{"id":431,"date":"2014-01-08T16:50:11","date_gmt":"2014-01-08T16:50:11","guid":{"rendered":"http:\/\/www.jralmeida.com\/?p=431"},"modified":"2014-01-08T16:50:11","modified_gmt":"2014-01-08T16:50:11","slug":"porque-esta-o-desemprego-do-eurostat-a-baixar","status":"publish","type":"post","link":"https:\/\/www.jralmeida.com\/?p=431","title":{"rendered":"Porque est\u00e1 o desemprego do Eurostat a baixar?"},"content":{"rendered":"<p>O que se passa \u00e9 que as anula\u00e7\u00f5es de inscri\u00e7\u00f5es desempregados nos centros de emprego t\u00eam vindo a aumentar vertiginosamente. No in\u00edcio de 2013, eram 6% do desemprego registado, em Novembro passado foram 10,3%. Quase o dobro.<\/p>\n<p>A taxa de desemprego do Eurostat toma em linha de conta 1) a taxa de desemprego do INE; 2) as inscri\u00e7\u00f5es dos desempregados inscritos nos centros de emprego. N\u00e3o se conhece a metodologia, mas \u00e9 prov\u00e1vel que tenha em aten\u00e7\u00e3o tanto o desemprego registado, como o n\u00famero dos novos desempregados que, em cada m\u00eas, de inscrevem nos centros de emprego.<\/p>\n<p>Ora, o que se passa \u00e9 que os n\u00fameros dos centros de emprego podem estar a ser influenciados por uma pol\u00edtica de acentua\u00e7\u00e3o da anula\u00e7\u00e3o de inscri\u00e7\u00f5es de desempregados.<\/p>\n<p>Veja-se o gr\u00e1fico em baixo.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" alt=\"\" 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\" width=\"612\" height=\"321\" \/><\/p>\n<p>As colunas a azul representam o n\u00famero de desempregados registados pelo IEFP. As colunas a verde o n\u00famero de desempregados que resulta da soma desse desemprego registado com o n\u00famero dos desempregados que se inscrevem nos centros de emprego em cada m\u00eas, menos as coloca\u00e7\u00f5es em empregos realizadas pelos centros de emprego nesse m\u00eas.<\/p>\n<p>A diferen\u00e7a entre os dois\u00a0 tipos de coluna d\u00e1 uma ideia do volume das inscri\u00e7\u00f5es de desempregados que s\u00e3o anuladas em cada m\u00eas. Seja porque encontraram emprego, porque emigraram, porque come\u00e7aram uma forma\u00e7\u00e3o profissional, etc., etc.<\/p>\n<p>O que se observa \u00e9 que essa parcela &#8211; que parece diminuta &#8211; representa uma parcela cada vez maior do total do desemprego que aparece aos olhos da popula\u00e7\u00e3o como vindo a diminuir.<\/p>\n<p>Veja-se o gr\u00e1fico em baixo. Representa a percentagem das anula\u00e7\u00f5es sobre o total do desemprego registado:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" alt=\"\" src=\"data:image\/png;base64,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\" width=\"615\" height=\"331\" \/><\/p>\n<p>O que redunda daqui \u00e9<\/p>\n<p>1) Tem crescido a percentagem de anula\u00e7\u00f5es nos \u00faltimos meses deste ano;<\/p>\n<p>2) Caso n\u00e3o houvesse anula\u00e7\u00f5es, a varia\u00e7\u00e3o do desemprego seria completamente diferente.<\/p>\n<p>Veja-se a varia\u00e7\u00e3o hom\u00f3loga do desemprego registado (em %) com e sem anula\u00e7\u00f5es. As colunas a azul representam a varia\u00e7\u00e3o hom\u00f3loga do desemprego registado tal como \u00e9 anunciado pelo IEFP. As colunas a verde representa a varia\u00e7\u00e3o hom\u00f3loga do desemprego registado de um m\u00eas (t) + a nova vaga de desemprego do m\u00eas seguinte (t+1) \u2013 as coloca\u00e7\u00f5es verificadas no m\u00eas seguinte (t+1).<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" alt=\"\" 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width=\"538\" height=\"309\" \/><\/p>\n<p>O que \u00e9 interessante \u00e9 verificar que, sem essas anula\u00e7\u00f5es, o desemprego registado do IEFP estaria a subir em termos hom\u00f3logos. E n\u00e3o a descer!<\/p>\n<p>E se calhar a taxa de desemprego do Eurostat n\u00e3o estaria a descer, mas a subir.<\/p>\n<p>E se calhar, ainda, n\u00e3o \u00e9 por acaso que o INE anunciou recentemente que vai divulgar estat\u00edsticas mensais do desemprego com uma \u201cmetodologia mais adequada\u201d. Ou seja, possivelmente sem os dados que s\u00e3o objecto de tratamento administrativo por parte do IEFP.<\/p>\n<p>Ficamos a aguardar os dados do INE&#8230;<\/p>\n","protected":false},"excerpt":{"rendered":"<p>O que se passa \u00e9 que as anula\u00e7\u00f5es de inscri\u00e7\u00f5es desempregados nos centros de emprego t\u00eam vindo a aumentar vertiginosamente. No in\u00edcio de 2013, eram 6% do desemprego registado, em Novembro passado foram 10,3%. Quase o dobro. A taxa de desemprego do Eurostat toma em linha de conta 1) a taxa de desemprego do INE; [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":437,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[31],"tags":[],"class_list":["post-431","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-blog"],"_links":{"self":[{"href":"https:\/\/www.jralmeida.com\/index.php?rest_route=\/wp\/v2\/posts\/431","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.jralmeida.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.jralmeida.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.jralmeida.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.jralmeida.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=431"}],"version-history":[{"count":0,"href":"https:\/\/www.jralmeida.com\/index.php?rest_route=\/wp\/v2\/posts\/431\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.jralmeida.com\/index.php?rest_route=\/wp\/v2\/media\/437"}],"wp:attachment":[{"href":"https:\/\/www.jralmeida.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=431"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.jralmeida.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=431"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.jralmeida.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=431"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}