pouvait pas être une LV1 contrairement au portugais (langue reconnue par exemple au niveau des concours), les cours de langue avaient été réorganisés comme suit : LV1 pour tous en anglais, LV2 au choix et enfin langue de section. Cette modification a profité aussi à la section portugaise.&lt;br /&gt;Mais en ce qui concerne l’OIB, la langue de section reste toujours la LV1, les autres langues se décalant en conséquence. Se pose donc le problème du passage des épreuves de langue à l’oral ou à l’écrit. En anglais, un professeur est chargé de préparer les élèves plus particulièrement à l’oral.&lt;br /&gt;&lt;br /&gt;Ensuite la Présidente de l’Association Portugaise a pris la parole en exprimant ses remerciements pour tous les efforts qui ont été réalisés pour améliorer le fonctionnement des sections, en particulier en 6ème, mais elle transmet le souhait de la part des parents que cette initiative en 6ème se prolonge par la suite dans les autres niveaux. Puis elle a posé une série de questions, transmises par des parents, auxquelles Mme le Proviseur a répondu.&lt;br /&gt;- Contrairement aux deux années précédentes, pourquoi la LV2 a-t-elle été imposée cette année en 4ème (pas de choix possible) ? Qu’en sera-t-il à l’avenir ?&lt;br /&gt;Le choix de plusieurs LV2 produit sur l’emploi du temps une contrainte extrêmement forte : cela nécessite que plus de langues soient alignées sur les mêmes créneaux horaires sachant que les élèves des différentes langues sont répartis dans différentes classes. Pour construire un emploi du temps, il faut tenir compte d’innombrables contraintes telles que les heures d’EPS et de salles de sciences à placer en priorité, l’heure de cantine, l’intervention de professeurs provenant d’autres établissements, les regroupements pour les heures de langue… Il faut à la fois tenir compte aussi du confort pédagogique de l’établissement, tant au niveau des professeurs que du nombre d’heures de permanence des élèves. La présence de sections internationales dans un Lycée dont ce n’est pas la vocation unique entraîne aussi des dommages collatéraux avec une augmentation des heures de permanence pour les classes « classiques ». L’organisation de l’emploi du temps et en particulier des langues est ainsi remis en cause tous les ans. Elle peut être influencée par le nombre d’élèves demandant une langue spécifique.&lt;br /&gt;&lt;br /&gt;- Existe-t-il des règles spécifiques de redoublement en section internationale ?&lt;br /&gt;La section internationale est une section plus difficile car elle comprend plus d’heures de cours et de programme. Elle demande aux élèves de fournir plus d’efforts, elle nécessite de leur part une qualité et une capacité de travail. Tout élève est gardé par « contrat moral » dans la section toute la durée du Collège, même s’il n’a pas assez travaillé. A part quelques situations très particulières (maladie, temps d’adaptation à la langue française, manque de maturité, …), le redoublement en 3ème en section est une aberration pédagogique, il ne produit pas de « miracle » pour des élèves qui traînent ce fardeau depuis trop longtemps, c’est une question de bon sens. Au final, c’est le Proviseur qui décide en tenant compte de tous les éléments à sa disposition.&lt;br /&gt;- Est-ce à dire que les textes qui réglementent le redoublement en classe « normale » ne sont pas applicables aux classes des sections internationales ?&lt;br /&gt;Le redoublement en section internationale n’est pas de droit, le jugement est adapté à la situation, au bon sens pédagogique. Le redoublement de droit en classe d’origine au niveau 3ème signifie que l’élève redoublera à ce niveau, et dans le même établissement, mais pas forcément en section. Il n’est pas souhaitable non plus que des règles écrites supplémentaires sur ce sujet soi
