<?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-5273655848172493383</id><updated>2012-02-12T14:45:42.660+01:00</updated><category term='projet blog'/><category term='Présentation de la filière'/><category term='TD SES'/><category term='AP'/><category term='Agenda 21'/><category term='complément de cours'/><category term='Le cours'/><category term='Orientation'/><category term='cours général'/><category term='Projet etude du groupe Vigier entreprises-Ellipse'/><category term='cours nouveau programme'/><category term='thèmes'/><category term='méthodologie'/><category term='Ressources supplémentaires'/><category term='TD 2011-2012'/><category term='Projet avec France 3 Périgord'/><category term='cahier de texte'/><category term='tpe'/><category term='fiche concept'/><category term='TD'/><category term='Dossier documentaire'/><category term='revue de presse'/><category term='Savoir en scène'/><category term='ECJS'/><category term='cours option'/><category term='projet classe PEM'/><category term='la boite aux devoirs'/><title type='text'>Jay SES Blogs première</title><subtitle type='html'>le blog de SES  dédié aux classes de première ES du lycée Jay de Beaufort de Périgueux</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default?start-index=101&amp;max-results=100'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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>256</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-5285328314226693440</id><published>2012-02-12T14:36:00.001+01:00</published><updated>2012-02-12T14:36:23.723+01:00</updated><title type='text'>TD 11 : Les groupes sociaux</title><content type='html'>&lt;a href="http://www.scribd.com/doc/81352878/Td-11-Les-Groupes-Sociaux" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Td 11 Les Groupes Sociaux on Scribd"&gt;Td 11 Les Groupes Sociaux&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.772727272727273" data-auto-height="true" frameborder="0" height="600" id="doc_20569" scrolling="no" src="http://www.scribd.com/embeds/81352878/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-g7ovnfyqjoooxh4of65" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-5285328314226693440?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/5285328314226693440/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=5285328314226693440&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/5285328314226693440'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/5285328314226693440'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/02/td-11-les-groupes-sociaux.html' title='TD 11 : Les groupes sociaux'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-7391124694417574048</id><published>2012-02-12T14:35:00.000+01:00</published><updated>2012-02-12T14:35:02.867+01:00</updated><title type='text'>TD 10 : L'espace social</title><content type='html'>&lt;a href="http://www.scribd.com/doc/81352851/Td-10-L-Espace-Social" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Td 10 L'Espace Social on Scribd"&gt;Td 10 L'Espace Social&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_27820" scrolling="no" src="http://www.scribd.com/embeds/81352851/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-oum1qyx0qtho295uiq4" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-7391124694417574048?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/7391124694417574048/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=7391124694417574048&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/7391124694417574048'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/7391124694417574048'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/02/td-10-lespace-social.html' title='TD 10 : L&apos;espace social'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-6618589984320340400</id><published>2012-02-12T14:34:00.000+01:00</published><updated>2012-02-12T14:34:04.885+01:00</updated><title type='text'>Cours 1ESA : Thème 2.3</title><content type='html'>&lt;a href="http://www.scribd.com/doc/81352829/theme-2-3-Comment-les-reseaux-sociaux-fonctionnent-ils" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View thème 2.3 Comment les réseaux sociaux fonctionnent-ils on Scribd"&gt;thème 2.3 Comment les réseaux sociaux fonctionnent-ils&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_29631" scrolling="no" src="http://www.scribd.com/embeds/81352829/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-dqf29bvltgaysfb2w50" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-6618589984320340400?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/6618589984320340400/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=6618589984320340400&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6618589984320340400'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6618589984320340400'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/02/cours-1esa-theme-23.html' title='Cours 1ESA : Thème 2.3'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-6876787120519945110</id><published>2012-02-12T14:33:00.000+01:00</published><updated>2012-02-12T14:33:09.958+01:00</updated><title type='text'>Cours 1ESA : Thème 2.2</title><content type='html'>&lt;a href="http://www.scribd.com/doc/81352816/theme-2-2-Comment-la-taille-des-groupes" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View thème 2.2 Comment la taille des groupes... on Scribd"&gt;thème 2.2 Comment la taille des groupes...&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_43395" scrolling="no" src="http://www.scribd.com/embeds/81352816/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-ss34xr0x1h2nnzerqg0" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-6876787120519945110?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/6876787120519945110/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=6876787120519945110&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6876787120519945110'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6876787120519945110'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/02/cours-1esa-theme-22.html' title='Cours 1ESA : Thème 2.2'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-7141241396081862027</id><published>2012-02-12T14:31:00.002+01:00</published><updated>2012-02-12T14:31:24.944+01:00</updated><title type='text'>Cours 1ESA : Thème 2.1</title><content type='html'>&lt;a href="http://www.scribd.com/doc/81352785/Theme-2-1-Comment-les-individus-s-associent-ils-pour-former-des-groupes-sociaux" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Thème 2.1 Comment les individus s'associent-ils pour former des groupes sociaux on Scribd"&gt;Thème 2.1 Comment les individus s'associent-ils pour former des groupes sociaux&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_49108" scrolling="no" src="http://www.scribd.com/embeds/81352785/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-1q7wwvvie9s0appt3fo7" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-7141241396081862027?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/7141241396081862027/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=7141241396081862027&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/7141241396081862027'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/7141241396081862027'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/02/cours-1esa-theme-21.html' title='Cours 1ESA : Thème 2.1'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-2240602280694340623</id><published>2012-02-04T18:50:00.001+01:00</published><updated>2012-02-04T18:51:23.947+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='cours nouveau programme'/><title type='text'>Première ESB : le thème1  comment les individus s'associent-ls pour constituer des groupes sociaux</title><content type='html'>&lt;span style="color: red; font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: red; font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: red; font-size: x-large;"&gt;En introduction :&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;h1 style="background-color: white; color: #ff9933; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 16pt; text-align: center;"&gt;Les gars du coin&lt;/h1&gt;&lt;h2 align="center" style="background-color: white; color: #ff0033; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 14pt; font-weight: normal; text-align: center;"&gt;Nicolas RENAHY&lt;/h2&gt;&lt;div align="center" style="background-color: white; font-family: 'Arial Narrow', Arial, serif;"&gt;&lt;img height="110" src="http://socio.ens-lyon.fr/conf/conf_2006_11_renahy_picture.gif" width="140" /&gt;&lt;/div&gt;&lt;div align="center" style="background-color: white; font-family: 'Arial Narrow', Arial, serif;"&gt;&lt;strong&gt;jeudi 30 novembre 2006 à 18 heures&lt;/strong&gt;&lt;/div&gt;&lt;div align="center" style="background-color: white; font-family: 'Arial Narrow', Arial, serif;"&gt;&lt;a href="http://socio.ens-lyon.fr/conf/conf_2006_11_renahy.mp3" style="color: #0000cc; text-decoration: none;"&gt;&lt;img border="0" height="13" src="http://socio.ens-lyon.fr/images/nouveau.gif" width="47" /&gt;&lt;br /&gt;Ecouter ou télécharger la conférence de Nicolas Renahy en mp3&lt;br /&gt;&lt;img border="0" height="39" src="http://socio.ens-lyon.fr/images/radio.gif" width="50" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align="justify" style="background-color: white; font-family: 'Arial Narrow', Arial, serif;"&gt;&lt;em&gt;Dans l’espace rural français, 6 hommes actifs de 25 ans sur 10 sont ouvriers. Que sait-on d’eux, alors que le monde ouvrier reste bien souvent associé aux banlieues industrielles ? Une enquête ethnographique dans un village de Bourgogne explore les tentatives individuelles et collectives pour s’accommoder de la crise industrielle. A travers les difficultés d’accès à l’indépendance de cette jeunesse rurale, ce sont les modifications des logiques d’appartenance au monde ouvrier qui sont analysées.&lt;/em&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="color: red; font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: red; font-size: x-large;"&gt;Le thème :&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/80483841/theme-comment-les-individus-s-associent-ls-pour-constituer-des-groupes-sociaux" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View thème comment les individus s'associent-ls pour constituer des groupes sociaux on Scribd"&gt;&lt;br /&gt;&lt;/a&gt; &lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_19894" name="doc_19894" style="outline: none;" type="application/x-shockwave-flash" width="100%"&gt; 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&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-2240602280694340623?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/2240602280694340623/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=2240602280694340623&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/2240602280694340623'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/2240602280694340623'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/02/theme1-comment-les-individus-sassocient.html' title='Première ESB : le thème1  comment les individus s&apos;associent-ls pour constituer des groupes sociaux'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-3828839850903172299</id><published>2012-01-27T07:30:00.000+01:00</published><updated>2012-01-27T07:30:15.433+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='cours nouveau programme'/><title type='text'>Thème première ESB  :  Les processus de socialisation et la construction des identités sociales  exercices Didapage sur la socialisation de l’enfant, sur la socialisation de l’adulte et sur la socialisation selon le genre.</title><content type='html'>&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;table class="ilContainerBlock" id="bl_cntr_" style="-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; background-color: white; border-bottom-color: rgb(214, 214, 214); border-bottom-style: solid; border-bottom-width: 1px; border-collapse: collapse; border-left-color: rgb(214, 214, 214); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(214, 214, 214); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(214, 214, 214); border-top-style: solid; border-top-width: 1px; clear: both; color: #222222; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 14px; margin-bottom: 20px; width: 1298px;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th class="ilContainerBlockHeader" style="background-color: #f8f8f8; background-image: url(http://ilias.catice.ac-bordeaux.fr/templates/default/images/block_top.gif); background-repeat: repeat no-repeat; border-bottom-color: rgb(233, 233, 233); border-bottom-style: solid; border-bottom-width: 1px; font-size: 13px; padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px; text-align: left; vertical-align: middle;"&gt;&lt;h3 class="ilContainerBlockHeader" style="display: inline; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Contenu&lt;/h3&gt;&lt;/th&gt;&lt;/tr&gt;&lt;tr class="ilCLIRow1" style="border-top-color: rgb(240, 240, 240); border-top-style: solid; border-top-width: 1px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;td class="ilCLI" style="padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;div class="ilContainerListItemOuter" id="lg_div_340875" style="padding-bottom: 15px; padding-left: 15px; padding-right: 15px; padding-top: 15px; zoom: 1;"&gt;&lt;div&gt;&lt;img alt="Icône Document HTML importé" border="0" src="http://ilias.catice.ac-bordeaux.fr/templates/default/images/icon_htlm.gif" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: absolute; vertical-align: middle;" title="Icône Document HTML importé" width="22" /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0px; margin-left: 25px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;div class="il_ContainerListItem" style="margin-bottom: 2px; margin-left: 0px; margin-right: 0px; margin-top: 2px; padding-left: 8px;"&gt;&lt;div style="float: left; padding-bottom: 5px;"&gt;&lt;h4 class="il_ContainerItemTitle" style="display: inline; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;a class="il_ContainerItemTitle" href="http://ilias.catice.ac-bordeaux.fr/ilias.php?baseClass=ilHTLMPresentationGUI&amp;amp;ref_id=340875" style="color: #0033aa; text-decoration: none;" target="ilContObj614677"&gt;Thème 1.1 - Comment la socialisation de l'enfant s'effectue-t-elle ?&lt;/a&gt;&lt;/h4&gt;&lt;/div&gt;&lt;div style="float: right;"&gt;&lt;/div&gt;&lt;div class="float_right" style="float: right;"&gt;&lt;div class="il_ContainerItemCommands2 float_right" style="float: right; margin-bottom: 3px; margin-left: 3px; margin-right: 3px; margin-top: 0px; text-align: right;"&gt;&lt;span id="ilAdvSelListAnchorElement_act_340875" style="white-space: nowrap;"&gt;&lt;a class="small" href="http://ilias.catice.ac-bordeaux.fr/goto.php?target=fold_337461&amp;amp;client_id=lyceesaquitaine#" style="color: #0033aa; font-size: 13px; text-decoration: none;" target="_top"&gt;&lt;img alt="" border="0" src="http://ilias.catice.ac-bordeaux.fr/templates/default/images/mm_down_arrow_dark.gif" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; position: relative; top: -1px; vertical-align: middle;" /&gt;&amp;nbsp;&lt;span id="ilAdvSelListAnchorText_act_340875"&gt;Actions&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="il_Description" style="clear: both; font-size: 13px; margin-bottom: 5px; margin-top: 2px; text-align: left; zoom: 1;"&gt;Didapage de Pascale et Frédéric Lafon, Lycée Jay de Beaufort, Périgueux&lt;/div&gt;&lt;div style="clear: both;"&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr class="ilCLIRow2" style="border-top-color: rgb(240, 240, 240); border-top-style: solid; border-top-width: 1px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;td class="ilCLI" style="padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;div class="ilContainerListItemOuter" id="lg_div_340879" style="padding-bottom: 15px; padding-left: 15px; padding-right: 15px; padding-top: 15px; zoom: 1;"&gt;&lt;div&gt;&lt;img alt="Icône Document HTML importé" border="0" src="http://ilias.catice.ac-bordeaux.fr/templates/default/images/icon_htlm.gif" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: absolute; vertical-align: middle;" title="Icône Document HTML importé" width="22" /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0px; margin-left: 25px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;div class="il_ContainerListItem" style="margin-bottom: 2px; margin-left: 0px; margin-right: 0px; margin-top: 2px; padding-left: 8px;"&gt;&lt;div style="float: left; padding-bottom: 5px;"&gt;&lt;h4 class="il_ContainerItemTitle" style="display: inline; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;a class="il_ContainerItemTitle" href="http://ilias.catice.ac-bordeaux.fr/ilias.php?baseClass=ilHTLMPresentationGUI&amp;amp;ref_id=340879" style="color: #0033aa; text-decoration: none;" target="ilContObj614683"&gt;Thème 1.2 - De la socialisation de l'enfant à la socialisation de l'adulte : continuité ou ruptures ?&lt;/a&gt;&lt;/h4&gt;&lt;/div&gt;&lt;div style="float: right;"&gt;&lt;/div&gt;&lt;div class="float_right" style="float: right;"&gt;&lt;div class="il_ContainerItemCommands2 float_right" style="float: right; margin-bottom: 3px; margin-left: 3px; margin-right: 3px; margin-top: 0px; text-align: right;"&gt;&lt;span id="ilAdvSelListAnchorElement_act_340879" style="white-space: nowrap;"&gt;&lt;a class="small" href="http://ilias.catice.ac-bordeaux.fr/goto.php?target=fold_337461&amp;amp;client_id=lyceesaquitaine#" style="color: #0033aa; font-size: 13px; text-decoration: none;" target="_top"&gt;&lt;img alt="" border="0" src="http://ilias.catice.ac-bordeaux.fr/templates/default/images/mm_down_arrow_dark.gif" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; position: relative; top: -1px; vertical-align: middle;" /&gt;&amp;nbsp;&lt;span id="ilAdvSelListAnchorText_act_340879"&gt;Actions&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="il_Description" style="clear: both; font-size: 13px; margin-bottom: 5px; margin-top: 2px; text-align: left; zoom: 1;"&gt;Didapage de Pascale et Frédéric Lafon, Lycée Jay de Beaufort, Périgueux&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-3828839850903172299?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/3828839850903172299/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=3828839850903172299&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3828839850903172299'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3828839850903172299'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/01/theme-premiere-esb-les-processus-de.html' title='Thème première ESB  :  Les processus de socialisation et la construction des identités sociales  exercices Didapage sur la socialisation de l’enfant, sur la socialisation de l’adulte et sur la socialisation selon le genre.'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-4702183777994313346</id><published>2012-01-25T15:21:00.002+01:00</published><updated>2012-01-25T15:21:24.090+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Orientation'/><title type='text'>Choix de l'enseignement de spécialité en terminale  ES présenté présenté par l'ONISEP</title><content type='html'>&lt;a href="http://www.scribd.com/doc/79340988/Choix-de-l-enseignement-de-specialite-en-terminale-ES-presente-presente-par-l-ONISEP" style="-x-system-font: none; 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&lt;param name="allowFullScreen" value="true"&gt; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;param name="allowScriptAccess" value="always"&gt; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;param name="FlashVars" value="document_id=79340988&amp;amp;access_key=key-frzv0saqu6hilc7cfnn&amp;amp;page=1&amp;amp;viewMode=slideshow"&gt; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;embed id="doc_34188" name="doc_34188" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=79340988&amp;amp;access_key=key-frzv0saqu6hilc7cfnn&amp;amp;page=1&amp;amp;viewMode=slideshow" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-4702183777994313346?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/4702183777994313346/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=4702183777994313346&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/4702183777994313346'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/4702183777994313346'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/01/choix-de-lenseignement-de-specialite-en.html' title='Choix de l&apos;enseignement de spécialité en terminale  ES présenté présenté par l&apos;ONISEP'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-3985615885613405136</id><published>2012-01-23T21:04:00.000+01:00</published><updated>2012-01-23T21:04:09.446+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='tpe'/><title type='text'>Méthodologie pour élaborer la fiche de synthèse de TPE</title><content type='html'>&lt;a href="http://www.scribd.com/doc/79123447/Elaboration-de-la-fiche-de-synthese-de-TPE" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Elaboration de la fiche de synthèse de TPE on Scribd"&gt;Elaboration de la fiche de synthèse de TPE&lt;/a&gt; &lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_56555" name="doc_56555" style="outline: none;" type="application/x-shockwave-flash" width="100%"&gt;            &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&gt;&lt;param name="wmode" value="opaque"&gt;&lt;param name="bgcolor" value="#ffffff"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;param name="FlashVars" value="document_id=79123447&amp;access_key=key-2oramga9hhzrwralsfbu&amp;page=1&amp;viewMode=list"&gt;&lt;embed id="doc_56555" name="doc_56555" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=79123447&amp;access_key=key-2oramga9hhzrwralsfbu&amp;page=1&amp;viewMode=list" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt;         &lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-3985615885613405136?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/3985615885613405136/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=3985615885613405136&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3985615885613405136'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3985615885613405136'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/01/methodologie-pour-elaborer-la-fiche-de.html' title='Méthodologie pour élaborer la fiche de synthèse de TPE'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-8886643433704192648</id><published>2012-01-23T19:08:00.000+01:00</published><updated>2012-01-23T19:08:33.355+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Le cours'/><category scheme='http://www.blogger.com/atom/ns#' term='cours nouveau programme'/><category scheme='http://www.blogger.com/atom/ns#' term='cours général'/><title type='text'>Cours sur les processus de socialisation et la construction des identité...</title><content type='html'>&lt;span style="font-size: x-large;"&gt;&lt;span style="color: red;"&gt;&lt;b&gt;En introduction une vidéo de définition : &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="480" src="http://www.youtube.com/embed/kAVdqhJp4SU" width="640"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="color: red;"&gt;Le cours :&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="color: red;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="color: red;"&gt;&lt;a href="http://www.scribd.com/doc/79111471/les-processus-de-socialisation-et-la-construction-des-identites-sociales" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View les processus de socialisation et la construction des identités sociales on Scribd"&gt;les processus de socialisation et la construction des identités sociales&lt;/a&gt; &lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_93633" name="doc_93633" style="outline: none;" type="application/x-shockwave-flash" width="100%"&gt;            &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&gt;             &lt;param name="wmode" value="opaque"&gt;             &lt;param name="bgcolor" value="#ffffff"&gt;             &lt;param name="allowFullScreen" value="true"&gt;             &lt;param name="allowScriptAccess" value="always"&gt;             &lt;param name="FlashVars" value="document_id=79111471&amp;amp;access_key=key-1k26pzgh7v78rgvge6uk&amp;amp;page=1&amp;amp;viewMode=list"&gt;             &lt;embed id="doc_93633" name="doc_93633" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=79111471&amp;amp;access_key=key-1k26pzgh7v78rgvge6uk&amp;amp;page=1&amp;amp;viewMode=list" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt;         &lt;/object&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-8886643433704192648?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/8886643433704192648/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=8886643433704192648&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/8886643433704192648'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/8886643433704192648'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/01/cours-sur-les-processus-de.html' title='Cours sur les processus de socialisation et la construction des identité...'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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://img.youtube.com/vi/kAVdqhJp4SU/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-7281545472920608827</id><published>2012-01-23T18:18:00.002+01:00</published><updated>2012-01-27T07:00:55.809+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='TD'/><title type='text'>TD 8 - Socialisation et Rugby</title><content type='html'>&lt;span class="date"&gt;&lt;br /&gt;&lt;/span&gt; &lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;br /&gt;&lt;span style="color: red;"&gt;Sur Rue 89 : N'en déplaise à Marc Lièvremont, les filles aussi jouent au rugby&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;h2 class="chapo" style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="color: #274e13;"&gt;L'ancien sélectionneur  de l'équipe de France est « catastrophé » par le rugby féminin, passion  dévorante pour Gaëlle, Céline, Eva et Julia.&lt;/span&gt;&lt;/h2&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="image fullsize"&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" src="http://www.rue89.com/sites/news/files/styles/asset_img_full/public/assets/image/2011/09/rugbyfilles_illus.jpg" /&gt;&lt;/div&gt;&lt;div class="legend"&gt;&lt;br /&gt;Photo&amp;nbsp;: Gaëlle a le ballon en main lors d'un match de rugby avec son club (DR). &lt;/div&gt;&lt;/div&gt;&lt;br /&gt;Voici une petite citation sexiste qui serait presque passée inaperçue sans nos confrères de &lt;a href="http://www.tetu.com/actualites/international/rugby-le-selectionneur-du-xv-de-france-marc-lievremont-tacle-les-filles-20128" target="_blank"&gt;Têtu&lt;/a&gt;. La semaine dernière, en pleine Coupe du monde de rugby, alors que des journalistes du Parisien lui &lt;a href="http://www.leparisien.fr/coupe-du-monde-de-rugby/marc-lievremont-je-ne-me-sens-pas-soutenu-par-le-monde-du-rugby-08-09-2011-1597474.php" target="_blank"&gt;demandaient&lt;/a&gt; si sa sœur avait fait du rugby, Marc Lièvremont, le sélectionneur de l'équipe de France, a répondu&amp;nbsp;: &lt;br /&gt;&lt;blockquote&gt;&lt;br /&gt;«&amp;nbsp;Elle y a joué, malheureusement&amp;nbsp;! On était catastrophés dans la famille. Elle s'est fait mal, évidemment.&amp;nbsp;»&lt;/blockquote&gt;&lt;br /&gt;Et de poursuivre&amp;nbsp;: &lt;br /&gt;&lt;blockquote&gt;&lt;br /&gt;«&amp;nbsp;Elle a aussi longtemps subi le rugby à la maison. Faire comme ses frères, ce n'était pas montrer sa personnalité. “ &lt;/blockquote&gt;&lt;br /&gt;Le sélectionneur anticipe cependant très finement la critique puisqu'il ajoute&amp;nbsp;: &lt;br /&gt;&lt;blockquote&gt;&lt;br /&gt;‘Dès qu'on écorche un peu le rugby féminin, on passe pour  un gros macho, ce que je ne suis pas. Mais je considère qu'il y a des  sports plus féminins.’ &lt;/blockquote&gt;&lt;br /&gt;Ah mais oui, sûrement la danse ou la GRS. On est bête, on y avait pas pensé&amp;nbsp;! &lt;br /&gt;Etre une fille et faire du rugby, ça arrive pourtant à plein de  filles très bien, comme Gaëlle, Céline, Eva et Julia. Elles ont entre 15  et 34 ans et toutes sont tombées amoureuses du ballon pas rond, de  l'esprit d'équipe qui règne dans ce milieu. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;et&amp;nbsp; : &lt;br /&gt;&lt;h2 class="r"&gt;&lt;br /&gt;&lt;a class="l" href="http://www.rue89.com/rue89-sport/2011/10/05/rmc-pour-le-moscato-show-le-chichi-kiki-sur-le-cote-ca-soude-un-groupe-224978" target="_top"&gt;RMC : au &lt;b&gt;Moscato show&lt;/b&gt;, "le kiki sur le côté", ça soude un &lt;b&gt;...&lt;/b&gt; - Rue89&lt;/a&gt;&lt;/h2&gt;&lt;br /&gt;&lt;span class="s"&gt;il y a 4&amp;nbsp;jours &lt;b&gt;...&lt;/b&gt; Il n'aura donc rien été retenu de l'affaire DSK. Vraiment. En témoigne ce &lt;br /&gt;sympathique échange remarqué par nos confrères d'Acrimed.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="s"&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="color: red;"&gt;&lt;b&gt;Le thème :&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt; &lt;/span&gt;&lt;br /&gt;&lt;span class="s"&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="color: red;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="s"&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="color: red;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&amp;nbsp;&lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_1828" name="doc_1828" style="outline: medium none;" type="application/x-shockwave-flash" width="100%"&gt;            &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&gt;&lt;param name="wmode" value="opaque"&gt;&lt;param name="bgcolor" value="#ffffff"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;param name="FlashVars" value="document_id=68158541&amp;amp;access_key=key-1qetx6lcp03zq62w8u59&amp;amp;page=1&amp;amp;viewMode=slideshow"&gt;&lt;embed id="doc_1828" name="doc_1828" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=68158541&amp;amp;access_key=key-1qetx6lcp03zq62w8u59&amp;amp;page=1&amp;amp;viewMode=slideshow" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt;         &lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-7281545472920608827?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/7281545472920608827/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=7281545472920608827&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/7281545472920608827'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/7281545472920608827'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/01/socialisation-et-rugby.html' title='TD 8 - Socialisation et Rugby'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-6550561335935579714</id><published>2012-01-19T14:45:00.000+01:00</published><updated>2012-01-19T14:45:22.190+01:00</updated><title type='text'>TD 9 Quels comportements les jeux économiques révèlent-ils ?</title><content type='html'>&lt;a href="http://www.scribd.com/doc/78748524/td-9-Quels-comportements-les-jeux-economiques-revelent-ils" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View td 9 Quels comportements les jeux économiques révèlent-ils on Scribd"&gt;td 9 Quels comportements les jeux économiques révèlent-ils&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_95091" scrolling="no" src="http://www.scribd.com/embeds/78748524/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-f16omk74qw04v63gwd6" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; 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display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Corrigé devoir 5 on Scribd"&gt;Corrigé devoir 5&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.772727272727273" data-auto-height="true" frameborder="0" height="600" id="doc_13206" scrolling="no" src="http://www.scribd.com/embeds/77570528/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-1bush1pq2zq5xerntzml" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-6233077932706879170?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/6233077932706879170/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=6233077932706879170&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6233077932706879170'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6233077932706879170'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/01/corrige-dissertation.html' title='Corrigé dissertation'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-5421308408226152553</id><published>2012-01-08T21:42:00.002+01:00</published><updated>2012-01-08T21:42:12.394+01:00</updated><title type='text'>TD8 : La démarche du sociologue</title><content type='html'>&lt;a href="http://www.scribd.com/doc/77570854/td-8-la-demarche-sociologique" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View td 8 - la démarche sociologique on Scribd"&gt;td 8 - la démarche sociologique&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_601" scrolling="no" src="http://www.scribd.com/embeds/77570854/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-20uglo4yd6aqsmbm95pz" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-5421308408226152553?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/5421308408226152553/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=5421308408226152553&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/5421308408226152553'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/5421308408226152553'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/01/td8-la-demarche-du-sociologue.html' title='TD8 : La démarche du sociologue'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-7344091956840928014</id><published>2012-01-08T21:41:00.002+01:00</published><updated>2012-01-08T21:41:24.089+01:00</updated><title type='text'>TD7 : Le marché, de la théorie à la réalité (expérience)</title><content type='html'>&lt;a href="http://www.scribd.com/doc/77570835/td-7-La-concurrence-pure-et-parfaite-ameliorations" style="-x-system-font: none; 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display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Td 6 - Valeur Et Volume on Scribd"&gt;Td 6 - Valeur Et Volume&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.772727272727273" data-auto-height="true" frameborder="0" height="600" id="doc_17516" scrolling="no" src="http://www.scribd.com/embeds/77570818/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-v05odrvpjkr59t4ok3s" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-7145870425109503061?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/7145870425109503061/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=7145870425109503061&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/7145870425109503061'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/7145870425109503061'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/01/td6-valeur-et-volume.html' title='TD6 : Valeur et volume'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-8653433335816915966</id><published>2012-01-08T21:39:00.000+01:00</published><updated>2012-01-08T21:39:05.376+01:00</updated><title type='text'>Cours 1ESA : Thème 3.3</title><content type='html'>&lt;a href="http://www.scribd.com/doc/77570751/Theme-3-Comment-les-marches-omparfaitement-concurrentiels-fonctionnent-ils-Copie" style="-x-system-font: none; 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&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-1249689901058864106?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/1249689901058864106/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=1249689901058864106&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/1249689901058864106'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/1249689901058864106'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2012/01/exercice-marche-premiere-2011-2012.html' title='Exercice d&apos;entraînement sur le Marché'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-3349818666198094128</id><published>2011-12-15T15:56:00.001+01:00</published><updated>2011-12-15T16:12:04.465+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='la boite aux devoirs'/><title type='text'>La première dissertation de 4 heures en première ESA : les effets de l'évolution des indicateurs de performance sur les comportements réels des entreprises</title><content type='html'>&lt;b style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;Le sujet : &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&amp;nbsp;&lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_76167" name="doc_76167" style="outline: medium none;" type="application/x-shockwave-flash" width="100%"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&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; &lt;param name="wmode" value="opaque"&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; &lt;param name="bgcolor" value="#ffffff"&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; &lt;param name="allowFullScreen" value="true"&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; &lt;param name="allowScriptAccess" value="always"&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; &lt;param name="FlashVars" value="document_id=75773958&amp;amp;access_key=key-w7fazxp5p9nrb5wo58u&amp;amp;page=1&amp;amp;viewMode=list"&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; &lt;embed id="doc_76167" name="doc_76167" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=75773958&amp;amp;access_key=key-w7fazxp5p9nrb5wo58u&amp;amp;page=1&amp;amp;viewMode=list" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;Le corrigé :&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;&amp;nbsp;&lt;a href="http://www.scribd.com/doc/75776659/Correction-de-La-Dissertation-Analyser-les-effets-de-l-evolution-des-indicateurs-de-performances-des-entreprises-sur-leurs-comportements-reels" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; 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&lt;/object&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-3349818666198094128?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/3349818666198094128/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=3349818666198094128&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3349818666198094128'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3349818666198094128'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/12/la-premiere-dissertation-de-4-heures-en.html' title='La première dissertation de 4 heures en première ESA : les effets de l&apos;évolution des indicateurs de performance sur les comportements réels des entreprises'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-6352533755059712534</id><published>2011-12-11T10:48:00.000+01:00</published><updated>2011-12-11T10:48:28.300+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ressources supplémentaires'/><title type='text'>Des ressources complémentaires pour préparer la dissertation n°1 en classe</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;b style="color: red;"&gt;En introduction&amp;nbsp; &lt;/b&gt;&lt;b&gt;&lt;span style="color: red;"&gt;: Un TD sur la consommation engagée&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/75356526/la-consommation-engagee" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View la consommation engagée on Scribd"&gt;la consommation engagée&lt;/a&gt; &lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_24763" name="doc_24763" style="outline: medium none;" type="application/x-shockwave-flash" width="100%"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&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; 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&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: large;"&gt;Et son corrigé&lt;/span&gt;&lt;/span&gt; : &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/75356521/corrige-consommation-engagee" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View corrigé  consommation engagée on Scribd"&gt;corrigé&amp;nbsp; consommation engagée&lt;/a&gt; &lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_72152" name="doc_72152" style="outline: medium none;" type="application/x-shockwave-flash" width="100%"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&gt; 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&lt;embed id="doc_72152" name="doc_72152" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=75356521&amp;amp;access_key=key-osbre657be88ozv4n3e&amp;amp;page=1&amp;amp;viewMode=list" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;b style="color: red;"&gt;Le dossier documentaire pour enrichir le devoir :&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&amp;nbsp;&lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_29859" name="doc_29859" style="outline: medium none;" type="application/x-shockwave-flash" width="100%"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&gt; 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&lt;embed id="doc_29859" name="doc_29859" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=75355018&amp;amp;access_key=key-om1c9kbrovoaroolnsv&amp;amp;page=1&amp;amp;viewMode=slideshow" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-6352533755059712534?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/6352533755059712534/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=6352533755059712534&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6352533755059712534'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6352533755059712534'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/12/des-ressources-complementaires-pour.html' title='Des ressources complémentaires pour préparer la dissertation n°1 en classe'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-3889888741379683052</id><published>2011-12-11T10:46:00.001+01:00</published><updated>2011-12-11T10:49:07.193+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='cours nouveau programme'/><title type='text'>le thème 3.3 Quelles sont les imperfections du marché ?</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;b style="color: red;"&gt;En introduction une vidéo des inconnus sur la bourse : comment informer le petit porteur ?&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="480" src="http://www.youtube.com/embed/rAu1QeM2MLg" width="640"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;b style="color: red;"&gt;&lt;span style="font-size: medium;"&gt;Le thème :&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;b style="color: red;"&gt;&lt;span style="font-size: medium;"&gt;&amp;nbsp;&lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_20138" name="doc_20138" style="outline: medium none;" type="application/x-shockwave-flash" width="100%"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 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font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; -x-system-font: none; display: block; text-decoration: underline;"&gt;td 5 - Consignes&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" src="http://www.scribd.com/embeds/73049461/content?start_page=1&amp;view_mode=slideshow&amp;access_key=key-11zm1lxfzn1u7vbi8878" data-auto-height="true" data-aspect-ratio="0.772727272727273" scrolling="no" id="doc_40027" width="100%" height="600" frameborder="0"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-1651776573801850301?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/1651776573801850301/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=1651776573801850301&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/1651776573801850301'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/1651776573801850301'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/11/td5-les-choix-optimaux-des-entreprises.html' title='TD5 : Les choix optimaux des entreprises - Excel'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-9088336984266963516</id><published>2011-11-16T18:39:00.000+01:00</published><updated>2011-11-16T18:39:43.931+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='thèmes'/><title type='text'>Thème 3.1  pour les premières ESB Comment un marché concurrentiel fonctionne-t-il</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;Pour réviser le calcul de l'entreprise tout en améliorant votre anglais économique :&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="360" src="http://www.youtube.com/embed/_GYlcWi_gHA" width="480"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: red;"&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: red;"&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;Le thème :&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: red;"&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: red;"&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: red;"&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;&lt;a href="http://www.scribd.com/doc/72925754/Theme-3-1-Comment-un-marche-concurrentiel-fonctionne-t-il" style="-x-system-font: none; 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display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Thème 2 Comment mesurer la performance des entreprises on Scribd"&gt;Thème 2 Comment mesurer la performance des entreprises&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_89809" scrolling="no" src="http://www.scribd.com/embeds/72072524/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-ypomhm45wroo4g5eidb" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; 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display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View td 4 - La diversité des entreprises on Scribd"&gt;td 4 - La diversité des entreprises&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_69569" scrolling="no" src="http://www.scribd.com/embeds/71701146/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-1aaybwllupw7f9nm86dm" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); 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le greenwashing :&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;iframe allowfullscreen="" frameborder="0" height="480" src="http://www.youtube.com/embed/Folt07Xorfo" width="640"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;b style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;Le thème&amp;nbsp; &lt;/span&gt;&lt;/b&gt;:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/72704250/Sous-theme2-Comment-evaluer-la-performance-de-l-entreprise" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Sous-thème2 Comment évaluer la performance de l'entreprise on Scribd"&gt;Sous-thème2 Comment évaluer la performance de l'entreprise&lt;/a&gt; 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        &lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-2335367993257464600?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/2335367993257464600/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=2335367993257464600&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/2335367993257464600'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/2335367993257464600'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/10/la-fiche-concept-sur-lutilite-pour-le.html' title='La fiche concept sur l&apos;utilité pour le thème 1 des grandes questions que se posent les économistes'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-2854437897977806100</id><published>2011-10-10T18:24:00.006+02:00</published><updated>2011-11-14T18:43:04.968+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='cours option'/><title type='text'>Classe de 1ère ESB  : Sous thème 1 comment les entreprises produisent-elles  du thème 2  la production dans l'entreprise</title><content type='html'>&lt;div align="justify"&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="color: red;"&gt;&lt;b&gt;En introduction Bashung :&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="480" src="http://www.youtube.com/embed/kBdyQOytE_8" width="640"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;Et un infographie de France info : le monde de l’entreprise &amp;nbsp;: &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: small;"&gt;http://www.france-info.com/france-presidentielle-2012-2011-10-05-infographies-la-france-en-chiffres-le-monde-de-l-entreprise-566778-9-508.html&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&amp;nbsp;Le thème :&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;script src="http://www.scribd.com/javascripts/embed_code/inject.js" type="text/javascript"&gt;&lt;/script&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); 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&lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_70437" name="doc_70437" style="outline: none;" type="application/x-shockwave-flash" width="100%"&gt;            &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&gt;             &lt;param name="wmode" value="opaque"&gt;             &lt;param name="bgcolor" value="#ffffff"&gt;             &lt;param name="allowFullScreen" value="true"&gt;             &lt;param name="allowScriptAccess" value="always"&gt;             &lt;param name="FlashVars" value="document_id=72703569&amp;amp;access_key=key-yc5kff43bek9kgdeiew&amp;amp;page=1&amp;amp;viewMode=slideshow"&gt;             &lt;embed id="doc_70437" name="doc_70437" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=72703569&amp;amp;access_key=key-yc5kff43bek9kgdeiew&amp;amp;page=1&amp;amp;viewMode=slideshow" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt;         &lt;/object&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-2854437897977806100?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/2854437897977806100/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=2854437897977806100&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/2854437897977806100'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/2854437897977806100'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/10/sous-theme-1-comment1ere-esb-les.html' title='Classe de 1ère ESB  : Sous thème 1 comment les entreprises produisent-elles  du thème 2  la production dans l&apos;entreprise'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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://img.youtube.com/vi/kBdyQOytE_8/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-440855708450045536</id><published>2011-10-05T19:40:00.002+02:00</published><updated>2011-10-09T11:49:42.010+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='cours général'/><title type='text'>Première ESB Sous-thème 5 - Quels sont les grands équilibres macroéconomiques ?</title><content type='html'>&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;En introduction une vidéo :&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;div align="center"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;iframe frameborder="0" height="442" src="http://www.dailymotion.com/embed/video/x51d7w" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://www.dailymotion.com/video/x51d7w_le-pib_school" target="_blank"&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;le thème :&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/67620347/Sous-theme-5-Quels-sont-les-grands-equilibre-macroeconomiques" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Sous-thème 5 Quels sont les grands équilibre macroéconomiques on Scribd"&gt;&lt;br /&gt;&lt;/a&gt; &lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_38269" name="doc_38269" style="outline: none;" type="application/x-shockwave-flash" width="100%"&gt;            &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&gt;&lt;param name="wmode" value="opaque"&gt;&lt;param name="bgcolor" value="#ffffff"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;param name="FlashVars" value="document_id=67620347&amp;access_key=key-t98cebs6yppuueylfv0&amp;page=1&amp;viewMode=slideshow"&gt;&lt;embed id="doc_38269" name="doc_38269" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=67620347&amp;access_key=key-t98cebs6yppuueylfv0&amp;page=1&amp;viewMode=slideshow" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt;         &lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-440855708450045536?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/440855708450045536/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=440855708450045536&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/440855708450045536'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/440855708450045536'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/10/premiere-esa-sous-theme-5-quels-sont.html' title='Première ESB Sous-thème 5 - Quels sont les grands équilibres macroéconomiques ?'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-5703845886823512365</id><published>2011-10-05T17:01:00.002+02:00</published><updated>2011-10-05T17:01:15.633+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='cours nouveau programme'/><category scheme='http://www.blogger.com/atom/ns#' term='cours général'/><title type='text'>Cours 1ESA : Thème 1.4</title><content type='html'>&lt;a title="View Thème 4 - Comment répartir les revenus et la richesse on Scribd" href="http://www.scribd.com/doc/67602822/Theme-4-Comment-repartir-les-revenus-et-la-richesse" style="margin: 12px auto 6px auto; font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; -x-system-font: none; display: block; text-decoration: underline;"&gt;Thème 4 - Comment répartir les revenus et la richesse&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" src="http://www.scribd.com/embeds/67602822/content?start_page=1&amp;view_mode=slideshow&amp;access_key=key-2gdzyj12l9fsqfvuvcr1" data-auto-height="true" data-aspect-ratio="1.2938689217759" scrolling="no" id="doc_47282" width="100%" height="600" frameborder="0"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-5703845886823512365?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/5703845886823512365/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=5703845886823512365&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/5703845886823512365'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/5703845886823512365'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/10/cours-1esa-theme-14.html' title='Cours 1ESA : Thème 1.4'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-2044856241852793579</id><published>2011-10-05T16:53:00.001+02:00</published><updated>2011-10-05T18:39:24.840+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='la boite aux devoirs'/><title type='text'>Corrigé devoir 1</title><content type='html'>&lt;a href="http://www.scribd.com/doc/67601842/Corrige-devoir-1" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Corrigé devoir 1 on Scribd"&gt;Corrigé devoir 1&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.706697459584296" data-auto-height="true" frameborder="0" height="600" id="doc_95655" scrolling="no" src="http://www.scribd.com/embeds/67601842/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-t3sfoerx8n1nakxtu4a" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a class="LIEN_EXTERNE" href="http://www.lesechos.fr/economie-politique/france/dossier/0201589618891/0201623324233-coca-cola-et-orangina-partent-en-guerre-contre-le-projet-de-taxe-sur-les-boissons-sucrees-217278.php"&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-2044856241852793579?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/2044856241852793579/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=2044856241852793579&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/2044856241852793579'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/2044856241852793579'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/10/corrige-devoir-1.html' title='Corrigé devoir 1'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-3795707740493244918</id><published>2011-10-05T16:44:00.001+02:00</published><updated>2011-10-05T18:40:15.090+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='la boite aux devoirs'/><title type='text'>devoir n°1 de heures en première ESB sur le chapitre les grandes questions que se posent les économistes</title><content type='html'>&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;Le devoir :&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/67600222/Devoir-1-de-2-Heures-sur-les-2-premiers-themes-du-chapitre-les-grandes-question-que-se-posent-les-economistes" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View  Devoir 1 de 2 Heures sur les 2 premiers thèmes du chapitre les grandes  question que se posent les économistes on Scribd"&gt; Devoir 1 de 2 Heures sur les 2 premiers thèmes du chapitre les grandes  question que se posent les économi...&lt;/a&gt; &lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_56259" name="doc_56259" style="outline: medium none;" type="application/x-shockwave-flash" width="100%"&gt;            &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&gt;&lt;param name="wmode" value="opaque"&gt;&lt;param name="bgcolor" value="#ffffff"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;param name="FlashVars" value="document_id=67600222&amp;amp;access_key=key-r5yf39pm6wuq4u52rl2&amp;amp;page=1&amp;amp;viewMode=list"&gt;&lt;embed id="doc_56259" name="doc_56259" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=67600222&amp;amp;access_key=key-r5yf39pm6wuq4u52rl2&amp;amp;page=1&amp;amp;viewMode=list" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt;         &lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;son corrigé :&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/67600233/Correction-Du-Devoir-1-de-2-Heures-sur-les-2-premiers-themes-du-chapitre-les-grandes-question-que-se-posent-les-economistes" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Correction Du Devoir 1 de 2 Heures sur les 2 premiers thèmes du chapitre les grandes  question que se posent les économistes  on Scribd"&gt;Correction Du Devoir 1 de 2 Heures sur les 2 premiers thèmes du chapitre les grandes  question que se posen...&lt;/a&gt; &lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_71828" name="doc_71828" style="outline: medium none;" type="application/x-shockwave-flash" width="100%"&gt;            &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&gt;&lt;param name="wmode" value="opaque"&gt;&lt;param name="bgcolor" value="#ffffff"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;param name="FlashVars" value="document_id=67600233&amp;amp;access_key=key-2igwt836jb4syowcfq8j&amp;amp;page=1&amp;amp;viewMode=list"&gt;&lt;embed id="doc_71828" name="doc_71828" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=67600233&amp;amp;access_key=key-2igwt836jb4syowcfq8j&amp;amp;page=1&amp;amp;viewMode=list" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt;         &lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;En complément du corrigé sur le site des échos : &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;h1&gt;La taxe sur les boissons sucrées va être relevée&lt;/h1&gt;&lt;h2&gt;Un doublement du taux est envisagé afin de financer la baisse des cotisations des agriculteurs.&lt;/h2&gt;&lt;div class="asside"&gt;    &lt;div class="author"&gt;  &lt;div class="pointline name"&gt;Ecrit par &lt;/div&gt;&lt;div class="id"&gt;   &lt;div class="trombi"&gt;&lt;img alt="Etienne LEFEBVRE" src="http://www.lesechos.fr/medias/auteurs/19186_article2010.png" /&gt;&lt;/div&gt;&lt;strong&gt;Etienne LEFEBVRE&lt;/strong&gt;  Chef de service  &lt;/div&gt;&lt;div class="postlist"&gt;  &lt;div class="pointline"&gt;&lt;span class="latestwrited"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="m-photo Left"&gt;&lt;a href=""&gt;&lt;img alt="" border="0" class="photo" src="http://www.lesechos.fr/medias/2011/10/05/228980_0201678190242_web.jpg" title="" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="texte"&gt;La taxe sur les boissons dans lesquelles du sucre a été ajouté, &lt;a class="LIEN_EXTERNE" href="http://www.lesechos.fr/economie-politique/france/dossier/0201589618891-les-mesures-de-rigueur-budgetaire-210368.php"&gt;annoncée le 24 août dans le cadre du plan anti-déficit&lt;/a&gt;,  devrait voir son taux augmenter afin de financer la baisse des  cotisations sociales des agriculteurs, un engagement de Nicolas Sarkozy.  Auditionnée par la commission des Affaires sociales sur le budget 2012  de la Sécurité sociale, la ministre du Budget, Valérie Pécresse, a  indiqué ce mercredi matin que l'assiette de la taxe ne serait pas  élargie aux boissons comprenant des édulcorants, comme le suggèrent des  parlementaires.&lt;/div&gt;&lt;h2 class="intertitre"&gt;Recettes doublées&lt;/h2&gt;&lt;div class="texte"&gt;En  revanche, Bercy estime que le taux de la taxe devrait être plus élevé  que prévu. Un doublement est envisagé, a indiqué Valérie Pécresse. Le  taux prévu pour l'heure est de 3,58 euros par hectolitre, soit le même  niveau que le vin (qui se voit néanmoins appliquer une TVA à 19,6 %,  contre un taux de 5,5 % pour les boissons non alcoolisées). Cela  représente un centime par canette de 33 centilitres. Seront exemptés les  jus de fruits sans sucres ajoutés et tous les produits contenant des  édulcorants. Ces derniers représentent 17 % des ventes de sodas. Les  eaux minérales ne sont pas non plus concernées.&lt;/div&gt;&lt;div class="texte"&gt;Le  gouvernement avait chiffré jusque-là à 120 millions d'euros les  recettes supplémentaires pour la Sécurité sociale. Ce montant devrait  donc doubler.&lt;/div&gt;&lt;h5&gt;ETIENNE LEFEBVRE&lt;/h5&gt;&lt;div class="texte"&gt;A LIRE AUSSI&lt;/div&gt;&lt;div class="texte"&gt;                   &lt;a class="LIEN_EXTERNE" href="http:///"&gt;Le gouvernement peaufine son dispositif de taxation des boissons sucrées&lt;/a&gt; (16/09)&lt;/div&gt;&lt;a class="LIEN_EXTERNE" href="http://www.lesechos.fr/economie-politique/france/dossier/0201589618891/0201623324233-coca-cola-et-orangina-partent-en-guerre-contre-le-projet-de-taxe-sur-les-boissons-sucrees-217278.php"&gt;Coca-Cola et Orangina partent en guerre contre le projet de taxe sur les boissons sucrées&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-3795707740493244918?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/3795707740493244918/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=3795707740493244918&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3795707740493244918'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3795707740493244918'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/10/devoir-n1-de-heures-en-premiere-esb-sur.html' title='devoir n°1 de heures en première ESB sur le chapitre les grandes questions que se posent les économistes'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-1024674274382186673</id><published>2011-10-02T18:14:00.000+02:00</published><updated>2011-10-02T18:14:25.828+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='cours nouveau programme'/><category scheme='http://www.blogger.com/atom/ns#' term='cours général'/><title type='text'>Cours 1ESA : Thème 1.3</title><content type='html'>&lt;a href="http://www.scribd.com/doc/67173590/Theme-3-Que-produit-on-et-comment-le-mesure-t-on-2" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Thème 3- Que produit-on et comment le mesure-t-on (2) on Scribd"&gt;Thème 3- Que produit-on et comment le mesure-t-on (2)&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_63246" scrolling="no" src="http://www.scribd.com/embeds/67173590/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-2gnh1cm0jlly15yulsk8" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-1024674274382186673?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/1024674274382186673/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=1024674274382186673&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/1024674274382186673'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/1024674274382186673'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/10/cours-1esa-theme-13.html' title='Cours 1ESA : Thème 1.3'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-2900126142292147315</id><published>2011-10-02T11:45:00.000+02:00</published><updated>2011-10-02T11:45:37.935+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ECJS'/><title type='text'>ECJS- Préparation des Tribunes de la Presse</title><content type='html'>&lt;div style="color: red;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Le programme:&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://www.scribd.com/doc/67047125/programmeTribunesdelapresse-7-09" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View programmeTribunesdelapresse 7-09 on Scribd"&gt;programmeTribunesdelapresse 7-09&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.703917050691244" data-auto-height="true" frameborder="0" height="600" id="doc_20684" scrolling="no" src="http://www.scribd.com/embeds/67047125/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-167n93195di0alrfgz8q" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div style="color: red;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: large;"&gt;&lt;b style="color: red;"&gt;Le travail de préparation: &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/65602440/ECJS-Tribunes-de-La-Presse" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View ECJS Tribunes de La Presse on Scribd"&gt;ECJS Tribunes de La Presse&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.706697459584296" data-auto-height="true" frameborder="0" height="600" id="doc_54594" scrolling="no" src="http://www.scribd.com/embeds/65602440/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-1wtk13f5pu69cc22nmwh" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-2900126142292147315?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/2900126142292147315/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=2900126142292147315&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/2900126142292147315'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/2900126142292147315'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/10/ecjs-preparation-des-tribunes-de-la.html' title='ECJS- Préparation des Tribunes de la Presse'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-3683589986079701704</id><published>2011-10-02T11:34:00.000+02:00</published><updated>2011-10-02T11:34:17.876+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ECJS'/><title type='text'>ECJS - Préparatioon d'un reportage pour Savoir en Scène</title><content type='html'>&lt;a href="http://www.scribd.com/doc/67142511/Fiche-de-preparation-du-reportage" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Fiche de préparation du reportage on Scribd"&gt;Fiche de préparation du reportage&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.706697459584296" data-auto-height="true" frameborder="0" height="600" id="doc_95979" scrolling="no" src="http://www.scribd.com/embeds/67142511/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-p9ja5ek3b8vynxx45rt" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-3683589986079701704?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/3683589986079701704/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=3683589986079701704&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3683589986079701704'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3683589986079701704'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/10/ecjs-preparatioon-dun-reportage-pour.html' title='ECJS - Préparatioon d&apos;un reportage pour Savoir en Scène'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-5007262531288694914</id><published>2011-10-02T11:26:00.002+02:00</published><updated>2011-10-02T11:26:11.667+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ECJS'/><title type='text'>ECJS - Préparation d'un reportage de France 3 Périgord</title><content type='html'>&lt;a href="http://www.scribd.com/doc/67142515/Fiche-de-preparation-du-reportage-de-France-3-Perigord" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Fiche de préparation du reportage de France 3 Périgord on Scribd"&gt;Fiche de préparation du reportage de France 3 Périgord&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.706697459584296" data-auto-height="true" frameborder="0" height="600" id="doc_42237" scrolling="no" src="http://www.scribd.com/embeds/67142515/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-2n0tjjiwaifuwsu87ff0" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-5007262531288694914?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/5007262531288694914/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=5007262531288694914&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/5007262531288694914'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/5007262531288694914'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/10/ecjs-preparation-dun-reportage-de.html' title='ECJS - Préparation d&apos;un reportage de France 3 Périgord'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-7764100736330881045</id><published>2011-10-02T11:12:00.000+02:00</published><updated>2011-10-02T11:12:31.787+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ECJS'/><title type='text'>Présentation de l'ECJS et du projet Education medias</title><content type='html'>&lt;a href="http://www.scribd.com/doc/67142597/ECJS-presentation-premiere" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View ECJS présentation première on Scribd"&gt;ECJS présentation première&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_74602" scrolling="no" src="http://www.scribd.com/embeds/67142597/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-10ks9y28v9bisyu7xi6j" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-7764100736330881045?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/7764100736330881045/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=7764100736330881045&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/7764100736330881045'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/7764100736330881045'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/10/presentation-de-lecjs-et-du-projet.html' title='Présentation de l&apos;ECJS et du projet Education medias'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-7887201757868124287</id><published>2011-09-28T18:10:00.000+02:00</published><updated>2011-09-28T18:10:45.557+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='TD 2011-2012'/><title type='text'>TD ESB  - la répartition de la valeur ajoutée</title><content type='html'>&lt;span style="color: red; font-size: x-large;"&gt;&lt;b&gt;En introduction : le partage de la valeur ajoutée &lt;/b&gt;&lt;/span&gt;&lt;span style="color: red; font-size: x-large;"&gt;&lt;b&gt;par P Askhénazy&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe frameborder="0" height="420" src="http://www.dailymotion.com/embed/video/x99hyj" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://www.dailymotion.com/video/x99hyj_comment-retablir-un-partage-plus-ju_news" target="_blank"&gt;Comment rétablir un partage plus juste de  la...&lt;/a&gt; &lt;i&gt;par &lt;a href="http://www.dailymotion.com/laviedesidees" target="_blank"&gt;laviedesidees&lt;/a&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;b style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;Le TD : &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/66688574/td-2-les-debats-sur-la-repartition-de-la-valeur-ajoutee" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View td 2 les débats sur la répartition de la valeur ajoutée on Scribd"&gt;td 2 les débats sur la répartition de la valeur ajoutée&lt;/a&gt; &lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_80020" name="doc_80020" style="outline: medium none;" type="application/x-shockwave-flash" width="100%"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&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; &lt;param name="wmode" value="opaque"&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; 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&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-7887201757868124287?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/7887201757868124287/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=7887201757868124287&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/7887201757868124287'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/7887201757868124287'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/09/td-esb-la-repartition-de-la-valeur.html' title='TD ESB  - la répartition de la valeur ajoutée'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-163474217931724511</id><published>2011-09-21T20:20:00.000+02:00</published><updated>2011-09-21T20:20:38.361+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='thèmes'/><category scheme='http://www.blogger.com/atom/ns#' term='cours nouveau programme'/><title type='text'>Cours 1ESA : Thème 1.2</title><content type='html'>&lt;a href="http://www.scribd.com/doc/65809308/Theme-2-pourquoi-acheter-a-d-autres-ce-que-l-on-pourrait-faire-soi-meme" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Thème 2 - pourquoi acheter à d'autres ce que l'on pourrait faire soi-même on Scribd"&gt;Thème 2 - pourquoi acheter à d'autres ce que l'on pourrait faire soi-même&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_63447" scrolling="no" src="http://www.scribd.com/embeds/65809308/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-11yzuz77oeuqvyy0jr8i" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-163474217931724511?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/163474217931724511/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=163474217931724511&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/163474217931724511'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/163474217931724511'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/09/cours-1esa-theme-12.html' title='Cours 1ESA : Thème 1.2'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-5769583635596390331</id><published>2011-09-19T17:22:00.000+02:00</published><updated>2011-09-19T17:22:11.320+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='thèmes'/><title type='text'>Sous-thème 4 Comment répartir les revenus et les richesses ?</title><content type='html'>&lt;div style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;En introduction une vidéo de la chanson du dimanche&amp;nbsp; : la valeur ajoutée&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;iframe frameborder="0" height="322" src="http://www.dailymotion.com/embed/video/xbb5ik?width=560" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://www.dailymotion.com/video/xbb5ik_valeur-ajoutee-la-chanson-du-dimanc_music" target="_blank"&gt;Valeur Ajoutée ( La Chanson du Dimanche de...&lt;/a&gt; &lt;i&gt;par &lt;a href="http://www.dailymotion.com/lachansondudimanche" target="_blank"&gt;lachansondudimanche&lt;/a&gt;&lt;/i&gt;&lt;div style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="color: red; font-size: x-large;"&gt;&lt;b&gt;La présentation :&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/65509088/Sous-theme-4-Comment-repartir-les-revenus-et-les-richesses" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; 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text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;En introduction comment découvrir la notion de Valeur ajoutée par l'excellent R. Chartoire&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;iframe frameborder="0" height="420" src="http://www.dailymotion.com/embed/video/x95tv8?width=560" width="560"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.dailymotion.com/video/x95tv8_cours-sur-la-valeur-ajoutee_school" target="_blank"&gt;Cours sur la valeur ajoutée&lt;/a&gt; &lt;i&gt;par &lt;a href="http://www.dailymotion.com/chartoire" target="_blank"&gt;chartoire&lt;/a&gt;&lt;/i&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;La présentation :&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/66665563/Sous-theme-3-Que-produit-on-et-comment-le-mesure-%E2%80%93t-on" style="-x-system-font: none; 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&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-6178354144182327420?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/6178354144182327420/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=6178354144182327420&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6178354144182327420'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6178354144182327420'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/09/en-introduction-comment-decouvrir-la.html' title='Sous-thème 3 Que produit-on et comment le mesure –t-on ?'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-1893762120065536555</id><published>2011-09-14T21:06:00.000+02:00</published><updated>2011-09-14T21:06:35.834+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='thèmes'/><category scheme='http://www.blogger.com/atom/ns#' term='cours nouveau programme'/><title type='text'>Cours 1ESA : Thème 1.1</title><content type='html'>&lt;a title="View Thème 1 - dans un mode de ressources limitées, comment faire des choix on Scribd" href="http://www.scribd.com/doc/64961300/Theme-1-dans-un-mode-de-ressources-limitees-comment-faire-des-choix" style="margin: 12px auto 6px auto; font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; -x-system-font: none; display: block; text-decoration: underline;"&gt;Thème 1 - dans un mode de ressources limitées, comment faire des choix&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" src="http://www.scribd.com/embeds/64961300/content?start_page=1&amp;view_mode=slideshow&amp;access_key=key-23sczunbiur7b9rfsbpk" data-auto-height="true" data-aspect-ratio="1.2938689217759" scrolling="no" id="doc_81107" width="100%" height="600" frameborder="0"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-1893762120065536555?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/1893762120065536555/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=1893762120065536555&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/1893762120065536555'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/1893762120065536555'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/09/cours-1esa-theme-11.html' title='Cours 1ESA : Thème 1.1'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-8545676164217352605</id><published>2011-09-14T19:26:00.002+02:00</published><updated>2011-09-14T19:26:25.253+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Agenda 21'/><title type='text'>Un agenda 21 au lycée Jay de Beaufort</title><content type='html'>&lt;a href="http://www.scribd.com/doc/64961326/Projet-agenda-21-au-lycee-jay-de-Beaufort" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Projet agenda 21 au lycée jay de Beaufort on Scribd"&gt;Projet agenda 21 au lycée jay de Beaufort&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_36134" scrolling="no" src="http://www.scribd.com/embeds/64961326/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-1yhk3chcqtvn0hszvnf0" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-8545676164217352605?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/8545676164217352605/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=8545676164217352605&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/8545676164217352605'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/8545676164217352605'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/09/un-agenda-21-au-lycee-jay-de-beaufort.html' title='Un agenda 21 au lycée Jay de Beaufort'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-5521516181579558735</id><published>2011-09-14T15:39:00.000+02:00</published><updated>2011-09-14T15:39:30.302+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='AP'/><title type='text'>AP 1 Lecture et analyse des intitulés de sujet</title><content type='html'>&lt;b style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;La méthodologie de la dissertation : &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/64937694/Methodologie-de-La-Dissertation" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Methodologie de La Dissertation on Scribd"&gt;Methodologie de La Dissertation&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.706697459584296" data-auto-height="true" frameborder="0" height="600" id="doc_56665" scrolling="no" src="http://www.scribd.com/embeds/64937694/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-rtx7cdiehardxlz6uhz" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="color: red; font-size: x-large;"&gt;&lt;b&gt;les exercices en AP : &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/64937726/AP-1-methodologie-de-la-lecture-des-intitules-de-sujet" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View AP 1 méthodologie de la lecture des intitulés de sujet on Scribd"&gt;AP 1 méthodologie de la lecture des intitulés de sujet&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.33333333333333" data-auto-height="true" frameborder="0" height="600" id="doc_73518" scrolling="no" src="http://www.scribd.com/embeds/64937726/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-i08n6x6n4zbua983qbm" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-5521516181579558735?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/5521516181579558735/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=5521516181579558735&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/5521516181579558735'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/5521516181579558735'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/09/ap-1-lecture-et-analyse-des-intitules.html' title='AP 1 Lecture et analyse des intitulés de sujet'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-4082329655860169341</id><published>2011-09-13T13:35:00.002+02:00</published><updated>2011-09-13T13:35:45.071+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='tpe'/><title type='text'>démarche et thème des TPE en série ES</title><content type='html'>&lt;a title="View TPE 2011 2012 on Scribd" href="http://www.scribd.com/doc/64796966/TPE-2011-2012" style="margin: 12px auto 6px auto; font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; -x-system-font: none; display: block; text-decoration: underline;"&gt;TPE 2011 2012&lt;/a&gt; &lt;object id="doc_46665" name="doc_46665" height="600" width="100%" type="application/x-shockwave-flash" data="http://d1.scribdassets.com/ScribdViewer.swf" style="outline:none;" &gt;            &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&gt;&lt;param name="wmode" value="opaque"&gt;&lt;param name="bgcolor" value="#ffffff"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;param name="FlashVars" value="document_id=64796966&amp;access_key=key-22fl297pkw2402ygz2qm&amp;page=1&amp;viewMode=list"&gt;&lt;embed id="doc_46665" name="doc_46665" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=64796966&amp;access_key=key-22fl297pkw2402ygz2qm&amp;page=1&amp;viewMode=list" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt; 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text-align: justify;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;L'introduction de la conférence sur le rôle des&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: x-large;"&gt;&lt;b style="color: red;"&gt;&lt;span class="title" title="Les indicateurs économiques dans une démocratie (intro)"&gt; indicateurs économiques dans une démocratie&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="box_header"&gt;&lt;div&gt;&lt;/div&gt;&lt;div class="header_center"&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="dmco_box left_title"&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;iframe frameborder="0" height="420" src="http://www.dailymotion.com/embed/video/x7olhc?width=560" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://www.dailymotion.com/video/x7olhc_les-indicateurs-economiques-dans-un_news" target="_blank"&gt;Les indicateurs économiques dans une démocratie...&lt;/a&gt; &lt;i&gt;par &lt;a href="http://www.dailymotion.com/laviedesidees" target="_blank"&gt;laviedesidees&lt;/a&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.dailymotion.com/video/x7olhc_les-indicateurs-economiques-dans-un_news" target="_blank"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="color: red;"&gt;En complément&amp;nbsp; :&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="color: red;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="color: red;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img border="0" height="0" src="http://c.gigcount.com/wildfire/IMP/CXNID=2000002.0NXC/bT*xJmx*PTEzMTY*NDEyNjgzNTYmcHQ9MTMxNjQ*MTQxNzIzNyZwPTEyNDcwNTEmZD*mZz*zJm89OTE1ZTRkYzY1OWRlNDYxYmIz/MTUyZjc4YTZiNjFlMTYmb2Y9MA==.gif" style="height: 0px; 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&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;noembed&gt; &lt;h2&gt;L'écart de salaire hommes-femmes&lt;/h2&gt;&lt;p&gt;&lt;p&gt;Dans les archives électroniques du &lt;em&gt;Monde&lt;/em&gt;, trois brèves sur l'écart de salaire hommes-femmes semblent se contredire... Feutres en main, une spécialiste es-chiffres de l'association &lt;a title="Pénombre" href="http://www.penombre.org/" target="_blank"&gt;&lt;em&gt;Pénombre&lt;/em&gt;&lt;/a&gt; démonte ces imprécisions.&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Premier numéro de la série &lt;em&gt;Le chiffre&lt;/em&gt;.&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;/p&gt;&lt;/noembed&gt; &lt;/object&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;&lt;span style="color: red;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="color: red;"&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;La présentation:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="600" id="doc_53446" name="doc_53446" style="outline: medium none;" type="application/x-shockwave-flash" width="100%"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 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&lt;embed id="doc_53446" name="doc_53446" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=63970997&amp;amp;access_key=key-18f0taehufq7jptl9l52&amp;amp;page=1&amp;amp;viewMode=slideshow" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;Les exercices de compréhension :&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://www.scribd.com/doc/62322743/Exercices-Interact-Ifs-Calculs-Statistiques" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; 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&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-3444795343929917428?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/3444795343929917428/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=3444795343929917428&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3444795343929917428'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3444795343929917428'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/09/td-1-les-calculs-statistiques-utiles-en.html' title='Td 1- Les Calculs Statistiques Utiles en SES'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-3202715384721536438</id><published>2011-09-05T11:08:00.001+02:00</published><updated>2011-09-05T11:19:11.096+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='cours nouveau programme'/><title type='text'>Thème 1  - Dans un monde aux ressources limitées, comment faire des choix</title><content type='html'>&lt;br /&gt;&lt;br /&gt;&lt;div style="color: red;"&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;En introduction la conférence sur l'eau de mme Mitterrand au lycée jay de Beaufort : l'eau une ressource rare mais vitale&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;iframe frameborder="0" height="315" src="http://www.dailymotion.com/embed/video/xhqn1v?width=560" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://www.dailymotion.com/video/xhqn1v_conference-sur-l-eau-de-mme-mitterrand-au-lycee-jay-de-beaufort-de-perigueux-2_school" target="_blank"&gt;&lt;/a&gt;&lt;i&gt;&lt;a href="http://www.dailymotion.com/savoirenscene" target="_blank"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/i&gt;&lt;br /&gt;&lt;a href="http://www.dailymotion.com/video/xhqn1v_conference-sur-l-eau-de-mme-mitterrand-au-lycee-jay-de-beaufort-de-perigueux-2_school" target="_blank"&gt;&lt;/a&gt;&lt;i&gt;&lt;a href="http://www.dailymotion.com/savoirenscene" target="_blank"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/i&gt;&lt;br /&gt;&lt;a href="http://www.dailymotion.com/video/xhqn1v_conference-sur-l-eau-de-mme-mitterrand-au-lycee-jay-de-beaufort-de-perigueux-2_school" target="_blank"&gt;&lt;/a&gt;&lt;i&gt;&lt;a href="http://www.dailymotion.com/savoirenscene" target="_blank"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/i&gt;&lt;br /&gt;&lt;div style="color: red;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;La machine à laver un bien utile&amp;nbsp; et rare : l'histoire racontée par H Rosling sur TED :&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;object height="374" width="526"&gt;&lt;param name="movie" value="http://video.ted.com/assets/player/swf/EmbedPlayer.swf"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true" /&gt;&lt;param name="allowScriptAccess" value="always"/&gt;&lt;param name="wmode" value="transparent"&gt;&lt;/param&gt;&lt;param name="bgColor" value="#ffffff"&gt;&lt;/param&gt;&lt;param name="flashvars" value="vu=http://video.ted.com/talk/stream/2010W/Blank/HansRosling_2010W-320k.mp4&amp;amp;su=http://images.ted.com/images/ted/tedindex/embed-posters/HansRosling-2010W.embed_thumbnail.jpg&amp;amp;vw=512&amp;amp;vh=288&amp;amp;ap=0&amp;amp;ti=1101&amp;amp;lang=fre_fr&amp;amp;introDuration=15330&amp;amp;adDuration=4000&amp;amp;postAdDuration=830&amp;amp;adKeys=talk=hans_rosling_and_the_magic_washing_machine;year=2010;theme=unconventional_explanations;theme=celebrating_tedwomen;theme=new_on_ted_com;theme=numbers_at_play;event=TEDWomen;tag=Culture;tag=TEDWomen;tag=data;tag=economics;tag=women;&amp;amp;preAdTag=tconf.ted/embed;tile=1;sz=512x288;" /&gt;&lt;embed src="http://video.ted.com/assets/player/swf/EmbedPlayer.swf" pluginspace="http://www.macromedia.com/go/getflashplayer" type="application/x-shockwave-flash" wmode="transparent" bgColor="#ffffff" width="526" height="374" allowFullScreen="true" allowScriptAccess="always" flashvars="vu=http://video.ted.com/talk/stream/2010W/Blank/HansRosling_2010W-320k.mp4&amp;amp;su=http://images.ted.com/images/ted/tedindex/embed-posters/HansRosling-2010W.embed_thumbnail.jpg&amp;amp;vw=512&amp;amp;vh=288&amp;amp;ap=0&amp;amp;ti=1101&amp;amp;lang=fre_fr&amp;amp;introDuration=15330&amp;amp;adDuration=4000&amp;amp;postAdDuration=830&amp;amp;adKeys=talk=hans_rosling_and_the_magic_washing_machine;year=2010;theme=unconventional_explanations;theme=celebrating_tedwomen;theme=new_on_ted_com;theme=numbers_at_play;event=TEDWomen;tag=Culture;tag=TEDWomen;tag=data;tag=economics;tag=women;&amp;amp;preAdTag=tconf.ted/embed;tile=1;sz=512x288;"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;Le cours : &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/63967047/Theme-1-les-grandes-questions-que-se-posent-les-economistes-Sous-theme-1-Dans-un-monde-aux-ressources-limitees-comment-faire-des-choix" style="-x-system-font: none; 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Dans un monde aux ressources limitées, comment faire des choix on Scribd"&gt;Thème 1 les grandes questions que se posent les économistes :Sous-thème 1. Dans un monde aux ressources lim...&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_22456" scrolling="no" src="http://www.scribd.com/embeds/63967047/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-255ah06rfh90dyqeet1o" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-3202715384721536438?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/3202715384721536438/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=3202715384721536438&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3202715384721536438'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/3202715384721536438'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/09/theme-1-dans-un-monde-aux-ressources.html' title='Thème 1  - Dans un monde aux ressources limitées, comment faire des choix'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-6268034399538143154</id><published>2011-09-05T10:42:00.000+02:00</published><updated>2011-09-05T10:42:24.468+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='méthodologie'/><title type='text'>Présentation du programme de première et de la démarche</title><content type='html'>&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/63967660/Presentation-des-SES-en-premiere-ES" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Présentation des SES en première ES on Scribd"&gt;Présentation des SES en première ES&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="" data-auto-height="true" frameborder="0" height="600" id="doc_66831" scrolling="no" src="http://www.scribd.com/embeds/63967660/content?start_page=1&amp;amp;view_mode=slideshow&amp;amp;access_key=key-vvttdqbr98s2fpf5qkl" width="100%"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-6268034399538143154?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/6268034399538143154/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=6268034399538143154&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6268034399538143154'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6268034399538143154'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/09/presentation-du-programme-de-premiere.html' title='Présentation du programme de première et de la démarche'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-8094300998857413255</id><published>2011-06-01T10:39:00.001+02:00</published><updated>2011-06-01T19:43:17.366+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='la boite aux devoirs'/><title type='text'>Dissertation sur l'euro et la politique monétaire</title><content type='html'>&lt;div style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;Le sujet du dernier devoir de l'année:&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;a href="http://www.scribd.com/doc/56787848/Dissertation-Euro" style="display: block; font: 14px Helvetica,Arial,Sans-serif; margin: 12px auto 6px; text-decoration: underline;" title="View Dissertation Euro on Scribd"&gt;Dissertation Euro&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.706697459584296" data-auto-height="true" frameborder="0" height="600" id="doc_18212" scrolling="no" src="http://www.scribd.com/embeds/56787848/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-2b5sm8899o290n5i8u9k" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;br /&gt;&lt;div style="color: red;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="color: red; font-size: x-large;"&gt;&lt;b&gt;La correction:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;a href="http://www.scribd.com/doc/56822725/Correction-Dissertation-Euro" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Correction Dissertation Euro on Scribd"&gt;Correction Dissertation Euro&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.706697459584296" data-auto-height="true" frameborder="0" height="600" id="doc_79161" scrolling="no" src="http://www.scribd.com/embeds/56822725/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-1dz3ec75r0nlk11y0uws" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-8094300998857413255?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/8094300998857413255/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=8094300998857413255&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/8094300998857413255'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/8094300998857413255'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/06/dissertation-sur-leuro-et-la-politique.html' title='Dissertation sur l&apos;euro et la politique monétaire'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-6837675246681515633</id><published>2011-05-25T19:53:00.001+02:00</published><updated>2011-05-30T11:30:33.897+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Présentation de la filière'/><title type='text'>présentation de la filière ES aux  élèves de seconde</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="color: red; font-size: large;"&gt;Un diaporama conçu à partir de celui réalise par&amp;nbsp; &lt;em&gt;Philippe&amp;nbsp;&lt;/em&gt; De &lt;/span&gt;&lt;em&gt;&lt;span style="color: red; font-size: large;"&gt;Oliveira &lt;/span&gt;&lt;/em&gt;&lt;/div&gt;&lt;br /&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_1398" scrolling="no" src="http://www.scribd.com/embeds/56255695/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-lzga2oey9rkhqpglgju" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-6837675246681515633?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/6837675246681515633/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=6837675246681515633&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6837675246681515633'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/6837675246681515633'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/05/presentation-de-la-filiere-es-aux.html' title='présentation de la filière ES aux  élèves de seconde'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-9011383137412316172</id><published>2011-05-24T15:18:00.000+02:00</published><updated>2011-05-24T15:18:25.479+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='thèmes'/><title type='text'>Thème 5 - Les analyses théoriques</title><content type='html'>&lt;a href="http://www.scribd.com/doc/55630884/Theme-5-analyses-theoriques-inflation-et-croissance" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View Thème 5 -analyses théoriques inflation et croissance on Scribd"&gt;Thème 5 -analyses théoriques inflation et croissance&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="1.2938689217759" data-auto-height="true" frameborder="0" height="600" id="doc_77795" scrolling="no" src="http://www.scribd.com/embeds/55630884/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-oinan8p48mafrjlosyp" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-9011383137412316172?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/9011383137412316172/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=9011383137412316172&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/9011383137412316172'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/9011383137412316172'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/05/theme-5-les-analyses-theoriques.html' title='Thème 5 - Les analyses théoriques'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-4922169068990776970</id><published>2011-05-17T14:52:00.002+02:00</published><updated>2011-05-17T14:52:32.390+02:00</updated><title type='text'>Cours du Lundi 17 mai</title><content type='html'>&lt;a href="http://www.scribd.com/doc/55613875/cours-manquant" style="display: block; font: 14px Helvetica,Arial,Sans-serif; margin: 12px auto 6px; text-decoration: underline;" title="View cours manquant on Scribd"&gt;cours manquant&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.772727272727273" data-auto-height="true" frameborder="0" height="600" id="doc_65486" scrolling="no" src="http://www.scribd.com/embeds/55613875/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-2caace2qsww74ehbp6oq" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-4922169068990776970?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/4922169068990776970/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=4922169068990776970&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/4922169068990776970'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/4922169068990776970'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/05/cours-du-lundi-17-mai.html' title='Cours du Lundi 17 mai'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-5618075671843117189</id><published>2011-05-11T17:06:00.003+02:00</published><updated>2011-05-11T17:08:24.277+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='cours option'/><title type='text'>Thème de recherche- Les modèles d'intégration</title><content type='html'>&lt;a href="http://www.scribd.com/doc/55185898/option-sciences-politiques-modeles-d-integration" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View option sciences politiques - modèles d'intégration on Scribd"&gt;option sciences politiques - modèles d'intégration&lt;/a&gt;&lt;iframe class="scribd_iframe_embed" data-aspect-ratio="0.706697459584296" data-auto-height="true" frameborder="0" height="600" id="doc_80635" scrolling="no" src="http://www.scribd.com/embeds/55185898/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-2e9mfr18b0efxnr5wf2o" width="100%"&gt;&lt;/iframe&gt;&lt;script type="text/javascript"&gt;(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5273655848172493383-5618075671843117189?l=jaysesblogspremiere.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaysesblogspremiere.blogspot.com/feeds/5618075671843117189/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5273655848172493383&amp;postID=5618075671843117189&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/5618075671843117189'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5273655848172493383/posts/default/5618075671843117189'/><link rel='alternate' type='text/html' href='http://jaysesblogspremiere.blogspot.com/2011/05/theme-de-recherche-les-modeles.html' title='Thème de recherche- Les modèles d&apos;intégration'/><author><name>Mme et mr Lafon et mr Eck</name><uri>http://www.blogger.com/profile/06538811009573500263</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5273655848172493383.post-5574941020763659260</id><published>2011-05-10T17:01:00.001+02:00</published><updated>2011-05-10T17:03:45.117+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Dossier documentaire'/><title type='text'>Thème 3 - La mesure de la masse monétaire</title><content type='html'>&lt;div style="color: red;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;En introduction, un jeu de la Banque Centrale Européenne: http://www.ecb.int/ecb/educational/html/index.fr.html&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;img alt="" 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
