tag:blogger.com,1999:blog-26606679617919673942024-03-13T12:23:36.405-07:00VergerBlogVerger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.comBlogger47125tag:blogger.com,1999:blog-2660667961791967394.post-55874417494890169472015-05-01T03:10:00.000-07:002015-05-01T03:10:00.713-07:001er Mai<br />
<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
<img _mce_src="http://www.herodote.net/Images/haymarket.jpg" alt="http://www.herodote.net/Images/haymarket.jpg" class="GcheTexte" height="327" src="http://www.herodote.net/Images/haymarket.jpg" width="448" />
</div>
<br />
Retour sur l'histoire du 1er Mai :
<br />
<br />
(Le manifestation à Haymarket)
<br />
<br />
<div _mce_style="text-align: justify;" style="text-align: justify;">
<strong style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img _mce_src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1wFf-g3rndmZEtEQsoaY7WssBnU29jo1sXpG3CPtTr8HhNfFEwpyMubTWLZbnqIN9K-tdOdHz-DCjxfMqrYjrYxydcoK53mRFTaPes0oNrMef_U7-HnSfzjNLpVdwiU6xeNxsypPtGps/s1600/1ermaiGrandjouan.jpg" alt="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1wFf-g3rndmZEtEQsoaY7WssBnU29jo1sXpG3CPtTr8HhNfFEwpyMubTWLZbnqIN9K-tdOdHz-DCjxfMqrYjrYxydcoK53mRFTaPes0oNrMef_U7-HnSfzjNLpVdwiU6xeNxsypPtGps/s1600/1ermaiGrandjouan.jpg" class="DrteTexte" height="418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1wFf-g3rndmZEtEQsoaY7WssBnU29jo1sXpG3CPtTr8HhNfFEwpyMubTWLZbnqIN9K-tdOdHz-DCjxfMqrYjrYxydcoK53mRFTaPes0oNrMef_U7-HnSfzjNLpVdwiU6xeNxsypPtGps/s1600/1ermaiGrandjouan.jpg" width="336" /></strong>
Parmi ceux qui continuent à défiler chaque 1er mai, combien savent
qu’ils commémorent la grève sanglante du 3 mai 1886 aux usines
McCormick, à <strong>Chicago</strong>, pour l’instauration de la
journée de huit heures, et le meeting de protestation qui s’ensuivit le lendemain à <strong>Haymarket</strong> au cours duquel une bombe tua huit policiers. Huit anarchistes furent arrêtés,
quatre furent pendus, malgré les pétitions et protestations innombrables venues du monde entier, le 11 novembre 1887, avant d’être innocentés et réhabilités publiquement
en 1893. Les martyrs de Chicago vont faire du 1er Mai un <strong>symbole de la lutte des classes et de l’identité du monde ouvrier</strong>
à partir du congrès socialiste international de Paris
de 1889 : il s’agissait de fonder en actes le projet d’une société
émancipée, libérée du travail contraint. Alternant les hauts et les bas
au fil des années, ce symbole sera tout de même à
l’origine des lois sur le repos hebdomadaire en 1906 et des huit
heures en 1919, avant de se banaliser après être devenu en 1947 un jour
chômé et rémunéré.
</div>
<div _mce_style="text-align: justify;" class="lesauteurs" style="text-align: justify;">
<strong>Jean-Jacques Gandini (source : www.monde-diplomatique.fr).</strong>
</div>
<div _mce_style="text-align: justify;" class="lesauteurs" style="text-align: justify;">
A compléter avec un article du site <strong><a _mce_href="http://www.herodote.net/Tragedies_et_joies_du_1er_Mai-evenement-18860501.php" href="http://www.herodote.net/Tragedies_et_joies_du_1er_Mai-evenement-18860501.php" target="_blank">Hérodote</a></strong> et un du journal
<strong>l'<a _mce_href="http://www.humanite.fr/histoire-premiers-1er-mai-de-chicago-vallauris-523758" href="http://www.humanite.fr/histoire-premiers-1er-mai-de-chicago-vallauris-523758" target="_blank">Humanité</a>.</strong>
</div>
Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-39159126522612283962015-04-16T11:05:00.002-07:002015-04-16T11:07:45.435-07:00Habitus alimentaire<span style="font-size: small;"><span style="font-family: inherit;">Un nouvel éclairage cette fois consacré à l'habitus alimentaire à travers deux extraits de <i>La Dinstinction</i> (1979), de Pierre Bourdieu :</span></span><br />
<br />
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: inherit;">Extrait n°1 :</span></span></div>
<div style="text-align: justify;">
<blockquote class="tr_bq">
<span style="font-size: small;"><span style="font-family: inherit;">Le
<b> goût en matière alimentaire</b> dépend aussi de l'i<b>dée que chaque classe
se fait du corps et des effets de la nourriture sur le corp</b>s, c'est- à-dire
sur sa <b>force</b>, sa <b>santé </b>et sa <b>beauté</b>, et des catégories qu'elle
emploie pour évaluer ces effets, certains d'entre eux pouvant être
retenus par une classe qui sont ignorés par une autre, et les différentes
classes pouvant établir des hiérarchies très différentes entre les
différents effets : c'est ainsi que là où les <b>classes populaires</b>,
plus attentives à la<b> force du corps</b> (masculin) qu’à sa forme,
tendent à rechercher des produits à la fois bon marché et
nourrissants, les <b>professions libérales</b> donneront leur préférence à
des produits savoureux, bons pour la santé, <b>légers </b>et ne faisant pas
grossir. <b>Culture devenue nature</b>, c'est-à-dire <b>incorporée</b>, classe faite
corps, le goût contribue à faire le corps de classe : il choisit et modifie tout ce que le corps ingère, digère, assimile,
physiologiquement et psychologiquement. Il s'ensuit que le corps est
l'objectivation la plus irrécusable du goût de classe, qu'il manifeste
de plusieurs façons. D'abord dans ce qu'il a de plus naturel en
apparence, c'est-à-dire dans les <b>dimensions </b>(volume, taille, poids,
etc.) et les <b>formes </b>(rondes ou carrées, raides ou souples, droites ou
courbes, etc.) de sa conformation visible, où s'exprime de mille façons
tout un rapport au corps, c'est- à-dire une manière de traiter le
corps, de<b> le soigner, de le nourrir, de l'entretenir</b>, qui est révélatrice
des dispositions les plus profondes de l'habitus : c'est en effet au
travers des préférences en matière de consommation alimentaire qui
peuvent se perpétuer au-delà de leurs conditions sociales de
production (comme en d'autres domaines un accent, une démarche, etc.),
et aussi bien sûr au travers des usages du corps dans le travail et
dans le loisir qui en sont solidaires, que se détermine la distribution
entre les classes des propriétés corporelles.</span></span></blockquote>
</div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: inherit;"><br /></span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: inherit;"> Extrait n°2:</span></span></div>
<div style="text-align: justify;">
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<div style="text-align: justify;">
<blockquote class="tr_bq">
<span style="font-size: small;"><span style="font-family: inherit;"></span></span><br />
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: inherit;">On pourrait, à propos des <b>classes populaires</b>,
parler de<b> franc-manger</b> comme on parle de franc-parler. <b>Le repas est placé sous
le signe de l'abondance</b> (qui n'exclut pas les restrictions et les limites) et,
surtout, de <b>la liberté</b> : on fait des plats « élastiques », qui « abondent »,
comme les soupes ou les sauces, les pâtes ou les pommes de terre (presque
toujours associées aux légumes) et qui, servies à la louche ou à la cuiller,
<b>évitent d'avoir à trop mesurer et compter</b> – <b>à l'opposé de tout ce qui se
découpe</b>, comme les rôtis. Cette impression d'abondance, qui est de règle dans
les occasions extraordinaires et qui vaut, dans les limites du possible, pour
les <b>hommes</b>, <b>dont on remplit l'assiette deux fois</b> (privilège qui marque l'accès
du garçon au statut d'homme), a souvent pour contrepartie, dans les occasions
ordinaires, les <b>restrictions que s'imposent les femmes</b> (en prenant une part
pour deux, ou en mangeant les restes de la veille), l'accès des jeunes filles
au statut de femme se marquant au fait qu'elles commencent à se priver. Il
relève du statut d'homme de manger et de bien manger (et aussi de bien boire).
» </span></span></div>
<span style="font-size: small;"><span style="font-family: inherit;">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR;">Au « franc-manger » populaire, la <b>bourgeoisie </b>oppose le souci de <b>manger
dans les formes</b>. Les formes, ce sont d'abord des <b>rythmes</b>, qui impliquent des
<b>attentes, des retards, des retenues ; on n'a jamais l'air de se précipiter sur
les plats</b>, on attend que le dernier à se servir ait commencé à manger, on se
sert et se ressert discrètement. On mange <b>dans l'ordre</b>, et toute coexistence de
mets que l'ordre sépare, rôti et poisson, fromage et dessert, est exclue : par
exemple, avant de servir le dessert, on enlève tout ce qui reste sur la table,
jusqu'à la salière, et on balaie les miettes. Cette manière d'<b>introduire la
rigueur de la règle jusque dans le quotidien</b> […] est l'expression d'un habitus
d'ordre, de tenue et de retenue qui ne saurait être abdiqué. A travers toutes
les formes et tous les formalismes qui se trouvent imposés à l'appétit
immédiat, ce qui est exigé – et inculqué -, ce n'est pas seulement une disposition
à discipliner la consommation alimentaire par une mise en forme qui est aussi
une censure douée, indirecte, invisible (en tout opposée à l'imposition brutale
de privations) et qui est partie intégrante d'un art de vivre, le fait de
manger dans les formes étant par exemple une manière de rendre hommage aux
hôtes et à la maîtresse de maison, dont on respecte les soins et le travail en
respectant l'ordonnance rigoureuse du repas. C'est aussi une manière de nier la
consommation dans sa signification et sa fonction primaires, essentiellement
communes, en faisant du repas une cérémonie sociale, une affirmation de tenue
éthique et de raffinement esthétique.</span></span></span></blockquote>
<span style="font-size: small;"><span style="font-family: inherit;"> A compléter avec deux études :</span></span><br />
<span style="font-size: small;"><span style="font-family: inherit;">- une <b>du Ministère de l'agriculture </b>d'octobre 2013 : <a href="http://agriculture.gouv.fr/IMG/pdf/Analyse_CEP_64_Differences_sociales_et_alimentation_cle4a4cc7.pdf" target="_blank"><b>"Les différences sociales en matière d'alimentation"</b></a>, avec des développement sur certains produits : légumes, poissons, féculents, vins</span></span><br />
<span style="font-size: small;"><span style="font-family: inherit;">- une de l'INSSE de 2009, plus technique dont voici un extrait :</span></span><br />
<span style="font-size: small;"><span style="font-family: inherit;"><img alt="" height="252" 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c0Vj2lCbMMn3VeTOkY24vX0X2x68tIDDemxAbKAVz/ab9xFAc+tVYm4Vyk+jgp/ESY8j1+juufwI0FCEEcBAABgEHkjjjKdbz/Iq/lp99yJxoho3SGW3UHX9N9VZbvH2D6G2tdWuX/JP8IoeRAlHzdtlaKq3aYzMLNyyxuXHW/vsrMNdHdj0fb3JzGrCntl7tdlzI0vq23T/V6ZtvTV4CBKHkSNif3k0MV2Nx4U9GYclf1lxt4a8x08MXG0Rkes+9zqrx+Y9IwlL3Wr1oyQ/Snx1AM7W8N9o802GBrSX5eZO6kOaJTz/WRjEk/9Yd42v7/vrOmhCTH2C/V7ZtWpB3rBDbDqrKtrK0gIkD03v+AO81q6tWD+M7KAfyvv0Pb2ifFfZh6oY3qGa9V7pvnJZCOWnrjL+izjbqGblf8e6ffXrRXdemLscCv7U8KJu7RTu4gQvXrP2AC/d5TGkEffKZgXavymhBjvQMqiUmu6bd7ZdSn5VcvWMrsoIEFE12jRcdTRF6E1yndkAWP3qMXckwWpQBwFAACAQeS9ODrxjehwakz0nIXLd5/vEBVHq5uv/edY5voZlDzsjfXpxwvPXLs3MNCQ+U4wFT57S0besfxvP3kjmApfUdJmfW+ug/PGogu/9T6y3Yb+uu9ig6nwudtyjhXmf/vJG8FBo5YUttFWcbSnMWNeqHzinC3f5xce+XbV9FD55MTSFpfz6NCPrJumumNgMgY3q7gYR5k/mSMK3aEuLSysaO61szX23sjaBvqeurSguML4VLBgRmKvSmgDrOLoH6cSx/jJ5is1A8bV0L8p3/mLMezZ7hPr6W1snkRlv6BbtWaEbMQalTEmMmnwL19c6qOd2UWEdJxYEsDOeH3N2bP9ZH/fVPGAEFM6Nd87ZWNyrGVrH6v3RPvJoveoHT5lLTqOOvwiD04lPiMLWHKiw9FHgoQgjgIAAMAg8l4cDQp9++BV87NtYuJordamz+2T+kOzKPn83Gbmjui9svWTqZB1pzttb89YvdF2G3obM2ZbVkXfzp/7vHFV7G3T3zgUFULNyv3NeIOobENY0KhVpzud3O1mQxFHucvI1BqdvXlEXYyj5H7Fpkl+AVM3nWh0NM2mvThqfy5TWtdRk57woqg4KrQB3ABp+CX99RHcT3x4KXmSnyz2QF2Pne1xJo7SzdmxrmyhNUND+uuc9RB93YFJ5sdHBe6sPjiV+Ixrw1aJ76zr6IswL5bYmMDgAOIoAAAADKKhHln3QFmLgYmC45YUsh6fczGOMn8yx1HdvatnjtsfONfuG9nbYPVeVpZmbxvz3+Y4Sndc+09R0XmeO10ieLOzrmfiKK1rU30x4zk/mcxv5OsJqT9WNPPNuCkijtLdzWezPo9nBgqSiYujAhvADZB2PlFbk/qqn+zV1Bqtm3HUeqwm6/GTRO4i229KSM/F5L8G+MVmN9PMg6Oh80ydjTlcH0VZfBx19EWEfmIAqUIcBQAAgEE0+HGUO+/omK9qdfbmEXUxjhoenU+eIB89bUtps4NBRO3GUb65TPs61NkrxlN24ih5cH5LFBX85tbSWw7vdIkh/ThKCCGE7m6u+HEHM95swNTN59rt7RtHcVTX8lPS1ABZwMgpS5KzTlekzxcXRwU2YKjj6Ij41PwClsLKZvMvI6J2kb04ygxu9MyqUw8eN6TH+RkH3bUxFHHU0RdBHB2OEEcBAABgEHmvs65H4ighut/LUt4bx4xjtPyrvPPNPClRVByltU3lOdsWGQdGCrIXR2ld29ntb4dT8iBqzIwVXx053/zInVg6TOKoUV/buR3TAmR+L+9V99vuFeE4auiu+Ow52YgpqZe1NHHi2VGhDRDZWTcuvaHXzTiqV+8Zax0j7RLeRUzXXKv1MFO//H3TuSsF80L9Jh2os/vDCzOukqWs6d7mykLLs7gCnIyjAl+EeTHfbRWqhAAAIABJREFUFoI0IY4CAADAIJJ8HCWEEL22+XzeroRXg4Mo+ehpn5d32LnOdxhHaV3bT59PHU3Jx01btj2nTJW5wF5nXeNrH/12/shXi18LlQdRwW8mV/7h00MZDWYc1Tcol8XPW6ZsMAYQZnAg+2FVOI4yQ++8mlrDlAgzsq7jOCq4Ac4PZeRqHLUZgkhTED/Sb8Snqm6DM7vIWGSWIZGYdzRnx8qemfTZ1pUjAv6afLHHzttMw94ygydZdqBxaGJBYuOo4y/i+vOr4LsQRwEAAGAQDYs4yqB17eXbZz5PyWemXbXtguswjj44vyWKksftru2krTbeNo4a9bVX7norOIiK3HfN3p0uMXwtjv4l+RIzlFNPzc6/yxzHUWbonWc3VRjvwQ1cPxA1wv7Qrw7iaE/dgVjOELLznxMTRwU3wCpA9t9RLnQw0YvLcZS59Wqa6MX4wOfr6Q0Gp3aRaZ1WRcZETZnMT2hWT6uJXtpPfTTWL2BOdpPNvEc2H2kbR+1WA4dfhNYo3xF1ixikBHEUAAAABpG046i+If+j/130UV6j8X7NQEveEp6w6iiO6q+mvUxZNoAZWdcmjuob81Yu/N+VeeYbRKyXucR34qjx1lboe8lZecrvN8WFBvjZj6OtJ5Y85ycbG5+aU1Cqvtdflx77F7+Al+ftyDxa8MOBNbEjZc9G7am1dweP+8YBq22gey59+VeZ7E8zNmUdZdYj85ONeHXND+p7OqHOugMCG2AdIOnOyi+mPOs3MnbNgR8KlPvWTHvOL2DaFxfv0Xb3iVNxlAy0nVgZKnv21YSd2Uczd8x7OUA2fukJDU2I4Bba+uNU4hibzrHdNalRfjKZ3zOJJ+7y1TS698a3MwJkAa9+tF+Zl5X8Xqgs4LmVJ5kpUo0jLdm/b8n9XgLVwMEXofsuffEXUfdjQUoQRwEAAGAQ+VYc/ev2y0xXwyc1u6eEOI6jhpuZ08Oo/+/z88b7Mz31h/5NySO2nredeMVhHL1xKCrEvCq6rTAhxM6zo4bGjFh50PNbzhsvwQduHIphb4DTfCiOkr421fYZI5n4Ebv2SNH3c0bai6N67Y3MeZaUQuvayvfMM42FOzJ2TfrFNp3dvcF9Y6/tGDkPb2QvfzFA5icb8eK8b879Wps9bywzc6ajkXX5NsAmQBK9tum/X5teHPDioj3nfud9SNK5OEoI/bDuyPpplh143fQYs/hdREy3cGdnN7Pvahq6VZ+OkJlu5PLqazv3zbwXR/jJZH4BL89LLWkwje/lRBwVqAYOvkhvQ3qcX8BC5Z1+gU0EyUEcBQAAgEHkK3GU/HF61URKPvH9lOzCvO+3zp5IyYPsxVF9R+nHoXIqfOGuvMIz1+51N2bMC5WHvbp4R86xwvxDG94aQ4XG7L/6ROREL+xt6LqcEk3JX5i1JaMw7+CGmeGUPIiSz9jw4//dG2DduR2oz5z1PBX82pJd2YWFRw6tnzVOPnpG2pUnLu7+QY6jIEF0a8H8Z6xmc6H71Xtflo14Pf2XQZjR0za0u4RuVv575J/mF7R6YsRp8B1uxVFae/M/+zYtih5HBU+etXJHTlmTzVhztK69Kjdl5axJYdSY6PdX7y2pe8DXAwBxFAAAYPjxmTjKGrFWHv7Whh9PK5bYi6OE1l7LWvyyJazqfq9MW/pqcJDxjeuzL7fbfVjO8ci6tPZ67vKoUHkQFfzakrTyphu5S8ZS1Mtp1/qsRtatSGMGMZIHUWNmbcisaue90+UY4ihYo++q1r7MvRGqVe+Z5iebtkdtd14iN3kmjhqast8MeHmt6i7S6DDjehylH/28O2Y0JQ9/a9WXu1PWzpkURslfXpJ5jZVITSPIBb8y59Ntu1M+fmsMJTA6HOIoAADA8DOYcRQcQxwFG8wAQjMP1D0mBk1FrvLo92umBMgG58aj7p66MDV+rJ8s9kAdz9OsojyuOzCTb/YakDSX42hPY8a8UPnkFYXNOkIIoXUd51KmjqaCE/I15v7cTKcU1ms0hSvGUtT4z8o67cwWhDgKAAAw/CCOehfiKNhB31WtnfTcWtUDnXrP2AA/WcDIGdtVbQ7HyHWBtib1Vb+Al+ftPW9veiSx6Aeqtc9Nwq3RYcnVOEo358e/QIWsLu0wd49hAurfVpSafljpqUp5iaJe2nG5x1xzmIAatfX8A9tVIo4CAAAMP4ij3oU4CvbQuraaksIqzYAk8h09oKkqLKnhH58JJMzVONpdtiEsiJqe0Wh53tnQXZY0Wh4Wm3GT+TdmaLhRy0tZv4XoOkpXj5KHRKWpbYfEQhwFAAAAAAB4ergaRwdaLhcVHj9T32WJmkwcfWFeXjNt+V9qYkoVq5843VO1Y6I8aPT6sm6bVSKOAgAAAAAAPD08ONFLd+1XsVTwvMwGJn4yN0ItN0sZzC3T0Pg8jc3NdsRRAAAAAACAp4dH4iit07bVlXw+LXj0tM/LTV1zexszZlM8cZTby9cIcRQAAAAAAODp4XYcNdzMnB5GyYMo+bg3Fu463dJr+gPiKAAAAAAAAPByO47SnfVnio4fy0lbHTdOHhT6j9V5Dcz8uYijAAAAAAAAwMuDz472agpXh1ueC0UcBQAAAAAAAF4ejKOEPKrcOp4yTUYqNJQRd/YXI8RRAAAAAACAp4drcZQeaLlcXFh0pr6TEyqNz5HOzmzsNU30YjWni6iJXn5SlWPBggULFixYsGDBggULFt9fXEqURi7G0Z6qHRNt7nwa42hwQr6mn9i/EWr/likDcRQLFixYsGDBggULFixYpLW4lCiNXOysS2vy5gVb97mlO0pXhARRkfuu9dOEENJTlfISRY3/rKxTb3qJ9lraTEoenVLVZbtOxFEsWLBgwYIFCxYsWLBgkdbiWqJkuPrs6EB95qznqeDZ+652GQOprqPqq1mh8tEz0q48Mb6o63JKNCV/OSHv1gAhhNC6ttI14ynqpR2Xe2yeHMWzowAAAAAAAE8Tl4cy0mvrspeMpajgV+Z8um33rs+WTx1Hyanwxdl1WvO9UEJ3lCdPHU3Jx01b9tlXKWvnTAqjgt9MrvzDThhFHAUAAAAAAHiauDOyrl7bfC4nZfX70eOoMdFzliXtK6pt67V6JpTWdaiP717zfvQ4KnjyrJU7cqvadDyrQxwFAAAAAAB4enh0ohf3II4CAAAAAAA8PRBHAQAAAAAAwAsQRwFgUFRt2e7dxds7AAAAAAAcQBwFgEGBOAoAAAAAwhBHAWBQII4CAAAAgDDEUQAYFIijAAAAACAMcRQABgXiKAAAAAAIQxwFgEGBOAoAAAAAwhBHAWBQII4CAAAAgDDEUQAYFIijAAAAACAMcRQABgXiKAAAAAAIQxwFgEGBOAoAAAAAwhBHAWBQII4CAAAAgDDEUQAYFIijAAAAACAMcRQABgXiKAAAAAAIQxwFgEGBOAoAAAAAwhBHAWBQII4CAAAAgDDEUQAYFIijAAAAACAMcRQABgXiqESh4AAAAGDIII4CwKBAqpEoFBwAAAAMGcRRABgUSDUShYIDAACAIYM4CgCDAqlGolBwAAAAMGQQRwFgUCDVSBQKDgAAAIYM4igADAqkGolCwQEAAMCQQRwFgEGBVCNRKDgAAAAYMoijADAokGokCgUHAAAAQ8atOEprm8pzti+fOo6SU+OiF2489FOzVs/6e39LafKihQutl4Tva3to27UhjgIMJ0g1EoWCAwAAgCHjRhztrc9d/DIlp8ZFv7do4by3JoVR8qDQmL01j8yJtLcxY7Y5ZFqWsKSyboPt+hBHAYYTpBqJQsEBAADAkHE5jvZr8hJC5c/PSvu5U0cTQujepqLVEZR8dOyh6/3G19wrWz+ZL3zaQhwFGE6QaiQKBQcAAABDxtU4Sjfnx79Ahawu7dCZ/6n/6r4oeRA1PaORiZ90a+nyv1GR+6712+maawtxFGA4QaqRKBQcAAAADBlX42hPVcpLlCV5MrrLNoSx+uIabmZODwuNz9OISqOIowDDClKNRKHgAAAAYMi4GkeZ5CkcR3uqUl6iRq8v6xa3SsRRgOEEqUaiUHAAAAAwZDw40YtNZ93usg1hYTPSzqpPH07bsnrJsg3bDxXXttkbVJcQgjgKMLwg1UgUCg4AAACGjOfiKN1Zs3tWKGsoI0NjRqycemHM86HsYXXHfpBV99BuIkUcBRhOkGokCgUHAAAAQ8ZDcZTu0RStmyAPosZvPG0c3Mh4szR06uclDZ06Quu0d6oOLQ2XB4XG7L/6BPOOAgxzSDUShYIDAACAIeOJOEo/rMv8INz6zic90HK5uLCorFFreaWuKX9xOCWP2nr+ge1qEEcBhhOkGolCwQEAAMCQcTuO6n6v3D0/XB4UGr0+v95+L1wWZrbSkKg0db/N3xBHAYYTpBqJQsEBAADAkHEvjup+P7v1zVA5Fb7wYFV7n4g3GLrLkkbLg+wOt4s4CjCcINVIFAoOAAAAhowbcdQ4dhEVvji7TqsX9x5RcfQnVTkWLFikvng91Xh9D0h0QcFhwYIFCxYsWJxaXE+UbsRR+snV/TOCg0Jj9tY8sptFH9Ye+njRwuTSFna3XKazblhsxk2DzRsQR7FgGU4LUo1EFxQcFixYsGDBgsWpxdVESYjrcZRuO736FUr+2sayuzzPi/Y2Zsy2HrWIvlu24TVKHp1S1WX7BnTWBRhOvJ5qvL0DpAoFBwAAAEPG1TjaU5XyEkVF7rvWzzd6Ed1f911sMLsr70Bnzf5ZwZjoBeCpgFQjUSg4AAAAGDIuxlFDY0asPIgaEz1n4cJF1oupgy59ryplZqg8KHRS/PqUHVtXvvNKsNVkMByIowDDCVKNRKHgAAAAYMi4F0ftL7MzG3uNr9N1NpblpKxa+Nak0eOi3/8k5YcLLT18t1MRRwGGE6QaiULBAQAAwJBxe95Rz0EcBbtwcSxRKDiJQsEBAADAkEEcBV+Hi2OJQsFJFAoOAAAAhgziKPg6XBxLFApOolBwAAAAMGQQR8HX4eJYolBwEoWCAwAAgCGDOAq+DhfHEoWCkygUnBSh1AAAQKIQR8HX4TJLolBwEoWCkyKUGgAASBTiKPg6XGZJFApOolBwUoRSAwAQ5vV2Ek0lH8RR8HVoOyQKBSdRKDgpQqkBAAjzejuJppIP4ij4OrQdEoWCkygUnBSh1AAAhHm9nURTyQdxFHwd2g6JQsFJFApOilBqAADCvN5OoqnkgzgKvg5th0Sh4CQKBSdFKDUAAGFebyfRVPJBHAVfh7ZDolBwEoWCkyKUGgCAMK+3k2gq+SCOgq9D2yFRKDiJQsFJEUoNAECY19tJNJV8EEfB16HtkCgUnESh4KQIpQYAIMzr7SSaSj6Io+Dr0HZIFApOolBwUoRSAwAQ5vV2Ek0lH8RR8HVoOyQKBSdRKDgpQqkBAAjzejuJppIP4ij4OrQdEoWCkygUnBSh1AAAhHm9nURTyQdxFHwd2g6JQsFJFApOilBqAADCvN5OoqnkgzgKvg5th0Sh4CQKBSdFKDUAAGFebyfRVPJBHAVfh7ZDolBwEoWCkyKUGgCAMK+3k2gq+SCOgq9D2yFRKDiJQsFJEUoNAECY19tJNJV8EEfB16HtkCgUnESh4KQIpQYAIMzr7SSaSj6Io+Dr0HZIFApOolBwUoRSkygUHMCQ8frhhiOOD+Io+Dq0HRKFgpMoFJwUodQkCgUHMGS8frjhiOODOAq+Dm2HRKHgJAoFJ0UoNYlCwQEMGa8fbjji+CCOgq9D2yFRKDiJQsFJEUpNolBwAEPG64cbjjg+bsVRWttUnrN9+dRxlJwaF71w46GfmrV6q5fo2qtyU1bOmhRGjYl+f/XekroHOp61IY6CXWg7JAoFJ1EoOClCqUkUCg5gyHj9cMMRx8eNONpbn7v4ZUpOjYt+b9HCeW9NCqPkQaExe2semRMprWv76fOpo6ngV+Z8um13ysdvjaGo4DeTK/+g7a0PcRTsQtshUSg4iULBSRFKTaJQcABDxuuHG444Pi7H0X5NXkKo/PlZaT936mhCCN3bVLQ6gpKPjj10vd/4mq7LKdGUfPKKwmYdIYTQOk3hirEUNf6zsk697RoRR8EutB0ShYKTKBScFKHUJAoFBzBkvH644Yjj42ocpZvz41+gQlaXdpj73tL9V/dFyYOo6RmNBkIIIT1VKS9R1Es7LveY74YyATVq6/kHtqtEHAW70HZIFApOolBwUoRSkygUHMCQ8frhhiOOj6txlIma5uTJ6C7bEBZEhSWVdRsIIYbGjFh50KjlpR2Wvrm6jtLVo+QhUWnqfptVIo6CXWg7JAoFJ1EoOClCqUkUCg5gyHj9cMMRx8fVOMokT6E4auguSxotpyamVPVYXkH3VO2YKA8avb6s22aViKNgF9oOiULBSRQKTopQahKFggMYMl4/3HDE8fHgRC9WnXWZG6FhsRk32YmVuWUaGp+nsRnOCHEU7ELbIVEoOIlCwUkRSk2iUHAAQ8brhxuOOD6ei6N0Z83uWaGWoYx6GzNmUzxx1Pq2KiFkSOIoaqEUodQkCgUnUSg4KUKpSRQKTqJQcFLk9VJDwfHxUBylezRF6ybIg6jxG08bBzdCHEUt9AyUmkSh4CQKBSdFKDWJQsFJFApOirxeaig4Pp6Io/TDuswPwuVB1NgPsuoemjrhIo6iFnoGSk2iUHAShYKTIpSaRKHgJAoFJ0VeLzUUHB+346ju98rd88PlQaHR6/PrH7IeCEUcRS30DJSaRKHgJAoFJ0UoNYlCwUkUCk6KvF5qKDg+7sVR3e9nt74ZKqfCFx6sau+z+pvAUEbc2V+MEEfBLpSaRKHgJAoFJ0UoNYlCwUkUCk6KvF5qKDg+bsRR49hFVPji7Dqt3ubPzEQvVnO6iJro5SdV+SAtXq+Fg/fVhvGCUpPogoKT6IKCk+KCUpPogoKT6IKCk+Li9VIb3gXneqJ0I47ST67unxEcFBqzt+aRbRYlxP6NUPu3TBmIo1hQasNpQcFJdEHBSXFBqUl0QcFJdEHBSXHxeqkN74JzNVES4nocpdtOr36Fkr+2seyuTa9bk56qlJcoavxnZZ3mvKq9ljaTkkenVHXZvhyddcEulJpEoeAkCgUnRSg1iULBSRQKToq8XmooOD6uxlEmakbuu9bPm0YJ6bqcEk3JX07IuzVACCG0rq10zXiKemnH5R4770IcBbtQahKFgpMoFJwUodQkCgUnUSg4KfJ6qaHg+LgYR40D5I6JnrNw4SLrJbm0pZ95Gd1Rnjx1NCUfN23ZZ1+lrJ0zKYwKfjO58g+7ERZxFOxCqUkUCk6iUHBShFKTKBScRKHgpMjrpYaC4+NeHLW/zM5s7DW9kNZ1qI/vXvN+9DgqePKslTtyq9p0POtEHAW7UGoShYKTKBScFKHUJAoFJ1EoOCnyeqmh4Pi4Pe+o5yCOgl0oNYlCwUkUCk6KUGoShYKTKBScFHm91FBwfBBHUQt9HUpNolBwEoWCkyKUmkSh4CQKBSdFXi81FBwfxFHUQl+HUpMoFJxEoeCkCKUmUSg4iULB/f/svf93E9e99/ufjJZmWYvlVccmwivp4Xsp3BiSwKlJnJNCIKngMemD6VMCpAUWAZOVCBZI5zZOnrPcnkJ7Hqfn2hCZPvG5N24fnBucU7k36o19wBecxk1wYxJzYmJUg7Hk2feHPSPNSDNbX2xpz8d6v9b8ALYljfZr7z37PV/2poh0axDnBOIoaqHbgTWiQBxRII4isEYUiCMKxFFEujWIcwJxFLXQ7cAaUSCOKBBHEVgjCsQRBeIoIt0axDmBOIpa6HZgjSgQRxSIowisEQXiiAJxFJFuDeKcQBxFLXQ7sEYUiCMKxFEE1ogCcUSBOIpItwZxTiCOoha6HVgjCsQRBeIoAmtEgTiiQBxFpFuDOCcQR1EL3Q6sEQXiiAJxFIE1okAcUSCOItKtQZwTiKOohW4H1ogCcUSBOIrAGlEgjigQRxHp1iDOCcRR1EK3A2tEgTiiQBxFYI0oEEcUiKOIdGsQ5wTiKGqh24E1okAcUSCOIrBGFIgjCsRRRLo1iHMCcRS10O3AGlEgjigQRxFYIwrEEQXiKCLdGsQ5gTiKWuh2YI0oEEcUiKMIrBEF4ogCcRSRbg3inEAcRS10O7BGFIgjCsRRBNaIAnFEgTiKSLcGcU4gjqIWuh1YIwrEEQXiKAJrRIE4okAcRaRbgzgnEEdRC90OrBEF4ogCcRSBNaJAHFEgjiLSrUGcE4ijqIVuB9aIAnFEgTiKwBpRII4oEEcR6dYgzgnEUdRCtwNrRIE4okAcRWCNKBBHFIijiHRrEOcE4ihqoduBNaJAHFEgjiKwRhSIIwrEUUS6NYhzAnEUtdDtwBpRII4oEEcRWCMKxBEF4igi3RrEOYE4ilrodmCNKBBHFIijCKwRBeKIAnEUkW4N4pxAHEUtdDuwRhSIIwrEUQTWiAJxRIE4iki3BnFOII6iFrodWCMKxBEF4igCa0SBOKJAHEWkW4M4JxBHUQvdDqwRBeKIAnEUgTWiQBxRII4i0q1BnBOIo6iFbgfWiAJxRIE4isAaUSCOKBBHEenWIM6JBYmj90fObVOrj/VNzVl//mCs59VdgUDmtucXsWkt+10QR4EtsEYUiCMKxFEE1ogCcUSBOIpItwZxTixEHNU+726ut4uj90fObUuFzPRm85eMIY4CB2CNKBBHFIijCKwRBeKIAnEUkW4N4pyYfxydGb/8+uNe25B5u+/wKqfwmQ3iKLAF1ogCcUSBOIrAGlEgjigQRxHp1iDOiaLjaPLO8OVIx38/uXez3+map/ZFT8u31e++OfTA5tbcbBBHgS2wRhSIIwrEUQTWiAJxRIE4iki3BnFOFB1Hs27EzY6jc9fPP1nt29F5M680ijgK7IE1okAcUSCOIrBGFIgjCsRRRLo1iHNiIZ4dnbt+/slqmzg6HQ0+qtYc7pvK720QR4EtsEYUiCMKxFEE1ogCcUSBOIpItwZxTpQyjk71Hamu3tx2+ePef2k7caB575FT7b+NjdtNqssYQxwFDsAaUSCOKBBHEVgjCsQRBeIoIt0axDlRwjg6N3Jui6Iurav1me/pffiHv7r2jW0iRRwFtsAaUSCOKBBHEVgjCsQRBeIoIt0axDlRujiqPRh8c4Pi8W08+e6NyQTTEvHPo+0v1ise3xNvDd7DuqMgX2CNKBBHFIijCKwRBeKIAnEUkW4N4pwoYRydHRv4beRS30g8/bPEp12761VlQ2v/19lvgzgKbIE1okAcUSCOIrBGFIgjCsRRRLo1iHOilM+O2vDgZucen1K1oe3jB1m/QxwFtsAaUSCOKBBHEVgjCsQRBeIoIt0axDlR5jg6N9V3rEbx2E63izgKbIE1okAcUSCOIrBGFIgjCsRRRLo1iHPCjXH09//r/RJt0mth6b7aIt5gjegGcUQ3iKO4wRrRDeKIbhBHcZNubXGLm0+ULF0c/SbWvn9X4NWeMfNtufxm3eot565nJ1fEUWywtpg2iCO6QRzFDdaIbhBHdIM4ipt0a4tb3HyiZOni6P2Rc9syZy3Svuo7sl5VGoLRO9lvg5t1gS2wRhSIIwrEUQTWiAJxRIE4iki3BnFOlHKhl2s/3+JV63f/+lo8yRhjbHbyo7eavFjoBRQGrBEF4ogCcRSBNaJAHFEgjiLSrUGcE6V8dlS7HQ02+hSPb+WOw8HTrT9+Zo3Xoz78w19d+8YmjCKOAgdgjSgQRxSIowisEQXiiAJxFJFuDeKcKPFURonJkb7/EXwpsHVljb9h58Hg2x+OTdtmUYY4ChyANaJAHFEgjiKwRhSII4pca50fnpG7yS7+IpHe3NDinFiIOLpAII4CW2CNKBBHFIijCKwRBeKIItca4mhxSG9uaHFOII6iFrodWCMKxBEF4igCa0SBOKLItYY4WhzSmxtanBOIo6iFbgfWiAJxRIE4isAaUSCOKHKtIY4Wh/TmhhbnBOIoaqHbgTWiQBxRII4isEYUiCOKXGuIo8UhvbmhxTmBOIpa6HZgjSgQRxSIowisEQXiiCLXGuJocUhvbmhxTiCOoha6HVgjCsQRBeIoAmtEgTiiyLWGOFoc0psbWpwTiKOohW4H1ogCcUSBOIrAGlEgjihyrSGOFof05oYW5wTiKGqh24E1okAcUSCOIrBGFIgjilxriKPFIb25ocU5gTiKWuh2YI0oEEcUiKMIrBEF4ogi1xriaHFIb25ocU4gjqIWuh1YIwrEEQXiKAJrRIE4osi1hjhaHNKbG1qcE4ijqIVuB9aIAnFEgTiKwBpRII4ocq0hjhaH9OaGFucE4ihqoduBNaJAHFEgjiKwRhSII4pca4ijxSG9uaHFOYE4ilrodmCNKBBHFIijCKwRBeKIItca4mhxSG9uaHFOII6iFrodWCMKxBEF4igCa0SBOKLItYY4WhzSmxtanBOIo6iFbgfWiAJxRIE4isAaUSCOKHKtIY4Wh/TmhhbnBOIoaqHbgTWiQBxRII4isEYUiCOKXGuIo8UhvbmhxTmBOIpa6HZgjSgQRxSIowisEQXiiCLXGuJocUhvbmhxTiCOoha6HVgjCsQRBeIoAmtEgTiiyLWGOFoc0psbWpwTiKOohW4H1ogCcUSBOIrAGlEgjihyrSGOFof05oYW5wTiKGqh24E1okAcUSCOIrBGFIgjilxriKPFIb25ocU5gTiKWuh2YI0oEEcUiKMIrBEF4ogi1xriaHFIb25ocU4gjqIWuh1YIwrEEQXiKAJrRIE4osi1hjhaHNKbG1qcE4ijqIVuB9aIAnFEgTiKwBpRII4ocq0hjhaH9OaGFucE4ihqoduBNaJAHFEgjiKwRhSII4pca4ijxSG9uaHFOYE4ilrodmCNKBBHFIijCKwRBeKIItca4mhxSG9uaHFOII6iFrodWCMKxBEF4igCa0SBOKLItYY4WhzSmxtanBMLEkfvj5zbplYCXruYAAAgAElEQVQf65uay/qVlrgV7Qj+uGlltVrXsPPAz9699nXC4V0QR4EtsEYUiCMKxFEE1ogCcUSRaw1xtDikNze0OCcWIo5qn3c319vFUS0x/vuTG2tU75rtP309HNy/tU5Vvd979cqXmt3bII4CW+QqQ6dfNGhuRIE4isAaUSCOKHKtYWRSHNKbG1qcE/OPozPjl19/3Ouxi6N3BoINqrJqX2Q0wRhjWuJmZN/DqrrseN9kMvuNEEeBLXKVodMvGjQ3okAcRWCNKBBHFLnWMDIpDunNDS3OiaLjaPLO8OVIx38/uXezn8fI7Dg6HQ0+qqqPnh6YTl0N5QF1Q2v/19nviDgKbJGrDJ1+0aC5EQXiKAJrRIE4osi1hpFJcUhvbmhxThQdR++PnNuWCpC2cXRu5NwWxbOkpWcifW9uYqLnwBKlakPbxw+y3hFxFNgiVxk6/aJBcyMKxFEE1ogCcUSRaw0jk+KQ3tzQ4pxYiGdH566ff7I6K47OTfUdq1HU5cHodPqH2nT09HLFU3O4byrrbRBHgS1ylaHTLxqIIwr6SYrAGlEgjihyreEAVxzSmxtanBOli6P8Qmj1lnPXLSF15NwWxePb0XkzazojxFFgi1xl6PSLBuKIgn6SIrBGFIgjilxrOMAVh/TmhhbnROniKL+b1z6Oqk+eG8laFAZxFNgiVxk6/aKBOKKgn6QIrBEF4ogi1xoOcMUhvbmhxTmBOIpa6HbkKkOnXzQQRxT0kxSBNaKgnyQKxFFEej+JrtIJxFHUQrcjVxk6/aKBOKKgn6QIrBEF/SRRII4i0vtJdJVOII6iFroducrQ6RcNxBEF4igi11oUR7diQXMjCsRRRHo/ia7SCTlTGVlXf9FBHAW2yFWGTr9oII4oEEcRudaiOLoVC5obUSCOItL7SXSVTpR6oZeMNV3yWujl9//r/RJt0mth6b7aIt7kKpPe6Usvf4iDOIhz/ybXWhRHN5ri0NwgrqLESe8nF3dXOZ8oWbo4ansh1P6SKQdxFJsLraHThziIgzj3b3KtRXF0oykOzQ3iKkqc9H5ycXeV84mSJYyjbDoafFRVlx3vm0waP4oPtTWqSkMweif7bRBHsbnQGjp9iIM4iHP/JtdaFEc3muLQ3CCuosRJ7ycXt7X5RMlSxlF2ZyDYoCor9nR+MssYY1pivOfQMlV99PTAdNaTo3h2FDhQyX1HJ9knNBjEkQXiKCLXWhRHt2JBcyMKxFFEej8Ja06UNI4ybeL9VzfWqIr/8b3HQ8GXt6+sVr3fe/XKlzZhFHEUOFDJfYfLuw8xEEcUiKOIXGtRHN2KBc2NKBBHEen9JKw5Udo4ypiWmPi4O3xoZ4Nf9a5q+vHpjuh4wuFtEEeBLZXcd7i8+xADcUSBOIrItRbF0a1Y0NyIAnEUkd5PwpoTCxFHFwjEUWBLJfcdLu8+xEAcUSCOIrBGFIgjCsRRRK416eJkF78IxNGybqX7aouYSu47XN59iIE4okAcRWCNKBBHFIijiFxr0sXJLn4RiKNl3Ur31RYxldx3uLz7EANxRIE4isAaUSCOKBBHEbnWpIuTXfwiEEfLupXuqy1iKrnvcHn3IQbiiAJxFIE1okAcUSCOInKtSRcnu/hFII6WdSvdV1vEVHLf4fLuQwzEEQXiKAJrRIE4okAcReRaky5OdvGLQBwt61a6r7aIqeS+w+XdhxiIIwrEUQTWiAJxRIE4isi1Jl2c7OIXgTiKWuh2KtkaxEFc+YE4isAaUSCOKBBHEbnWpIuTXfwiEEdRC91OJVuDOIgrPxBHEVgjCsQRBeIoIteadHGyi18E4ihqodupZGsQB3HlB+IoAmtEgTiiQBxF5FqTLk528YtAHEUtdDuVbA3iIK78QBxFYI0oEEcUiKOIXGvSxckufhGIo6iFbqeSrUEcxJUfiKMIrBEF4ogCcRSRa026ONnFLwJxFLXQ7VSyNYiDuPIDcRSBNaJAHFEgjiJyrUkXJ7v4RSCOoha6nUq2BnEQV34gjiKwRhSIIwrEUUSuNeniZBe/CMRR1EK3U8nWIA7iyg/EUQTWiAJxRIE4isi1Jl2c7OIXgTiKWuh2KtkaxEFc+YE4isAaUSCOKBBHE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" width="640" /></span></span><br />
<span style="font-size: small;"><span style="font-family: inherit;">Et un second </span></span><span style="font-size: small;"><span style="font-family: inherit;"><span style="font-size: small;"><span style="font-family: inherit;">(décile 1 : les 10% les plus pauvres, dé<span style="font-family: inherit;">cile 10 : 10% les plus riches) </span></span></span>:</span></span><br />
<span style="font-size: small;"><span style="font-family: inherit;"><img alt="" height="284" 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width="640" /></span></span> </div>
Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-20310691728840554352015-04-16T07:58:00.003-07:002015-04-16T07:58:27.089-07:00Habitus<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif;">Pour compléter le cours sur la notion d'habitus, voici l'article évoqué en cours : "</span><span style="color: #16212c; font-family: Georgia, Times New Roman, serif; font-size: small; line-height: 33.5999984741211px;"><a href="http://www.lemonde.fr/societe/article/2015/04/07/epouser-un-e-riche-heritier-ere-une-utopie_4610975_3224.html" target="_blank">Epouser un(e) riche héritier(ère), une utopie</a></span><span style="color: #16212c; font-family: Georgia, 'Times New Roman', serif; line-height: 33.5999984741211px;">".</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif;">Extrait :</span></div>
<blockquote class="tr_bq" style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif;"><span style="background-color: white; color: #16212c; font-size: 15px; line-height: 21px;"> </span><em style="background-color: white; box-sizing: border-box; color: #16212c; font-size: 15px; line-height: 21px;">« Chez les très riches, des stratégies volontaires sont mises en place pour éviter de mauvais mariages, comme les rallyes,</em><span style="background-color: white; color: #16212c; font-size: 15px; line-height: 21px;"> répond M. Frémeaux. </span><em style="background-color: white; box-sizing: border-box; color: #16212c; font-size: 15px; line-height: 21px;">Pour les autres, ce sont les mécanismes traditionnels de l’homogamie qui jouent, c’est-à-dire le fait de fréquenter un certain milieu, d’aller dans certaines écoles, qui fait que vous rencontrez des gens qui vous ressemblent. »</em></span></blockquote>
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Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-46796779817745790942015-04-08T00:22:00.000-07:002015-04-08T00:22:43.200-07:00Des cartes pour comprendreDeux sites permettent de bien comprendre les enjeux de la géographie électorales :<br />
- une carte illustrant le <b><a href="http://www.francetvinfo.fr/elections/departementales/presidences-des-departements-regardez-le-basculement-a-droite-des-executifs-en-gif-anime_866505.html" target="_blank">basculement</a></b> lors des dernières élections départementales (Source : francetvinfo.fr)<br />
- un ensemble de<b><a href="http://www.slate.fr/story/99193/evolution-politique-departements-francais-cinq-cartes" target="_blank"> cinq cartes</a></b> sur une échelle temporelle plus large (source : Slate.fr ). Les cartes les plus intéressantes sont les cartes n°1Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-14930858367019801502015-04-03T02:16:00.000-07:002015-04-03T02:16:00.036-07:00Actualité de la Politique de la VilleUn article du Monde dressant le bilan des 40 ans de la politique de la Ville :<br />
<span style="background-color: white; font-family: arial, freeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;"><a href="http://www.lemonde.fr/les-decodeurs/article/2015/02/05/politique-de-la-ville-quarante-ans-d-echecs_4569855_4355770.html" target="_blank">Politique de la ville : quarante ans d'échecs, par Ania Nussbaum</a></span><span style="box-sizing: border-box; font-family: arial, freeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;"><br /></span><br />
En vidéo<br />
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/fVemX561sBo/0.jpg" src="http://www.youtube.com/embed/fVemX561sBo?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
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<br />Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-73634097403887175532015-04-02T02:11:00.000-07:002015-04-02T02:11:00.049-07:00Où en est la loi SRU?Un article du Monde fait le point sur les communes qui ne respectent toujours pas les obligations de la loi SRU.<br />
Source : <a href="http://www.lemonde.fr/les-decodeurs/article/2015/03/19/un-tiers-des-communes-concernees-bafouent-la-loi-sru_4596195_4355770.html">http://www.lemonde.fr/les-decodeurs/article/2015/03/19/un-tiers-des-communes-concernees-bafouent-la-loi-sru_4596195_4355770.html</a><br />
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<img alt="Communes ne respectant pas la loi SRU" src="http://s2.lemde.fr/image/2015/03/18/534x0/4596203_5_92bf_communes-ne-respectant-pas-la-loi-sru_9fd86fe2b812af0f032aa20df70c337c.png" /><br />
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Extrait :<br />
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<span style="background-color: white; color: #16212c; font-family: TheSerifOffice, georgia, serif; line-height: 24px;">Seules quelques dizaines de sanctions</span>Les préfets sont chargés d'examiner la situation de chaque commune et, éventuellement, de dresser un constat de carence. C'est le cas pour 215 communes. Il impose des pénalités proportionnelles au nombre de logements sociaux manquants par rapport aux 20 ou 25 %. En cas de mauvaise volonté, ces sanctions peuvent être quintuplées dans la limite de 7,5 % du budget municipal. Ce n'est le cas que pour une dizaine de communes.<br />Les préfets peuvent aussi épargner les communes qui se heurtent à de réels obstacles, comme Grasse et Vallauris, (Alpes-Maritimes) deux villes fortement endettées. En cas de carence avérée, le droit de préemption urbain revient au préfet, alors habilité à délivrer des permis de construire. De fait, ce droit a été très peu exercé.</blockquote>
Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-24139190361287508022015-04-02T02:00:00.000-07:002015-04-02T02:00:02.589-07:00Du mode de scrutin au profil des élus<div style="background-color: white; box-sizing: border-box; color: #16212c; font-family: TheSerifOffice, georgia, serif; font-weight: normal; line-height: 33.5999984741211px; margin: 0px 0px 0.5rem;">
Le profil des élus départementaux bouleversé</div>
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<span data-source="Le Monde.fr" id="publisher" itemprop="Publisher" style="box-sizing: border-box;">Source : Le Monde.fr</span> | <time datetime="2015-03-31T18:33:35+02:00" itemprop="datePublished" style="box-sizing: border-box;">31.03.2015 à 18h33</time> • Mis à jour le <time datetime="2015-03-31T20:06:17+02:00" itemprop="dateModified" style="box-sizing: border-box;">31.03.2015 à 20h06</time> | <span style="line-height: 18.2000007629395px;">Par</span><span style="line-height: 18.2000007629395px;"> </span><span class="auteur txt2_120" itemprop="author" style="box-sizing: border-box; line-height: 18.2000007629395px;"><a class="auteur" href="http://www.lemonde.fr/journaliste/maxime-vaudano/" style="box-sizing: border-box; color: #a2a9ae; cursor: pointer; font-weight: bold; text-decoration: none;" target="_blank">Maxime Vaudano</a></span></div>
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<img alt="Comparaison entre les anciens et les nouveaux élus départementaux." src="http://s2.lemde.fr/image/2015/03/31/534x0/4606931_6_8c9e_comparaison-entre-les-anciens-et-les-nouveaux_96147ce72d2adc1a2e2ce8992da458d1.png" /></div>
Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-49838103048158853402015-04-01T02:31:00.001-07:002015-04-01T02:31:39.652-07:0049-3Un court <a href="http://www.lemonde.fr/les-decodeurs/article/2015/02/17/le-recours-au-49-3-un-usage-repandu-sous-la-ve-republique_4578324_4355770.html" target="_blank">article qui revient sur la pratique du 49-3</a> pendant la Ve République (source : <i>Le Monde</i>) : utilisé <b>83 fois.</b><br />
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<img src="https://lebourricot.files.wordpress.com/2015/02/49-3.jpg" /><br />
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<br />Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-51602184601605564822015-04-01T02:27:00.001-07:002015-04-01T02:27:35.876-07:00Majorités départmentalesUn <b><a href="http://www.lemonde.fr/carte-departements/" target="_blank">article du </a></b><i><b><a href="http://www.lemonde.fr/carte-departements/" target="_blank">Monde</a></b> </i>qui permet de connaître la majorité des différents conseils départementaux.<br />
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Une carte :<br />
<img src="http://www.franceculture.fr/sites/default/files/imagecache/ressource_full/2015/03/30/5018035/la_nouvelle_couleur_politique_38992_hd.jpg" /><br />
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<br />Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-59898611003303903342015-04-01T02:23:00.003-07:002015-04-01T02:23:48.179-07:00Déconcentration et décentralisationUn <b><a href="http://webetab.ac-bordeaux.fr/Etablissement/LJay/pedagogie/disciplines/st2s/Synthesedeconcentrationdecentralisation.pdf" target="_blank">note </a></b>qui peut être utile pour ne pas confondre ces deux notions de déconcentration et de décentralisationVerger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-43923704403242999602015-04-01T02:05:00.000-07:002015-04-01T02:05:07.844-07:00Du premier au second tour<b><a href="http://www.lemonde.fr/les-decodeurs/article/2015/03/26/departementales-2015-la-carte-des-duels-et-triangulaires-du-second-tour_4601453_4355770.html" target="_blank">Ici </a></b>la carte des résultats du 1er tour des départementales : vous pouvez sélectionner les cantons disputés entre deux, trois candidats et ceux remportés dès le premier tour.<br />
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Source : <span data-source="Le Monde.fr" id="publisher" itemprop="Publisher" style="box-sizing: border-box; font-family: arial, freeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;">Le Monde.fr</span><span style="background-color: white; font-family: arial, freeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;"> | </span><time datetime="2015-03-26T14:39:39+01:00" itemprop="datePublished" style="box-sizing: border-box; font-family: arial, freeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;">26.03.2015 à 14h39</time><span style="background-color: white; font-family: arial, freeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;"> • Mis à jour le </span><time datetime="2015-03-29T09:16:31+02:00" itemprop="dateModified" style="box-sizing: border-box; font-family: arial, freeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;">29.03.2015 à 09h16</time><span style="background-color: white; font-family: arial, freeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;"> | </span><span class="signature_article" style="box-sizing: border-box; font-family: arial, freeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;">Par <span class="auteur txt2_120" itemprop="author" style="box-sizing: border-box;">Romain Imbach</span></span><br />
<img height="68" src="http://decodeurs.blog.lemonde.fr/files/2014/03/LesDecodeurs-LogoBaseline.png" width="320" />Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-23808705035580365732015-03-31T05:59:00.000-07:002015-03-31T05:59:00.059-07:00Question d'étude<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
Voici le site <strong><a _mce_href="http://www.geoclip.fr/danseuse/carto.php?lang=fr" href="http://www.geoclip.fr/danseuse/carto.php?lang=fr" target="_blank">géoclip</a></strong>. Il permet de réaliser ses propres cartes. En ce qui concerne notre question d'étude, il faut sélectionner dans le menu à droite "Société-Election" puis, dans le sous-menu l'élection choisie et enfin l'indicateur choisi.</div>
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<a _mce_href="http://www.geoclip.fr/danseuse/carto.php?lang=fr&nivgeos=com&curCodeDomCH=SOCIET&curCodeThemeCH=elect_reg10&typindCH=I&curCodeIndCH=nuance_tete_t2&minx=500297&maxy=6965432&l=310000&cx_km=660.24&cy_km=6854.16&si=3.05" href="http://www.geoclip.fr/danseuse/carto.php?lang=fr&nivgeos=com&curCodeDomCH=SOCIET&curCodeThemeCH=elect_reg10&typindCH=I&curCodeIndCH=nuance_tete_t2&minx=500297&maxy=6965432&l=310000&cx_km=660.24&cy_km=6854.16&si=3.05" target="_blank"><img _mce_src="http://influx.joueb.com/images/geoclip_1.png" alt="http://influx.joueb.com/images/geoclip_1.png" class="CtreTexte" height="372" src="http://influx.joueb.com/images/geoclip_1.png" style="border: 0px;" width="538" /></a></div>
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(Cliquer sur la carte pour y accéder)</div>
Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-1555409724644646942015-03-29T08:27:00.001-07:002015-03-29T08:27:08.696-07:00Elections départementales 2015Un excellent site, <b>Geoclip</b>, pour faire le point sur la géographie électorale.<br />
Ici, la <a href="http://franceo3.geoclip.fr/index.php?profil=FV&theme=xd_dep2015#v=map25;i=dep15_t1.nuance_tete;l=fr;z=-1113567,6716484,2733390,1680571" target="_blank">carte du premier tour</a> des départementales 2015.<br />
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<a href="https://www.data.gouv.fr/s/images/2015-03-27/77fd0bfead8c4b68af1b8123be37a6d6/dep2015_nb_candidats_t2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://www.data.gouv.fr/s/images/2015-03-27/77fd0bfead8c4b68af1b8123be37a6d6/dep2015_nb_candidats_t2.png" width="309" /></a></div>
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Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-49474167276558853202015-03-19T05:58:00.000-07:002015-03-19T05:58:00.254-07:00Intercommunalité, métropole, communes nouvellesSur ces trois notions qui bougent :<br />
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1. Une courte vidéo de lemonde.fr pour éviter les confusions sur l'intercommunalité :<br />
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2. La <a href="http://www.gouvernement.fr/action/les-metropoles" target="_blank">page de présentation</a> du gouvernement sur les métropoles<br />
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3. Sur les communes nouvelles créées par le regroupement des villages, un <a href="http://www.lemonde.fr/politique/article/2015/01/27/le-regroupement-des-villages-prochaine-etape-de-la-reforme-territoriale_4562477_823448.html" target="_blank">court article du <i>Monde</i></a>.Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-13613502186551242922015-03-18T05:52:00.000-07:002015-03-18T05:52:00.052-07:00La Seine Saint-Denis entre deux mondes<div _mce_style="text-align: justify;" style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px; text-align: justify;">
Voici un <strong>aperçu</strong> de l'article étudiant les effets de la <strong>politique de la ville</strong> (et singulièrement des zones franches) sur la ville de <strong>Saint-Denis</strong> (93).</div>
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C'est un article très clair et assez complet que vous pouvez transformer en bon exemple pour l'oral. Mais pour ce faire, il faut soit attendre qu'il passe aux archives soit le <strong>consulter</strong> en <strong>bilbliothèque</strong> : il s'agit du <em><strong>Monde Diplomatique</strong></em> de<strong>mars 2012</strong>, l'article s'intitule <strong>"La Seine-Saint-Denis entre deux monde"</strong>, écrit par <strong>Benoît Bréville et Anaëlle Verzaux</strong>.</div>
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Aperçu :</div>
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<em>«<small class="fine"> </small>Châtelet – Les Halles<small class="fine"> </small>»</em>, martèle une voix d’aéroport dans le haut-parleur. Sur le quai, les passagers s’agglutinent, puis s’engouffrent dans la rame du réseau express régional (RER) B. Dix minutes plus tard, le temps de feuilleter un journal gratuit, le train arrive à La Plaine – Stade de France. Une foule compacte, costumes-cravates, vestes de tailleur cintrées, téléphone portable dans une main, mallette dans l’autre, en descend et se dirige d’un pas pressé vers des immeubles ultramodernes, tout en verre. Ils sont ainsi plus de quarante mille à rejoindre chaque jour l’une des mille sept cents entreprises installées dans la zone d’activités de La Plaine, à Saint-Denis, au nord de Paris. Et leur nombre ne cesse d’augmenter.</div>
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Le quartier détonne dans cette banlieue de cent cinq mille habitants. Autour des sièges de grandes sociétés et des logements flambant neufs, on trouve en effet la cité du Franc-Moisin, ses barres, ses tours de logements sociaux<small class="fine"> </small>; le centre-ville, ses maisons lézardées, ses marchands de sommeil, sa basilique, son marché<small class="fine"> </small>; le quartier Pleyel, ses habitations en cours de rénovation, son gratte-ciel à l’aspect défraîchi. <em>«<small class="fine"> </small>La Plaine, c’est un quartier d’affaires au cœur d’une ville populaire<small class="fine"> </small>»,</em> résume une attachée administrative de la mairie.</div>
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Avant de devenir le <em>«<small class="fine"> </small>troisième pôle d’affaires francilien</em> <em><small class="fine"> </small>»,</em> La Plaine fut le premier espace industriel d’Europe. Au milieu du XIXe siècle, les travaux entrepris sous l’égide du baron Haussmann déplacèrent vers la banlieue les industries du centre de Paris. Situé sur la ligne ferroviaire reliant la capitale aux mines du nord de la France et de la Belgique, Saint-Denis jouit d’un accès aisé aux matières premières, dispose de vastes surfaces maraîchères et devient ainsi le terrain d’implantation privilégié des activités productives. Chimie, textile, cuir, métallurgie, etc. : entre 1850 et 1900, plus de trois cents industries s’installent à La Plaine. Quand le Parti communiste s’empare de la mairie, au début des années 1920, les ouvriers (...)</div>
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Lire la suite <a _mce_href="http://www.monde-diplomatique.fr/2012/03/BREVILLE/47494" href="http://www.monde-diplomatique.fr/2012/03/BREVILLE/47494" target="_blank"><strong>ICI</strong></a>.</div>
Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-60659564534619912422015-03-17T06:04:00.001-07:002015-03-17T06:04:49.773-07:00I/ C/ "Je vous ai compris"Une des phrases les plus célèbres du mythe gaullien... mais pas la moins ambiguë!<br />
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/6m36ds6rXSg/0.jpg" src="http://www.youtube.com/embed/6m36ds6rXSg?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<br />Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-66894698359695817822015-03-17T06:03:00.000-07:002015-03-17T06:03:02.849-07:00I/ C/ Le 13 mai 1958<div class="separator" style="clear: both; text-align: left;">
Un éclairage synthétique à partir d'images d'archive :</div>
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<br />Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-25510056564781541552015-03-17T05:50:00.003-07:002015-03-17T05:51:39.381-07:00Le budget des communes<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
Une courte animation qui fait le point sur le financement des communes : indispensable pour le chapitre "Comprendre les territoires de proximité" :</div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/z55a4FDnzrQ/0.jpg" frameborder="0" height="266" src="http://www.youtube.com/embed/z55a4FDnzrQ?feature=player_embedded" width="320"></iframe></div>
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<a _mce_href="http://www.dailymotion.com/video/x18l57o_le-budget-des-communes-comment-ca-marche_news" href="http://www.dailymotion.com/video/x18l57o_le-budget-des-communes-comment-ca-marche_news" target="_blank">Le budget des communes : comment ça marche ?</a> <em>par <a _mce_href="http://www.dailymotion.com/lemondefr" href="http://www.dailymotion.com/lemondefr" target="_blank">lemondefr</a></em></div>
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Source : lemonde.fr<br />
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Et la <a href="http://dessinemoileco.com/wp-content/uploads/2013/12/DME-texte-budget-dune-commune.pdf" target="_blank">version écrite</a>.</div>
Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-88357105685151759602015-03-01T00:11:00.000-08:002015-03-01T00:11:01.399-08:00Actualité élections cantonales<div class="separator" style="clear: both; text-align: center;">
<a href="http://s2.lemde.fr/image/2015/02/28/312x156/4585181_3_6656_infographie-le-monde_5e32b76a80c0c3b509ecddf50eb33bff.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://s2.lemde.fr/image/2015/02/28/312x156/4585181_3_6656_infographie-le-monde_5e32b76a80c0c3b509ecddf50eb33bff.jpg" height="200" width="400" /></a></div>
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Une infographie du <b><i>Monde </i></b>à partir du département de la <b>Meuse </b>pour comprendre les enjeux des prochaines élections départementales.<br />
A voir <a href="http://www.lemonde.fr/politique/visuel/2015/02/28/le-puzzle-des-departementales_4584843_823448.html" target="_blank"><b>ici</b></a>.Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-13497910941387488972015-02-14T02:10:00.000-08:002015-02-14T02:10:06.728-08:00Mondialisation et ... Saint-Valentin<div class="separator" style="clear: both; text-align: center;">
<a href="http://s2.lemde.fr/image/2015/02/13/644x322/4576247_3_8789_une-femme-dans-une-pepiniere-de-roses-en_371bc25a56c20500d49580f510a7693b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://s2.lemde.fr/image/2015/02/13/644x322/4576247_3_8789_une-femme-dans-une-pepiniere-de-roses-en_371bc25a56c20500d49580f510a7693b.jpg" height="160" width="320" /></a></div>
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Pour coller à l'actualité, <a href="http://www.lemonde.fr/planete/visuel/2015/02/14/au-kenya-les-roses-epineuses-de-la-saint-valentin_4576021_3244.html" target="_blank">un beau reportage du Monde.fr</a> sur la production de roses pour la Saint-Valentin, dont le Kenya est le 1er exportateur pour l'Europe.<br />
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<br />Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-86382096804461554912015-02-13T00:41:00.002-08:002015-02-13T00:41:29.897-08:00Actualité féminisme(s)L'excellente émission La Fabrique de l'Histoire a proposé une semaine consacrée à l'histoire du/des féminisme(s).<br />
A écouter ici :<br />
- l'<a href="http://www.franceculture.fr/emission-la-fabrique-de-l-histoire-les-feminismes-14-lundi-actualite-camille-froidevaux-et-marie-dej" target="_blank">actualité </a>avec la participation de Marie Dejoux et Camille Froidevaux-Metterie<br />
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<a href="http://www.franceculture.fr/sites/default/files/imagecache/ressource_full/2015/02/06/4997277/WP_20150115_003.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.franceculture.fr/sites/default/files/imagecache/ressource_full/2015/02/06/4997277/WP_20150115_003.jpg" height="320" width="179" /></a></div>
- un documentaire sur <a href="http://www.franceculture.fr/emission-la-fabrique-de-l-histoire-les-feminismes-24-2015-02-10" target="_blank">l'année mondiale de la femme</a> de 1975<br />
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<a href="http://www.franceculture.fr/sites/default/files/2014/01/15/4777922/images/si%20je%20veux%20quand%20je%20veux.jpg?1389781321" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.franceculture.fr/sites/default/files/2014/01/15/4777922/images/si%20je%20veux%20quand%20je%20veux.jpg?1389781321" height="320" width="205" /></a></div>
- un point sur <a href="http://www.franceculture.fr/emission-la-fabrique-de-l-histoire-les-feminismes-44-2015-02-12" target="_blank">l'histoire du féminisme</a> aujourd'hui.Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-36347469809230617142015-01-21T02:19:00.000-08:002015-03-17T05:45:29.715-07:00Actualité- Réforme territoriale<div style="text-align: justify;">
Pour suivre l'actualité de la réforme territoriale et pour pour prendre conscience des <b>enjeux politiques derrière les aspects techniques ou financiers</b>, il est utile de consulter le dossier réalisé par <b><i>Le Monde</i></b>, à consulter <b><a href="http://www.lemonde.fr/idees/ensemble/2014/02/05/les-defis-de-la-reforme-territoriale_4360036_3232.html" target="_blank">ici</a></b>.</div>
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Lisez en particulier la contribution sur <b><a href="http://www.lemonde.fr/idees/article/2014/02/05/l-emiettement-du-millefeuille-territorial_4360121_3232.html" target="_blank">le rôle des citoyens</a> et <a href="http://www.lemonde.fr/idees/article/2014/02/07/metropolisation-et-egalite-des-citoyens_4362315_3232.html" target="_blank">leur égalité</a>, </b>ainsi que l'opportunité de <b><a href="http://www.lemonde.fr/idees/article/2014/02/05/pour-des-lander-a-la-francaise_4360616_3232.html" target="_blank">s'inspirer des Länder allemands</a> ou <a href="http://www.lemonde.fr/idees/article/2014/02/05/le-taylorisme-territorial-une-solution-d-avenir_4360565_3232.html" target="_blank">non</a>.</b></div>
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<a href="http://www.ouest-france.fr/sites/default/files/styles/image-640x360/public/2014/07/23/la-carte-des-regions-ne-fait-pas-que-des-heureux.jpg?itok=Cvu20s3m" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://www.ouest-france.fr/sites/default/files/styles/image-640x360/public/2014/07/23/la-carte-des-regions-ne-fait-pas-que-des-heureux.jpg?itok=Cvu20s3m" /></a></div>
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Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-84332196543486363872015-01-17T06:08:00.000-08:002015-01-17T06:08:04.531-08:00L'idéologie sociale du pavillon<br />
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Pour faire écho à <b><i>L'idéologie sociale de la bagnole</i></b>
d'André Gorz, voici un petit film militant concernant l'étalement urbain
par la multiplication des pavillons individuels. Cet exemple est utile à
la fois pour le chapitre <b>Vivre et mourir</b> ( = <b>"30 Glorieuses"</b>) et pour la <b>Ve République</b> (conséquences sur la <b>géographie électorale</b>)<br />
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Note : <a href="http://www.les-renseignements-genereux.org/ressources/231?themeId=6314" target="_blank"><b>Ici le texte d'A. Gorz</b></a>.<br />
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<br /><iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/Zh2k32zD14A" width="459"></iframe></div>
Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-73580844852570223582015-01-08T13:17:00.003-08:002015-01-08T13:17:55.955-08:00Une chanson de Mano Solo (le fils de Cabu) de 1997 qui résonne avec l'actualité :<i> Que reste-t-il à vivre</i>?<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/nk6rTjJdR2A?feature=player_embedded' frameborder='0'></iframe></div>
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<br />Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0tag:blogger.com,1999:blog-2660667961791967394.post-12120218452005125682015-01-07T13:46:00.003-08:002015-01-07T13:46:36.562-08:00StupeurStupeur, désolation, barbarie <br />
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Face à l'attentat et à l'assassinat de journalistes de Charlie Hebdo, le dernier dessin de Charb, chef d'oeuvre d'ironie tragique et d'humour noir.<br />
<br />Nous en reparlerons en cours.<br />
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<a href="http://media.rtl.fr/online/image/2015/0107/7776128674_1e8dc780-966c-11e4-b62d-077f250d723a-charb.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://media.rtl.fr/online/image/2015/0107/7776128674_1e8dc780-966c-11e4-b62d-077f250d723a-charb.jpg" height="320" width="318" /></a></div>
<br />Verger J.http://www.blogger.com/profile/14604809315588387288noreply@blogger.com0