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href='http://www.blogger.com/feeds/3408677466903651194/posts/default?start-index=101&amp;max-results=100'/><author><name>G.Q.</name><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>145</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-3131618473155636146</id><published>2012-02-02T07:52:00.001-08:00</published><updated>2012-02-02T07:52:16.117-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Albert'/><category scheme='http://www.blogger.com/atom/ns#' term='Maler'/><category scheme='http://www.blogger.com/atom/ns#' term='Cockburn'/><category scheme='http://www.blogger.com/atom/ns#' term='Shalom'/><category scheme='http://www.blogger.com/atom/ns#' term='Guerlain'/><category scheme='http://www.blogger.com/atom/ns#' term='Pigden'/><category scheme='http://www.blogger.com/atom/ns#' term='Chueca'/><category scheme='http://www.blogger.com/atom/ns#' term='Champagne'/><category scheme='http://www.blogger.com/atom/ns#' term='Agone'/><category scheme='http://www.blogger.com/atom/ns#' term='Parenti'/><title type='text'>revue Agone 47, Les théories du complot</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="Agone 47" class="couv" src="http://atheles.org/couverture/couv_2688.jpg" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="couverture" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;div class="format"&gt;&lt;div class="titre"&gt;Agone 47&lt;/div&gt;&lt;div class="sous-titre"&gt;&lt;em&gt;Les théories du complot&lt;/em&gt;&lt;/div&gt;&lt;div class="plus"&gt;Coordination Miguel Chueca&lt;/div&gt;&lt;div class="plus"&gt;Agone&lt;/div&gt;&lt;div class="plus"&gt;2012&lt;/div&gt;&lt;/div&gt;&lt;div class="commander"&gt;&lt;form action="/agone/commander"&gt;&lt;/form&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="livre-detail"&gt;&lt;span class="auteur"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="argu"&gt;&lt;strong&gt;vous souhaitez vous &lt;a href="http://www.atheles.org/agone/revueagone/abonnementrevueagone/"&gt;abonner&lt;/a&gt; à la revue Agone&lt;/strong&gt;&lt;/div&gt;&lt;div class="argu"&gt;&lt;/div&gt;&lt;div class="extrait"&gt;&lt;div class="center" style="text-align: center;"&gt;&lt;span class="caps"&gt;SOMMAIRE&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;Éditorial&amp;nbsp;: De quelques idées reçues sur les «&amp;nbsp;théories du complot&amp;nbsp;» et de quelques arguments pour y objecter&lt;/strong&gt;, &lt;em&gt;Miguel Chueca&lt;/em&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;Une superstition moderne&amp;nbsp;: la fausseté en soi des théories de la conspiration&lt;/strong&gt;, &lt;em&gt;Charles Pigden&lt;/em&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;L’Histoire, comme nous la connaissons d’après des documents originaux et telle qu’elle fut établie par les meilleurs historiens, est tissée de conspirations. Si, comme le veut la superstition moderne, les théories de la conspiration sont par nature folles, suspectes ou invraisemblables, alors l’histoire telle que nous la connaissons est un ramassis de non-sens – ce qui est fou, suspect et invraisemblable. La majeure partie de ce que nous croyons savoir de l’histoire de l’Angleterre, comme d’autres pays, serait systématiquement trop entachée de conspirations pour inspirer la confiance. Mais l’histoire n’est pas un amas de non-sens – de manière générale, elle n’est pas non plus folle, suspecte ou invraisemblable. Par conséquent, cette superstition moderne n’est qu’une superstition et il n’y a rien de fou, suspect ou invraisemblable dans la nature même des théories de la conspiration – bien qu’évidemment, certaines d’entre elles soient folles, suspectes ou invraisemblables.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;Conspirations ou institutions&amp;nbsp;? Le 11-Septembre et au-delà&lt;/strong&gt;, &lt;em&gt;Michael Albert et Stephen Shalom&lt;/em&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Une fois qu’on pénètre sur le terrain des adeptes des théories du complot, on est sur une sorte de pente savonneuse puisque qu’aucune des contre-preuves avancées ne sera jamais suffisante et que chaque information pourra être réinterprétée au moyen de nouvelles affirmations. On raconte une histoire (apocryphe) à propos d’une conférence donnée par Bertrand Russell. Une fois celle-ci terminée, une vieille dame se lève et dit&amp;nbsp;: « Vous avez dit un tas de choses justes, mais sur l’univers, vous êtes à côté de la plaque. En fait, tout ce que nous voyons se trouve sur le dos d’une tortue géante.&amp;nbsp;» Russell demande à son tour&amp;nbsp;: « D’accord, mais sur quoi repose la tortue&amp;nbsp;? » Et la vieille dame de rétorquer&amp;nbsp;: «&amp;nbsp;Mais sur une autre tortue, plus grande que la première. » Russell demande alors sur quoi repose cette autre tortue et la dame de répondre&amp;nbsp;: «&amp;nbsp;Il n’y a que des tortues, du haut en bas.&amp;nbsp;»&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Les théories du complot fonctionnent souvent sur ce même modèle. Si une première affirmation ne marche pas, ça n’a pas d’importance&amp;nbsp;: il suffit d’en fabriquer une autre.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;À l’époque de l’irrationalité. Les conspirationnistes du 11-Septembre et le déclin de la gauche américaine&lt;/strong&gt;, &lt;em&gt;Alexander Cockburn&lt;/em&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ce que Barrett et Collins démontrent brillamment, ce sont les réelles conspirations de la corruption à porter au compte de Giuliani&amp;nbsp;: le favoritisme à l’égard de Motorola qui équipa les pompiers de radios qui ne marchaient pas&amp;nbsp;; l’habileté de la Port Authority à lésiner sur les mesures de protection contre le feu, cet échec majeur qu’a été l’incapacité à mettre sur pied un commandement d’urgence unifié qui aurait permis aux policiers et aux pompiers de communiquer entre eux&amp;nbsp;; que de nombreux pompiers n’entrent pas inutilement à l’intérieur des Tours&amp;nbsp;; et enfin que les opérateurs des urgences ne disent pas aux gens qui se trouvaient dans ces mêmes Tours de rester sur place. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Voilà quel est le monde politique réel, dans lequel Giuliani et compagnie n’ont jamais été tenus pour responsables. Les conspirationnistes méprisent le monde réel parce qu’ils accordent à Bush, Cheney et autres néo-conservateurs un statut si élevé qu’ils en font des sortes d’archidémons de l’histoire des États-Unis, au lieu d’y voir une équipe de plus de gestionnaires de l’Empire, un groupe d’une stupidité et d’une incompétence plutôt supérieures à la moyenne.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;L’assassinat de &lt;span class="caps"&gt;JFK&lt;/span&gt;&amp;nbsp;: la phobie de la conspiration à gauche&lt;/strong&gt;, &lt;em&gt;Michael Parenti&lt;/em&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Les gens atteints de la phobie des conspirations aiment à demander&amp;nbsp;: «&amp;nbsp;Pensez-vous vraiment qu’il y ait un groupe de gens assis dans une salle en train de comploter&amp;nbsp;?&amp;nbsp;» Cette image est tellement absurde qu’elle ne résiste pas à une seconde d’examen. Mais où diable les puissants pourraient-ils se réunir&amp;nbsp;? Sur les bancs des squares&amp;nbsp;? Sur les chevaux de bois des manèges&amp;nbsp;? Non, ils se rencontrent bel et bien dans des salles&amp;nbsp;: dans les salles de réunion des entreprises, du Pentagone, dans les meilleurs restaurants, les plus beaux lieux de villégiature et les plus belles propriétés, dans les grandes salles de conférence de la Maison-Blanche, de la &lt;span class="caps"&gt;NASA&lt;/span&gt;, de la &lt;span class="caps"&gt;CIA&lt;/span&gt; et d’ailleurs. Et en effet, ils y complotent volontairement – même s’ils appellent cela « planifier&amp;nbsp;» et «&amp;nbsp;développer des stratégies&amp;nbsp;» – et ils le font dans un grand secret, résistant de toutes leurs forces aux révélations publiques. Afin de rendre le monde plus sûr pour ceux qui le dominent, les personnalités politiques de la classe des possédants ont créé un système de sûreté nationale qui dépense des milliards de dollars et nécessite le travail d’un grand nombre de personnes.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;Les attentats du 11 mars 2004 à Madrid et les «&amp;nbsp;théories de la conspiration&amp;nbsp;»&lt;/strong&gt;, &lt;em&gt;Miguel Chueca&lt;/em&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La remise en cause de la « version officielle » des événements du 11-Mars a suscité l’apparition de trois théories de la conspiration&amp;nbsp;: 1) celle qui, derrière le groupe islamiste de Madrid, voit la main des services secrets marocains&amp;nbsp;; 2) celle qui postule l’intervention de l’ETA, non plus seule mais de concert avec les islamistes&amp;nbsp;; 3) celle qui suggère l’intervention de certains secteurs « dévoyés » des services de sécurité espagnols, c’est-à-dire l’équivalent pour l’Espagne de la thèse américaine de l’inside job. Cependant, bien avant de se situer dans les arguments et les procédés dont ont usé leurs porte-parole, la spécificité des « théories alternatives » du 11-Mars doit être cherchée dans la répercussion dont elles ont bénéficié auprès de l’opinion publique, grâce à l’appui de très grands médias comme le quotidien El Mundo et une des principales chaînes de radio du pays, la &lt;span class="caps"&gt;COPE&lt;/span&gt;, propriété de l’épiscopat espagnol.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;Le Tea Party&amp;nbsp;: un mouvement protestataire financé par des milliardaires&lt;/strong&gt;, &lt;em&gt;Pierre Guerlain&lt;/em&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Le Tea Party, contrairement à ce que les médias dominants en ont fait, s’inscrit donc dans une longue tradition réactionnaire appelée par commodité, mais de façon problématique, « populiste », qui cherche à annuler toutes les conquêtes sociales du XX&lt;sup&gt;e&lt;/sup&gt; siècle. Sur le plan des théories du complot, il s’inscrit dans la lignée de l’anticommunisme des années 1950, de l’anti-catholicisme du milieu du &lt;span class="caps"&gt;XIX&lt;/span&gt;&lt;sup&gt;e&lt;/sup&gt; siècle, et de l’antimaçonnisme du début du &lt;span class="caps"&gt;XIX&lt;/span&gt;&lt;sup&gt;e&lt;/sup&gt; siècle. Aujourd’hui ce que l’on appelle de façon également problématique l’islamophobie fonctionne comme une théorie du complot, qui est bien souvent une forme de racisme anti-Arabes voire antimusulmans mais n’est pas nécessairement de nature religieuse. L’ennemi mobilisateur officiel est le socialisme imaginaire d’Obama ou sa foi musulmane également fantaisiste. La contestation s’organise, sur le plan rhétorique, autour de l’impôt et du déficit budgétaire des États-Unis qui serait responsable des difficultés de la classe moyenne.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;Usages médiatiques d’une critique «&amp;nbsp;savante&amp;nbsp;» de «&amp;nbsp;la théorie du complot&amp;nbsp;»&lt;/strong&gt;, &lt;em&gt;Henri Maler et Patrick Champagne&lt;/em&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Une critique sérieuse, c’est-à-dire argumentée et reposant sur des faits précis, se doit d’enquêter, de citer les déclarations et les commentaires de journalistes à l’appui des analyses, de compter les invitations dans les émissions, de mettre en évidence les échanges de services et les connivences, bref de faire apparaître des relations objectives à partir de la désignation de personnes qui ne cultivent guère leur anonymat et qui ne peuvent pas être dégagées de toute responsabilité individuelle. Dans cet univers social (comme dans tout autre), les relations objectives que l’on cherche à mettre en évidence passent en grande partie par des relations interpersonnelles qu’il n’y aurait aucun sens à passer sous silence. On comprend dès lors pourquoi la dénonciation de la « théorie du complot » trouve un écho favorable, notamment chez ceux qui occupent une position éminente dans les médias&amp;nbsp;: elle permet de disqualifier toute analyse qui les désigne nommément et de se débarrasser à peu de frais de toute critique effective des médias.&lt;/div&gt;&lt;div class="center" style="text-align: center;"&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;&lt;span class="caps"&gt;HISTOIRE&lt;/span&gt; &lt;span class="caps"&gt;RADICALE&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;Le chemin de la vérité. André Prudhommeaux, l’incendie du Reichstag et la défense de Marinus Van der Lubbe&lt;/strong&gt;, &lt;em&gt;Charles Jacquier&lt;/em&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-3131618473155636146?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/3131618473155636146/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=3131618473155636146' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/3131618473155636146'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/3131618473155636146'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2012/02/revue-agone-47-les-theories-du-complot.html' title='revue Agone 47, Les théories du complot'/><author><name>G.Q.</name><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-3408677466903651194.post-5536551345010089264</id><published>2012-01-24T03:48:00.001-08:00</published><updated>2012-01-24T03:48:01.631-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Médias'/><category scheme='http://www.blogger.com/atom/ns#' term='Garrigou'/><category scheme='http://www.blogger.com/atom/ns#' term='sondages'/><category scheme='http://www.blogger.com/atom/ns#' term='audio'/><category scheme='http://www.blogger.com/atom/ns#' term='politique'/><title type='text'>écouter: Alain Garrigou, « Manuel anti-sondages. L’opinion publique : Qui la fabrique ? Qui paye ? Qui en parle ? »</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-6x9rV-lIpXY/Tm8ynlsn3VI/AAAAAAAADCM/qQYePgIaWVE/s1600/c1_web_sondages_30.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-6x9rV-lIpXY/Tm8ynlsn3VI/AAAAAAAADCM/qQYePgIaWVE/s320/c1_web_sondages_30.jpg" width="217" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;object height="81" width="100%"&gt; &lt;param name="movie" value="https://player.soundcloud.com/player.swf?url=http%3A%2F%2Fapi.soundcloud.com%2Ftracks%2F33761106"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed allowscriptaccess="always" height="81" src="https://player.soundcloud.com/player.swf?url=http%3A%2F%2Fapi.soundcloud.com%2Ftracks%2F33761106" type="application/x-shockwave-flash" width="100%"&gt;&lt;/embed&gt; &lt;/object&gt;&lt;br /&gt;écouter: Alain &lt;b&gt;Garrigou&lt;/b&gt;, &lt;i&gt;« Manuel anti-sondages. L’opinion publique : Qui la fabrique ? Qui paye ? Qui en parle ? »&lt;/i&gt;, 12 janvier 2012&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-5536551345010089264?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/5536551345010089264/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=5536551345010089264' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/5536551345010089264'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/5536551345010089264'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2012/01/ecouter-alain-garrigou-manuel-anti.html' title='écouter: Alain Garrigou, « Manuel anti-sondages. L’opinion publique : Qui la fabrique ? Qui paye ? Qui en parle ? »'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-6x9rV-lIpXY/Tm8ynlsn3VI/AAAAAAAADCM/qQYePgIaWVE/s72-c/c1_web_sondages_30.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-1175208413135207566</id><published>2012-01-18T04:36:00.000-08:00</published><updated>2012-01-18T04:36:20.190-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='video'/><category scheme='http://www.blogger.com/atom/ns#' term='Kergoat'/><title type='text'>video:  Entretien Yann Kergoat pour "Les nouveaux chiens de garde", Ce soir ou jamais, 17 janvier 2012</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/lm1yesFtWDU" width="560"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-1175208413135207566?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/1175208413135207566/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=1175208413135207566' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/1175208413135207566'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/1175208413135207566'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2012/01/video-entretien-yann-kergoat-pour-les.html' title='video:  Entretien Yann Kergoat pour &quot;Les nouveaux chiens de garde&quot;, Ce soir ou jamais, 17 janvier 2012'/><author><name>G.Q.</name><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/lm1yesFtWDU/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-5598700507789076808</id><published>2012-01-16T12:41:00.001-08:00</published><updated>2012-01-16T12:41:21.314-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Coriat'/><category scheme='http://www.blogger.com/atom/ns#' term='Mermet'/><category scheme='http://www.blogger.com/atom/ns#' term='Erhel'/><category scheme='http://www.blogger.com/atom/ns#' term='Économistes atterrés'/><category scheme='http://www.blogger.com/atom/ns#' term='audio'/><category scheme='http://www.blogger.com/atom/ns#' term='économie'/><category scheme='http://www.blogger.com/atom/ns#' term='Sterdyniak'/><category scheme='http://www.blogger.com/atom/ns#' term='Concialdi'/><category scheme='http://www.blogger.com/atom/ns#' term='Lang'/><title type='text'>écouter: les Economistes atterrés, Changer d'économie !</title><content type='html'>&lt;br /&gt;écouter: &lt;a href="http://www.franceinter.fr/player/reecouter?play=263521"&gt;les Economistes atterrés, Changer d'économie !&lt;/a&gt;&lt;br /&gt;Entretien de Daniel Mermet avec Henri Sterdyniak, Dany Lang, Benjamin Coriat, Christine Erhel et Pierre Concialdi.&lt;br /&gt;Là-bas si j'y suis, 16.01.2012&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-c9189KW4LtY/TwyUFr9dysI/AAAAAAAADUk/RfDcozooRrY/s1600/9782918597445FS.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-c9189KW4LtY/TwyUFr9dysI/AAAAAAAADUk/RfDcozooRrY/s320/9782918597445FS.gif" width="210" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Les Economistes atterrés&lt;br /&gt;&lt;i&gt;Changer d'économie !&amp;nbsp;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Nos propositions pour 2012&lt;/i&gt;&lt;br /&gt;Les Liens qui Libèrent&lt;br /&gt;2012&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;Présentation de l'éditeur&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Début 2012, la récession menace de s'installer à nouveau.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Tirant prétexte de la pression exercée par les marchés financiers, les gouvernements européens veulent imposer aux peuples des politiques d'austérité et de régression sociale. De surcroît, l'Europe est menacée d'un recul sans précédent de la démocratie. Si l'on veut échapper à la catastrophe sociale qui se prépare dans les laboratoires de l'idéologie néolibérale, c'est dans des voies nouvelles qu'il faut résolument s'engager.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Dans ce contexte et à l'heure où se préparent dans notre pays des élections majeures, les Economistes atterrés s'invitent dans le débat. Le désarmement des marchés financiers, la réorientation du système bancaire, une profonde réforme fiscale, le renouveau des services publics, la refonte des traités européens pour mettre fin à la concurrence fiscale et sociale, la relance des investissements publics pour organiser la transition écologique, de nouvelles gestions des entreprises : voilà autant de sujets majeurs où les Economistes atterrés formulent des propositions afin d'ouvrir de nouvelles perspectives.Aujourd'hui, le réalisme a changé de camp. Après trente ans d'aveuglement, les politiques néolibérales ont perdu toute crédibilité. Il est urgent de changer d'économie !&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;voir également:&lt;a href="http://pierrebourdieuunhommage.blogspot.com/2011/11/video-economistes-atterres-changer.html"&gt; video: Économistes atterrés, "Changer d’économie, nos propositions pour 2012"&lt;/a&gt;&lt;br /&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-5598700507789076808?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/5598700507789076808/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=5598700507789076808' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/5598700507789076808'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/5598700507789076808'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2012/01/ecouter-les-economistes-atterres.html' title='écouter: les Economistes atterrés, Changer d&apos;économie !'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-c9189KW4LtY/TwyUFr9dysI/AAAAAAAADUk/RfDcozooRrY/s72-c/9782918597445FS.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-2177999628232144103</id><published>2012-01-10T23:20:00.000-08:00</published><updated>2012-01-10T23:20:53.408-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='video'/><category scheme='http://www.blogger.com/atom/ns#' term='Rimbert'/><category scheme='http://www.blogger.com/atom/ns#' term='Médias'/><category scheme='http://www.blogger.com/atom/ns#' term='Kergoat'/><category scheme='http://www.blogger.com/atom/ns#' term='Halimi'/><category scheme='http://www.blogger.com/atom/ns#' term='Lambert'/><category scheme='http://www.blogger.com/atom/ns#' term='Balbastre'/><category scheme='http://www.blogger.com/atom/ns#' term='film'/><title type='text'>sortie en salle: Les nouveaux chiens de garde + où voir le film</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-wwmVU-JmW1I/TuW4IWtgbRI/AAAAAAAADQk/2J6Hvnazv6s/s1600/affiche_fiche.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="226" src="http://1.bp.blogspot.com/-wwmVU-JmW1I/TuW4IWtgbRI/AAAAAAAADQk/2J6Hvnazv6s/s320/affiche_fiche.jpg" width="151" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/j4uGHVh6MqM" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://www.lesnouveauxchiensdegarde.com/spip.php?rubrique3"&gt;Où voir le film&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-2177999628232144103?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/2177999628232144103/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=2177999628232144103' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/2177999628232144103'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/2177999628232144103'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2012/01/sortie-en-salle-les-nouveaux-chiens-de.html' title='sortie en salle: Les nouveaux chiens de garde + où voir le film'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-wwmVU-JmW1I/TuW4IWtgbRI/AAAAAAAADQk/2J6Hvnazv6s/s72-c/affiche_fiche.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-4955511873032262087</id><published>2012-01-05T08:07:00.000-08:00</published><updated>2012-01-06T07:52:15.878-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Kergoat'/><category scheme='http://www.blogger.com/atom/ns#' term='Mermet'/><category scheme='http://www.blogger.com/atom/ns#' term='Halimi'/><category scheme='http://www.blogger.com/atom/ns#' term='Balbastre'/><category scheme='http://www.blogger.com/atom/ns#' term='Naudy'/><category scheme='http://www.blogger.com/atom/ns#' term='film'/><category scheme='http://www.blogger.com/atom/ns#' term='audio'/><category scheme='http://www.blogger.com/atom/ns#' term='Gadrey'/><category scheme='http://www.blogger.com/atom/ns#' term='Bourdieu'/><title type='text'>écouter: l'équipe du film "Les nouveaux chiens de garde"</title><content type='html'>écouter:&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.franceinter.fr/player/reecouter?play=255299"&gt;"Les nouveaux chiens de garde", le film&lt;/a&gt;&lt;br /&gt;Là-bas si j'y suis par Daniel Mermet&lt;br /&gt;05.01.2012&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.franceinter.fr/player/reecouter?play=256241"&gt;"Les nouveaux chiens de garde", le film II&lt;/a&gt;&lt;br /&gt;Là-bas si j'y suis par Daniel Mermet&lt;br /&gt;06.01.2012&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-4955511873032262087?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/4955511873032262087/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=4955511873032262087' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/4955511873032262087'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/4955511873032262087'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2012/01/ecouter-lequipe-du-film-les-nouveaux.html' title='écouter: l&apos;équipe du film &quot;Les nouveaux chiens de garde&quot;'/><author><name>G.Q.</name><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-3408677466903651194.post-8996499263110775127</id><published>2012-01-02T00:55:00.000-08:00</published><updated>2012-01-02T00:55:41.263-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Acrimed'/><title type='text'>Médiacritique(s) n°2 (janvier 2012)  (Magazine trimestriel d’Acrimed)</title><content type='html'>&lt;span class="spip_document_5794 spip_documents spip_documents_center"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="spip_document_5794 spip_documents spip_documents_center"&gt;&lt;img alt="" height="602" src="http://www.acrimed.org/local/cache-vignettes/L426xH602/mag2_une-a05a7.jpg" style="height: 602px; width: 426px;" width="426" /&gt;&lt;/span&gt;&lt;img alt="" 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" /&gt;&lt;br /&gt;Sur le site d'ACRIMED: Commande au numéro ou abonnement par paiement sécurisé &lt;a class="spip_out" href="http://www.acrimed.org/article3686.html"&gt;ici&lt;/a&gt; ou par chèque (à la fin de l’article &lt;a class="spip_out" href="http://www.acrimed.org/article3686.html"&gt;au même endroit&lt;/a&gt;) &lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-8996499263110775127?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/8996499263110775127/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=8996499263110775127' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8996499263110775127'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8996499263110775127'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2012/01/mediacritiques-n2-janvier-2012-magazine.html' title='Médiacritique(s) n°2 (janvier 2012)  (Magazine trimestriel d’Acrimed)'/><author><name>G.Q.</name><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-3408677466903651194.post-5692533851716065016</id><published>2011-12-23T04:56:00.000-08:00</published><updated>2011-12-23T08:53:46.403-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Sorignet'/><category scheme='http://www.blogger.com/atom/ns#' term='numérique'/><category scheme='http://www.blogger.com/atom/ns#' term='citoyenneté'/><category scheme='http://www.blogger.com/atom/ns#' term='actualités'/><category scheme='http://www.blogger.com/atom/ns#' term='Sedel'/><title type='text'>REVUE RÉSEAUX, Actualités et citoyenneté à l'ère numérique</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a class="thickbox" href="http://extranet.editis.com/it-yonixweb/IMAGES/DEC/P3/9782707170064.JPG" style="margin-left: 1em; margin-right: 1em;" title="Actualités et citoyenneté à l'ère numérique"&gt;&lt;img alt="Actualités et citoyenneté à l'ère numérique" border="0" src="http://extranet.editis.com/it-yonixweb/IMAGES/DEC/P2/9782707170064.GIF" title="Actualités et citoyenneté à l'ère numérique" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;table border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td valign="top" width="180"&gt;&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0"&gt;         &lt;tbody&gt;&lt;tr&gt;          &lt;td style="background-image: url(/img/ombre_bl_gauche.gif); background-repeat: repeat-y;" valign="top" width="5"&gt;&lt;img src="http://www.editionsladecouverte.fr/img/ombre_bl_haut_gauche.gif" /&gt;&lt;/td&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt;&lt;td height="8" style="background-image: url(/img/ombre_bl_droit.gif); background-repeat: repeat-y;" valign="top" width="5"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;       &lt;td width="20"&gt;&lt;/td&gt;       &lt;td align="left" valign="top"&gt;&lt;div id="presentation" style="margin-left: 0px; margin-top: 20px;"&gt;&lt;div style="text-align: justify;"&gt;Présentation de l'éditeur&lt;br /&gt;L’émergence du numérique bouleverse les usages sociaux de l’information. Nous avons désormais accès à une multitude de sources d’information et cette abondance recompose notre rapport à l’actualité et nos modes de consommation des nouvelles. En outre, les fonctionnalités offertes par l’Internet permettent aux internautes d’être des diffuseurs, voire même, dans certains cas, des producteurs d’information. L’écosystème informationnel se complexifie donc et les usages sociaux de l’actualité sont de plus en plus variés et individualisés. Les pratiques sont le fruit d’une sédimentation d’expériences et de comportements qui s’ajustent en permanence à l’évolution de l’offre médiatique, laquelle tend également à faire bouger les formes de l’action citoyenne. &lt;br /&gt;Or, curieusement, alors que l’on dispose aujourd’hui de nombreux travaux empiriques sur la consommation des contenus numériques dans le domaine culturel, la recherche francophone s’est peu penchée sur les nouvelles formes de réception de l’actualité et, en particulier, de l’information politique. De même, si dans notre pays les pratiques politiques stricto sensu sont bien étudiées, leurs liens avec les pratiques d’information politique et les modes de sociabilité demeurent peu connus. &lt;br /&gt;Ce numéro se propose donc de combler, en partie, cette lacune. Il questionne l’exercice profane de la citoyenneté, qui ne réduit pas l’individu à un électeur, mais l’envisage comme un membre de la cité attentif à son environnement et aux événements du monde. Il aborde ainsi le rôle de l’actualité politique dans les engagements ordinaires (discussions, énonciations d’opinions) qui se nouent, en face à face ou en ligne (forums, réseaux sociaux). &lt;br /&gt;Ce numéro s’ouvre par un texte de synthèse théorique consacré à une revue critique de l’abondante littérature anglo-saxonne sur les usages sociaux de l’actualité. Trois articles analysent ensuite les résultats empiriques du projet de recherche « Médiapolis» qui vise àétudier les relations entre les pratiques informationnelles, citoyennes et de sociabilité dans un contexte de reconfiguration des systèmes médiatiques. Par ailleurs, alors qu’Internet a favorisé la mobilisation d’internautes dans la production de nouvelles formes d’information, ce numéro présente une étude ethnographique originale d’un blog d’information participative en banlieue.&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div id="table" style="display: block; margin-left: 0px; margin-top: 20px;"&gt;&lt;strong&gt;Les auteurs&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;Présentation&lt;/strong&gt;, &lt;em&gt;par Fabien Granjon, Josiane Jouët et Thierry Vedel&lt;/em&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;strong&gt;Dossier : Actualités et citoyennetéà l’ère numérique&lt;/strong&gt;&lt;br /&gt;• Penser les usages sociaux de l’actualité, &lt;em&gt;par Fabien Granjon, Aurélien Le Foulgoc&lt;/em&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;• Usages des médias et politique : une écologie des pratiques informationnelles, &lt;em&gt;par Viviane Le Hay, Thierry Vedel, Flora Chanvril&lt;/em&gt;• Les appropriations différenciées de l’information en ligne au sein des catégories sociales supérieures, &lt;em&gt;par Jean-Baptiste Comby, Valérie Devillard, Charlotte Dolez, Rémy Rieffel&lt;/em&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;• Bondy blog. Le travail de représentation des « habitants de la banlieue » par un média d’information participative, &lt;em&gt;par Julie Sedel&lt;/em&gt;&lt;br /&gt;&lt;strong&gt;Varia&lt;/strong&gt;&lt;br /&gt;• Que vaut la parole d’un chroniqueur à la télévision ? L’affaire Zemmour, comme symptôme d’une dérive de la parole médiatique, &lt;em&gt;par Patrick Charaudeau&amp;nbsp;&lt;/em&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;• La formation en communication des représentants syndicaux. Logiques institutionnelles et enjeux militants, &lt;em&gt;par Stéphane Olivesi&amp;nbsp;&lt;/em&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;strong&gt;Notes de lecture&amp;nbsp;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;• De Pierre-Emmanuel Sorignet, &lt;em&gt;Danser. Enquête dans les coulisses d’une vocation&lt;/em&gt;, Paris, La Découverte, coll. « Textes à l’appui / Enquêtes de terrain », 2010,&lt;em&gt; par Laure de Verdal&lt;/em&gt;le &lt;br /&gt;• De Caroline Datchary, &lt;em&gt;La dispersion au travail&lt;/em&gt;, Toulouse, Octarès, 2011, &lt;em&gt;par Pascal Ughetto&lt;/em&gt;&lt;br /&gt;• D'Alexandre Mallard, Petit dans le marché. Une sociologie de la très petite entreprise, Paris, Presses des Mines, 2011, &lt;em&gt;par Pascal Ughetto&lt;/em&gt;• De Mathieu Triclot, &lt;em&gt;Philosophie des jeux vidéo&lt;/em&gt;, Paris, Zones, 2011, &lt;em&gt;par Bruno Vetel&lt;/em&gt;&lt;br /&gt;• De Paul N. Edwards, A&lt;em&gt; Vast Machine. Computer Models, Climate Data, and the Politics of Global Warming&lt;/em&gt;. Cambridge: MA, The MIT Press, 2010, &lt;em&gt;par Michel Atten&lt;/em&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-5692533851716065016?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/5692533851716065016/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=5692533851716065016' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/5692533851716065016'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/5692533851716065016'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/12/revue-reseaux-actualites-et-citoyennete.html' title='REVUE RÉSEAUX, Actualités et citoyenneté à l&apos;ère numérique'/><author><name>G.Q.</name><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-3408677466903651194.post-8921288523480463827</id><published>2011-12-08T04:51:00.001-08:00</published><updated>2011-12-08T04:52:56.232-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Médias'/><category scheme='http://www.blogger.com/atom/ns#' term='numérique'/><category scheme='http://www.blogger.com/atom/ns#' term='Geuens'/><category scheme='http://www.blogger.com/atom/ns#' term='économie'/><category scheme='http://www.blogger.com/atom/ns#' term='communication'/><category scheme='http://www.blogger.com/atom/ns#' term='TIC'/><title type='text'>Geoffrey Geuens, Les vieilles élites de la nouvelle économie</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-1BzkKdF_exE/Ts-HvP2cQFI/AAAAAAAADOs/oBjDXrOmXns/s1600/9782130583714FS.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-1BzkKdF_exE/Ts-HvP2cQFI/AAAAAAAADOs/oBjDXrOmXns/s320/9782130583714FS.gif" width="206" /&gt;&lt;/a&gt;&lt;/div&gt;Geoffrey &lt;b&gt;Geuens&lt;/b&gt;&lt;br /&gt;&lt;i&gt;Les vieilles élites de la nouvelle économie&lt;/i&gt;&lt;br /&gt;Puf&lt;br /&gt;2011&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Présentation de l'éditeur&lt;br /&gt;&lt;i&gt;La révolution numérique n’a pas eu lieu&lt;/i&gt;. Censés dynamiter les structures économiques et politiques traditionnelles, les «&amp;nbsp;nouveaux médias&amp;nbsp;» et les TIC témoignent au contraire de la reconduction, sinon de la consolidation, des logiques sociales et nationales de pouvoir associées aux vieux capitalismes. À l’heure où seuls résonnent les termes de «&amp;nbsp;flux informationnels&amp;nbsp;», de «&amp;nbsp;mouvements volatiles de capitaux&amp;nbsp;» et de «&amp;nbsp;marchés financiers désincarnés&amp;nbsp;», c’est l’économie du virtuel, paradoxe s’il en est, qui démontre toute l’importance des réseaux d’affaires, de pouvoir et de sociabilité réels bien à l’œuvre dans un univers supposé fonctionner, pourtant, sur la base de la seule rationalité marchande.&lt;br /&gt;Enquête de longue haleine au cœur des conseils d’administration des plus puissants groupes internationaux du multimédia et des TIC, &lt;i&gt;Les vieilles élites de la nouvelle économie&lt;/i&gt; révèle à quel point pèse sur les «&amp;nbsp;vieilles&amp;nbsp;» élites des «&amp;nbsp;nouveaux médias&amp;nbsp;» l’héritage d’une économie qui, jamais, ne s’est affranchie des États-nations, du politique et des dynasties d’affaires.&lt;br /&gt;&lt;br /&gt;Maître de conférences au département des Arts et sciences de la communication de l’Université de Liège, Geoffrey Geuens est l’auteur de &lt;i&gt;La finance imaginaire&lt;/i&gt; (Éditions Aden, 2011), de &lt;i&gt;Tous pouvoirs confondus. État, capital et médias à l’ère de la mondialisation&lt;/i&gt; (EPO, 2003)&amp;amp;shy et de &lt;i&gt;L’information sous contrôle. Médias et pouvoir économique en Belgique&lt;/i&gt; (Labor/Espace de libertés, 2002).&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-8921288523480463827?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/8921288523480463827/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=8921288523480463827' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8921288523480463827'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8921288523480463827'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/12/geoffrey-geuens-les-vieilles-elites-de.html' title='Geoffrey Geuens, Les vieilles élites de la nouvelle économie'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-1BzkKdF_exE/Ts-HvP2cQFI/AAAAAAAADOs/oBjDXrOmXns/s72-c/9782130583714FS.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-4291808725052847228</id><published>2011-11-23T12:39:00.000-08:00</published><updated>2011-11-23T10:04:25.869-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Le monde diplomatique'/><category scheme='http://www.blogger.com/atom/ns#' term='Poupeau'/><category scheme='http://www.blogger.com/atom/ns#' term='Mermet'/><category scheme='http://www.blogger.com/atom/ns#' term='Halimi'/><category scheme='http://www.blogger.com/atom/ns#' term='Bonelli'/><category scheme='http://www.blogger.com/atom/ns#' term='Lambert'/><category scheme='http://www.blogger.com/atom/ns#' term='audio'/><category scheme='http://www.blogger.com/atom/ns#' term='Imbert'/><title type='text'>écouter: présentation du Monde diplomatique de novembre 2011</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-mWPU6omnrFI/Tsq3qJJ1CfI/AAAAAAAADOE/dUkpVzp2pKw/s1600/2011-11-g.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-mWPU6omnrFI/Tsq3qJJ1CfI/AAAAAAAADOE/dUkpVzp2pKw/s320/2011-11-g.jpg" width="217" /&gt;&lt;/a&gt;&lt;/div&gt;écouter: &lt;a href="http://www.franceinter.fr/player/reecouter?play=222301"&gt;présentation du Monde diplomatique de novembre 2011, Avec : Serge Halimi, Laurent Bonelli, Renaud Lambert, Louis Imbert et Franck Poupeau&lt;/a&gt;.&lt;br /&gt;Là-bas si j'y suis par Daniel Merme, 21 novembre 2011 &lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Programmation musicale : &lt;/b&gt;&lt;br /&gt;- Nojazz : "Happy 68"&lt;br /&gt;- Guy Bontempelli : "Merveilleuse gauche française"&lt;br /&gt;&lt;br /&gt;&lt;ul class="hermetique fulliste"&gt;&lt;li&gt;&lt;div class="crayon article-titre-46895 titraille"&gt;&lt;h3&gt;&lt;a href="http://www.monde-diplomatique.fr/2011/11/HALIMI/46895"&gt;Où est la gauche à l’heure de la tourmente économique&amp;nbsp;?&lt;/a&gt;&lt;/h3&gt;&lt;div class="dates_auteurs"&gt;Editorial,  Serge Halimi  &lt;/div&gt;&lt;/div&gt;&lt;div class="crayon article-descriptif-46895 intro"&gt;&lt;div class="lintro"&gt;Alors que le capitalisme connaît sa crise la plus sérieuse depuis celle des années&amp;nbsp;1930, les principaux partis de gauche semblent muets, embarrassés. Combien de temps ce jeu politique verrouillé peut-il durer alors qu’enflent les colères sociales&amp;nbsp;?&lt;span class="pages"&gt;¶&amp;nbsp;pages 1, 14 et 15&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-4291808725052847228?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/4291808725052847228/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=4291808725052847228' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/4291808725052847228'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/4291808725052847228'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/11/ecouter-presentation-du-monde.html' title='écouter: présentation du Monde diplomatique de novembre 2011'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-mWPU6omnrFI/Tsq3qJJ1CfI/AAAAAAAADOE/dUkpVzp2pKw/s72-c/2011-11-g.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-3232329902931550749</id><published>2011-11-21T23:14:00.000-08:00</published><updated>2011-11-21T03:08:43.358-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='langage'/><category scheme='http://www.blogger.com/atom/ns#' term='presse'/><category scheme='http://www.blogger.com/atom/ns#' term='néolibéral'/><category scheme='http://www.blogger.com/atom/ns#' term='Guilbert'/><category scheme='http://www.blogger.com/atom/ns#' term='discours'/><category scheme='http://www.blogger.com/atom/ns#' term='audio'/><category scheme='http://www.blogger.com/atom/ns#' term='économie'/><category scheme='http://www.blogger.com/atom/ns#' term='politique'/><title type='text'>écouter: Thierry Guilbert, L’« évidence » du discours néolibéral</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-eoY0tEFQdZA/Tr8CVU1Ss1I/AAAAAAAADNA/UMn3SjeGUkA/s1600/couv_2399.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-eoY0tEFQdZA/Tr8CVU1Ss1I/AAAAAAAADNA/UMn3SjeGUkA/s1600/couv_2399.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;écouter: &lt;a href="http://www.liberte-expression.fr/emissions/2011/20110606_liberte_sur_paroles_3_ednl.mp3"&gt;Thierry Guilbert, L’« évidence » du discours néolibéral.Analyse dans la presse écrite&lt;/a&gt;&lt;br /&gt;Liberté sur paroles, Radio Aligre, 6 juin 2011&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;i&gt; &lt;/i&gt;&lt;br /&gt;&lt;i&gt; &lt;/i&gt;&lt;br /&gt;&lt;span class="alignright"&gt;&lt;a href="http://www.liberte-expression.fr/rubrique/emissions-passees/radio-emissions-2011/page/3/"&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="navigation"&gt;&lt;/div&gt;&lt;i&gt; &lt;/i&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-3232329902931550749?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/3232329902931550749/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=3232329902931550749' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/3232329902931550749'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/3232329902931550749'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/11/ecouter-thierry-guilbert-l-evidence-du.html' title='écouter: Thierry Guilbert, L’« évidence » du discours néolibéral'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-eoY0tEFQdZA/Tr8CVU1Ss1I/AAAAAAAADNA/UMn3SjeGUkA/s72-c/couv_2399.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-3557077520075933915</id><published>2011-11-17T23:09:00.000-08:00</published><updated>2011-11-16T23:42:04.564-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='édition'/><category scheme='http://www.blogger.com/atom/ns#' term='audio'/><category scheme='http://www.blogger.com/atom/ns#' term='Discepolo'/><title type='text'>écouter: Thierry Discepolo. La Trahison des éditeurs</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-d-_iCC5pdt8/Tr7_yQLpHyI/AAAAAAAADM4/kBb5HrkCPtk/s1600/couv_2415.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-d-_iCC5pdt8/Tr7_yQLpHyI/AAAAAAAADM4/kBb5HrkCPtk/s1600/couv_2415.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;écouter: &lt;a href="http://www.liberte-expression.fr/emissions/2011/20111017_liberte_sur_paroles_2_Thierry%20Discepolo.mp3"&gt;Thierry &lt;b&gt;Discepolo&lt;/b&gt;. &lt;i&gt;La Trahison des éditeurs&lt;/i&gt;&lt;/a&gt;&lt;br /&gt;Liberté sur paroles, Radio Aligre, 17 octobre 2011&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-3557077520075933915?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/3557077520075933915/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=3557077520075933915' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/3557077520075933915'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/3557077520075933915'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/11/ecouter-thierry-discepolo-la-trahison.html' title='écouter: Thierry Discepolo. La Trahison des éditeurs'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-d-_iCC5pdt8/Tr7_yQLpHyI/AAAAAAAADM4/kBb5HrkCPtk/s72-c/couv_2415.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-8167288157380439012</id><published>2011-11-11T04:20:00.001-08:00</published><updated>2011-11-11T04:44:02.003-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Médias'/><category scheme='http://www.blogger.com/atom/ns#' term='Carles'/><category scheme='http://www.blogger.com/atom/ns#' term='sondages'/><category scheme='http://www.blogger.com/atom/ns#' term='Juppé'/><category scheme='http://www.blogger.com/atom/ns#' term='Hollande'/><category scheme='http://www.blogger.com/atom/ns#' term='film'/><category scheme='http://www.blogger.com/atom/ns#' term='Dsk'/><category scheme='http://www.blogger.com/atom/ns#' term='politique'/><title type='text'>le prochain projet de  Pierre Carles, "Juppé, le retour" s'appelle désormais "Juppé, DSK, Hollande, etc."</title><content type='html'>prochain film de Pierre Carles:&lt;br /&gt;"Juppé, le retour" s'appelle désormais "&lt;b&gt;Juppé, DSK, Hollande, etc.&lt;/b&gt;". Ce film qui raconte la présélection de certains candidats par les grands médias devrait voir le jour   en mars 2012, avant l'élection présidentielle. C'est le projet le plus avancé, celui sur lequel Carles travaille actuellement.&lt;br /&gt;(une enquête dans la lignée de &lt;i&gt;Juppé, forcément…&lt;/i&gt; où il sera question de la présélection d’un candidat à l’élection présidentielle par les principaux médias)&lt;br /&gt;-l'ancienne version &lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;img alt="-" height="6" src="http://www.homme-moderne.org/images/films/pcarles/pointr.gif" width="6" /&gt; &lt;span style="color: #ffbc20;"&gt;&lt;i&gt;&lt;b&gt;&lt;a href="http://www.homme-moderne.org/images/films/pcarles/juppe/index.html" target="_blank"&gt;Juppé, forcément..&lt;/a&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: x-small;"&gt;&lt;span style="color: #ffbc20;"&gt;&lt;i&gt;&lt;b&gt;&lt;a href="http://www.homme-moderne.org/images/films/pcarles/juppe/index.html" target="_blank"&gt;.&lt;/a&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-8167288157380439012?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/8167288157380439012/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=8167288157380439012' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8167288157380439012'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8167288157380439012'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/11/prochain-projet-de-pierre-carles-juppe.html' title='le prochain projet de  Pierre Carles, &quot;Juppé, le retour&quot; s&apos;appelle désormais &quot;Juppé, DSK, Hollande, etc.&quot;'/><author><name>G.Q.</name><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-3408677466903651194.post-7212630944711193895</id><published>2011-11-07T00:43:00.000-08:00</published><updated>2011-11-07T00:43:09.146-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='video'/><category scheme='http://www.blogger.com/atom/ns#' term='Salingue'/><category scheme='http://www.blogger.com/atom/ns#' term='Acrimed'/><category scheme='http://www.blogger.com/atom/ns#' term='Proche-Orient'/><category scheme='http://www.blogger.com/atom/ns#' term='Barthe'/><title type='text'>video: « Jeudi d’Acrimed » : « Informer sur le Proche-Orient »</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-mcLEJlCSCIk/TreZmnqpKrI/AAAAAAAADLQ/DAN3YWqrqHY/s1600/Ramallah_Dream-54ece.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-mcLEJlCSCIk/TreZmnqpKrI/AAAAAAAADLQ/DAN3YWqrqHY/s320/Ramallah_Dream-54ece.jpg" width="195" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-8SCKXVNkDzM/TreZpKhG7pI/AAAAAAAADLY/yT6hRL2Vc3M/s1600/couv_2463.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-8SCKXVNkDzM/TreZpKhG7pI/AAAAAAAADLY/yT6hRL2Vc3M/s1600/couv_2463.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;Avec &lt;br /&gt;- Benjamin Barthe, journaliste au &lt;i&gt;Monde&lt;/i&gt; (desk Proche-Orient), ancien correspondant pigiste à Ramallah (2002-2011), récompensé par le Prix Albert Londres en 2008 pour ses reportages à Gaza. Auteur de &lt;i&gt;Ramallah Dream, voyage au cœur du mirage palestinien&lt;/i&gt; (éditions la Découverte)&amp;nbsp;; &lt;br /&gt;- et Julien Salingue, enseignant et doctorant en science politique, chercheur sur la question palestinienne, auteur d’&lt;i&gt;À la recherche de la Palestine, au-delà du mirage d’Oslo&lt;/i&gt; (éditions du Cygne).&lt;br /&gt;&amp;nbsp;voir les &lt;a href="http://www.acrimed.org/article3706.html"&gt;videos sur le site d'Acrimed &lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-7212630944711193895?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/7212630944711193895/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=7212630944711193895' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/7212630944711193895'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/7212630944711193895'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/11/video-jeudi-dacrimed-informer-sur-le.html' title='video: « Jeudi d’Acrimed » : « Informer sur le Proche-Orient »'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-mcLEJlCSCIk/TreZmnqpKrI/AAAAAAAADLQ/DAN3YWqrqHY/s72-c/Ramallah_Dream-54ece.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-8549353570712061739</id><published>2011-11-04T03:02:00.000-07:00</published><updated>2011-11-07T00:38:15.907-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Marchetti'/><category scheme='http://www.blogger.com/atom/ns#' term='Actes de la recherche en sciences sociales'/><category scheme='http://www.blogger.com/atom/ns#' term='journalisme'/><category scheme='http://www.blogger.com/atom/ns#' term='audio'/><category scheme='http://www.blogger.com/atom/ns#' term='Lafarge'/><title type='text'>écouter: Géraud Lafarge et Dominique Marchetti, Les portes fermées du journalisme. L’espace social des étudiants des formations « reconnues »</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-eN4AXvnwy94/TrO5NHIDVHI/AAAAAAAADKs/CVcpQ8bRXJY/s1600/une189.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-eN4AXvnwy94/TrO5NHIDVHI/AAAAAAAADKs/CVcpQ8bRXJY/s1600/une189.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;écouter: &lt;a href="http://download.rsr.ch/la-1ere/programmes/medialogues/2011/medialogues_20111007_standard_sequence-4_e9f98a99-ad7b-485d-8ef8-a2d1253a1740-128k.mp3"&gt;Géraud &lt;b&gt;Lafarge&lt;/b&gt; et Dominique &lt;b&gt;Marchetti&lt;/b&gt;, &lt;i&gt;Les portes fermées du journalisme. L’espace social des étudiants des formations « reconnues »&lt;/i&gt;&lt;/a&gt;&lt;br /&gt;Médialogues, 7.10.2011&lt;br /&gt;&lt;br /&gt;in Actes de la recherche en sciences sociales 2011/4 (n° 189).&lt;br /&gt;&lt;br /&gt;résumé &lt;br /&gt;&lt;br /&gt;Fondé sur une enquête par questionnaire et par entretiens, cet article montre que les conditions d’entrée dans les formations au journalisme les plus prestigieuses sont de plus en plus sélectives scolairement et socialement. La construction de l’espace des élèves fait apparaître une double opposition, selon que l’entrée dans les formations s’effectue par une « petite porte » ou par la « grande porte », et selon que la trajectoire des étudiants s’inscrit dans un mode de reproduction structuré par le capital scolaire ou d’autres types de ressources, en particulier le capital social. L’article met également en lumière un processus d’homogénéisation sociale qui s’incarne dans une féminisation « par le haut » et dans le passage de plus en plus fréquent, avant l’entrée dans ces formations, par des Instituts d’études politiques (IEP). Au-delà du journalisme, l’analyse offre un éclairage original sur des transformations des secteurs culturels (homogénéisation des contenus, etc.) et sur des changements structuraux au sein des classes dominantes, où les ressources culturelles et scolaires se dissocient de moins en moins des ressources économiques et sociales&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div lang="en"&gt;&lt;div class="free"&gt;&lt;i class="brown"&gt;&lt;b&gt;Abstract&lt;/b&gt;&lt;br /&gt;Based on a questionnaire-survey and on individual interviews, this paper suggests that the conditions for admission in the most prestigious journalism schools are increasingly selective, both educationally and socially. The representation of the social space constituted by the students of these programs reveals a double opposition, determined by whether one is admitted through the “front door” or the “back door”, and whether the trajectory of the students is coded by a mode of reproduction structured by educational capital or by other kinds of resources, and in particular by social capital. The paper also highlights a process of social homogenization that takes the form of a “top-tier” feminization, and of an increasingly frequent enrollment in an &lt;i&gt;Institut d’Etudes Politiques&lt;/i&gt; (IEP) prior to admission into a journalism school. Beyond journalism, this case study sheds light on the transformation of cultural sectors (homogenization of content, etc.) and on the structural transformations taking place within the dominant classes, where cultural and educational resources are ever more closely associated with social and economic resources. &lt;/i&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div lang="es"&gt;&lt;div class="free"&gt;&lt;i class="brown"&gt;&lt;b&gt;Resumen&lt;/b&gt;&lt;br /&gt;Este artículo, basado en una investigación mediante cuestionario y entrevistas, muestra que, en Francia, las condiciones de ingreso en los establecimientos más prestigiosos de formación periodística son cada vez más selectivas, tanto en el plano académico como en el social. La construcción del espacio de los alumnos revela una doble oposición, según si se ingresó por la «puerta de atrás» o por la «puerta grande», y según si la trayectoria de los estudiantes se inscribe en un modo de reproducción estructurado por el capital escolar o por otros tipos de recursos, en particular el capital social. Asimismo, los autores del artículo sacan a la luz un proceso de homogenización social que se materializa en una feminización «por arriba» y en haber pasado, antes de ingresar en dichas formaciones, por los Instituts d’études politiques (IEP) [centros de educación universitaria en ciencias políticas], caso que cada vez es más frecuente. Más allá del periodismo, este análisis constituye un original enfoque sobre las transformaciones de los sectores culturales (homogenización de los contenidos, etc.) y los cambios estructurales dentro de las clases dominantes, en las que los recursos culturales y académicos se disocian cada vez menos de los recursos económicos y sociales. &lt;/i&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div lang="de"&gt;&lt;div class="free"&gt;&lt;i class="brown"&gt;&lt;b&gt;Zusammenfassung&lt;/b&gt;&lt;br /&gt;Auf der Basis einer mit Interviews und Fragebögen erfolgten Untersuchung zeigt der vorliegende Aufsatz, dass die Zugangsvoraussetzungen für die prestigeträchtigsten Journalistenausbildungsprogramme auf einer zunehmenden schulischen und sozialen Auslese beruhen. In der Konstruktion des sozialen Raums der Studenten tut sich ein doppelter Gegensatz auf, je nachdem ob der Eintritt über die „enge Pforte“ oder „weite Pforte“ der Ausbildung verläuft. Die Laufbahn der Studenten ist auch von der Reproduktion verschiedener Ressourcen, vor allem aber des schulischen sozialen Kapitals geprägt. Der Aufsatz macht außerdem deutlich, dass eine soziale Homogenisierung erfolgt, die sich in einer Feminisierung „von oben“ ausdrückt sowie in der zunehmenden Bedeutung des vor der Ausbildung absolvierten Studiums an den &lt;i&gt;Instituts d’études politiques&lt;/i&gt; (Elitehochschulen). Damit wird eine originelle Perspektive eröffnet, die über den Bereich des Journalismus hinaus von Bedeutung ist und welche die allgemeinen Veränderungen im Kultursektor (Homogenisierung der Inhalte, etc.) beweisen. Daneben lassen sich Umstrukturierungen unter den herrschenden Schichten belegen, in denen die kulturellen und schulischen Ressourcen immer enger an das ökonomische und soziale Kapital gebunden sind. &lt;/i&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div lang="es"&gt;&lt;div class="free"&gt;&lt;i class="brown"&gt;&lt;b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-8549353570712061739?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/8549353570712061739/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=8549353570712061739' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8549353570712061739'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8549353570712061739'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/11/ecouter-geraud-lafarge-et-dominique.html' title='écouter: Géraud Lafarge et Dominique Marchetti, Les portes fermées du journalisme. L’espace social des étudiants des formations « reconnues »'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-eN4AXvnwy94/TrO5NHIDVHI/AAAAAAAADKs/CVcpQ8bRXJY/s72-c/une189.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-8257078503423050274</id><published>2011-10-28T15:10:00.000-07:00</published><updated>2011-10-28T15:22:10.469-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Kergoat'/><category scheme='http://www.blogger.com/atom/ns#' term='Geneste'/><category scheme='http://www.blogger.com/atom/ns#' term='Balbastre'/><category scheme='http://www.blogger.com/atom/ns#' term='film'/><title type='text'>avant-premières en novembre du film Les nouveaux chiens de garde</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-HSjEFDWV4io/Tqsn0nmWpZI/AAAAAAAADIY/VwVZs20IIiA/s1600/img-les-nouveaux-chiens-de-garde-big-01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="179" src="http://4.bp.blogspot.com/-HSjEFDWV4io/Tqsn0nmWpZI/AAAAAAAADIY/VwVZs20IIiA/s320/img-les-nouveaux-chiens-de-garde-big-01.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;i&gt; &lt;b&gt;Les &lt;span class="spip_surligne"&gt;nouveaux&lt;/span&gt; &lt;span class="spip_surligne"&gt;chiens&lt;/span&gt; de &lt;span class="spip_surligne"&gt;garde&lt;/span&gt;&lt;/b&gt;,&lt;/i&gt; réalisé par Gilles Balbastre et Yannick Kergoat&lt;br /&gt;&lt;br /&gt;Jeudi 3 &lt;span class="spip_surligne"&gt;novembre&lt;/span&gt; à 20h30 au Cinéville Garenne de Vannes (56000) dans le cadre du Mois du film documentaire&amp;nbsp;: Projection-débat en avant-première du film &lt;i&gt; &lt;b&gt;Les &lt;span class="spip_surligne"&gt;nouveaux&lt;/span&gt; &lt;span class="spip_surligne"&gt;chiens&lt;/span&gt; de &lt;span class="spip_surligne"&gt;garde&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;. La projection sera suivi d’un débat avec Yannick Kergoat.&lt;br /&gt;&lt;br /&gt;Samedi 12 &lt;span class="spip_surligne"&gt;novembre&lt;/span&gt; à 20H au cinéma La Clef à Paris (75005) dans le cadre du &lt;a class="spip_out" href="http://local.attac.org/images-mouvementees/" rel="external"&gt;Festival de cinéma d’Attac&lt;/a&gt;. Projection-débat en avant-première du film &lt;i&gt; &lt;b&gt;Les &lt;span class="spip_surligne"&gt;nouveaux&lt;/span&gt; &lt;span class="spip_surligne"&gt;chiens&lt;/span&gt; de &lt;span class="spip_surligne"&gt;garde&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;. La projection sera suivi d’un débat avec&lt;br /&gt;&lt;span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;table border="0" cellspacing="10" height="818"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td height="73" valign="top"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td height="73" valign="top"&gt;&lt;i&gt;infos du site Acrimed&lt;/i&gt;&lt;/td&gt;&lt;td align="left" valign="top"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td align="left" height="73" valign="top"&gt;&lt;br /&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr&gt;    &lt;td height="39" valign="top"&gt;&lt;br /&gt;&lt;/td&gt;    &lt;td height="39" valign="top"&gt;&lt;br /&gt;&lt;/td&gt;    &lt;td align="left" valign="top"&gt;&lt;br /&gt;&lt;/td&gt;    &lt;td align="left" height="39" valign="top"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-8257078503423050274?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/8257078503423050274/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=8257078503423050274' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8257078503423050274'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8257078503423050274'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/10/avant-premieres-en-novembre-du-film-les.html' title='avant-premières en novembre du film Les nouveaux chiens de garde'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-HSjEFDWV4io/Tqsn0nmWpZI/AAAAAAAADIY/VwVZs20IIiA/s72-c/img-les-nouveaux-chiens-de-garde-big-01.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-5751493365978022369</id><published>2011-10-27T04:48:00.000-07:00</published><updated>2011-10-27T04:49:08.525-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='institution'/><category scheme='http://www.blogger.com/atom/ns#' term='sondages'/><category scheme='http://www.blogger.com/atom/ns#' term='Lehingue'/><category scheme='http://www.blogger.com/atom/ns#' term='vote'/><category scheme='http://www.blogger.com/atom/ns#' term='politique'/><title type='text'>Patrick LEHINGUE, Le vote. Approches sociologiques de l'institution et des comportements électoraux</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-u62DqQbu5_E/TqlE3T5mpLI/AAAAAAAADIE/7p7M6HKLL50/s1600/9782707154491FS.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-u62DqQbu5_E/TqlE3T5mpLI/AAAAAAAADIE/7p7M6HKLL50/s320/9782707154491FS.gif" width="198" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Patrick &lt;b&gt;LEHINGUE&lt;/b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Le voteApproches sociologiques de l'institution et des comportements électoraux&lt;/i&gt;&lt;br /&gt;La Découverte&lt;br /&gt;2011&lt;br /&gt;&lt;br /&gt;Présentation de l'éditeur&lt;br /&gt;&lt;div style="text-align: justify;"&gt;À la fois technologie politique et pratique sociale, le vote nous apparaît paradoxalement comme un tissu d’évidences peu susceptible de retenir notre curiosité, mais aussi comme un ensemble d’énigmes dont certaines restent irrésolues.Par la vertu des sondages d’opinion, on sait – approximativement – pour qui les électeurs votent, mais beaucoup moins pourquoi ils le font. Quels genres d’échanges se (dé)nouent lors d’une campagne électorale ? Quels types de préférences s’y dessinent ? Quelle part de leur existence sociale et de leur trajectoire biographique les électeurs engagent-ils dans l’acte de voter (ou de ne pas le faire) ?Cet ouvrage tente de reprendre ces questions en interrogeant le(s) vote(s) sous trois rapports : l’élection comme institution censée assurer l’expression de convictions politiques en même temps que la désignation de « représentants » ; les modèles d’interprétation des votes et la succession des «écoles » analysant « ce que voter veut dire » ; les controverses autour de la stabilité (versus volatilité) des électeurs, leur degré de compétence et la portée du processus d’individualisation de leurs votes.&amp;nbsp;&lt;/div&gt;Patrick Lehingue est professeur de science politique à l’université de Picardie et chercheur au CURAPP. Il est l’auteur de Mobilisations électorales (en coll., PUF, 2005) et de Subunda. Coups de sonde dans l’océan des sondages (Le Croquant, 2007).&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-5751493365978022369?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/5751493365978022369/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=5751493365978022369' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/5751493365978022369'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/5751493365978022369'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/10/patrick-lehingue-le-vote-approches.html' title='Patrick LEHINGUE, Le vote. Approches sociologiques de l&apos;institution et des comportements électoraux'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-u62DqQbu5_E/TqlE3T5mpLI/AAAAAAAADIE/7p7M6HKLL50/s72-c/9782707154491FS.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-8867717942044278422</id><published>2011-10-25T14:54:00.000-07:00</published><updated>2011-10-25T14:56:52.206-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Becker'/><category scheme='http://www.blogger.com/atom/ns#' term='Gaxie'/><category scheme='http://www.blogger.com/atom/ns#' term='Observatoire des sondages'/><category scheme='http://www.blogger.com/atom/ns#' term='sondages'/><category scheme='http://www.blogger.com/atom/ns#' term='Brousse'/><category scheme='http://www.blogger.com/atom/ns#' term='Champagne'/><category scheme='http://www.blogger.com/atom/ns#' term='Kaciaf'/><category scheme='http://www.blogger.com/atom/ns#' term='Hube'/><category scheme='http://www.blogger.com/atom/ns#' term='Le monde diplomatique'/><category scheme='http://www.blogger.com/atom/ns#' term='Guerlafi'/><category scheme='http://www.blogger.com/atom/ns#' term='Halimi'/><category scheme='http://www.blogger.com/atom/ns#' term='Mercier'/><category scheme='http://www.blogger.com/atom/ns#' term='Lacroix'/><category scheme='http://www.blogger.com/atom/ns#' term='Darras'/><category scheme='http://www.blogger.com/atom/ns#' term='Garrigou'/><category scheme='http://www.blogger.com/atom/ns#' term='Lehingue'/><category scheme='http://www.blogger.com/atom/ns#' term='Caveng'/><title type='text'>Critique des sondages. Colloque Le Monde diplomatique – Observatoire des sondage, 5 novembre 2011</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img class="scale-with-grid" src="http://www.amis.monde-diplomatique.fr/colloque/affiche.png" /&gt;       &lt;/div&gt;&lt;h4&gt;Samedi 5 novembre 2011 de 9 à 17 heures&lt;/h4&gt;&lt;h5&gt;Assemblée nationale&lt;/h5&gt;&lt;h5&gt;126, rue de l'Université - Paris 7e&lt;/h5&gt;&lt;span class="lettrine"&gt;I&lt;/span&gt;l existe un courant critique des  sondages qui, depuis longtemps, avec Herbert Blumer en 1948 («&amp;nbsp;Public  opinion and public opinion polling&amp;nbsp;»), Pierre Bourdieu en 1972 («&amp;nbsp;L’opinion  publique n’existe pas&amp;nbsp;»), apporte une contribution substantielle à la  compréhension de sondages au-delà des clichés intéressés sur leur caractère  naturellement démocratique et scientifique. Au moment où le rôle des sondages  avec leur prolifération, leur place croissante dans la politique et leur  dégradation qualitative les met sur la sellette, il est important de faire un  bilan de cette critique. L’actualité politique aussi y contribue alors qu’une campagne  électorale présidentielle a commencé et qu’une proposition de loi parlementaire  est discutée.&lt;br /&gt;Or, la critique scientifique monte  à l’égard d’une économie des sondages de moins en moins liée à la science et à  la démocratie. On saurait d’autant moins négliger cette critique qu’elle  perdure, s’approfondit et s’assure de la pérennité par la relève  générationnelle. Pourtant, ses penseurs sont généralement contraints de  «&amp;nbsp;débattre&amp;nbsp;» avec des sondeurs pour paraître dans les médias, leur  servir de caution et être choisis. Demande-t-on à des spécialistes des classes  moyennes de n’apparaître qu’en compagnie de petits commerçants et autres  membres des classes moyennes&amp;nbsp;? Il est temps que les débats scientifiques  reprennent leur autonomie tout en ayant accès aux lieux de débats publics sans  conditions préalables.&lt;br /&gt;Dans ces circonstances, l’organisation  d’une journée de colloque autour de spécialistes de l’opinion, des sondages et  des médias peut être un moment important de réflexion. Le colloque se déroulera  le 5 novembre 2011 à l’Assemblée nationale, une manière de marquer l’utilité de  la critique. Organisée dans les grandes villes universitaires de France à  l’initiative des &lt;a href="http://www.amis.monde-diplomatique.fr/"&gt;Amis du &lt;i&gt;Monde diplomatique&lt;/i&gt;&lt;/a&gt;, une série de conférences-débat  suivra le colloque.&lt;br /&gt;&lt;div align="right"&gt;&lt;b&gt;Alain Garrigou&lt;/b&gt; (9 juin 2011)&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;ul class="tabs"&gt;&lt;li&gt;&lt;a class="active" href="http://www.amis.monde-diplomatique.fr/colloque/#programme"&gt;Programme provisoire&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.amis.monde-diplomatique.fr/colloque/#pratique"&gt;Pratique&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-8867717942044278422?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/8867717942044278422/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=8867717942044278422' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8867717942044278422'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8867717942044278422'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/10/critique-des-sondages-colloque-le-monde.html' title='Critique des sondages. Colloque Le Monde diplomatique – Observatoire des sondage, 5 novembre 2011'/><author><name>G.Q.</name><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-3408677466903651194.post-7267908149853738364</id><published>2011-09-26T02:39:00.000-07:00</published><updated>2011-09-26T02:42:50.795-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='video'/><category scheme='http://www.blogger.com/atom/ns#' term='Bourgeoisie'/><category scheme='http://www.blogger.com/atom/ns#' term='Pinçon'/><category scheme='http://www.blogger.com/atom/ns#' term='audio'/><category scheme='http://www.blogger.com/atom/ns#' term='économie'/><category scheme='http://www.blogger.com/atom/ns#' term='Pinçon-Charlot'/><category scheme='http://www.blogger.com/atom/ns#' term='politique'/><title type='text'>audio/video: Monique Pinçon-Charlot et Michel Pinçon, Le président des riches, nouvelle édition revue et augmentée</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-_8yChmWTTWg/Tl0Ru5ezoLI/AAAAAAAADBU/HcFpc_Q0Qq4/s1600/9782707169617.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-_8yChmWTTWg/Tl0Ru5ezoLI/AAAAAAAADBU/HcFpc_Q0Qq4/s320/9782707169617.jpg" width="210" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/0zEvzNDW5ho" width="560"&gt;&lt;/iframe&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/3OvU0hS04lY" width="560"&gt;&lt;/iframe&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/06-uQv347No" width="560"&gt;&lt;/iframe&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/mfvmnLnea1A" width="560"&gt;&lt;/iframe&gt;&lt;a href="http://www.blogger.com/goog_1684036165"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/hsqohGkPJWo" width="560"&gt;&lt;/iframe&gt;&amp;nbsp;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.politis.fr/Les-Pincon-Charlot-La-guerre-des,15263.html"&gt;Les Pinçon-Charlot : « La guerre des classes s’accompagne d’une guerre psychologique »&lt;/a&gt;, par Erwan Manac’h,Politis, vendredi 16 septembre 2011&lt;br /&gt;&lt;br /&gt;video:&amp;nbsp; &lt;a href="http://www.bastamag.net/article1725.html"&gt;Monique &lt;b&gt;Pinçon-Charlot&lt;/b&gt; et Michel &lt;b&gt;Pinçon &lt;/b&gt;« Les riches savent que la situation sociale est explosive »&lt;/a&gt;, Par Nadia Djabali, Basta (12 septembre 2011)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;écouter: &lt;a href="http://www.franceinter.fr/player/reecouter?play=145571"&gt;Monique &lt;b&gt;Pinçon-Charlot&lt;/b&gt; et Michel &lt;b&gt;Pinçon&lt;/b&gt;, Taxez-nous !&lt;/a&gt;Là-bas si j'y suis par Daniel Mermet, 30/08/2011&lt;br /&gt;&lt;br /&gt;Monique &lt;b&gt;Pinçon-Charlot,&lt;/b&gt;&lt;span class="Apple-converted-space"&gt; &lt;/span&gt;&lt;a href="http://www.humanite.fr/social-eco/monique-pincon-charlot-%C2%AB-il-faudrait-soigner-l%E2%80%99addiction-l%E2%80%99argent-des-plus-riches-%C2%BB-47816"&gt;« Il faudrait soigner l’addiction à l’argent des plus riches »&lt;/a&gt;, Entretien réalisé par  Paule Masson, L'Humanité, 24 août 2011&lt;br /&gt;&lt;br /&gt;&lt;iframe frameborder="0" height="270" src="http://www.dailymotion.com/embed/video/xknpf7" width="480"&gt;&lt;/iframe&gt;&lt;br /&gt;Taxe sur les grosses fortunes, avec Monique &lt;b&gt;Pinçon-Charlot&lt;/b&gt;&lt;br /&gt;EUROPE 1, 22 août 2011&lt;br /&gt;&lt;br /&gt;Monique &lt;b&gt;Pinçon-Charlot&lt;/b&gt;:&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://www.20minutes.fr/economie/771510-monique-pincon-charlot-les-riches-sentent-dangers-situation-actuelle"&gt;«Les riches sentent les dangers de la situation actuelle»&lt;/a&gt;, Propos recueillis par Mathieu Bruckmüller, 20 minutes, 17 août 2011 &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-7267908149853738364?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/7267908149853738364/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=7267908149853738364' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/7267908149853738364'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/7267908149853738364'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/09/audiovideo-monique-pincon-charlot-et.html' title='audio/video: Monique Pinçon-Charlot et Michel Pinçon, Le président des riches, nouvelle édition revue et augmentée'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-_8yChmWTTWg/Tl0Ru5ezoLI/AAAAAAAADBU/HcFpc_Q0Qq4/s72-c/9782707169617.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-8251699206788438333</id><published>2011-09-22T07:29:00.000-07:00</published><updated>2011-09-22T07:29:10.605-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Acrimed'/><title type='text'>Médiacritique(s), magazine imprimé d’Acrimed</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-VSPRxROLUd8/TntFrljmzNI/AAAAAAAADDc/xv8Bv9VPBHY/s1600/Me%25CC%2581diacritique%2528s%2529_n%25C2%25B01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-VSPRxROLUd8/TntFrljmzNI/AAAAAAAADDc/xv8Bv9VPBHY/s320/Me%25CC%2581diacritique%2528s%2529_n%25C2%25B01.jpg" width="228" /&gt;&lt;/a&gt;&lt;/div&gt;évidemment rien à voir avec ce blog;-)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-8251699206788438333?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/8251699206788438333/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=8251699206788438333' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8251699206788438333'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8251699206788438333'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/09/mediacritiques-magazine-imprime.html' title='Médiacritique(s), magazine imprimé d’Acrimed'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-VSPRxROLUd8/TntFrljmzNI/AAAAAAAADDc/xv8Bv9VPBHY/s72-c/Me%25CC%2581diacritique%2528s%2529_n%25C2%25B01.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-7213656512568054608</id><published>2011-09-20T12:26:00.000-07:00</published><updated>2011-09-20T12:26:56.976-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Mermet'/><category scheme='http://www.blogger.com/atom/ns#' term='Péan'/><category scheme='http://www.blogger.com/atom/ns#' term='audio'/><title type='text'>écouter: Pierre Péan, auteur de la "République des mallettes"</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-42sPPmzcWFA/Tnjo7YZ8oFI/AAAAAAAADDE/aEOX-PVGRgc/s1600/9782213666068-G.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-42sPPmzcWFA/Tnjo7YZ8oFI/AAAAAAAADDE/aEOX-PVGRgc/s320/9782213666068-G.jpg" width="207" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;écouter: &lt;a href="http://www.franceinter.fr/player/reecouter?play=170651"&gt;Pierre &lt;b&gt;Péan&lt;/b&gt;, auteur de &lt;i&gt;La République des mallettes - Enquête sur la principauté française de non-droit&lt;/i&gt;&lt;/a&gt;, Fayard, 2011&lt;br /&gt;Là-bas si j'y suis par Daniel Mermet,&amp;nbsp;&lt;strong class="rouge"&gt; 20 septembre 2011&lt;/strong&gt;&lt;br /&gt;&lt;strong class="rouge"&gt;&amp;nbsp;&lt;/strong&gt; &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-7213656512568054608?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/7213656512568054608/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=7213656512568054608' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/7213656512568054608'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/7213656512568054608'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/09/ecouter-pierre-pean-auteur-de-la.html' title='écouter: Pierre Péan, auteur de la &quot;République des mallettes&quot;'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-42sPPmzcWFA/Tnjo7YZ8oFI/AAAAAAAADDE/aEOX-PVGRgc/s72-c/9782213666068-G.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-8684058874674936459</id><published>2011-09-15T00:04:00.000-07:00</published><updated>2011-09-15T00:04:12.142-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Lefebvre'/><category scheme='http://www.blogger.com/atom/ns#' term='audio'/><category scheme='http://www.blogger.com/atom/ns#' term='politique'/><title type='text'>écouter: Rémi Lefebvre, Primaires socialistes - la fin du parti militant</title><content type='html'>écouter:&lt;br /&gt;&lt;a href="http://www.franceculture.com/player?p=reecoute-4303053"&gt;Rémi Lefebvre&lt;/a&gt;, La suite dans les idées, 03.09.2011&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.franceculture.com/player?p=reecoute-4295019"&gt;Rémi &lt;b&gt;Lefebvre&lt;/b&gt;, &lt;i&gt;Primaires socialistes - la fin du parti militant&lt;/i&gt;&lt;/a&gt;&lt;br /&gt;Contre-expertise par Julie Gacon, 17.08.2011&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-GH1JtVGmkdc/TkqolMgBygI/AAAAAAAADAU/lDzYJR53bQ4/s1600/31ciemqC6JL._SS500_.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-GH1JtVGmkdc/TkqolMgBygI/AAAAAAAADAU/lDzYJR53bQ4/s320/31ciemqC6JL._SS500_.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;Rémi &lt;b&gt;Lefebvre&lt;/b&gt;&lt;br /&gt;&lt;i&gt;Primaires socialistes&lt;/i&gt;&lt;br /&gt;&lt;i&gt;La fin du parti militant &lt;/i&gt;&lt;br /&gt;Raisons d'agir&lt;br /&gt;2011&lt;br /&gt;&lt;br /&gt;Présentation de l'éditeur&lt;br /&gt;Les socialistes ont décidé d'organiser des primaires en octobre 2011 pour désigner leur candidat à l'élection présidentielle.&lt;br /&gt;La  consultation n'est plus ouverte aux seuls adhérents, comme en 1995 ou  en 2006, mais aux électeurs de gauche. Comment le parti d'Epinay en  est-il venu à adopter une procédure qui contrevient à sa culture  organisationnelle et qui dévalue le militantisme ? Comment un parti de  militants historiquement hostile à la présidentialisation en vient-il à  approuver une procédure qui lui accorde une place centrale ? Cet ouvrage  remet en cause la vision enchantée des primaires socialistes,  présentées comme une " révolution démocratique " qui donnerait un  nouveau droit aux électeurs.&lt;br /&gt;Les primaires consacrent de fait la  personnalisation du débat public, la présidentialisation du système  politique et la domination des logiques d'opinion. Elles contribuent à  l'affaiblissement de la légitimité militante et idéologique d'un parti  que ses dirigeants ont été incapables de " rénover " - accréditant  l'idée qu'il était une forme politique dépassée. Les socialistes  tournent ainsi le dos à une conception historique du parti comme lieu  d'élaboration collective, d'éducation populaire et de mobilisation  idéologique.&amp;nbsp;      &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-8684058874674936459?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/8684058874674936459/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=8684058874674936459' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8684058874674936459'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/8684058874674936459'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/09/ecouter-remi-lefebvre-primaires.html' title='écouter: Rémi Lefebvre, Primaires socialistes - la fin du parti militant'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-GH1JtVGmkdc/TkqolMgBygI/AAAAAAAADAU/lDzYJR53bQ4/s72-c/31ciemqC6JL._SS500_.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-6874518262030411805</id><published>2011-09-14T04:41:00.000-07:00</published><updated>2011-09-14T04:41:29.021-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Garrigou'/><category scheme='http://www.blogger.com/atom/ns#' term='Observatoire des sondages'/><category scheme='http://www.blogger.com/atom/ns#' term='sondages'/><category scheme='http://www.blogger.com/atom/ns#' term='Brousse'/><title type='text'>Alain Garrigou et Richard Brousse l'Observatoire des sondages, Manuel anti-sondages. La démocratie n'est pas à vendre !</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-6x9rV-lIpXY/Tm8ynlsn3VI/AAAAAAAADCM/qQYePgIaWVE/s1600/c1_web_sondages_30.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-6x9rV-lIpXY/Tm8ynlsn3VI/AAAAAAAADCM/qQYePgIaWVE/s320/c1_web_sondages_30.jpg" width="217" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Alain &lt;b&gt;Garrigou&lt;/b&gt;&lt;br /&gt;Richard &lt;b&gt;Brousse&lt;/b&gt;&lt;br /&gt;l'Observatoire des sondages&lt;br /&gt;Manuel anti-sondages&lt;br /&gt;La démocratie n'est pas à vendre !&lt;br /&gt;éditions &lt;i&gt;laville brûle&lt;/i&gt;&lt;br /&gt;&lt;i&gt;2011&lt;/i&gt;&lt;br /&gt;&lt;i&gt; &lt;/i&gt;&lt;br /&gt;&lt;i&gt;Présentation de l'éditeur&lt;/i&gt;&lt;br /&gt;Les sondeurs - et d'autres avec eux : médias, hommes politiques... - ont réussi à faire de l'étude de l'opinion publique un instrument antidémocratique.Comment se défendre de l'emprise croissante de ce type d'information chiffrée, qui le plus souvent ne vaut pas grand-chose mais participe à la mise en condition des citoyens et donc à la perversion de la démocratie ?Alors que l'élection présidentielle de 2012 approche, et que les sondages se multiplient, leur critique est plus nécessaire que jamais, et doit porter aussi bien sur les techniques des sondages que sur leurs usages commerciaux, politiques et médiatiques.Ce manuel anti-sondages est un instrument critique qui procède avec simplicité, en s'attachant aux problèmes élémentaires. Il propose une analyse, un glossaire, des exemples... autant d'arguments indispensables pour réfuter les poncifs des opiniomanes, sondeurs et commentateurs politiques qui ne savent plus penser qu'à coups de sondes.&lt;br /&gt;Les auteursAlain Garrigou, professeur en sciences politiques à l'université Paris X-Nanterre, est un spécialiste reconnu du vote et des sondages. Il a créé l'Observatoire des sondages.Richard Brousse est sociologue. Il est le webmestre de l'Observatoire des sondages. &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-6874518262030411805?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/6874518262030411805/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=6874518262030411805' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/6874518262030411805'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/6874518262030411805'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/09/alain-garrigou-et-richard-brousse.html' title='Alain Garrigou et Richard Brousse l&apos;Observatoire des sondages, Manuel anti-sondages. La démocratie n&apos;est pas à vendre !'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-6x9rV-lIpXY/Tm8ynlsn3VI/AAAAAAAADCM/qQYePgIaWVE/s72-c/c1_web_sondages_30.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-5442407675440894530</id><published>2011-09-13T03:33:00.000-07:00</published><updated>2011-09-13T03:33:38.000-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Garrigou'/><category scheme='http://www.blogger.com/atom/ns#' term='sondages'/><category scheme='http://www.blogger.com/atom/ns#' term='Lehingue'/><category scheme='http://www.blogger.com/atom/ns#' term='Caveng'/><title type='text'>Patrick Lehingue, Rémy Caveng et Alain Garrigou,  Sondages. Souriez, vous êtes manipulés</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-iwjJhe2Sf4I/Tm8vw_NHhBI/AAAAAAAADCI/DCo3y7kDGjo/s1600/192.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-iwjJhe2Sf4I/Tm8vw_NHhBI/AAAAAAAADCI/DCo3y7kDGjo/s320/192.jpg" width="230" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Patrick &lt;b&gt;Lehingue&lt;/b&gt;&lt;br /&gt;Rémy &lt;b&gt;Caveng&lt;/b&gt;&lt;br /&gt;Alain &lt;b&gt;Garrigou&lt;/b&gt;&lt;br /&gt;&lt;i&gt;Sondages.&amp;nbsp;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;Souriez, vous êtes manipulés&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;i&gt;Préface de François Delapierre&amp;nbsp;&lt;/i&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;i&gt;éditions Bruno Leprince2011Présentation de l'éditeurOn a trop tendance à réduire l’actuelle manie sondagière à un culte naïf de l’opinion ou à une futile bataille de chiffres.Mais les sondages, on le verra en lisant les entretiens qui composent ce livre, sont bien plus que cela.Un sondage, c’est par exemple, comme nous l’explique Patrick Lehingue, un produit scientifique de plus en plus frelaté, dont l’élaboration ignore généralement les principes et les enseignements élémentaires de la recherche.C’est aussi, comme le montre Rémy Caveng, un produit commercial, fruit d’une concurrence féroce et d’un dumping social éhonté.C’est enfin, comme le souligne Alain Garrigou, l’objet de prédilection (à la fois marchandise, arme et totem) d’une clique politico-médiatique, qui ne cesse de vicier la vie démocratique.Au fil de la lecture, on croisera donc, sans jamais s’éloigner des sondages, quelques problèmes essentiels de notre temps?: le règne de la fausse science et des faux experts?; la généralisation du précariat néolibéral?; la domination sans partage de l’oligarchie…&lt;/i&gt;&lt;/i&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-5442407675440894530?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/5442407675440894530/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=5442407675440894530' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/5442407675440894530'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/5442407675440894530'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/09/patrick-lehingue-remy-caveng-et-alain.html' title='Patrick Lehingue, Rémy Caveng et Alain Garrigou,  Sondages. Souriez, vous êtes manipulés'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-iwjJhe2Sf4I/Tm8vw_NHhBI/AAAAAAAADCI/DCo3y7kDGjo/s72-c/192.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-5662186705208769760</id><published>2011-09-06T01:29:00.000-07:00</published><updated>2011-09-06T01:30:18.081-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Darnton'/><category scheme='http://www.blogger.com/atom/ns#' term='livre'/><category scheme='http://www.blogger.com/atom/ns#' term='histoire'/><title type='text'>videos: Robert Darnton, Apologie du livre</title><content type='html'>&lt;object allowscriptaccess="always" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=10,0,0,0" height="303" id="playerArte" width="450"&gt;&lt;param name="allowFullScreen" value="true" /&gt;&lt;param name="allowScriptAccess" value="always" /&gt;&lt;param name="quality" value="high"&gt;&lt;param name="movie" value="http://videos.arte.tv/videoplayer.swf?localizedPathUrl=http%3A%2F%2Fvideos%2Earte%2Etv%2Fcae%2Fstatic%2Fflash%2Fplayer%2F&amp;lang=fr&amp;configFileUrl=http%3A%2F%2Fvideos%2Earte%2Etv%2Fcae%2Fstatic%2Fflash%2Fplayer%2Fconfig%2Exml&amp;mode=prod&amp;videoId=3640872&amp;autoPlay=true&amp;admin=false&amp;videorefFileUrl=http%3A%2F%2Fvideos%2Earte%2Etv%2Ffr%2Fdo%5Fdelegate%2Fvideos%2Frobert%5Fdarnton%5Ffait%5Fson%5Fapologie%5Fdu%5Flivre%5F%2D3640872%2Cview%2CasPlayerXml%2Exml&amp;embed=true&amp;autoPlay=false"&gt;&lt;embed src="http://videos.arte.tv/videoplayer.swf?localizedPathUrl=http%3A%2F%2Fvideos%2Earte%2Etv%2Fcae%2Fstatic%2Fflash%2Fplayer%2F&amp;lang=fr&amp;configFileUrl=http%3A%2F%2Fvideos%2Earte%2Etv%2Fcae%2Fstatic%2Fflash%2Fplayer%2Fconfig%2Exml&amp;mode=prod&amp;videoId=3640872&amp;autoPlay=true&amp;admin=false&amp;videorefFileUrl=http%3A%2F%2Fvideos%2Earte%2Etv%2Ffr%2Fdo%5Fdelegate%2Fvideos%2Frobert%5Fdarnton%5Ffait%5Fson%5Fapologie%5Fdu%5Flivre%5F%2D3640872%2Cview%2CasPlayerXml%2Exml&amp;embed=true&amp;autoPlay=false" width="450" height="303" allowFullScreen="true" name="playerArte" quality="high" allowScriptAccess="always" pluginspage="http://www.macromedia.com/go/getflashplayer" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;object height="320" width="480"&gt;&lt;param name="movie" value="http://www.dailymotion.com/swf/video/xggi6z?width=&amp;theme=none&amp;foreground=%23F7FFFD&amp;highlight=%23FFC300&amp;background=%23171D1B&amp;start=&amp;animatedTitle=&amp;iframe=0&amp;additionalInfos=0&amp;autoPlay=0&amp;hideInfos=0"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;/param&gt;&lt;embed type="application/x-shockwave-flash" src="http://www.dailymotion.com/swf/video/xggi6z?width=&amp;theme=none&amp;foreground=%23F7FFFD&amp;highlight=%23FFC300&amp;background=%23171D1B&amp;start=&amp;animatedTitle=&amp;iframe=0&amp;additionalInfos=0&amp;autoPlay=0&amp;hideInfos=0" width="480" height="320" allowfullscreen="true" allowscriptaccess="always"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://1.bp.blogspot.com/_J8D9rYa79Ig/TScUREBvutI/AAAAAAAACR4/2WlGJmxigRE/s1600/41BHB2xTPTL._SL500_AA300_.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://1.bp.blogspot.com/_J8D9rYa79Ig/TScUREBvutI/AAAAAAAACR4/2WlGJmxigRE/s320/41BHB2xTPTL._SL500_AA300_.jpg" width="300" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3408677466903651194-5662186705208769760?l=mediascritique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mediascritique.blogspot.com/feeds/5662186705208769760/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3408677466903651194&amp;postID=5662186705208769760' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/5662186705208769760'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3408677466903651194/posts/default/5662186705208769760'/><link rel='alternate' type='text/html' href='http://mediascritique.blogspot.com/2011/09/video-robert-darnton-apologie-du-livre.html' title='videos: Robert Darnton, Apologie du livre'/><author><name>G.Q.</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_J8D9rYa79Ig/TScUREBvutI/AAAAAAAACR4/2WlGJmxigRE/s72-c/41BHB2xTPTL._SL500_AA300_.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3408677466903651194.post-6033782094670644548</id><published>2011-08-31T09:10:00.000-07:00</published><upda
