{"id":286,"date":"2013-02-26T09:36:43","date_gmt":"2013-02-26T08:36:43","guid":{"rendered":"http:\/\/bliss.pro\/fracture\/?p=286"},"modified":"2013-03-30T22:43:24","modified_gmt":"2013-03-30T21:43:24","slug":"nette-augmentation-de-la-pauvrete-en-france-selon-eurostat-2","status":"publish","type":"post","link":"http:\/\/bliss.pro\/fracture\/nette-augmentation-de-la-pauvrete-en-france-selon-eurostat-2\/","title":{"rendered":"Nette augmentation de la pauvret\u00e9 en France, selon Eurostat | Observatoire de la pauvret\u00e9"},"content":{"rendered":"<p><strong>21 janvier 2013<\/strong><\/p>\n<p>En France, le taux de pauvret\u00e9 au seuil de 60 % du niveau de vie m\u00e9dian\u00a0<a id=\"footnoteref1_gj751om\" style=\"line-height: 1.714285714; font-size: 1rem;\" title=\" Le seuil de pauvret\u00e9 \u00e0 60 % est le plus utilis\u00e9 dans les comparaisons internationales \" href=\"http:\/\/www.observationsociete.fr\/nette-augmentation-de-la-pauvret%C3%A9-en-france-selon-eurostat#footnote1_gj751om\">1<\/a>\u00a0s\u2019\u00e9l\u00e8ve \u00e0 14 % en 2011, selon les donn\u00e9es publi\u00e9es par l\u2019organisme statistique europ\u00e9en Eurostat. Le taux atteint 7,1 % si l\u2019on consid\u00e8re le seuil de 50 % du niveau de vie m\u00e9dian, et 3,1 % au seuil de 40 %. La crise \u00e9conomique a un impact marqu\u00e9 sur les taux de pauvret\u00e9, qui ont augment\u00e9 de 12,7 % en 2008 \u00e0 14 % en 2011 au seuil de 60 %, de 5,8 \u00e0 7,1 % au seuil de 50 % et de 2,5 \u00e0 3,1 % au seuil de 40 %. Selon Eurostat, la pauvret\u00e9 aux seuils de 40 et 50 % aurait diminu\u00e9 en revanche pour la seule ann\u00e9e 2011.<\/p>\n<p><img decoding=\"async\" alt=\"\" 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\/><\/p>\n<p>Au total, le nombre de personnes pauvres a tr\u00e8s nettement progress\u00e9 : de 400\u00a0000 au seuil de pauvret\u00e9 le plus strict \u00e0 pr\u00e8s d\u2019un million si l\u2019on consid\u00e8re la d\u00e9finition la plus large. En proportion, la grande pauvret\u00e9 a le plus augment\u00e9 entre 2008 et 2011\u00a0: au seuil de 40 %, le nombre de pauvres s\u2019est accru de 27 %, contre 13 % au seuil de 60 %. Selon les d\u00e9finitions, on compte entre 1,9 et 8,6 millions de personnes pauvres en France.<\/p>\n<p><img decoding=\"async\" alt=\"\" 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\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Le seuil de pauvret\u00e9 est calcul\u00e9 en\u00a0<em>proportion<\/em>\u00a0du niveau de vie m\u00e9dian<a id=\"footnoteref2_xeg5zbo\" title=\" Revenu apr\u00e8s imp\u00f4ts prestations sociales qui partage l\u2019effectif de la population en deux\" href=\"http:\/\/www.observationsociete.fr\/nette-augmentation-de-la-pauvret%C3%A9-en-france-selon-eurostat#footnote2_xeg5zbo\">2<\/a>. L\u2019\u00e9volution actuelle de la pauvret\u00e9 signifie que les populations du bas de l\u2019\u00e9chelle s\u2019\u00e9loignent du niveau de vie m\u00e9dian\u00a0: l\u2019\u00e9cart se creuse entre les m\u00e9nages les moins favoris\u00e9s et les cat\u00e9gories moyennes. L\u2019augmentation du taux de pauvret\u00e9 r\u00e9sulte de la tr\u00e8s forte progression du ch\u00f4mage au cours des quatre derni\u00e8res ann\u00e9es. La moiti\u00e9 des ch\u00f4meurs n\u2019\u00e9tant pas indemnis\u00e9s, une partie de ceux qui se retrouvent sans emploi doivent faire face \u00e0 d\u2019importantes difficult\u00e9s financi\u00e8res. Comme l\u2019a montr\u00e9 de longue date l\u2019<a href=\"http:\/\/www.inegalites.fr\/spip.php?article373&amp;id_mot=76\" target=\"_blank\">Observatoire des in\u00e9galit\u00e9s<\/a>, ces taux moyens masquent des \u00e9carts \u00e9lev\u00e9s selon les tranches d\u2019\u00e2ges\u00a0et les niveaux de dipl\u00f4mes. Les premi\u00e8res victimes de la crise actuelle sont les jeunes et les personnes peu qualifi\u00e9es.<\/p>\n<p><img decoding=\"async\" alt=\"\" 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\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\/><\/p>\n<p>Le niveau de pauvret\u00e9 est plus faible en France que dans les pays europ\u00e9ens de taille de population comparable\u00a0: Allemagne (15,8 % de pauvres), Royaume-Uni (16,2 %), \u00a0Italie (19,6 %) et Espagne (21,8 %). Les deux seuls pays qui se distinguent r\u00e9ellement du lot en Europe sont la Norv\u00e8ge (10,5 % de pauvres) et les Pays-Bas (11%). Si la situation sociale se d\u00e9grade nettement en France, notre mod\u00e8le social \u00e9vite une d\u00e9t\u00e9rioration encore plus forte.<\/p>\n<p><img decoding=\"async\" alt=\"\" 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\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><strong>Les donn\u00e9es Eurostat sur la pauvret\u00e9<\/strong><br \/>\nLes donn\u00e9es publi\u00e9es par Eurostat sur la pauvret\u00e9 sont diff\u00e9rentes des donn\u00e9es officielles fran\u00e7aises diffus\u00e9es par l&rsquo;Insee : les premi\u00e8res sont obtenues via des questionnaires r\u00e9alis\u00e9s aupr\u00e8s des m\u00e9nages, les secondes \u00e0 partir des d\u00e9clarations d&rsquo;imp\u00f4ts. Les chiffres d&rsquo;Eurostat &#8211;\u00a0 en particulier les comparaisons internationales &#8211; sont \u00e0 consid\u00e9rer comme des ordres de grandeur car les modes d&rsquo;enqu\u00eates diff\u00e8rent selon les pays. Ces donn\u00e9es sont connues avec six mois d&rsquo;avance sur les donn\u00e9es de l&rsquo;Insee sur les revenus en France.<\/p>\n<ul>\n<li id=\"footnote1_gj751om\">1.Le seuil de pauvret\u00e9 \u00e0 60 % est le plus utilis\u00e9 dans les comparaisons internationales<\/li>\n<li id=\"footnote2_xeg5zbo\">2.Revenu apr\u00e8s imp\u00f4ts prestations sociales qui partage l\u2019effectif de la population en deux<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>21 janvier 2013 En France, le taux de pauvret\u00e9 au seuil de 60 % du niveau de vie m\u00e9dian\u00a01\u00a0s\u2019\u00e9l\u00e8ve \u00e0 14 % en 2011, selon les donn\u00e9es publi\u00e9es par l\u2019organisme statistique europ\u00e9en Eurostat. Le taux atteint 7,1 % si l\u2019on consid\u00e8re le seuil de 50 % du niveau de vie m\u00e9dian, et 3,1 % au [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[4],"tags":[67,30,17],"class_list":["post-286","post","type-post","status-publish","format-standard","hentry","category-articles","tag-eurostat","tag-france","tag-pauvrete"],"_links":{"self":[{"href":"http:\/\/bliss.pro\/fracture\/wp-json\/wp\/v2\/posts\/286","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/bliss.pro\/fracture\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/bliss.pro\/fracture\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/bliss.pro\/fracture\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/bliss.pro\/fracture\/wp-json\/wp\/v2\/comments?post=286"}],"version-history":[{"count":3,"href":"http:\/\/bliss.pro\/fracture\/wp-json\/wp\/v2\/posts\/286\/revisions"}],"predecessor-version":[{"id":288,"href":"http:\/\/bliss.pro\/fracture\/wp-json\/wp\/v2\/posts\/286\/revisions\/288"}],"wp:attachment":[{"href":"http:\/\/bliss.pro\/fracture\/wp-json\/wp\/v2\/media?parent=286"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/bliss.pro\/fracture\/wp-json\/wp\/v2\/categories?post=286"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/bliss.pro\/fracture\/wp-json\/wp\/v2\/tags?post=286"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}