tag:blogger.com,1999:blog-86741987450279783952023-11-16T14:23:11.503+00:00Com jornalismo assim, quem precisa de censura?...Apontamentos e desabafos a propósito do frenesim diário que povoa o espaço mediático em Portugal.Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.comBlogger351125tag:blogger.com,1999:blog-8674198745027978395.post-82514777324610689052017-06-14T18:49:00.001+01:002017-06-14T18:49:44.008+01:00Porque já não há pachorra para quem olha apenas para o umbigo...<br /><br />
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" 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<a href="http://peticaopublica.com/pview.aspx?pi=PT85881">http://peticaopublica.com/pview.aspx?pi=PT85881</a><br />
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Faz algum sentido exigir a alemães, finlandeses, etc., para serem solidários com "os países do sul" quando dentro do seu próprio país tudo fazem para que existam cidadãos de primeira - instalados em lesboa, claro está - ficando o resto do país para os cidadãos de segunda... e terceira...<br />
<br />Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com0tag:blogger.com,1999:blog-8674198745027978395.post-3450568325572225622017-02-19T16:47:00.002+00:002017-02-19T16:47:34.690+00:00Ainda sobre a defesa da Verdade: estaremos imunes às técnicas de Trump? <div style="text-align: justify;">
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<span style="color: #444444;">Nos <span style="font-size: large;">noticiários</span> do costume, tive a oportunidade de assistir a declarações de Costa durante a inauguração de um projeto industrial em Águeda:</span></div>
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<a href="http://sicnoticias.sapo.pt/economia/2017-02-18-Sao-estas-coisas-que-eu-admito-que-irritem-os-pessimistas"><span style="color: #444444; font-size: large;">"São estas coisas que eu admito que irritem os pessimistas"</span></a></div>
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<span style="color: #444444;">No registo de "chico-espertismo" habitual - e investido no <span style="font-size: large;">papel de PM</span>, note-se - Costa aproveita-se do evento para fazer verdadeira <span style="font-size: large;">campanha</span> eleitoral, chamando a si e à sua geringonça, os "louros" pelo projeto. Pelo meio vai imputando à oposição <span style="font-size: large;">"irritação"</span> pelo que vai correndo bem no País. </span></div>
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<span style="color: #444444;">Segundo o atual PM, são casos como este que explicam a redução do <span style="font-size: large;">desemprego</span>, o crescimento económico, a redução do <span style="font-size: large;">défice!</span></span></div>
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<span style="color: #444444;">Note-se: <span style="font-size: large;">Costa tem razão!</span> Portugal precisa de (mais) casos de sucesso como este, mas uma breve <span style="font-size: large;">pesquisa</span>, acessível a qualquer cidadão (mas complicada de fazer para algum jornalismo...), permite chegar notícias de 2015 como esta:</span></div>
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<span style="color: #444444; font-size: large;"><a href="http://www.jornaldenegocios.pt/empresas/industria/detalhe/sakthi_investe_30_milhoes_em_agueda_e_cria_150_empregos">"Sakthi investe 30 milhões em Águeda e cria 150 empregos</a></span></div>
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<em><span style="color: #351c75;">Numa nota de imprensa divulgada hoje, o presidente da Câmara de Águeda, Gil Nadais (PS), diz que o processo de negociação foi árduo e envolveu "membros do alto escalão" do Governo.</span></em></div>
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<span style="color: #351c75;"><em>"Disputámos o investimento com a Espanha e mais de uma dezena de municípios portugueses, mas conseguimos", congratulou-se o autarca."</em></span></div>
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<a class="btn-default btLerMais" href="javascript: void(0)"><span style="color: #444444;">Continuar a ler</span></a></div>
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<span style="color: #444444;">A noticia é de <span style="font-size: large;">Maio de 2015</span>... passariam ainda 18 meses para assistirmos ao nascimento da geringonça. Será a <span style="font-size: large;">Costa, Catarina</span> e <span style="font-size: large;">Jerónimo</span>, que se devem os empregos criados e a riqueza gerada?... </span><span style="color: #444444;"><span style="color: #444444;">Como <span style="font-size: large;">classificar</span> quem recorre a estes métodos, a este nível de <span style="font-size: large;">embuste?</span></span> </span></div>
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<span style="color: #444444;">E como classificar o papel da comunicação social? </span><span style="color: #444444;">Não teria a <span style="font-size: large;">obrigação</span> de <span style="font-size: large;"><span style="font-size: small;">desmascarar</span> </span>quem profere este tipo de declarações em vez de permitir um aproveitamento <span style="font-size: large;">descarado</span> do que são méritos da ação de outro governo?! </span></div>
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<span style="color: #444444;">Recordando um <a href="http://jornalismoassim.blogspot.pt/2016/10/o-que-faz-falta-e-taxar-tanto-chico.html">post de Outubro de 2016</a>:</span></div>
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<span style="color: #444444;"><em>"...O investimento em curso atualmente, é<span style="font-size: medium;"> fruto</span> de decisões tomadas há 2 - 3 anos atrás! ... O impacto das políticas da geringonca no investimento, só se farão sentir dentro de<span style="font-size: medium;"> 2, 3</span> anos!"</em></span></div>
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<br />Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com0tag:blogger.com,1999:blog-8674198745027978395.post-73293865253441106552016-11-23T11:40:00.001+00:002016-11-23T11:40:23.877+00:00A "Era da pós-verdade", Trump e a semana dos nossos média...<br /><br />
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<span style="color: #444444;">Anda tudo assarampantado, ainda, com a vitória do Trump. Vai daí, as cabeças bem pensantes da praça aliviam o seu desapontamento com o conceito trendy da <span style="font-size: large;">"pós-verdade"</span>.<br /><br />Neste momento convém dizer que não sou defensor de Trump, tenho-o por algo nefasto que trará <span style="font-size: large;">consequências</span>...(razão tinha Passos, o Diabo sempre apareceu!) mas irrita-me a diabolização "deste" Trump, por <span style="font-size: large;">contraste</span> à passividade - reverência, até - dos media a tantos outros que andam por aí! Desde que pertençam à área ideológica correta...<br /><br />Mas voltemos à "pós-verdade". Para algumas mentes dormirem mais descansadas, explicam a vitória de belzebu pelo uso de recorrente de <span style="font-size: large;">mentiras</span>. Mentiras que, função de complexas questões relacionadas com o mundo mediático, as redes sociais, etc.., não foram, como deviam, desmontadas perante o "comum mortal" que assim, coitado, ficou à mercê da retórica, <span style="font-size: large;">demagogia</span> e <span style="font-size: large;">populismo</span> do candidato ocasional.<br /><br />Isto é malta preocupada com as <span style="font-size: large;">grandes</span> questões! A verdade, a mentira, o papel dos media na <span style="font-size: large;">salvaguarda</span> da ética e (não vamos ter medo de o dizer) da moral. <br /><br /><br /><strong><em><span style="color: #cc0000;">Em <span style="font-size: large;">paralelo</span> com estas angústias, o que vi esta semana?...</span></em></strong><br /><br />Continua a novela mexicana em torno das declarações da Administração da CGD. É <span style="font-size: large;">público e não desmentido</span>, que a não entrega das declarações de património pelos srs administradores foi objeto de <span style="font-size: large;">acordo</span> prévio (verbal, email... ) da parte de Centeno e Costa. Nunca vi confrontarem diretamente Costa com esta questão. Sobre o assunto vi-o numa peça de telejornal dizer que ele "entrega as suas" (Pilatos, não faria melhor).<br /><br />Qual o <span style="font-size: large;">valor</span> de um acordo, qual o valor da <span style="font-size: large;">verdade</span>, neste caso? Se eu ofereço uma determinada condição a alguém e depois verifico que ela não se pode concretizar, o procedimento correto não seria, sem rodeios, <span style="font-size: large;">assumi-lo?</span></span></div>
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<span style="color: #444444;"><br />Há<span style="font-size: large;"> 2 dias</span> atrás, a propósito da solução encontrada para a Carris, numa daquelas cerimónias para abrir telejornais e propangandear <span style="font-size: large;">soundbytes </span>ao melhor estilo socialista, o mesmo Costa afirmava pomposamente <a href="https://www.publico.pt/2016/11/21/local/noticia/bom-senso-prevaleceu-sobre-o-fanatismo-ideologico-diz-costa-sobre-a-carris-1751949">"O bom senso prevaleceu sobre o <span style="font-size: large;">fanatismo</span> ideológico.</a>", referindo-se, obviamente, ao governo anterior que tinha concessionado (não privatizado) aqueles serviços de transporte. <br /><br />Deduz-se portanto que a Europa, o Mundo, está <span style="font-size: large;">cheio</span> de "fanáticos ideológicos", tal é número de cidades onde a gestão destes serviços é <span style="font-size: large;">privada</span>. Aliás, esta afirmação pode ser o paradigma da "pós-verdade", basta pensar nos diversos planos de governos socialistas - Costa entrou em quase <span style="font-size: large;">todos</span>, sendo assim co-responsável - para concessionar ou privatizar as empresas públicas de transportes.<br /><br />E, claro, assim que surjam boas notícias na TAP, lá veremos Costa a <span style="font-size: large;">congratular-se</span> pela solução da privatização! </span></div>
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<span style="color: #444444;">Pergunto, Trump faria melhor? Faz <span style="font-size: large;">sentido,</span> acusar uns de uso indiscriminado de mentira, de demagogia, e elogiar uma suposta "<span style="font-size: large;">habilidade</span> política" a outros que fazem uso de métodos semelhantes ou próximos?<br /><br /><br />Por <span style="font-size: large;">último</span>, ontem vi diversos órgãos de comunicação social destacarem <span style="font-size: large;"><a href="http://expresso.sapo.pt/economia/2016-11-22-Governo-antecipa-reembolso-ao-FMI">"Governo antecipa reembolso ao FMI".</a></span></span></div>
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<span style="color: #444444;"><span style="font-size: large;"></span><br />O que é <span style="font-size: large;">verdade,</span> o que é<span style="font-size: large;"> mentira</span>? Vejamos esta notícia do início de 2016:<br /><a href="http://www.jornaldenegocios.pt/mercados/obrigacoes/detalhe/tesouro_so_vai_pagar_33_mil_milhoes_ao_fmi_em_2016">"Ao contrário do que estava programado, o Tesouro só vai reembolsar 3,3 mil milhões de euros ao Fundo Monetário Internacional (FMI) em 2016. Este valor representa uma forte redução face ao reembolso antecipado previsto de 10 mil milhões previsto, sendo que o calendário de pagamentos para os próximos anos foi também revisto,"</a><br /><br />Pois é, o que na agenda mediática <span style="font-size: large;">foi apresentado</span> como uma notícia que invocava boa saúde financeira do País e poupança para o bolso do contribuinte, é exatamente o <span style="font-size: large;">oposto!</span> Este governo reviu - <span style="font-size: large;">adiando</span>, não antecipando - os reembolsos deste empréstimo.<br /><br />Se a "verdade" fosse para aqui chamada, ontem, <span style="font-size: large;">jornalistas </span>e <span style="font-size: large;">comentadores</span>, estariam a falar sobre as centenas de milhões de euros que teremos, enquanto contribuintes, de pagar <span style="font-size: large;">a mais</span> via impostos até 2019. Ou das áreas onde se perspectivam <span style="font-size: large;">cortes </span>de despesa para compensar a derrapagem... nas pensões, nos apoios sociais? <br /><br /><br /><strong><span style="color: #cc0000;">Verdade, "pós-verdade", deixemo-nos de merdas. A nossa comunicação social é <span style="font-size: large;">incapaz </span>de se olhar ao espelho e perceber que é uma fraude.</span></strong></span><br /> </div>
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P.S.: <a href="https://www.oxforddictionaries.com/" target="_blank"><span style="color: #351c75;">Oxford Dictionaries</span></a><span style="color: #351c75;">, define assim “pós-verdade”: um adjetivo “que se relaciona ou denota circunstâncias nas quais fatos objetivos têm menos influência em moldar a opinião pública do que apelos à emoção e a crenças pessoais”.</span></div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com0tag:blogger.com,1999:blog-8674198745027978395.post-56184748369985416192016-10-22T13:22:00.000+01:002016-10-22T13:22:43.500+01:00O que faz falta, é taxar tanto chico espertismo…<div style="text-align: justify;">
<span style="color: #444444;"><br />AH! Que belo ar se respira sem a atmosfera pesada da<span style="font-size: large;"> austeridade</span>… Entenda-se que, fim da austeridade, é a devolução<span style="font-size: large;"> imediata</span> do vencimento ao bolso dos funcionários públicos. Nem que a opção seja <span style="font-size: large;">cortar</span> cegamente nos equipamento e utensílios básicos para prestar os serviços públicos, como está a <a href="http://ionline.sapo.pt/516935">suceder na saúde</a> ou nos transportes, por exemplo.<br /><br /><br />Aliás, esta é a <span style="font-size: large;">questão de fundo</span> da opção política da actual coligação: servir as suas clientelas, basicamente, quem <span style="font-size: large;">vive </span>do Orçamento de Estado e <span style="font-size: large;">vota</span>.<br /><br /><strong>Será isto <span style="font-size: large;">sustentável</span>? Só os tolos podem acreditar. Vamos por partes:</strong><br /><br /><br /><em><strong>Devolução de rendimentos:</strong></em> o que estava subjacente ao “programa” de Costa era a <span style="font-size: large;">redução</span> de impostos, nomeadamente, <a href="http://observador.pt/2015/05/07/escaloes-de-irs-costa-so-concretiza-quando-chegar-ao-governo/">a alteração dos escalões de IRS</a>. Palavra dada… palavra desonrada. Os trabalhadores do Estado (como os outros) não tiveram qualquer redução de impostos. Assim, por cada 1% devolvidos, as taxas de retenção e o apuramento final de imposto, estão a reclamar mais de metade dessa devolução. Aliás, o OE2017 é exemplar nesse capítulo: ao actualizar os escalões (bem) abaixo da inflação, fará com que esse rendimento volte aos cofres do Estado para, no momento seguinte, voltar a ser <span style="font-size: large;">emprestado</span> aos bolsos do diligente funcionário.<br /><br /> <br /><strong><em>Impostos indiretos</em></strong>: Combustíveis, IMI, Coca-cola, vinho, balas, atualização da taxa audiovisual.... <span style="font-size: large;">No comments!</span> Aliás, tentemos ver um pouco além da propaganda: se os rendimentos são devolvidos mas o<span style="font-size: large;"> consumo</span> não cresce. O consumo não cresce, mas a poupança mantém-se praticamente inalterada, para <span style="font-size: large;">onde</span> estará a ir o rendimento?! <br /><br /><br /><strong><em>Investimento</em></strong> (público e privado): se a unanimidade <span style="font-size: large;">maior</span> entre os partidos de esquerda é não deixar a direita governar, a segunda unanimidade seria a subida imprescindível do investimento público - Palavra dada… palavra desonrada! Nunca se viu semelhante <span style="font-size: large;">travagem</span> do investimento público. Note-se, nos anos recentes, já não havia Parque Escolar, PPP rodoviárias, TGV, eólicas e outros investimentos <span style="font-size: large;">ruinosos</span>. Estamos a falar de cortes que incluem a não reparação de equipamentos nos hospitais ou cortes que resultam no esgotamento de bilhetes para o metro!<br /><br /> <br />Mais uma vez, aqui reside a <span style="font-size: large;">opção de fundo</span> deste governo – privilegiar a compra do voto do funcionário público, sacrificando os que, pagando cada vez <span style="font-size: large;">mais </span>impostos para sustentar um Estado obeso, vão passar a ter piores serviços! Acresce que a não realização deste tipo de investimento, é uma <span style="font-size: large;">desorçamentação</span>. Mais tarde ou mais cedo, têm de ser substituídos ou reparados esses equipamentos. A não ser que a <span style="font-size: large;">visão</span> do Estado "pós austeridade" seja termos edifícios públicos como meros depósitos de funcionários. Começa a cheirar a Brasil e Venezuela…<br /> <br /><br />Outra aldrabice que vejo Costa, e restante trupe, <span style="font-size: large;">repetirem</span> incessantemente refere-se ao crescimento do investimento privado: qualquer pessoa (com o mínimo de bom senso) sabe quantos anos são necessários neste país, desde o momento em que se decide um investimento, até que esse mesmo investimento chegue ao terreno.<br /><br />O investimento em curso atualmente, é<span style="font-size: large;"> fruto</span> de decisões tomadas há 2 - 3 anos atrás! E ainda se gabam de serem os responsáveis pelo impacto dessa atividade no emprego… faz falta um <span style="font-size: large;">imposto sobre tanto chico espertismo.</span> O impacto das políticas da geringonca no investimento, só se farão sentir dentro de<span style="font-size: large;"> 2, 3</span> anos!<br /> <br /><br />Só a <span style="font-size: large;">propaganda </span>e colaboração dos media (das notícias desapareceu a fome, a emigração, a miséria, etc.), impede o “cidadão normal” de ver que a breve prazo isto vai dar <span style="font-size: large;">errado.</span> A opção de privilegiar o bolso do funcionário público <span style="font-size: large;">à custa</span> do investimento afetará, inevitavelmente, a parte da economia que <span style="font-size: large;">gera</span> riqueza. Quantos meses aguentarão as empresas que fornecem os hospitais, empresas de transportes, escolas, etc.? </span></div>
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<span style="color: #444444;"><br /><br />Na minha região, <a href="http://verdadeiroolhar.pt/2016/07/21/camara-penafiel-repudia-governo-adiar-ic35/">por <span style="font-size: large;">decisão</span> deste governo</a>, foram cancelados investimentos em obras de ligações rodoviárias importantes e há muito esperadas – não eram scuts, note-se. Trata-se de um belo exemplo da <span style="font-size: large;">consequência</span> das opções nesta era “pós-austeridade”, o impacto dessa decisão: deixaram de se criar largas centenas de <span style="font-size: large;">empregos</span>, oportunidades de negócio para novas empresas e a dinamização da actividade económica na região pela significativa redução do tempo de viagem entre os municípios da zona.<br /><br /> <br />A <span style="font-size: large;">opção</span> de devolver à pressa os vencimentos de quem trabalha para o Estado, trará mais crescimento, mais emprego e poderá gerar mais riqueza do que a realização do investimento que estava previsto?<br /><br /><br /><strong><a href="http://jornalismoassim.blogspot.pt/2015/02/j-cansa-tema-grecia-nao-e-verdade.html">Lembram-se da Grécia?</a></strong></span></div>
Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com2tag:blogger.com,1999:blog-8674198745027978395.post-14133407143171243112016-04-15T12:09:00.002+01:002016-04-15T12:09:35.934+01:00Governo da Geringonça e a BANCA - a mesma luta!<span style="color: #444444;"><span style="font-size: large;">Impressionante</span>, observar a dinâmica da agenda mediática nas últimas 24h...</span><br />
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<span style="color: #444444;">Ontem, ao final da tarde, foi conhecida a </span><a href="http://www.jornaldenegocios.pt/empresas/banca___financas/detalhe/psd_sugere_que_centeno_concertou_venda_do_banif_ao_totta_com_constancio.html"><span style="color: #444444;">"inverdade" proferida</span></a><span style="color: #444444;"> por Centeno na Comissão de Inquérito ao caso Banif. </span><span style="color: #444444;">Logo de seguida, novo facto jornalístico surge para ofuscar a delicada situação em que o actual Ministro se meteu: a suposta "omissão de informação" pelo Governador do Banco de Portugal. </span></div>
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<span style="color: #444444;">Ora, entre estas 2 notícias qual é merecedora de <span style="font-size: large;">destaque</span> pelos media ?! Obviamente, a artilharia mediática preferiu concentrar-se sobre Carlos Costa... </span></div>
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<span style="color: #444444;"><span style="font-size: large;">O governo da geringonça e os banqueiros agradecem!</span> Já os contribuintes...</span></div>
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<span style="color: #444444;">Em termos de </span><a href="http://jornalismoassim.blogspot.pt/2013/10/ainda-sobre-ideia-implantada-direita-o.html"><span style="color: #444444;">proteção dos contribuintes perante a banca</span></a><span style="color: #444444;">, veja-se a diferença de procedimento do anterior (governo reacionário de direita) para o actual governo (do novo tempo...) em 2 casos: </span></div>
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<span style="color: #444444;">- o Banif já nos<span style="font-size: large;"> custou mais</span> que o pior cenário de venda do NovoBanco (onde será o fundo de resolução a suportar a diferença entre o empréstimo público e o valor de venda)</span></div>
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<span style="color: #444444;">- a candura do tratamento mediático e dos comentadores, atribuída à solução que este governo está a desenhar, designadamente, a criação de um novo "banco mau" / veículo que visa libertar a banca do crédito mal parado;</span></div>
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<span style="color: #444444;">Nunca pensei ver <span style="font-size: large;">Jerónimo <span style="font-size: small;">e</span> Catarina</span> fazerem o papel de "idiota útil" perante os interesses do mundo financeiro!</span></div>
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<span style="font-size: x-small;">Já sabe, a lógica é…</span></div>
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<br /><strong><span style="color: #cc0000; font-size: medium;">“Esquerda boazinha Vs Direita maléfica”</span></strong> </div>
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Caro cidadão, pf, não pense. <span style="color: #b87209;"><a href="http://jornalismoassim.blogspot.pt/2015/03/relaxe-o-jornalismo-decidira-por-si.html">Deixe que os jornalistas façam isso por si...</a></span> </div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com2tag:blogger.com,1999:blog-8674198745027978395.post-57939871053323047432016-02-08T17:52:00.000+00:002016-02-08T18:18:07.792+00:00E se, em vez de Costa, tivesse sido Passos a recomendar ao tuga que não se metesse em créditos?...<div style="text-align: justify;">
<span style="color: #444444;">Muito me tenho divertido a apreciar o tratamento<span style="font-size: large;"> mediático</span> que os desenvolvimentos deste <span style="font-size: large;">"novo tempo" </span>e deste <span style="font-size: large;">"virar de página"</span> da austeridade têm suscitado na agenda mediática.</span></div>
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<span style="color: #444444;">Costa, que, confrontado com um <span style="font-size: large;">chumbo</span> da Comissão Europeia ao seu OE inicial, se viu forçado a lançar mão de um <span style="font-size: large;">aumento</span> de impostos no montante aproximado de <span style="font-size: large;">1.000 Milhões,</span> é, na boca de jornalistas e comentadores, um negociador <span style="font-size: large;">exímio</span>... </span><br />
<span style="color: #444444;">Recordem-se as palavras do <span style="font-size: large;">próprio</span> Costa antes das eleições: <a href="http://www.tvi24.iol.pt/economia/ps/antonio-costa-promete-que-vai-alterar-os-escaloes-do-irs">"S</a><span style="color: black;"><a href="http://www.tvi24.iol.pt/economia/ps/antonio-costa-promete-que-vai-alterar-os-escaloes-do-irs">e o PS ganhar as eleições, os <span style="font-size: large;">impostos vão descer</span>."</a> </span></span><span style="color: #444444;"><span style="color: black;">Como era o slogan? <strong><em>"Palavra dada, é palavra honrada..."</em></strong> Bem, diga-se em rigor que o PS não ganhou as eleições...</span></span></div>
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<span style="color: #444444;">Os profissionais da <span style="font-size: large;">indignação </span>do "outro tempo", em vez de comporem as peças e os alinhamentos de telejornal para intoxicar e revoltar a turba, no melhor exercício do seu "duplo-critério" perante pérolas como a referida em título, <span style="font-size: large;">optam</span> pela mansidão... formatados na cátedra da "esquerda boazinha Vs direita maléfica" limitam-se, pacificamente, a reproduzir a <span style="font-size: large;">propaganda</span> do (novo) querido líder... </span></div>
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<span style="color: #444444;"><span style="font-size: large;">Outro <span style="font-size: small;">exemplo singelo... </span></span><span style="font-size: small;">Só a <em><strong>"esquerda</strong></em>" pode inscrever num Orçamento medidas como esta </span><a href="http://dinheirodigital.sapo.pt/news.asp?id_news=243409">"<span style="color: black;">O Governo português comprometeu-se com a Comissão Europeia a reduzir 60 milhões de euros em gastos com subsídios de doença</span>"</a>. Fosse um governo de <strong><em>"direita"</em></strong> já um coro de virgens indignadas estaria a <span style="font-size: large;">ocupar</span> as manchetes e aberturas de telejornal com as <em>"mortes que a <span style="font-size: large;">austeridade</span> e os <span style="font-size: large;">cortes cegos</span> iria provocar"</em>.</span></div>
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<a href="http://jornalismoassim.blogspot.pt/"><em><span style="color: #cc0000; font-size: x-large;"><strong>Com jornalismo assim, quem precisa de censura?...</strong></span></em></a><em><span style="color: #cc0000; font-size: large;"> </span></em><br />
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<span style="color: #444444;"><span style="font-size: large;">Portugal,</span> o ano passado, terá tido um défice abaixo dos 3%, mas a boa gestão orçamental - <span style="font-size: large;">inédita </span>no contexto português - foi mediaticamente <span style="font-size: large;">eclipsada </span>pela (triste) novela da devolução da sobretaxa. </span></div>
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<span style="color: #444444;"><em><span style="font-size: x-small;">(já agora, os que justificaram a subida do ISP em 2016 com a quebra do preço do petróleo, bem podiam recordar que a arrecadação de IVA em 2015, pelos mesmos motivos, foi um dos maiores contributos para a devolução zero da sobretaxa...)</span></em> </span></div>
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<span style="color: #444444;">Se alguns rendimentos este governo de Costa pode <span style="font-size: large;">devolver</span>, isso será mérito de quem?.... </span></div>
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<span style="color: #444444;">2015, foi ano de eleições legislativas. Como situação comparável mais recente (2011 foram eleições antecipadas, recorde-se) temos o ano de 2009, onde os socialistas se <span style="font-size: large;">esmeraram</span> e, de um défice previsto inferior a <span style="font-size: large;">3%</span>, as contas </span><a href="http://jornalismoassim.blogspot.pt/2014/12/da-presuncao-de-inocencia-nas-previsoes.html"><span style="color: #444444;">fecharam-se com um défice superior a <span style="font-size: large;">10%</span></span></a><span style="color: #444444;">. </span></div>
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<span style="color: #444444;"></span><span style="color: #444444;"><br /></span></div>
<span style="color: #444444;"><span style="color: #444444;"></span></span><div style="text-align: justify;">
<span style="color: #444444;"><span style="color: #444444;"><strong>Será que os portugueses têm<span style="font-size: large;"> noção</span> dos impostos poupados graças às "contas certas" de 2015?</strong> </span></span></div>
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Com esta comunicação social... claro que <span style="font-size: large;">não</span>.</div>
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Vamos aguardar por <span style="font-size: large;">Julho</span>, ver como corre a execução orçamental de 2016 e assistir aos próximos capítulos, i.e., que impostos se seguem para c<a href="http://jornalismoassim.blogspot.pt/2013/10/reforma-do-estado-quem-ganha-e-quem.html"><span style="color: #444444;">ontinuar a <span style="font-size: large;">alimentar</span> a despesa do Estado.</span></a><span style="color: #444444;"> </span> </div>
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<span style="color: #444444;">Eu aposto no IVA a 24%...</span></div>
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<span style="color: #444444;">E, atenção, eu não duvido que a austeridade acabou para alguns...</span></div>
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" 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<span style="color: #444444;">Leitura recomendada:</span><br />
<em><strong><a href="http://jornalismoassim.blogspot.pt/2015/04/e-funcionario-publico-e-ve-o-estado.html">É funcionário público e vê o Estado como o grande motor económico? Não hesite, vote António Costa…</a></strong></em> <br />
<br />Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com1tag:blogger.com,1999:blog-8674198745027978395.post-66894654209668975942015-10-31T16:33:00.001+00:002015-11-01T19:15:52.187+00:00Sem esta comunicação social, seria impossível assistir ao que se está a passar.<div style="text-align: justify;">
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<span style="color: #444444;"><span style="font-size: large;">Tanto</span> haveria a dizer neste blog (fossem outros os tempos e a disponibilidade) sobre o que se tem passado nos últimos dias…<br /><br />A agenda mediática permanece verdadeira caixa de <span style="font-size: large;">ressonância </span>dos interlocutores da esquerda e da sua <span style="font-size: large;">argumentação</span>. Isto porque (maioritariamente) as redações e o jornalismo partilham da mesma posição ideológica da nova Troika: PS / BE / PCP. Como esse é <a href="http://jornalismoassim.blogspot.pt/2013/02/o-wishful-thinking-das-redaccoes-vs-o.html">desfecho que <span style="font-size: large;">desejam</span></a>, nem param para refletir e fazer uma análise critica sobre o que se está a desenrolar.<br /><br />Eis alguns dos argumentos que, repetidamente se lêem, vêem e ouvem:<br /><br /><span style="font-size: large;">1º Transformou-se</span> uma vitória da Coligação Paf numa vitória dos que defendem o “fim da austeridade”. </span><span style="color: #444444;">Alguém se lembra o que <span style="font-size: large;">separava</span> a Paf do PS, <span style="font-size: large;">a austeridade da anti-austeridade?</span> A Paf defendia o fim dos cortes nos salários da FP em 3 anos. O PS em 2. A PAf defendia a devolução da sobretaxa em 3 anos, o PS em 2. Entre a proposta de Costa e a de Passos, é todo um <span style="font-size: large;">mundo</span> de diferença... </span><br />
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<span style="color: #444444;"><span style="font-size: large;">2º</span> De repente, para <span style="font-size: large;">legitimar</span> o cenário de Costa PM, as eleições legislativas nada têm a ver com a escolha de um Primeiro-ministro… Inúmeras vozes, somadas aos <a href="http://jornalismoassim.blogspot.pt/2013/05/da-imparcialidade-ideologica-do.html">comentadores do costume</a>, <span style="font-size: large;">esforçam-se</span> para elucidar os portugueses que eles escolhem deputados.<span style="font-size: large;"> Deputados</span>, senhores! <br /><br /><span style="font-size: large;">Todos</span> sabemos que os portugueses nas conversas de café, de jardim, no trabalho, etc.., nem se lembravam de Passos e Costa tão relevante e interessante, era discutir quem era o deputado em 4º lugar na lista de Vila Real e 7º de Beja…</span><br />
<span style="color: #444444;"></span><span style="color: #444444;"><br /><span style="font-size: large;">3º</span> Passos, era todos os dias catalogado de <span style="font-size: large;">mentiroso </span>pelas luminárias da esquerda porque, enquanto PM, nada cumpriu o seu programa de 2011. <span style="font-size: large;">Costa </span>– o <a href="http://jornalismoassim.blogspot.pt/2014/09/a-boa-imprensa-pode-sobrepor-se.html">político de confiança</a> por oposição ao mentiroso do Passos -, na noite de 04 para 05 de Outubro, faz tábua rasa do programa Centeno – o tal do rigor e das contas certas - e garante que um programa de governo com a extrema-esquerda é que é o caminho.</span><span style="color: #444444;"><br /></span></div>
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<span style="color: #444444;">Aqui, a Constança, o Adão e Silva, o do pisco, etc.., não vêm qualquer mentira ou questão moral. É democraticamente <span style="font-size: large;">legítimo!</span></span><span style="color: #444444;"><br /> </span></div>
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<span style="color: #444444;"><span style="font-size: large;">4º</span> A turba <span style="font-size: large;">indigna-se</span> com Cavaco que exclui 1 milhão de portugueses. Que crápula de democrata!<br /><br />Vejamos, ou estamos no euro ou fora do euro. Ou estamos na Nato ou fora da Nato. Se cerca de <span style="font-size: large;">80%</span> querem o Euro e a Nato, e tratando-se de cenários mutuamente <span style="font-size: large;">exclusivos</span>, faria mais sentido que o PR exclui-se quem?!<br /><br />Como é habitual não se critica a mensagem, mas<span style="font-size: large;"> </span><a href="http://jornalismoassim.blogspot.pt/2015/01/jose-rodrigues-dos-santos-mais-recente.html"><span style="font-size: large;">o mensageiro</span></a> e é bem conhecida a <a href="http://jornalismoassim.blogspot.pt/2013/06/cavaco-portugal-e-ue-ideias-e-mitos.html">popularidade de Cavaco</a> entre a elite intelectual e bem informada de “lesboa”…</span><br />
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<span style="color: #444444;"><span style="font-size: large;">5º</span> Ainda pudemos assistir a figuras como Catarina Martins e Jerónimo de Sousa – sempre com a cumplicidade da tal comunicação social, que difunde e amplifica a sua mensagem -, apelidarem Cavaco Silva de <span style="font-size: large;">faccioso</span> e “fazer um discurso de seita”!<br /><br />Nas diversas entrevistas televisivas aos lideres do bloco e comunistas, <span style="font-size: large;">nunca</span> ocorreu a nenhum jornalista perguntar:<br />- a Jerónimo, como consegue o pcp <span style="font-size: large;">defender</span> a posição do governo angolano no caso Luaty Beirão – nomeadamente, o total desrespeito pelos mais básicos direitos humanos -, mas é capaz de apelidar de <span style="font-size: large;">fascistas</span>, ladrões, assassinos os líderes de psd e cds;<br /><br />- a Catarina, como consegue ir no fim de semana à Grécia <span style="font-size: large;">apoiar </span>Tsipras, designadamente, o seu programa de austeridade com cortes médios de 12% em pensões, cortes em salários, aumento de impostos, etc., e regressar na 2ª feira e acusar - com toda a <span style="font-size: large;">convicção</span> e <span style="font-size: large;">autoridade</span> moral - Passos e Portas por medidas bem menos gravosas que se encontravam previstas nos seus programas.</span><br />
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<span style="color: #444444;">Não sou especial fã de Cavaco, mas há limites! Ver na comunicação social, Jerónimo e Catarina, serem tratados como paladinos da tolerância e dos valores democráticos, enquanto o atual PR é apontado como faccioso e sectário... </span></div>
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<span style="color: #444444;"><br /><span style="color: #cc0000; font-size: large;"><strong>Com jornalismo assim, quem precisa de censura?...</strong></span><br /><br />No <span style="font-size: large;">final </span>de contas, <span style="font-size: large;">Portugal tem o que merece</span>. Pessoalmente, tenho vergonha de viver num país onde <span style="font-size: large;">20%</span> da população vota extrema-esquerda (isso, sim, faz-me pensar em emigrar…). Mas, sei que tal cenário <span style="font-size: large;">só</span> é possível graças a esta triste comunicação social, <a href="http://jornalismoassim.blogspot.pt/2013/02/portugal-lisboa-e-o-resto-do-pais-1.html">sedeada na capital e dominada por uma pseudo-elite</a> de esquerda e com a qual <a href="http://jornalismoassim.blogspot.pt/2013/10/o-pais-dos-telejornais-das-20h-sera-o.html">todo um <span style="font-size: large;">país</span></a> tem de carregar.</span></div>
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<span style="color: #e69138;"><strong><em>Fica uma profecia...</em></strong></span><br />
<span style="color: #444444;">Dentro de 2 - 3 meses, quando pcp e be colocarem Costa entre a espada e a parede, será muito interessante ver a agenda mediática tomada pela opinião daqueles que - em nome do <span style="font-size: large;">interesse nacional</span> e da <span style="font-size: large;">estabilidade</span> - virão defender a necessidade (o dever patriótico!) de Passos e Portas apoiarem o governo socialista... </span></div>
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</span>Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com1tag:blogger.com,1999:blog-8674198745027978395.post-87678336166237062422015-09-12T19:31:00.000+01:002015-10-31T16:33:26.149+00:00Cobertura mediática em modo "Vamos elucidar os indecisos"<div style="text-align: justify;">
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Em resumo e se bem percebi...</div>
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Costa foi o vencedor <span style="font-size: large;">incontestado</span> do debate, é a mensagem que domina a agenda mediática.</div>
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Costa, encostou Passos "às cordas", quando o acusou de ser o <span style="font-size: large;">responsável </span>pela vinda da Troika e da austeridade para Portugal. Também o acusou de ser o responsável pelas fraudes e as consequências da implosão do Grupo Espírito Santo (só num país sem memória e sem vergonha, isto pode acontecer) </div>
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Os comentadores que viram nesta postura a centelha de um líder - Costa mostrou-se <span style="font-size: large;">combativo!</span> dizem... - são os mesmos que criticam Passos por recorrer a <span style="font-size: large;">baixa </span>política e só falar do passado ao tentar colar o atual secretário-geral socialista a Sócrates... </div>
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<em><strong><span style="color: #351c75;">Imaginem Costa com uma maioria absoluta...</span></strong></em></div>
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Costa, depois os <a href="http://jornalismoassim.blogspot.pt/2015/05/o-silencio-dos-media-de-grande.html">episódio do sms</a> volta a "mostrar ao que vem" durante <a href="http://blasfemias.net/2015/09/11/quer-ser-primeiro-ministro/#comments">entrevista</a> a um jornalista da RTP. Nos media de grande audiência o caso é <span style="font-size: large;">abafado</span>... nem uma referência (lembram-se dos <a href="http://jornalismoassim.blogspot.pt/2015/01/nao-me-lixem-voces-estao-cg-se-para.html">Charlies?</a>). </div>
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<span style="font-size: large;">Imaginem</span> o contrário, se o entrevistado fosse um político da coligação, o sindicato dos jornalistas já teria anunciado <a href="http://jornalismoassim.blogspot.pt/2015/01/nao-me-lixem-voces-estao-cg-se-para.html">manifestações para salvar a democracia e travar a <span style="font-size: large;">censura!</span></a><span style="font-size: large;"> </span></div>
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<span style="font-size: large;">Será</span> que Passos achava mesmo estar a salvo do <span style="font-size: large;"><a href="http://jornalismoassim.blogspot.pt/2014/08/daria-um-excelente-escandalo-se-fosse.html">duplo-critério</a></span> dos fazedores de opinião lusos?! </div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com5tag:blogger.com,1999:blog-8674198745027978395.post-31321128060834278462015-06-19T15:01:00.000+01:002015-06-19T23:12:27.856+01:00Este blog entra em hibernação...<div style="text-align: justify;">
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<span style="color: #444444;">... <span style="font-size: large;">talvez</span> desperte um dia destes. </span></div>
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<span style="color: #444444;"><span style="font-size: large;">Entretanto,</span> porque a <span style="font-size: large;">Grécia</span> continuará a marcar os próximos tempos, recordar um post em torno da discussão que a situação grega <span style="font-size: large;">deveria</span> suscitar em Portugal (em vez da narrativa ridícula e infantil sobre se o Sr. Tsipras é vítima ou vilão), mas que jamais verá um qualquer jornalista ou comentador fazer...</span></div>
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<span style="color: #444444;">Até qualquer dia e mantenham sempre um <span style="font-size: x-large;">espírito crítico</span> em relação ao que <span style="font-size: large;">leem, ouvem e veem</span> nos media.</span></div>
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<span style="color: #444444;">Um abraço.</span></div>
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<a href="http://jornalismoassim.blogspot.com/2015/02/j-cansa-tema-grecia-nao-e-verdade.html">“Portugal não é a Grécia.” Não é, mas estivemos a caminho de o ser…</a> </h3>
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<span style="color: #444444;"><span style="font-size: medium;">J</span>á <span style="font-size: medium;">cansa</span> o tema Grécia, não é <span style="font-size: medium;">verdade?</span> </span><br />
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<span style="color: #444444;">Melhor, cansa a <span style="font-size: medium;">forma</span> como o tema é debatido, principalmente, a <span style="font-size: medium;">demagogia</span> e a chantagem<span style="font-size: medium;"> emocional</span> presentes em qualquer discussão sobre o tema...</span><br />
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<span style="color: #444444;"><strong><em><span style="color: #b45f06; font-size: medium;">Toda esta discussão é assente em equívocos:</span></em></strong><br /><span style="font-size: medium;"><strong>1º</strong></span> Ninguém (à exceção dos gregos, claro) está <span style="font-size: medium;">realmente</span> interessado em “salvar a Grécia”. O que está em causa é a <span style="font-size: medium;">guerra</span> político-partidária entre os que “cavalgam” as políticas anti austeridade e os que tiveram - <a href="http://jornalismoassim.blogspot.pt/2013/09/austeridade-causa-ou-consequencia.html"><span style="color: #b87209;">não por opção, mas por </span><span style="font-size: medium;"><span style="color: #b87209;">necessidade</span></span></a> - de as implementar. Para o comprovar, veja-se a <span style="font-size: medium;">contradição</span> de partidos como o BE na questão da <a href="http://jornalismoassim.blogspot.pt/2015/02/lembram-se-da-divida-da-madeira-ou.html"><span style="color: #b87209;">dívida da Madeira Vs dívida da Grécia.</span></a><br /><br /><br /><span style="font-size: medium;"><strong>2º</strong></span> A <span style="font-size: medium;">narrativa</span> dominante na agenda mediática estabelece uma relação causa / efeito entre as “políticas europeias de austeridade” e a crise atual. No entanto, isto é uma falácia. A atual crise é, essencialmente, a primeira manifestação da <span style="font-size: medium;">implosão </span>do modelo social europeu em virtude da <span style="font-size: medium;">globalização</span>.<br /><br />E aqui podemos começar a <span style="font-size: medium;">debater algo que verdadeiramente importa</span>: duas décadas depois de se ter iniciado uma massiva deslocalização da produção da Europa Ocidental para Leste, para o Oriente, Norte de África, etc., terão os países europeus feito as <span style="font-size: medium;">necessárias</span> reformas para se <span style="font-size: medium;">adaptaram</span> à nova <span style="font-size: medium;">realidade?</span><br /><br />Considerando o <span style="font-size: medium;">modelo redistributivo</span> do Estado Social vigente nos países da CE e, designadamente, a pressão demográfica, ainda há <span style="font-size: medium;">quem acredite</span> que estes modelos seriam sustentáveis sem essas reformas? Basta pensar no seguinte: há 30 anos existiam<span style="font-size: medium;"><strong> 4</strong></span> contribuintes para <strong><span style="font-size: medium;">1</span></strong> beneficiário, <span style="font-size: medium;">brevemente</span>, poderemos ter uma quase igualdade entre contribuintes e beneficiários!<br /><br />Uns países, Alemanha à cabeça, <span style="font-size: medium;">prepararam-se</span> e foram implementando reformas. Controlaram a <span style="font-size: medium;">despesa</span> pública e adotaram outras medidas a pensar nesse <span style="font-size: medium;">embate</span>. <span style="font-size: medium;"><a href="http://jornalismoassim.blogspot.pt/2013/10/portugal-precisa-de-politicos-assim.html"><span style="color: #b87209;">Há cerca de 10 anos</span></a></span>, enquanto alemães <span style="font-size: medium;">congelavam</span> salários e introduziam reformas sociais, outros assumiam mais responsabilidades e<span style="font-size: medium;"> despesas futuras</span> sob o lema <strong><em><a href="http://jornalismoassim.blogspot.pt/2013/10/portugal-precisa-de-politicos-assim.html"><span style="color: #b87209;">"há mais vida para além do défice"…</span></a></em></strong><br /><br /><br /><span style="font-size: medium;"><strong>3º</strong></span> A <span style="font-size: medium;">Grécia</span> não é “um país da zona Euro como outro qualquer ”. A Grécia é o <span style="font-size: medium;">paradigma</span> dos países que se <span style="font-size: medium;">recusaram</span> a enfrentar essa <span style="font-size: medium;">realidade!</span><br /><br /><span style="color: #990000; font-size: medium;"><strong>Não foi a austeridade que produziu a crise grega.</strong></span> O Estado grego quando, em <span style="font-size: medium;">2010</span>, foi negociado o 1º resgate, já contava com uma economia privada muito <span style="font-size: medium;">débil</span> face a um <span style="font-size: medium;">sector público</span> centralizado que era um monstro <span style="font-size: medium;">disfuncional…</span><br /><br /><br /><span style="color: #674ea7;">“</span><a href="http://www.nytimes.com/2012/10/11/opinion/the-cost-of-protecting-greeces-public-sector.html?_r=0"><span style="color: #20124d;">By JOHN SFAKIANAKIS, a Greek economist.</span></a></span><em><span style="background-color: white; color: #674ea7;">The expansion of Greece’s huge government sector took decades to create, but its growth in recent years has been particularly striking. <span style="font-size: medium;"><strong>Public employment grew</strong></span> by fivefold from 1970 through 2009 — at an annual growth <strong><span style="font-size: medium;">rate of 4 percent</span></strong>, according to a recent academic study by Zafiris Tzannatos and Iannis Monogios.. Over the same four decades, employment in the <strong><span style="font-size: medium;">private sector</span></strong> increased by only 27 percent — an annual rate of <strong><span style="font-size: medium;">less than 1 percent.</span></strong><br />…</span></em><br />
<em><span style="background-color: white; color: #674ea7;">According to the Organization for Economic Co-operation and Development, in some government agencies <strong><span style="font-size: medium;">overstaffing</span></strong> was considered to be around <span style="font-size: medium;"><strong>50 percent</strong></span>. Yet so bloated were the managerial ranks that <strong><span style="font-size: medium;">one in five</span></strong> departments did not have any employees apart from the department head, and <strong><span style="font-size: medium;">less than one in 10 had over 20 employees</span></strong>. Tenure ruled over performance as the factor determining pay.<br /><br /><strong><span style="font-size: medium;">Wages</span></strong> in the public sector were on average almost <span style="font-size: medium;"><strong>one and half times higher</strong></span> than in the private sector. Government spending on public employees’ salaries and social benefits rose by around 6.5 percentage points of G.D.P. from 2000 to 2009, while revenue declined by 5 percentage points during the same period. The solution was to borrow more.”</span></em><br />
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<span style="color: #444444;"><em>Mas o que atrás é referido aplica-se aos funcionários públicos contabilizados...</em></span></div>
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<em><span style="color: #351c75;"><a href="http://greece.greekreporter.com/2012/04/10/the-number-of-public-workers-in-greece-declines-says-census/"><span style="color: #b87209;">"The review was released by Administrative Reform Minister Dimitris Reppas, showing that there were 636,188 civil servants in permanent employment, 49,546 on back-up duty and another 20,242 working in other capacities in a country of 11 million population. The number could be </span><strong><span style="font-size: medium;"><span style="color: #b87209;">closer to 1 million</span></span></strong><span style="color: #b87209;">, other analysts have said, counting workers in agencies such as the railroads, energy and other public sectors </span><span style="font-size: medium;"><span style="color: #b87209;">that weren’t accounted for."</span></span></a></span></em><span style="color: #444444;"><br /><br /><br />Há <span style="font-size: medium;">programa de resgate</span> que pudesse salvar um país com este grau de <span style="font-size: medium;">disfuncionalidade? </span></span><br />
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<span style="color: #444444;"><strong><em><span style="color: #b45f06;"><span style="font-size: medium;">Quando</span> a austeridade chegou, a Grécia já estava num <span style="font-size: medium;">"ponto de não retorno"</span>…</span></em></strong><br />A <span style="font-size: medium;">dependência</span> da atividade económica na Grécia em relação ao sector público era <span style="font-size: medium;">brutal</span>, muito maior que a admitida no desenho dos programas da Troika. Esse <span style="font-size: medium;">erro</span> de diagnóstico – <a href="http://www.nytimes.com/2012/10/11/opinion/the-cost-of-protecting-greeces-public-sector.html?_r=0"><span style="color: #b87209;">que é essencialmente responsabilidade dos gregos</span></a> - explica o facto de os cortes no Estado terem, entre outros efeitos, feito disparar o <span style="font-size: medium;">desemprego</span> para <span style="font-size: medium;"><strong>25%</strong></span> (o valor real será bem superior…). </span></div>
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<span style="color: #444444;"><span style="font-size: medium;">Na realidade</span>, significativa parte da economia designada por “privada” era também <span style="font-size: medium;">sustentada</span> pelo Estado. </span><span style="color: #444444;">Era este o <span style="font-size: medium;">verdadeiro</span> empregador de muitos trabalhadores do “sector privado”… o que teve um efeito <span style="font-size: medium;">terrível</span> em termos de procura interna, quebra de receita fiscal, aumento de despesa pública, etc..<br /><br /> Embora em <span style="font-size: medium;">menor</span> grau, o mesmo erro de diagnóstico sucedeu em Portugal, com o desemprego a disparar (de forma inesperada) para <span style="font-size: medium;">18%</span>,.. lá, como cá, quantas empresas viviam, quase <span style="font-size: medium;">exclusivamente</span>, das câmaras municipais, das empresas publicas, das <span style="font-size: medium;">relações privilegiadas</span> com este ou aquele organismo público?<br /><br /><a href="http://jornalismoassim.blogspot.pt/2013/09/portugal-que-vive-mesa-do-orcamento-de.html"><span style="color: #b87209;">Recordar a economia "</span><span style="font-size: medium;"><span style="color: #b87209;">pseudo</span></span><span style="color: #b87209;">-privada", já aqui referida.</span></a><br /><br />Aliás, estes dados de evolução do desemprego, talvez sejam o <span style="font-size: medium;">verdadeiro</span> indicador do peso do <span style="font-size: medium;">sector público</span> em ambos os países. E, também em ambos, esse peso era substancialmente <span style="font-size: medium;">superior</span> ao admitido. <a href="http://jornalismoassim.blogspot.pt/2013/05/do-portugal-silencioso.html"><span style="color: #b87209;">Na verdade e fruto do modelo de desenvolvimento seguido nas décadas recentes.</span></a><br /><br /><br /><span style="color: #b45f06; font-size: medium;"><strong><em>Ironicamente, a crise de 2008, pode ter sido o que salvou Portugal…</em></strong></span><br />Este diagnóstico de “Estado <span style="font-size: medium;">disfuncional</span>” também se aplica a Portugal. Felizmente (há males que vêm por bem...), fatores externos, vieram por um <span style="font-size: medium;">travão</span> no crescimento desmesurado nosso sector público e, involuntariamente, por em causa o <span style="font-size: medium;">modelo de desenvolvimento</span> até aí seguido. A nossa “grecização”, chamemos-lhe assim.<br /><br /><br />Note, <span style="font-size: medium;">Atenas</span>, conta com cerca de <span style="font-size: medium;">metade</span> da população grega, sendo aí que se concentra a <span style="font-size: medium;">esmagadora</span> parte do seu sector público, onde se concentra o emprego disponível e, portanto, onde está sedeada a atividade económica (ainda) existente. À sua volta existem montes e cabras.<br /><br /><br />Se olharmos ao <span style="font-size: medium;">trajeto</span> que Portugal veio trilhando nas últimas duas / três décadas, designadamente, o <span style="font-size: medium;">contínuo</span> crescimento do sector público mas, tão ou mais importante, a <span style="font-size: medium;">crescente centralização dessa estrutura</span> em Lisboa. Se pensarmos no efeito âncora que essa desmesurada estrutura pública exerce em termos de <span style="font-size: medium;">absorção</span> de cada vez mais <span style="font-size: medium;">serviços</span>, mais <span style="font-size: medium;">empresas</span> e, logicamente, mais <span style="font-size: medium;">população </span><span style="font-size: x-small;">(oriunda</span> do resto do País onde os sectores produtivos mais tradicionais foram sendo progressivamente <span style="font-size: medium;">abandonados</span><span style="font-size: x-small;">), o que seria de esperar quando o <span style="font-size: medium;">financiamento</span> - em virtude do acumular de uma dívida <span style="font-size: medium;">insustentável</span>, após anos sucessivos de <span style="font-size: medium;">défices </span>públicos em torno dos <span style="font-size: medium;">10%</span> - cessasse?<br /><br /><br /><span style="font-size: medium;">Outras</span> diferenças (felizmente para o nosso lado…) existem entre os dois países – nível de corrupção, fuga ao fisco, “jobs for the boys”, etc. -, mas, se a <span style="font-size: medium;">crise <span style="font-size: x-small;">financeira</span> <span style="font-size: x-small;">de</span> 2008</span>, porque veio <span style="font-size: medium;">fechar a torneira</span> de financiamento ao Estado português, não tivesse vindo por um travão a esta <span style="font-size: medium;">espiral</span> de centralização e crescimento do peso do estado, quantos anos mais seriam necessários para atingir um <span style="font-size: medium;">grau de disfuncionalidade</span> semelhante ao da Grécia e, provavelmente, um equivalente <span style="font-size: medium;">“ponto de não retorno”?</span> </span></span><br />
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<span style="color: #444444;"><span style="font-size: x-small;">Na região de Lisboa vive cerca de <strong>1/3 da população portuguesa.<br /><br /><span style="color: #cc0000; font-size: medium;">“Portugal não é a Grécia!”</span></strong> <span style="font-size: medium;">Não é</span>, mas estivemos <span style="font-size: medium;">a caminho de o ser…</span><br /><br />Esta era <span style="font-size: large;">"a"</span><span style="font-size: medium;"> questão</span> que gostava de ver debatida em Portugal: o que temos de mudar em termos de <span style="font-size: medium;">modelo de desenvolvimento</span> para não cair na situação grega.<br /><br /><br />Ainda mais quando parece que muita gente <span style="font-size: medium;">não aprendeu a lição</span> e acha que os problemas e crise pela qual passamos <a href="http://jornalismoassim.blogspot.pt/2015/02/finalmente-e-conhecida-uma-medida.html"><span style="color: #b87209;">se resolve com mais </span><span style="font-size: medium;"><span style="color: #b87209;">investimento</span></span><span style="color: #b87209;"> e </span><span style="font-size: medium;"><span style="color: #b87209;">despesa pública</span></span><span style="color: #b87209;">…</span></a></span></span></div>
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<br />Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com5tag:blogger.com,1999:blog-8674198745027978395.post-21456395442699742942015-06-08T10:34:00.001+01:002015-06-08T11:26:05.824+01:00Dos títulos idiotas... com assinatura de serviço público. <br />
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<strong><em><span style="color: #741b47; font-size: large;"></span></em></strong> </div>
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<strong><span style="color: #990000; font-size: large;"><em><a href="http://www.rtp.pt/noticias/index.php?article=835070&tm=8&layout=122&visual=61">"Sócrates decide amanhã se consente prisão domiciliária com pulseira."</a></em></span></strong></div>
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<em><span style="color: #20124d;">Por mim, acredito que consentirá... basta reconhecer o carácter maravilhoso e magnânimo da criatura.</span></em></div>
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<strong><em><span style="color: #741b47;"><a href="http://jornalismoassim.blogspot.pt/2014/03/cortar-na-despesa-da-rtp-e-cortar-no.html">Carrega, RTP...</a></span></em></strong><br />
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com0tag:blogger.com,1999:blog-8674198745027978395.post-18810805244164421692015-06-03T11:13:00.001+01:002015-06-03T18:21:39.552+01:00E você, já fez as contas a quanto o Estado lhe deve?.. <span style="color: #444444;">Esta ideia repetidamente disseminada - que o<span style="font-size: large;"> Estado <a href="http://jornalismoassim.blogspot.pt/2013/01/da-constitucionalidade.html">tudo deve </a></span><span style="font-size: x-large;"><a href="http://jornalismoassim.blogspot.pt/2013/01/da-constitucionalidade.html">garantir</a></span> - não vai acabar bem...<br /><br /><br />"<strong><em><span style="color: #674ea7;"><a href="http://www.jn.pt/PaginaInicial/Justica/Interior.aspx?content_id=4603951">O Estado vai ter de pagar 22 mil euros de indemnização a um jovem agredido há 12 anos por um colega, na escola que frequentava no distrito de Viseu, quando tinha 14 anos.</a></span></em></strong><br /><br /> </span><em><span style="color: #674ea7;">No acórdão, a que a agência Lusa teve acesso, os juízes do TCA do Norte dizem que os responsáveis da escola tinham a obrigação de zelar pela segurança dos alunos, o que não aconteceu, tendo em conta que no <span style="font-size: large;">momento</span> da agressão não havia nenhum vigilante próximo dos menores.<br /><br />"Poder-se-á objetar que os danos se teriam verificado ainda que estivesse nessa sala um profissional a zelar por tais direitos. Mas essa prova não foi feita", pode ler-se no documento.<br /><br />Os juízes referem ainda que a agressão ocorreu durante um intervalo entre aulas, assinalando que nestes momentos de descompressão e em grupo "mais é de esperar, por parte de menores, comportamentos de excesso e de conflitos, em concreto as habituais brigas entre rapazes"."</span></em><br />
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<span style="color: #444444;"><span style="color: black;">Um acórdão que resume todo um </span><span style="color: black; font-size: large;"><a href="http://jornalismoassim.blogspot.pt/2014/06/a-clarificacao-que-faltava.html">programa</a></span><span style="color: black;"><a href="http://jornalismoassim.blogspot.pt/2014/06/a-clarificacao-que-faltava.html"> ideológico</a>. </span></span></div>
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<span style="color: #444444;">Depois queixem-se que os tribunais estão entupidos de processos. </span><span style="color: #444444;">Este país é <span style="font-size: large;">insano</span>,</span><br />
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<span style="color: #444444;"></span>P.S.: Umas horas depois da publicação deste post e da referência a acórdãos que são autênticos programas ideológicos, é noticiado isto:<br />
<a href="http://observador.pt/2015/06/03/privatizacao-da-tap-suspensa-por-ordem-do-tribunal/">"O tribunal deu seguimento à providência cautelar do movimento "Não TAP os olhos!" que contesta a legalidade do decreto de privatização."</a><br />
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com0tag:blogger.com,1999:blog-8674198745027978395.post-79953341874221810762015-05-29T10:14:00.001+01:002015-05-29T10:14:14.977+01:00Difícil, difícil, é estancar a epidemia de notícias alarmantes a cada noticiário da TSF…<div style="text-align: justify;">
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<span style="color: #444444;">São<span style="font-size: large;"> 8.30h</span>. Sintonizo a TSF para ouvir o noticiário. </span></div>
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Uma das <a href="http://www.tsf.pt/PaginaInicial/Portugal/Interior.aspx?content_id=4595544">notícias</a> em <span style="font-size: large;">destaque</span>, é o caso confirmado de tuberculose na cadeia de Beja. Logo oiço um Sr. do sindicato a <span style="font-size: large;">revindicar</span> a abertura de um inquérito e pedir a substituição – demissão, bem entendido - do Diretor do estabelecimento prisional e do Chefe dos guardas<a href="http://www.tsf.pt/PaginaInicial/Portugal/Interior.aspx?content_id=4595544"> “se forem apuradas falhas”</a>. </div>
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O que me ocorre dizer sobre isto:</div>
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<li>se o inquérito vier a apurar o desrespeito das regras básicas de higiene por parte dos próprios guardas envolvidos, que <span style="font-size: large;">penalização </span>defende o Sr. do sindicato para esses funcionários? (existe um rastreio em curso, existindo 7 casos suspeitos: 5 guardas prisionais e 2 funcionários administrativos);</li>
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e se algum dos testes acusarem um resultado positivo: como estabelecer <span style="font-size: large;">relação</span> “causa-efeito” com um contacto em particular? Milhares de casos de transmissão ocorrem, por ex., em transportes públicos; </div>
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Em Portugal, todos os anos, existem cerca de <span style="font-size: large;">20.000 casos</span> de tuberculose e parece que nos anos mais recentes – oh! maldita <span style="font-size: large;">austeridade, </span><span style="font-size: small;">oh! assassinos</span> <a href="http://expresso.sapo.pt/sociedade/2015-05-27--Hospital-de-Santa-Maria-dominado-por-interesses-da-Maconaria-Opus-Dei-e-partidos-politicos-"><span style="font-size: large;">cortes</span> na saúde</a><span style="font-size: large;">! </span>– a taxa de incidência está a descer (ver notícia em baixo). </div>
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Porque será que a<span style="font-size: large;"> redação</span> da TSF, entre tantas dezenas de milhares de casos, nunca deu atenção a esta temática e nunca deu voz (promoveu?...) à indignação de tantos outros portugueses? Quantos <span style="font-size: large;">noticiários</span> poderiam ter discorrido sobre as razões da propagação da doença, sobre a punição – caso tenham existido “falhas” - de diretores, gerentes, administradores, etc., das entidades empregadoras dos infetados com tuberculose… </div>
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Porquê TSF, qual o<span style="font-size: large;"> critério?!</span> Já tentarem obter a declaração do Secretário de Estado sobre o assunto? E da Ministra? </div>
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Nota: “felizmente” isto aconteceu no do estabelecimento prisional de Beja. Imagino o que sucederia nos próximos dias se fosse em Évora…</div>
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E agora alguma informação sobre Tuberculose em Portugal (<a href="http://www.publico.pt/sociedade/noticia/tuberculose-a-doenca-esquecida-que-ainda-ameaca-portugal-1691047">fonte</a>, Público):</div>
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<em><span style="color: #674ea7;">"<strong>Panorama nacional</strong></span></em></div>
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<strong></strong><br /><em><span style="color: #674ea7;">A tuberculose tem vindo a diminuir de forma consistente em Portugal e, segundo o comunicado do director-geral da saúde, Francisco George, os dados provisórios para 2014 apontam que, “pela primeira vez desde que há registos”, Portugal vai ficar abaixo da barreira, tida como “linha vermelha”, dos 20 novos casos por 100 mil habitantes. Portugal era, até ao momento, o único país da Europa Ocidental com níveis de incidência de tuberculose superiores a este valor, que corresponde ao limiar de baixa incidência definido internacionalmente.</span></em></div>
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<em><span style="color: #674ea7;">Os dados provisórios notificados à DGS indicam 1940 novos casos de tuberculose em 2014, o que corresponde a uma redução da taxa de incidência dos 21,1 novos casos por 100 mil habitantes registados em 2013 para os 18,7 casos. No entanto, as directivas mais recentes da OMS apontam para uma redução do limiar de baixa incidência para metade, o que coloca Portugal novamente como um país de incidência intermédia."</span></em> </div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com0tag:blogger.com,1999:blog-8674198745027978395.post-75003022280832767232015-05-27T12:22:00.000+01:002015-05-27T12:22:39.226+01:00A inestimável contribuição dos Media para a resolução dos grandes problemas do País…<div style="text-align: justify;">
<br /><span style="color: #444444;">No passado sábado à noite, discursando perante jovens sociais-democratas. Mª Luís Albuquerque proferiu as seguintes<a href="http://economico.sapo.pt/noticias/ministra-admite-novo-corte-nas-pensoes_219180.html"> declarações</a>:<br /><br /><em><span style="color: #674ea7;">“…é honesto dizer aos portugueses que <span style="font-size: large;">vai ser</span> preciso fazer alguma coisa sobre as pensões para garantir a sustentabilidade da Segurança Social. E essa alguma coisa pode passar, <span style="font-size: large;">se for essa a opção</span>, por alguma redução mesmo nos atuais pensionistas. <br /><br />Se isso for uma distribuição mais equilibrada e razoável do <span style="font-size: large;">esforço </span>que tem de ser distribuído <span style="font-size: large;">entre todos</span>, atuais pensionistas, futuros pensionistas, jovens a chegar ao mercado de trabalho, <span style="font-size: large;">se essa for</span> a solução que garante um melhor equilíbrio na distribuição desse esforço, é aí que nos devemos focar”, afirmou Maria Luís Albuquerque.<br /><br />A ministra sublinhou que “a sustentabilidade da Segurança Social é algo que tem de se resolver com tempo”, de modo a que “as soluções <span style="font-size: large;">não sejam demasiado agressivas</span> numa situação de rutura, para que [se possam] preservar as pensões mais baixas, para que não [se tenham] de pedir contribuições a quem tem menos”.<br /><br />"Fazer a promessa de que não fazemos nada para aqueles que já são pensionistas e que vamos fazendo tudo sobre os que lá chegarão no futuro é de uma enorme <span style="font-size: large;">injustiça</span>."</span></em></span></div>
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<span style="color: #444444;"><span style="font-size: large;">Alguma pessoa – <strong>de boa fé e minimamente informada, bem entendido</strong> - pode discordar destas declarações?</span> </span></div>
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<br /><br />No dia seguinte, na melhor tradição jornalística de <a href="http://jornalismoassim.blogspot.pt/2015/02/grecia-com-jornalismo-assim-quem.html"><span style="font-size: large;">doutrinação</span> politica e ideológica</a> do tuga, televisões, rádios e jornais, <span style="font-size: large;">reduzem</span> aquela intervenção a:</div>
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<span style="color: #cc0000; font-size: large;"><a href="http://www.tvi24.iol.pt/videos/ministra-das-financas-admite-novo-corte-nas-pensoes-dos-atuais-pensionistas/5562243b0cf2425f73851e30">Ministra das Finanças, admite novo corte nas pensões!</a></span></div>
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<span style="color: #444444;"><br />Por se tratar do problema que, provavelmente, é o mais <span style="font-size: large;">delicado</span> que o pais tem de enfrentar nos próximos anos, as declarações de M.ª Luís Albuquerque poderiam ter sido o mote para que, em clima de pré ou campanha eleitoral, se pudesse discutir <span style="font-size: large;">ponderada</span> e <span style="font-size: large;">seriamente </span>o assunto, e (tentar pelo menos...) conhecer as propostas de cada partido / candidato.<br /><br /><span style="font-size: large;"> Convém</span> nesta fase recordar um frequentemente lamento revelado por jornalistas e comentadores: a <span style="font-size: large;">ausência</span> de um “debate político sério”; a existência de <span style="font-size: large;">demasiada</span> politiquice que empobrece o debate e afasta os cidadãos da discussão pública, <em>blá, blá, blá…</em></span></div>
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<span style="color: #444444;"><em><br /></em><br />Mas, <em>“uma coisa é o que se diz e outra, o que se faz”</em>. <span style="font-size: large;">Na prática</span>, recorrendo ao que aqui no blog se designa por <a href="http://jornalismoassim.blogspot.pt/2014/05/tecnicas-de-guerrilha-mediatica.html">“<span style="font-size: large;">guerrilha</span> mediática”</a>, a abordagem jornalística e mediática ao tema, serviu antes para deixar a Costa, aos socialistas e oposição em geral, <span style="font-size: large;">terreno e contexto ideal</span> para que pudessem aparecer e debitar as larachas habituais: <strong><em>"cortes e austeridade, é o caminho da maioria psd / cds"</em></strong>, esses malvados. A nossa “alternativa” é só crescimento e coisinhas boas!<br /><br /> <br />Enfim, em vez de desempenhar um <span style="font-size: large;">papel</span> que contribua para um debate esclarecedor em torno dos problemas e desafios que se colocam à sociedade portuguesa, a realidade <span style="font-size: large;">demonstra</span> que a nossa comunicação social é, demasiadas vezes, um dos principais <span style="font-size: large;">fomentadores</span> da tal "politiquice" que tanto diz desprezar. <br /><br /><br />Para cúmulo, três dias depois das declarações iniciais de MLA, algum jornalismo avança:<br /><br /><a href="http://www.dn.pt/politica/interior.aspx?content_id=4589038">“Ministra das Finanças <span style="font-size: large;">corrige declarações</span> e já fala em negociar com PS”</a><br /><br />E, segundo o sr. jornalista, o que veio “corrigir” a Ministra: <em><span style="color: #674ea7;">“Maria Luís Albuquerque diz agora que o Governo não tem ainda uma solução definida para a Segurança Social”</span></em><br /><br /><br /><span style="font-size: large;">Qual correção, qual carapuça!</span>… bastava <span style="font-size: large;">ler </span>o que a Ministra disse a 23 de Maio para perceber que <span style="font-size: large;">nada</span> estava decidido e que <span style="font-size: large;">nenhuma</span> solução estava definida. </span></div>
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<span style="color: #444444;">A</span><span style="color: #444444;">inda <span style="font-size: large;">recentemente</span> <a href="http://jornalismoassim.blogspot.pt/2015/05/e-quando-maior-ameaca-liberdade-de.html">aqui se disse</a> e <span style="font-size: large;">reafirma:</span> a maior <span style="font-size: large;">ameaça</span> ao <span style="font-size: large;">rigor e isenção de informação</span> em Portugal, está <span style="font-size: large;">dentro</span> das próprias redações e dos próprios órgãos de comunicação social!<br /> </span><span style="color: #444444;"><br /> Ainda assim, há que reconhecer o brio profissional do jornalista que fugiu ao <span style="font-size: large;">previsível</span> e muito gasto, <a href="http://jornalismoassim.blogspot.pt/2014/05/tecnicas-de-guerrilha-mediatica.html"><span style="font-size: large;">“Ministra recuou…”.</span></a></span></div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com0tag:blogger.com,1999:blog-8674198745027978395.post-1892251769198810952015-05-25T10:42:00.002+01:002015-05-25T11:44:38.467+01:00Conto de crianças Vs Governos tontos. "Só os burros é que não mudam!"...<div style="text-align: justify;">
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<span style="color: #444444;">Há 4 meses, António Costa referiu-se à <span style="font-size: large;">vitória</span> do Syriza nas eleições gregas com expressões como <em><span style="color: #674ea7; font-size: large;">"um sinal de esperança"</span></em> ou sinal de <span style="color: #674ea7; font-size: large;"><em>"esgotamento das políticas de austeridade"</em></span>.<br /><br />Ao<span style="font-size: large;"> mesmo tempo</span> e em relação à mesma vitória do Syriza, o atual PM pronunciou-se da seguinte forma: </span><span style="color: #444444;"><br /><br /><em><a href="http://www.publico.pt/politica/noticia/ideias-do-syriza-sao-conto-de-crianca-diz-passos-1683419?page=1#/follow">“Pedro Passos Coelho apelidou de <span style="font-size: large;">"conto de crianças"</span> <span style="font-size: large;">a </span><span style="font-size: x-large;">ideia</span> de que "é possível que um país, por exemplo, não queira<span style="font-size: large;"> assumir</span> os seus compromissos, <span style="font-size: large;">não pagar</span> as suas dívidas, querer aumentar os salários, baixar os impostos e ainda ter a <span style="font-size: large;">obrigação</span> de os seus parceiros garantirem o financiamento sem contrapartidas".”</a></em></span><br />
<span style="color: #444444;"><em></em><br /></span><span style="color: #444444;">Como se recordarão, a propósito deste “conto de crianças”, a agenda mediática <span style="font-size: large;">encheu-se de indignação</span> pelas “aberrantes” declarações Passos. <span style="font-size: large;">Oposição e </span><a href="http://arquivo.expresso.pt/um-conto-de-criancas=f908893"><span style="font-size: large;">comentadores</span> do costume</a>, logo <span style="font-size: large;">reduziram</span> o conteúdo daquela reação a um conjunto de tiradas que se podem encontrar neste <a href="http://expresso.sapo.pt/blogues/blogue_contrasemantica/e-passos-o-conto-de-criancas=f908878">“artigo-guião”</a> de Isabel Moreira e do qual se transcrevem algumas frases tocantes:<br /><br /><em><strong><span style="color: #674ea7;">“…<br />Como é possível Passos não ter <span style="font-size: large;">sentido de estado</span> algum, o <span style="font-size: large;">mínimo</span> que seja?<br /><br />Como é possível Passos não perceber que está a falar de um povo em chagas de tanto sofrimento após uma receita falhada?<br /><br />Como é possível Passos não perceber que o que aconteceu e o que acontece na Grécia tem a ver com Portugal?<br />…<br />Como é possível Passos não ter qualquer espírito patriótico?<br /><br />Como é possível Passos ser tão <span style="font-size: large;">ignorante?</span><br />…<br />Como é possível Passos resumir a escolha de um povo a um conto de crianças alinhando num objetivo perigoso e estúpido de isolar a Grécia?<br /><br />Diz lá, Passos. <span style="font-size: large;">Como és possível?”</span></span></strong></em><br /><br /><br /><span style="font-size: large;">Sábado</span> (23 de Maio), Costa dá uma <a href="http://observador.pt/especiais/antonio-costa/">entrevista</a> ao Observador. Referindo-se à <span style="font-size: large;">atuação</span> do Syriza no contexto da negociação com as instituições europeias, diz: <br /><br /><em><strong><span style="color: #cc0000;">“Temos de travar um combate na UE de forma inteligente, <span style="font-size: large;">não de forma <span style="font-size: x-large;">tonta</span> como o Syriza</span>”</span></strong></em><br /><br /><br />Se está à espera de ver aqueles que se <span style="font-size: large;">indignaram</span> com o “conto de crianças”, voltarem às televisões, rádios e jornais, revoltados com estas declarações, desculpe, mas é um tonto…<br /><br /><br /><br />Recordar, sobre <span style="font-size: large;">Costa e Syriza</span>, o que se escreveu-se por <a href="http://jornalismoassim.blogspot.pt/2015/01/irao-os-socialistas-portugueses-escutar.html">aqui </a>no passado mês de Janeiro:</span></div>
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<span style="font-size: medium;"><strong><span style="color: #444444;">"<a href="http://jornalismoassim.blogspot.pt/2015/01/irao-os-socialistas-portugueses-escutar.html"><span style="color: #351c75; font-size: large;">Sem sombra de </span></a></span><a href="http://jornalismoassim.blogspot.pt/2015/01/irao-os-socialistas-portugueses-escutar.html"><span style="font-size: large;"><span style="color: #351c75;"><span style="color: #444444;">oportunismo</span><span style="color: #444444;">…</span></span></span></a></strong></span></div>
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<span style="color: #674ea7;"><em><span style="font-size: medium;">Enfim,</span> daqui a <span style="font-size: medium;">3, 6</span> <span style="font-size: medium;">meses</span>, veremos o que esta <span style="font-size: medium;">nova </span><span style="font-size: large;">era </span>do "<span style="font-size: medium;"><span style="font-size: large;">fim</span> da austeridade"</span> trará e se Costa mantém esta <span style="font-size: medium;"><span style="font-size: large;">colagem</span> </span>ao Syriza... </em></span></div>
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<span style="color: #444444;"><span style="color: #674ea7;"><em>Quem <span style="font-size: large;">apenas</span> veja telejornais e tenha <span style="font-size: large;">fraca memória</span> (uma vasta maioria de portugueses, infelizmente...), <span style="font-size: medium;">nem <span style="font-size: x-small;">se</span> lembra</span> o que o último "<span style="font-size: medium;">Messias</span> anti-<span style="font-size: medium;">Austeridade</span>", conseguiu: </em></span><a href="http://jornalismoassim.blogspot.pt/2014/03/hollande-sem-ti-esta-vitoria-nao-seria.html"><span style="color: #674ea7;"><em>é graças a <span style="font-size: medium;">Hollande</span> que a extrema direita francesa <span style="font-size: medium;">lidera</span> as sondagens. </em></span></a></span><div style="text-align: justify;">
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<span style="color: #674ea7;"><em><span style="font-size: large;">Daqui</span> a uns <span style="font-size: medium;">meses</span> veremos se Tsipras e o Syriza ainda são <span style="font-size: large;">entusiasticamente </span>citados pelos socialistas. Ou, tal como sucedeu com Hollande, se a <span style="font-size: medium;">realidade</span> e, principalmente, a circunstância de o <span style="font-size: medium;">eleitorado</span> identificar esses "ex-Messias" como os novos <span style="font-size: large;">símbolos</span> de <span style="font-size: medium;">desilusão</span>, ditará o seu varrimento para debaixo do tapete...</em></span></div>
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<span style="color: #674ea7;"><em>Votos de <span style="font-size: medium;">Boa Sorte</span> ao povo grego... bem vão precisar dela."</em></span></div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com3tag:blogger.com,1999:blog-8674198745027978395.post-6735599008261820032015-05-18T17:11:00.000+01:002015-05-18T18:03:10.738+01:00O (defunto?) JN e o editorial dos “cheira-cus”…<div class="separator" style="clear: both; text-align: justify;">
<span style="color: #444444;">Pelo seu conteúdo mais </span><span style="color: #444444; font-size: large;">regional</span><span style="color: #444444;"> e até por algum distanciamento em termos de </span><span style="color: #444444; font-size: large;">perspetiva </span><span style="color: #444444;">em relação aos diários da capital, em tempos, dava alguma prioridade ao </span><span style="color: #444444; font-size: large;">JN</span><span style="color: #444444;">. Nos últimos tempos, apesar da veia nortenha, o</span><span style="color: #444444; font-size: large;"> esforço</span><span style="color: #444444;"> despendido para o ler era cada vez maior. No entanto, depois deste fim de semana e, designadamente, o </span><span style="color: #444444; font-size: large;">nojo</span><span style="color: #444444;"> que é este </span><a href="http://www.jn.pt/Opiniao/default.aspx?content_id=4572266&opiniao=Afonso%20Cam%F5es">editorial</a><span style="color: #444444;">, desisto… </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidDmorj-NvCcDgJ2z-s4tw8v4dJ7XHDHBN4l-_SAkXMrJm698bfYzTE6UIn7o9DIIfu4UUzwaqcJzjqKJ3JS0sI_BkaBvTNxygsr42Nxf96H9u0mQjUqGBg285SGaz8KRuBLHm4x6BdY8/s1600/afonso+jn.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidDmorj-NvCcDgJ2z-s4tw8v4dJ7XHDHBN4l-_SAkXMrJm698bfYzTE6UIn7o9DIIfu4UUzwaqcJzjqKJ3JS0sI_BkaBvTNxygsr42Nxf96H9u0mQjUqGBg285SGaz8KRuBLHm4x6BdY8/s320/afonso+jn.jpg" width="320" /></a></div>
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<span style="color: #444444;"><em><span style="color: #674ea7;">“Juntemos dois ou três canídeos e observemos. Rodopiam sobre si próprios, cada qual <span style="font-size: large;">cheirando o traseiro</span> do outro. Na minha terra, chamamos <strong><span style="font-size: large;">cheira-cus</span></strong> a este impulso irracional que é também tão comum no condomínio privado em que se transformou a política caseira, comentadores e politólogos incluídos.<br /><br />Isto, a propósito da fumaça gerada pelo lançamento da biografia de Pedro Passos Coelho e do episódio da revelação de que Paulo Portas…”</span></em><br /><br /><br />Quem escreve este editorial e eloquente alegoria aos “cheira-cus”, é <span style="font-size: large;">Afonso Camões</span> (ainda diretor do JN, presumo). Recordar apenas isto: A.C. foi administrador da Agência Lusa desde 2005, após a vitória de Sócrates. Em 2009, passa a presidente do Conselho de Administração, cargo de onde saiu para a direção do JN em maio de 2014.<br /><br /><br />Terá sido já em Maio de 2013, que surge nas escutas telefónicas do <span style="font-size: large;">preso 44</span> (ver links): é em Macau, em plena visita oficial do Presidente da República Cavaco Silva, que terá sido escutado a<a href="http://observador.pt/2015/01/17/socrates-apanhado-nas-escutas-falar-sobre-venda-da-controlinveste/"> <span style="font-size: large;">informar</span> o próprio Sócrates que estaria a ser<span style="font-size: large;"> investigado</span></a> e que correriam rumores da sua detenção (oh! pobre segredo de justiça...). Em outras escutas, surge citado em conversas mantidas entre Sócrates e Daniel Proença de Carvalho a propósito do<a href="http://jornalismoassim.blogspot.pt/search?q=controlinveste"> <span style="font-size: large;">domínio</span> do grupo <span style="font-size: large;">Controlinveste</span> (proprietário de JN e DN)</a>. Segundo informação avançada pelo Correio da Manhã, terá sido <a href="http://jornalismoassim.blogspot.pt/search?q=controlinveste">Sócrates quem <span style="font-size: large;">escolheu </span>Afonso Camões para diretor do JN.</a><br /><br /><br /> <br />Como é fácil de constatar, muito haveria a dizer sobre a temática dos “cheira-cus”… nem vale a pena. É muito<span style="font-size: large;"> triste</span> ver um jornal que em tempos li, servir de palco para algo que, no mínimo, é um <span style="font-size: large;">insulto</span> à inteligência dos seus leitores. </span></div>
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<strong><span style="color: #674ea7;">R.I.P., Jornal de Notícias.</span></strong></div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com1tag:blogger.com,1999:blog-8674198745027978395.post-46746705827411921902015-05-14T15:17:00.000+01:002015-05-14T15:31:46.825+01:00Não à privatização! Vem lutar pelos teus direitos e pelo "serviço público" de transportes... <br />
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Post inserido na temática <a href="http://jornalismoassim.blogspot.pt/2014/09/o-povo-esta-ser-roubado-dizem-os.html">"defesa do <span style="font-size: large;">interesse público</span>"</a>, cuja especificidade, <span style="font-size: large;">suspeito</span>, não desencadeará junto do jornalismo de <span style="font-size: large;">indignação <span style="font-size: small;">o entusiasmo recorrente em outras situações</span>.</span> </div>
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Nem para colher a reação de <a href="http://jornalismoassim.blogspot.pt/2014/02/qual-sera-distancia-entre-versao.html"><span style="font-size: large;">celebérrimos</span> dirigentes sindicais</a>, nem para merecer especial atenção e <span style="font-size: large;">destaque</span> mediático (por exemplo, honras de abertura de telejornal)...</div>
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<a href="http://www.publico.pt/sociedade/noticia/policias-vao-buscar-passes-gratuitos-e-saem-com-notas-na-mao-1695515">(fonte, Público)</a><br />
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<em><span style="color: #990000; font-size: large;">"O polícia aproxima-se das bilheteiras empunhando a requisição que lhe dá direito a carregar o passe para o autocarro sem pagar. Quando recebe os papéis, a funcionária do guichet é lesta a abrir a caixa e a tirar as notas, que lhe entrega de forma dissimulada, dentro de um folheto informativo. Não carregou o título de transporte: limitou-se a entregar-lhe 89 euros, menos 20 do que o valor do passe a que o agente tem direito. </span></em></div>
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<em><span style="color: #990000; font-size: large;">É a sua comissão."</span></em></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiJBxDKRy_gNBaW00r2wis9Ou6FV5Cd3uJTdPZeMixBCX6Q83WPlgxP0UDqugepX1RqhLPZvtRmvj6tmsYxYWz0_5gxK8r1X8bAhkqUnu-bAMJBKD6r6fMI0sR3XbAP_hXTZUpeC-UMa4/s1600/psp_transporte.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiJBxDKRy_gNBaW00r2wis9Ou6FV5Cd3uJTdPZeMixBCX6Q83WPlgxP0UDqugepX1RqhLPZvtRmvj6tmsYxYWz0_5gxK8r1X8bAhkqUnu-bAMJBKD6r6fMI0sR3XbAP_hXTZUpeC-UMa4/s400/psp_transporte.jpg" width="400" /></a></div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com0tag:blogger.com,1999:blog-8674198745027978395.post-19514829264154282152015-05-12T16:28:00.003+01:002015-05-13T10:13:12.609+01:00Se Cavaco fosse de enviar sms intimidatórios a jornalistas, seria um político mais popular entre as redações da capital? <div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGdLz7yndnhNNwTzpfiNqmwb6PtJOgZTGGYu2JNzAXOWsarCE2WgxI-i_RV0-vD6fe26z_7wSkXsY3pxhz5pnYqdq3BPTIlAxjrW4x50qKXZplg9wpGCOP5-j3EE0OSxhA3KkZX4dTUgI/s1600/Costa+vs+Cavaco.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGdLz7yndnhNNwTzpfiNqmwb6PtJOgZTGGYu2JNzAXOWsarCE2WgxI-i_RV0-vD6fe26z_7wSkXsY3pxhz5pnYqdq3BPTIlAxjrW4x50qKXZplg9wpGCOP5-j3EE0OSxhA3KkZX4dTUgI/s400/Costa+vs+Cavaco.jpg" width="400" /></a></div>
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<span style="color: #444444;">Nas últimas semanas, tornou-se evidente uma das linhas <span style="font-size: large;">mestras</span> da estratégia política definida por Costa: malhar em Cavaco Silva e capitalizar votos à custa da “má imprensa” que rodeia o ainda PR. </span></div>
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<span style="color: #444444;"><br /> <a href="http://ionline.pt/388076?source=social"><span style="font-size: large;">“Costa. A troika em Portugal agora chama-se Portas, Passos e Cavaco”</span></a><br /><br /> </span><span style="color: #444444;"> <a href="http://observador.pt/2015/05/08/costa-diz-que-um-dia-se-percebera-porque-e-que-legislatura-foi-esticada/">“…esta legislatura tem sido <span style="font-size: large;">devidamente </span><span style="font-size: x-large;">esticada</span> [por Cavaco, leia-se] para que este Governo, à última da hora, possa fazer tudo aquilo que em desespero está a procurar fazer”.</a><br /><br /> </span><span style="color: #444444;"><br /></span></div>
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<span style="color: #444444;">Mas esta nova <span style="font-size: large;">estratégia </span>socialista, como em tantas <a href="http://jornalismoassim.blogspot.pt/2015/02/lembram-se-da-divida-da-madeira-ou.html">outras situações</a>, apoia-se em dois sólidos pilares: a <span style="font-size: large;">falta de memória</span> dos portugueses e a <span style="font-size: large;">cumplicidade </span>dos media para não fazer perguntas incómodas que desmontem a <span style="font-size: large;">narrativa</span> da ocasião.<br /> <br /><br />Já todos <span style="font-size: large;">esqueceram</span> que, em Julho de 2013, Cavaco Silva colocou nas <span style="font-size: large;">mãos do PS</span> a possibilidade de <a href="http://jornalismoassim.blogspot.pt/2013/07/and-now-for-something-completely.html">realização de eleições em Setembro de 2014</a>? Pena que <span style="font-size: large;">nenhum</span> jornalista se recorde disso e coloque a Costa a questão <em><strong><span style="color: #674ea7;">“Não foi um erro o PS ter <span style="font-size: large;">recusado</span> essa proposta?”</span></strong></em><br /><br /><br />Foi o PS de Seguro - <span style="font-size: large;">correção</span>, o PS de Soares, Almeida Santos, César, etc.. – e a<a href="http://jornalismoassim.blogspot.pt/2013/07/and-now-for-something-completely.html"> rejeição do célebre acordo com a maioria psd/cds</a>, que afastou o cenário de <span style="font-size: large;">eleições antecipadas</span> em Portugal. Foi há menos de 2 anos.<br /><br /><br />Suspeitou-se então e percebeu-se mais tarde, os “donos do PS” <span style="font-size: large;">nunca</span> deixariam Seguro chegar a PM por ser um “corpo estranho” (outra circunstância que nunca despertou a curiosidade das redações…) aos legítimos <a href="http://jornalismoassim.blogspot.pt/2015/03/relaxe-o-jornalismo-decidira-por-si.html"><span style="font-size: large;">donos</span> da república socialista</a> portuguesa.<br /><br /><br /><br /><strong><em><span style="color: #741b47;">Um socialista é <span style="font-size: large;">sempre uma vítima</span> dos malfeitores da “direita”…</span></em></strong><br /><br />Para finalizar, os <span style="font-size: large;">mesmos </span>que não quiseram a via para eleições antecipadas - num período que lhes seria bem mais <span style="font-size: large;">favorável</span> -, ainda têm a lata de acusar quem lhes deu essa possibilidade de “<span style="font-size: large;">esticarem</span> uma legislatura”, insinuando a existência de motivos <span style="font-size: large;">obscuros</span> que <a href="http://observador.pt/2015/05/08/costa-diz-que-um-dia-se-percebera-porque-e-que-legislatura-foi-esticada/">“alguém um dia perceberá”</a> mesmo quando esse ato eleitoral se vai realizar dentro do período <span style="font-size: large;">previsto </span>na lei e há semelhança de muitas outras legislativas no passado.<br /><br /><br />Num país civilizado, <span style="font-size: large;">em vez de colaborar</span>, uma comunicação social "a sério" estaria a <span style="font-size: large;">desmascarar</span> estes estratagemas manhosos. Por alguma razão, não saímos da cauda da Europa… (para já, valha-nos a Grécia!)<br /><br /><br /> <br /><br /><em><span style="color: #999999;">PS 1: Se, em vez de alguns meses, Cavaco Silva tivesse mais tempo de mandato pela frente, Costa nunca assumiria semelhante ataque (atitude, diga-se, tipicamente portuguesa… é “de homem” só afrontar alguém quando se tem a certeza que o seu poder está perto do fim). <br /><br />PS 2: Ao contrário do que possa parecer, não sou especial fã de Cavaco. Um doa maiores responsáveis pelo </span><a href="http://jornalismoassim.blogspot.pt/2013/10/reforma-do-estado-quem-ganha-e-quem.html"><span style="color: #999999;">regime centralista</span></a><span style="color: #999999;"> que por cá vigora.</span></em></span></div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com0tag:blogger.com,1999:blog-8674198745027978395.post-6054427857417890462015-05-09T13:00:00.002+01:002015-05-09T13:06:45.591+01:00E quando a maior ameaça à “liberdade de informação” parte dos próprios órgãos de comunicação social?<div style="text-align: justify;">
<span style="color: #444444;"><br />Várias notícias vão dando conta aos cidadãos dos <span style="font-size: large;">“perigos”</span> que a proposta de lei relativa à cobertura eleitoral, apresentada pela coligação psd/cds, representa…</span></div>
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<span style="color: #444444;"><br /><span style="font-size: large;">“<a href="http://www.publico.pt/politica/noticia/directores-editoriais-dizem-que-proposta-psdcds-ameaca-liberdade-de-informacao-1695010?frm=ult">Directores editoriais dizem que proposta PSD/CDS ameaça liberdade de informação”</a></span></span></div>
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<span style="color: #444444;"><br />Este título de uma <a href="http://www.publico.pt/politica/noticia/directores-editoriais-dizem-que-proposta-psdcds-ameaca-liberdade-de-informacao-1695010?frm=ult">notícia do Público</a>, traduz a <span style="font-size: large;">principal</span> ideia que tem sido avançada na agenda mediática sobre o assunto, a que se somam outras “ameaças”: <br /><br /><br /><em><span style="color: #674ea7;">“..a nova proposta de lei do PSD e CDS sobre a cobertura eleitoral <span style="font-size: large;">confunde</span> jornalismo e propaganda política, “mantém a tentação de <span style="font-size: large;">impor um freio</span> às redações” e ameaça a liberdade de informação.” </span></em><br /> <br /><br /><em><span style="color: #674ea7;">“Embora saúdem a eliminação de propostas “absurdas” da anterior versão, <span style="color: #666666;">[este trecho daria um péssimo título...]</span> como o visto prévio para planos de cobertura das eleições pelos órgãos de comunicação social, os directores editoriais consideram que o novo articulado da maioria “está ainda longe de garantir aos cidadãos a existência de um <span style="font-size: large;">jornalismo livre e independente</span> de restrições políticas e administrativas <span style="font-size: large;">inadmissíveis </span>em democracia”.</span></em><br /><br /><br />E quando a <span style="font-size: large;">confusão entre jornalismo e propaganda</span> política, parte dos<span style="font-size: x-large;"> próprios</span> órgãos de comunicação social? Que outra forma – sem a imposição de um conjunto <span style="font-size: large;">mínimo</span> de regras às redações - pode ser definido de forma a salvaguardar a <span style="font-size: large;">isenção e objetividade</span> de informação a que nós, cidadãos, temos direito<span style="font-size: large;">?</span><br /><br /><br /><span style="font-size: large;">Tomemos</span> o exemplo do Público (cujos critérios editoriais e de isenção, <a href="http://jornalismoassim.blogspot.pt/2013/03/o-jornaslimo-do-publico-ou-sera.html">já aqui abordamos</a> em outras ocasiões). Recorrendo a este <a href="http://blasfemias.net/2015/05/08/imprensa-cor-de-rosa-ou-seja-aquela-que-so-fala-da-sua-gente-gira-girissima/">post de Helena Matos</a>, não é difícil imaginar o que seria o dito “jornalismo <span style="font-size: large;">independente</span>” e que caminhos, em termos de “<span style="font-size: large;">pluralidade </span>de informação”, seriam trilhados caso a sua redação não tivesse de obedecer a <span style="font-size: large;">qualquer</span> regra ou requisito… </span></div>
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<span class="by-author"><span class="sep">by</span> <span class="author vcard"><a class="url fn n" href="http://blasfemias.net/author/helenafmatos/" rel="author" sl-processed="1" title="Ver todos os artigos de helenafmatos">helenafmatos</a></span> </span></div>
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<strong>Vitória de Hollande</strong></div>
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<a href="https://blasfemias.files.wordpress.com/2015/05/0005b249-5bf9-4a9d-8285-e6922d5641661.png" sl-processed="1"><img alt="0005b249-5bf9-4a9d-8285-e6922d5641661" class="alignnone size-medium wp-image-63223" height="300" src="https://blasfemias.files.wordpress.com/2015/05/0005b249-5bf9-4a9d-8285-e6922d5641661.png?w=239&h=300" width="239" /></a></div>
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<strong>Vitória de Rajoy</strong></div>
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<a href="https://blasfemias.files.wordpress.com/2015/05/68059172-86ed-4bf7-9891-b9f7d2819bce1.png" sl-processed="1"><img alt="68059172-86ed-4bf7-9891-b9f7d2819bce1" class="alignnone size-medium wp-image-63225" height="300" src="https://blasfemias.files.wordpress.com/2015/05/68059172-86ed-4bf7-9891-b9f7d2819bce1.png?w=233&h=300" width="233" /></a></div>
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<strong>Vitória do Syriza</strong></div>
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<a href="https://blasfemias.files.wordpress.com/2015/05/publico-20150126.jpg" sl-processed="1"><img alt="Publico-20150126" class="alignnone size-medium wp-image-63231" height="300" src="https://blasfemias.files.wordpress.com/2015/05/publico-20150126.jpg?w=241&h=300" width="241" /></a></div>
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<strong>Vitória de Cameron</strong></div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com0tag:blogger.com,1999:blog-8674198745027978395.post-68438286369978258672015-05-06T21:53:00.000+01:002015-05-06T21:53:09.543+01:00O Humor e o mindset “Esquerda boazinha Vs Direita maléfica”…<br />
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<span style="color: #444444;">Num recente artigo, Rui Ramos debruçou-se sobre o tema <a href="http://observador.pt/opiniao/porque-e-que-todos-os-humoristas-da-radio-e-da-televisao-sao-de-esquerda/">“Porque é que todos os humoristas da rádio e da televisão são de esquerda?”</a></span><br />
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<span style="color: #444444;"> </span><span style="color: #444444;">Em jeito de resposta a esta <span style="font-size: large;">interrogação</span>, deixo outra: </span></div>
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<span style="color: #444444;"><em><span style="color: #741b47; font-size: large;">Se, de uma forma <span style="font-size: x-large;">geral</span>, políticos, economistas, comentadores, historiadores, etc…, provenientes ou ligados ideologicamente à “esquerda”, gozam de uma benevolência, tolerância e escrutínio público completamente distintos dos que proveem da “direita”, porque raio haveria de ser <span style="font-size: x-large;">diferente</span> com os humoristas?!</span></em></span></div>
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<span style="color: #444444;">Alguns exemplos dessa <span style="font-size: large;">discrepância</span> no escrutínio mediático e tolerância (vulgo, <a href="http://jornalismoassim.blogspot.pt/2012/11/editorial.html">“Esquerda boazinha Vs Direita maléfica”</a>):</span></div>
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<li><span style="color: #444444;">Se, <span style="font-size: large;">em vez de</span> Obama, Bush fosse o Presidente dos EUA, o funcionamento de Guantánamo ao fim de anos e anos de promessas do seu fecho, teria o mesmo tratamento jornalístico / mediático que Obama beneficia?</span></li>
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<li><span style="color: #444444;">Se, <span style="font-size: large;">em vez de</span> Obama, Bush fosse o Presidente dos EUA, olhando ao barril de pólvora em que todo o Médio Oriente e parte de África se transformou, alguém duvida que veríamos – ao contrário do que sucede com Obama - na agenda mediática frequentes artigos a relacionar tal circunstância com o falhanço da política externa da Casa Branca nos últimos anos?</span></li>
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<li><span style="color: #444444;">BPN Vs BES: Do ponto de vista da proteção dos <span style="font-size: large;">contribuintes</span> e do <span style="font-size: large;">erário público</span>, alguém pode duvidar que o atual governador Carlos Costa atuou de forma incomparavelmente superior que Constâncio durante os anos em que a fraude do BPN se desenrolou? Assim sendo, porque vemos C. Costa ser <span style="font-size: large;">atacado todos os dias</span> enquanto Constâncio acabou por ser <span style="font-size: large;">premiado</span> com a vice-presidência do BCE?</span></li>
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<li><span style="color: #444444;">Previsões económicas: Qualquer <span style="font-size: large;">erro</span> deste Governo (lembram-se do Excel de Gaspar?) dá aso a um chorrilho de comentários sobre o seu irrealismo, fantasia, incompetência, etc., relativamente às suas projeções. Teixeira dos Santos e Sócrates, apresentavam Orçamentos com um <span style="font-size: large;">défice de 3%</span> que afinal eram <span style="font-size: x-large;">11%</span> ou <span style="font-size: x-large;">12%</span> e nenhum comentador ou jornalista fazia caso disso. </span></li>
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<span style="color: #444444;">Enfim, os exemplos são mais que <span style="font-size: large;">muitos </span>e as categorias <a href="http://jornalismoassim.blogspot.pt/2013/11/ainda-o-encontro-da-aula-magna.html">“filhos e enteados”</a> ou <a href="http://jornalismoassim.blogspot.pt/2015/03/o-que-passos-coelho-segundo-os-patronos.html">“daria um excelente escândalo se fosse para malhar na Direita...”</a>, mostram inúmeros casos desta <span style="font-size: large;">desigualdade de tratamento</span>, designadamente, diferente grau de escrutínio e a <span style="font-size: large;"><a href="http://jornalismoassim.blogspot.pt/2014/10/e-se-em-vez-de-costa-fosse-o-isaltino-o.html">tolerância jornalística</a></span> para com o agente político consoante este é de "<span style="font-size: large;">esquerda"</span> ou de <span style="font-size: large;">"direita" </span><span style="font-size: small;">(sempre entre aspas....). </span></span></div>
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<span style="color: #444444;"><span style="font-size: small;"> </span>Considerando este clima de hostilidade seletiva, <span style="font-size: large;">admiração</span>, seria constatar igual presença de humoristas de ambos os lados das "barricadas" ideológicas. No fundo é a <span style="font-size: large;">lei da oferta e da procura</span> a funcionar: Com semelhante <span style="font-size: large;">condicionamento</span> mediático, humor para ridicularizar a esquerda promete o mesmo sucesso comercial como ir vender mantas polares para as Caraíbas... (veem como "à direita" se faz humor?...) </span></div>
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<span style="color: #444444;"><span style="font-size: small;">Pessoalmente, não reconheço a existência de humor de “direita” e humor de “esquerda”, <span style="font-size: large;">apenas </span>bom e mau humor (sendo este subjetivo, claro). Coisa <span style="font-size: large;">diferente</span> é um humorista atacar políticos de uma área ideológica ou outra. E essa prática já se insere numa das armas de <span style="font-size: large;">guerrilha mediática</span> mais usadas por cá: <a href="http://jornalismoassim.blogspot.pt/2015/01/jose-rodrigues-dos-santos-mais-recente.html">não discutir a mensagem, mas o <span style="font-size: large;">mensageiro</span></a> (fragilizando-o). </span></span></div>
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<span style="color: #444444;"><span style="font-size: small;">Lembrar os casos de <span style="font-size: large;"><a href="http://jornalismoassim.blogspot.pt/2015/01/jose-rodrigues-dos-santos-mais-recente.html">Isabel Jonet, Fernando Ulrich <span style="font-size: small;">ou, mais recentemente, o ataque movido a</span> José Rodrigues dos Santos</a></span>. Personalidades que, por <span style="font-size: large;">opiniões</span> emitidas ou por <span style="font-size: large;">posições</span> assumidas que comprometem a <span style="font-size: large;">narrativa</span> de ocasião defendida pela <em><strong>inteligentsia</strong></em> <strong><em>de "esquerda",</em></strong> passam a <span style="font-size: large;">constar</span> de uma espécie de “lista negra” sendo, a partir daí, na <span style="font-size: large;">agenda mediática</span> e nas <span style="font-size: large;">redes sociais, <span style="font-size: small;">sujeitos</span></span> a todo o tipo de críticas e ataques <span style="font-size: large;">pessoais</span> sem se discutir a substância das suas ideias (a mensagem) ou o que defendem. </span></span></div>
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<span style="color: #444444;"><span style="font-size: small;"><br />No entanto, recorrendo a um caso real, para demonstrar a (falta de) <span style="font-size: large;">tolerância </span>para com o humor proveniente da área de “direita” e como é fácil ser objeto de uma <span style="font-size: large;">campanha de ódio</span> quando não se é adepto de ideologias de esquerda, sugiro a leitura de um <a href="http://economicofinanceiro.blogspot.pt/2015/05/a-minha-capa-no-jornal-i.html">post </a>que acaba por se interligar com o artigo de Rui Ramos. <br /><br />(já agora, aqui deixo a minha solidariedade ao <a href="http://economicofinanceiro.blogspot.pt/">autor e ao seu blog</a>, que visito regularmente…)</span></span></div>
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"<a href="http://economicofinanceiro.blogspot.pt/2015/05/a-minha-capa-no-jornal-i.html"><span style="font-size: large;">A minha capa no Jornal I</span></a></div>
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<strong><span style="color: red;">E não matei 5 peregrinos, que seria se o tivesse feito. </span></strong><br />
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<span style="color: #674ea7;"><em>O Pedro Reininho fez-me uma entrevista por e-mail com 8 perguntas que, na compreensível necessidade de vender papel, transformou numa capa sensacionalista.</em></span></div>
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<span style="color: #674ea7;"><em>A vida está difícil e eu, para ter os meus 15 minutos e fama, já sabia que me teria que sujeitar a isto.</em></span></div>
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<span style="color: #674ea7;"><em>Publico agora o que eu lhe disse para os estudiosos da comunicação social poderem comparar a fonte com a peça jornalística (ver, </em></span><a href="http://www.ionline.pt/artigo/389657/a-historia-do-professor-universitario-mais-odiado-de-portugal?seccao=Portugal_i" target="_blank"><span style="color: #674ea7;"><em>A história do professor mais odiado e Portugal</em></span></a><span style="color: #674ea7;"><em>).</em></span></div>
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<span style="color: #674ea7;"><em>(Só corrigi o erros ortográficos que seriam un 10, o que é pouco para o meu historial)</em></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEfaUzGdGzBEAtz9WiH3hk5gpwQd-W4D_kCNbWDdbvsG24fY070FZNA-cV5T5muaRHTRtARPHwFIFU_qEOaxNAIt4fn9dm03_Fz-hF01o_k20JBwm85ilnZzPDOxnX8uRY3UDo1Y_1hzI/s1600/Penso_e_existo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEfaUzGdGzBEAtz9WiH3hk5gpwQd-W4D_kCNbWDdbvsG24fY070FZNA-cV5T5muaRHTRtARPHwFIFU_qEOaxNAIt4fn9dm03_Fz-hF01o_k20JBwm85ilnZzPDOxnX8uRY3UDo1Y_1hzI/s320/Penso_e_existo.png" height="224" width="320" /></a></div>
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<strong><span style="color: blue;">1. Esperava a reacção que causou a mera menção ao seu nome, por parte do deputado Duarte Marques? Como interpreta aquele artigo de Francisco Louçã, em que recupera algumas das considerações que o senhor tem publicado no seu blogue?</span></strong></div>
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Como nota prévia, não conheço o deputado Duarte Marques nem ele me conhece e muito menos somos amigos. </div>
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O artigo do Louçã não me surpreendeu em nada e já o esperava há muito porque cada vez mais as batalhas políticas travam-se nos blogs. Mostrando eu no meu blog com números e factos que o denominado "outro caminho" anunciado pelos pensadores de esquerda é um embuste, uma história para adormecer criancinhas, sem qualquer viabilidade prática, não lhes sobraria mais do atacar o meu carácter. Pensaram que a palavra "pretalhada" seria a sua oportunidade.</div>
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<span style="color: blue;"><strong>2. A verdade é que, nesses artigos que tem vindo a publicar, emprega termos fortes ("pretalhada", "alienígenas", etc.) para referir-se às pessoas que têm tentado atravessar o Mediterrâneo para chegar à Europa. Até que ponto se trata de uma mera estratégia "comercial", um meio para conseguir mais "público" para os seus artigos?</strong></span></div>
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Não interessa chamar a um pobre "Ex.mo Sr. Pobre e Desgraçado" para, depois, o mandar embora sem esmola.</div>
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Essa minhas palavras são um grito de indignação. Agora que foram notadas, queria que o Louçã apresentasse uma solução minimamente credível para o problema das centenas de milhões de pessoas que, desde Moçambique ao Bangladesh passando pela Guiné-Bissau, levam vidas de extrema miséria. Não queria o discurso de que "a culpa é do grande capital" mas antes que fossem aos calhamaços de Economia estudar soluções práticas.</div>
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Em certa medida, as palavras são uma estratégia comunicacional, uma forma de gritar no meio da multidão dos blogs.</div>
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<strong><span style="color: blue;">3. O mesmo se pode dizer das teorias que apresenta para resolver o problema da SIDA, ou para o equilíbrio da Segurança Social. É um inconformado? Um irreverente? Como se define?</span></strong></div>
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Quando falei do abate sanitário como política para acabar com a SIDA também referi que essa política não só não resolveria o problema como ainda o agravaria. O seu uso pelo Louçã só prova a minha tese de que o pretendido não era discutir o problema da SIDA mas lançar um cortina de fumo sobre as incoerências do actual discurso da esquerda.</div>
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Eu sou, enquanto figura pública, uma criação do espaço público, livre e não moderado que os blogs materializam. É neste espaço que luto todos os dias para ser livre. Poderia escrever sobe anonimato como fazem, por exemplo, no Irão mas isso seria reconhecer de que não vivemos numa sociedade de livre pensamento. Seria tornar-me prisioneiro das pessoas que se acham as únicas com direito a pensar sobre a miséria que aflige o Mundo (mas que não pensam). </div>
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<strong><span style="color: blue;">4. Essa forma discursiva tem um preço: as adjectivações mais variadas de que é alvo. Incomodam-no?</span></strong></div>
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Não me incomodam nada porque, de facto, essas adjectivações não são sobre mim enquanto pessoa mas apenas enquanto personagem de um mundo virtual. Quando eu vou à farmácia, ao supermercado, ao café, ou caminhar à beira mar, nesses mundos não existe qualquer ligação com a minha personagem enquanto bloggista. </div>
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Cada vez mais as pessoas são multipolares, os momentos em que sou judoca, professor, bloggista, amante da natureza, etc. não se interceptam. Por exemplo, na aldeia onde vivi desde que me lembro até ir estudar para a universidade não sabem que eu sou professor universitário, pensam que eu não tenho emprego e que vivo à custa da reforma da minha mãe. </div>
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<strong><span style="color: blue;">5. Licenciou-se em Engenharia de Minas (em 1988, se não estou em erro). Porquê esta área?</span></strong></div>
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Quando eu, em 1983, me candidatei à Universidade escolhi Minas porque gostava das coisas da natureza e não precisava pensar na sua aplicação profissional porque os meus pais, tendo 6 filhos, não tinham recursos mínimos para que eu pudesse frequentar a universidade. Tive sorte de a minha mãe ter lutado para que eu tivesse uma bolsa de estudo. Eu, enquanto licenciado, sou um filho do Estado Social.</div>
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<strong><span style="color: blue;">6. É filiado nalgum partido?</span></strong></div>
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Não. Em termos políticos defino-me como um liberal e já votei no CDS, no PSD e no PS.</div>
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<span style="color: blue;"><strong>7. É o mais velho de três irmãos. Que importância tem a família? Tem filhos?</strong></span></div>
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Pedro, eu talvez cortasse esta pergunta porque não terá interesse.</div>
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Tenho 5 irmãos e não tenho filhos porque os homens não podem ter filhos. </div>
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<strong><span style="color: blue;">8. Porquê essa ausência de relação com telemóveis?</span></strong></div>
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Telefonar, receber telefonemas ou cartas e falar com pessoas causa-me mal estar. </div>
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Deve ser uma doença qualquer."</div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com1tag:blogger.com,1999:blog-8674198745027978395.post-29008516655809198732015-05-05T12:44:00.002+01:002015-05-05T12:44:20.714+01:00Aviso! O teor do sms para o Arménio, pode ferir a susceptibilidade dos mais sensíveis…<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIkAktOOe5QcbZB-43FisKoC-ki-Mmd8KEdA8aEk-iaH9V-lazAsfb3Xm1rniGlj9zxsrgZmbE_mc5Hwpxt96D9x7w3tNWSOBTPLbLtTmD2Reu905YycGU50rWlbSFrEhJKQ61nBWhU10/s1600/Armenio+tsu_ps.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="316" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIkAktOOe5QcbZB-43FisKoC-ki-Mmd8KEdA8aEk-iaH9V-lazAsfb3Xm1rniGlj9zxsrgZmbE_mc5Hwpxt96D9x7w3tNWSOBTPLbLtTmD2Reu905YycGU50rWlbSFrEhJKQ61nBWhU10/s400/Armenio+tsu_ps.jpg" width="400" /></a></div>
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<span style="color: #cc0000; font-size: x-large;"><strong><a href="http://www.sol.pt/noticia/389110">"A TSU do PS é mais favorável aos patrões do que a do PSD"</a></strong></span></div>
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<strong><span style="color: #444444; font-size: large;">Ao <span style="font-size: x-large;">contrário</span> de muitas outras ocasiões, esta declaração de Arménio Carlos <a href="http://jornalismoassim.blogspot.pt/2013/11/ainda-o-encontro-da-aula-magna.html">não mereceu a <span style="font-size: x-large;">atenção</span>, nem o <span style="font-size: x-large;">destaque</span></a>, necessários para figurar no alinhamento dos telejornais... <a href="http://jornalismoassim.blogspot.pt/2014/10/os-jornalistas-da-bola-serao-preguicosos.html">Critérios editoriais</a>, <span style="font-size: x-large;">claro!</span></span></strong></div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com0tag:blogger.com,1999:blog-8674198745027978395.post-6731308837570802362015-05-02T16:32:00.000+01:002015-05-02T16:39:40.523+01:00O silêncio dos media de grande audiência sobre o sms de Costa. Por onde andam os Charlies?! <strong><span style="color: #cc0000; font-size: large;"></span></strong><br />
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<span style="color: #444444;">Em Janeiro passado, durante a fase “Je suis <span style="font-size: large;">Charlie</span>”, publicou-se este post:<br /><br />“<span style="font-size: large;"><em><a href="http://jornalismoassim.blogspot.pt/2015/01/nao-me-lixem-voces-estao-cg-se-para.html">Quais são, afinal, os limites de tolerância do nosso jornalismo com aqueles que violam os valores da liberdade de expressão e imprensa?</a></em></span><br />…<br /><em><strong><span style="color: #674ea7;">Tenham vergonha!<br /><br />Vocês, enquanto afirmam à boca cheia que o desrespeito pela liberdade de imprensa é <span style="font-size: large;">incompatível</span> com a democracia - por razões de pura afinidade ideológica – são capazes de se aliarem à agenda dos que “se cagam para o segredo de justiça”, de se aliarem à estratégia dos que, com Sócrates, <span style="font-size: large;">calaram</span> alguns jornalistas e <span style="font-size: large;">condicionaram</span> outros, em suma, são capazes de colocar os interesses e a conveniência da "esquerda" (nomeadamente, os interesses de Costa e do PS) à frente dos tais direitos que dizem ser intocáveis e, <span style="font-size: large;">ativamente</span>, darem o vosso contributo para que essa gente volte ao poder!”</span></strong></em><br /><br /><br />Serve esta introdução para melhor enquadrar a <span style="font-size: large;">omissão</span> e o <span style="font-size: large;">silêncio</span> – à exceção do Expresso, órgão de comunicação onde escreve o visado, do Observador e de alguns blogs -, em torno deste <span style="font-size: large;">elucidativo</span> episódio sobre o próximo PM de Portugal (recorro, mais uma vez e com a devida vénia, ao <a href="http://impertinencias.blogspot.pt/2015/05/tirou-me-as-palavras-da-boca-coisas-que.html">Impertinente</a>…):<br /><br /> <em><span style="color: #674ea7;">"João Vieira Pereira, um jornalista com uma razoável independência de espírito, qualidade reconhecidamente pouco abundante na corporação, escreveu no dia 25 de Abril uma crónica com o título «</span></em><a href="http://expresso.sapo.pt/perigosos-desvios-do-ps-a-direita=f922395"><em><span style="color: #674ea7;">Perigosos desvios do PS à direita</span></em></a><em><span style="color: #674ea7;">» sobre o relatório "Uma década para Portugal", do qual, aliás, não faz uma apreciação negativa, nem menciona uma única vez António Costa, e onde escreveu:<br /><br />«Só que ao estilo PS. Nada como pedir a uns independentes que façam umas contas que não comprometem ninguém. Se correr bem o partido tinha razão. Se correr mal eram apenas umas ideias loucas de uns economistas bem-intencionados. Esta falta de coragem é a mesma que levou Sampaio da Nóvoa a avançar sozinho. Uma espécie de "vai andando que eu já lá vou ter". A política do tubo de ensaio. Cheia de falta de coragem e reveladora da ausência de pensamento político consistente.</span></em><em><span style="color: #674ea7;">»<br /><br />O retrato sem nome é tão rigoroso que o inominado enfiou a carapuça e tomou a iniciativa de lhe enviar um intimidatório </span></em><a href="http://observador.pt/2015/05/01/antonio-costa-envia-sms-polemico-a-diretor-adjunto-do-jornal-expresso/"><em><span style="color: #674ea7;">SMS</span></em></a><em><span style="color: #674ea7;">:</span><span style="color: #990000;">«Senhor João Vieira Pereira. Saberá que, em tempos, o jornalismo foi uma profissão de gente séria, informada, que informava, culta, que comentava. Hoje, a coberto da confusão entre liberdade de opinar e a imunidade de insultar, essa profissão respeitável é degradada por desqualificados, incapazes de terem uma opinião e discutirem as dos outros, que têm de recorrer ao insulto reles e cobarde para preencher as colunas que lhes estão reservadas. Quem se julga para se arrogar a legitimidade de julgar o carácter de quem nem conhece? Como não vale a pena processá-lo, envio-lhe este SMS para que não tenha a ilusão que lhe admito julgamentos de carácter, nem tenha dúvidas sobre o que penso a seu respeito. António Costa</span></em><em><span style="color: #674ea7;"><span style="color: #990000;">»</span> <br /><br />Se a crónica de João Vieira Pereira traça um retrato político do líder do PS, a resposta de Costa oferece-nos um retrato do seu carácter. São complementares, por assim dizer. "</span></em><br /><br /><br />Não vi <span style="font-size: large;">uma</span> referência a este caso em nenhum <span style="font-size: large;">telejornal</span>. <span style="font-size: large;">Não</span> encontrei nos noticiários daquela <a href="http://jornalismoassim.blogspot.pt/2014/04/comunicacao-social-verdadeira-oposicao.html">rádio de informação</a> sempre com linha direta às <span style="font-size: large;">indignações do dia,</span> qualquer referência ao assunto… </span></div>
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<span style="color: #444444;">É isto a <a href="http://jornalismoassim.blogspot.pt/2014/12/por-que-razao-continua-comunicacao.html">Censura por Omissão</a>. A<span style="font-size: large;"> imagem de Costa</span>, como se tem constatado em <a href="http://jornalismoassim.blogspot.pt/2015/03/relaxe-o-jornalismo-decidira-por-si.html">diversas ocasiões</a>, deve ser <span style="font-size: large;">protegida a todo o custo.</span><br /><br /><span style="font-size: large;">Imagine</span> só se fosse Passos ou algum dos seus ministros, a enviar semelhante sms…<br /><br /> <br /><a href="http://jornalismoassim.blogspot.pt/2014/09/corolario-da-esquerda-boazinha-vs.html">"Enfim, a comunicação social já escolheu o novo “querido líder”. Resta aos portugueses continuarem a ver e ouvir os comentadores do costume e lerem os escribas do costume, até que o poder volte a cair no colo dos predestinados…</a><br /><br /><a href="http://jornalismoassim.blogspot.pt/2014/09/corolario-da-esquerda-boazinha-vs.html">Tudo correrá pelo melhor e sem sobressaltos!"</a></span></div>
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<span style="color: #444444;"><br /></span><span style="color: #cc0000; font-size: large;"><strong>Com jornalismo assim, quem precisa de censura?...</strong></span></div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com0tag:blogger.com,1999:blog-8674198745027978395.post-7544125884629948232015-04-30T11:41:00.000+01:002015-04-30T17:15:56.131+01:00O que é que o Nóvoa tem?<div style="text-align: justify;">
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<span style="color: #444444;">Ligo a </span><span style="color: #444444; font-size: large;">televisão</span><span style="color: #444444;"> e lá estão </span><a href="http://www.tvi24.iol.pt/opiniao/constanca-cunha-e-sa/sampaio-da-novoa-a-esquerda-encontrou-o-seu-candidato">reportagens</a><span style="color: #444444;"> dando-me conta dos roteiros de Sampaio da Nóvoa. Abro os </span><span style="color: #444444; font-size: large;">jornais </span><span style="color: #444444;">e leio </span><a href="http://expresso.sapo.pt/candidatura-de-sampaio-da-novoa-pronta-a-avancar=f918388">notícias </a><span style="color: #444444;">gizadas na sequência de discursos de Sampaio da Nóvoa. Ligo a </span><span style="color: #444444; font-size: large;">rádio</span><span style="color: #444444;">, idem.</span></div>
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<span style="color: #444444;"><br /></span><span style="color: #444444; font-size: large;">Não</span><span style="color: #444444;"> existindo até agora apoios partidários declarados aos candidatos que, individualmente, tomaram a opção de avançar, </span><strong><span style="color: #cc0000;">que <span style="font-size: large;">critérios jornalísticos</span> justificam tamanha<span style="font-size: large;"> promoção </span><span style="font-size: x-large;">mediática</span> de Sampaio da Nóvoa</span></strong><span style="color: #444444;"> em relação (por exemplo) a </span><span style="color: #444444; font-size: large;">Henrique Neto</span><span style="color: #444444;"> e a </span><span style="color: #444444; font-size: large;">Paulo Morais</span><span style="color: #444444;"><span style="font-size: x-large;">?!</span><br /><br /></span><span style="color: #444444;">Estando até ao momento estes candidatos em </span><span style="color: #444444; font-size: large;">pé de igualdade</span><span style="color: #444444;"> (recorde-se, não existem ainda apoios partidários declarados), não deveria a comunicação social usar de critérios de</span><span style="color: #444444; font-size: large;"> imparcialidade e isenção</span><span style="color: #444444;"> no tratamento mediático?<br /><br /></span><span style="color: #444444;">Esta “</span><span style="color: #444444; font-size: large;">opção</span><span style="color: #444444;"> editorial” de selecionar o candidato presidencial a </span><span style="color: #444444; font-size: large;">impingir</span><span style="color: #444444;"> aos portugueses, serve a </span><span style="color: #444444; font-size: large;">estratégia de quem?</span><span style="color: #444444;"> </span><span style="color: #999999; font-size: x-small;">(... difícil, a resposta a esta questão, não é?)</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1GdFVbHaSJWzbzTrXlkw9TBTKamuG35-VbH2ZLfM2G7zyC_TJMXvAyw9iMCLTNidy50HrIsvbnoMZNcPaxoqF52qm5mtI3IvBv6oUu5hd_pMytuDTKTt7yBoyP7PYz2OeUVgaVUex8CU/s1600/S+N.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1GdFVbHaSJWzbzTrXlkw9TBTKamuG35-VbH2ZLfM2G7zyC_TJMXvAyw9iMCLTNidy50HrIsvbnoMZNcPaxoqF52qm5mtI3IvBv6oUu5hd_pMytuDTKTt7yBoyP7PYz2OeUVgaVUex8CU/s1600/S+N.jpg" height="350" width="400" /></a></div>
<span style="color: #444444;"><br /><span style="font-size: large;">Enfim,</span> como em tantas <a href="http://jornalismoassim.blogspot.pt/2015/02/finalmente-e-conhecida-uma-medida.html">outras ocasiões</a>, <span style="font-size: large;">em vez de </span><span style="font-size: x-large;">informar,</span> o Jornalismo prefere <span style="font-size: large;">decidir </span><span style="font-size: x-large;">por si</span> quais os candidatos a eleger… </span></div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com0tag:blogger.com,1999:blog-8674198745027978395.post-68084194580057192612015-04-27T15:06:00.001+01:002015-04-27T15:06:15.397+01:00É obrigatório que os cidadãos se indignem com Passos...<div style="text-align: justify;">
<br /><span style="color: #444444;">Por se tratar de um excelente <span style="font-size: large;">exemplo</span> do papel da comunicação social no <span style="font-size: large;">fabrico e alimentação de <span style="font-size: x-large;">indignações</span> </span>dirigidas a alvos bem definidos, voltámos a abordar a <a href="http://jornalismoassim.blogspot.pt/2012/11/a-arte-de-implantar-uma-ideia-fabula-da.html">"fábula da <span style="font-size: large;">emigração</span>"</a>.<br /> <br />Já aqui se demonstrou que frases <a href="http://jornalismoassim.blogspot.pt/2012/11/a-arte-de-implantar-uma-ideia-fabula-da.html"><span style="font-size: large;">recorrentes</span></a> na agenda mediática como <strong><em><span style="color: #990000;">“Primeiro ministro <span style="font-size: large;">mandou</span> portugueses emigrar”</span></em></strong> ou <em><strong><span style="color: #990000;">“Governo <span style="font-size: large;">convida</span> portugueses a emigrar”</span></strong></em>, eram (são) uma grosseira <span style="font-size: large;">distorção</span> e <span style="font-size: large;">manipulação</span> das declarações de PPC (que se referia a um caso bastante específico conforme pode ser visto<a href="http://jornalismoassim.blogspot.pt/2012/11/a-arte-de-implantar-uma-ideia-fabula-da.html"> aqui</a>). </span></div>
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<span style="color: #444444;"><span style="font-size: large;">Desta</span> vez - na melhor tradição estalinista - o <a href="http://jornalismoassim.blogspot.pt/2014/07/e-obrigatorio-que-os-cidadaos-se.html"><span style="font-size: large;">jornalismo de intriga</span></a> deu mais um pequeno passo e <span style="font-size: large;">reescreveu </span>a história, como se pode constatar neste <a href="http://blasfemias.net/2015/04/26/os-filhos-de/">post de Helena Matos...</a></span></div>
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<em><span style="color: #444444;">"EXPRESSO: </span></em><a href="http://expresso.sapo.pt/filha-de-salgueiro-maia-lamenta-ter-sido-convidada-a-sair-de-portugal-por-passos-coelho=f921796#ixzz3YRhkI3yX" sl-processed="1"><em><span style="color: #674ea7;">Filha de Salgueiro Maia lamenta ter sido “convidada” a sair de Portugal por Passos Coelho</span></em></a></div>
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<em><span style="color: #674ea7;"><span style="color: #444444;">PÚBLICO:</span> </span></em><a href="http://www.publico.pt/politica/noticia/filha-de-salgueiro-maia-no-luxemburgo-depois-de-convidada-a-sair-por-passos-coelho-1693706" sl-processed="1"><em><span style="color: #674ea7;">Filha de Salgueiro Maia no Luxemburgo depois de “convidada a sair” por Passos Coelho</span></em></a></div>
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<a href="https://www.youtube.com/watch?v=4lsADe90emc" sl-processed="1"><em><span style="color: #674ea7;">Como segundo a mesma <span style="font-size: large;">emigrou em </span><span style="font-size: x-large;">Março de 2011 </span></span></em></a><em><span style="color: #674ea7;">não se percebe se Passos a convidou pessoalmente a emigrar. Se foi sugestão, pensamentos cruzados… Com Passos Coelho à época na oposição dá que pensar como alguém seguiu o seu pensamento com tal fervor. É uma coisa nunca vista."</span></em></div>
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<span style="color: #444444;">Enfim...</span><br />
<a href="http://jornalismoassim.blogspot.pt/"><span style="color: #cc0000; font-size: x-large;"><strong>Com jornalismo assim, quem precisa de censura?...</strong></span></a> <br />
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<strong><em><span style="color: #20124d; font-size: large;">Felizmente, já falta pouco para as eleições...</span></em></strong></div>
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<span style="color: #444444;">A partir de Novembro, palpita-me. o olhar do jornalismo sobre a emigração será diferente. Passaremos a ouvir, ler e ver, algo do género: </span></div>
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<span style="color: #444444;"><span style="color: #674ea7;"><em><strong>Esta emigração nada tem a ver com a emigração dos anos 60 e 70!</strong></em></span> (já vejo <a href="http://jornalismoassim.blogspot.pt/2013/05/da-imparcialidade-ideologica-do.html">Adão e Silva</a>...)</span></div>
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<span style="color: #674ea7;"><strong><em>Hoje, há muitos portugueses que emigram por opção! O seu mundo já não se confina às nossas exíguas fronteiras. Hoje um português é um cidadão do mundo!</em></strong></span><span style="color: #444444;"> </span></div>
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Pf Costa, vem <span style="font-size: large;">rápido!</span> (se mantiveres a boca fechada, ajuda...) <br />
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Antecipem-se as eleições, façam qualquer coisa. Quero voltar a ver notícias positivas, já não se aguenta este clima deprimente...<br />
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com1tag:blogger.com,1999:blog-8674198745027978395.post-56930353421404296002015-04-23T11:11:00.000+01:002015-04-23T15:26:18.921+01:00É funcionário público e vê o Estado como o grande motor económico? Não hesite, vote António Costa…<br />
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<span style="color: #444444;">Os <span style="font-size: large;">12 escolhidos</span> de Costa (já vi isto em qualquer lado…), elegeram como grande <span style="font-size: large;">prioridade</span> a reposição dos cortes na função pública e o fim da sobretaxa de IRS. Chamam-lhe o <span style="font-size: large;">“fim da austeridade”</span>. </span></div>
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<a href="http://www.publico.pt/economia/noticia/economistas-do-ps-propoem-imposto-sobre-herancas-acima-de-um-milhao-de-euros-1693137?page=-1"><img alt="http://www.publico.pt/economia/noticia/economistas-do-ps-propoem-imposto-sobre-herancas-acima-de-um-milhao-de-euros-1693137?page=-1" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfL7MekPK5hP03PREKT5WONgb2s1sufIhJniYE1k4DZOhZTDdtRdYnGYj-gHmuaPNN6fc3AQCv5Ajr0haFtMJnYVb_cHs8BXOONjClTciiGJceaG-INt9NVDe0Wq_qBrIoNcwMvys5dhs/s1600/Ag+decada.jpg" height="285" width="400" /></a></div>
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<span style="color: #674ea7; font-size: x-small;"><em>“Para além de Mário Centeno, fazem parte do grupo de trabalho Paulo Trigo Pereira (ISEG), Sérgio Ávila (vice-presidente e secretário das Finanças do Governo Regional dos Açores), Manuel Caldeira Cabral (Universidade do Minho), Vítor Escária (ISEG e ex-assessor de José Sócrates), Elisa Ferreira (eurodeputada do PS), João Galamba (do Secretariado de Costa), João Leão (ex-director-geral do Gabinete de Estratégia e Estudos do Ministério de Economia), João Nuno Mendes (Comissão Política do PS), Fernando Rocha Andrade (Universidade de Coimbra) e Francisca Guedes de Oliveira (Universidade Católica do Porto).”</em></span></div>
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<span style="color: #444444;">Evidentemente, esta opção é <span style="font-size: large;">totalmente</span> alheia à circunstância a eles próprios terem o Estado como entidade patronal! </span></div>
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<span style="color: #444444;">Estou certo que, se grupos de economistas oriundos do sector privado fossem chamados a pronunciar-se, a prioridade seria <span style="font-size: large;">unânime:</span> a restituição, mediante a subida da despesa pública suportada pela generalidade dos <span style="font-size: large;">contribuintes</span>, do poder de compra dos funcionários públicos. <br /> <br /><br />Muito se tem falado sobre a <span style="font-size: large;">credibilidade</span> do cenário macroeconómico apresentado pelos socialistas. Logicamente, os políticos da atual maioria têm criticado a credibilidade do mesmo, mas, é possível aferir o<span style="font-size: large;"> grau</span> de confiança a ter nos pressupostos através do <span style="font-size: large;">critério dos próprios</span> socialistas. <br /><br /><br />Foi recentemente que o governo apresentou as suas previsões económicas para o período 2015 – 2019:<br /><br /><a href="http://www.noticiasaominuto.com/economia/375177/crescimento-revisto-em-alta-para-1-6-este-ano-e-1-5-em-2016">“Quanto às previsões para <span style="font-size: large;">2016</span>, o Governo antecipou no Documento de Estratégia Orçamental (DEO), apresentado em abril do ano passado, que a economia portuguesa deveria crescer <span style="font-size: large;">1,7%</span> no próximo ano.”</a><br /><br /><br /><span style="font-size: large;">Ora,</span> <span style="color: #990000;">os <span style="font-size: large;">mesmos</span></span> que, relativamente a previsões do Governo que apontam um <span style="font-size: large;">crescimento de </span><span style="font-size: x-large;">1,7%</span>, as classificam de <span style="font-size: large;">“irrealistas”, “fantasiosas”, “excessivamente otimistas”</span>, etc.. <a href="http://jornalismoassim.blogspot.pt/2014/12/da-presuncao-de-inocencia-nas-previsoes.html">(enfim, o habitual…)</a>, <span style="color: #990000;">são os <span style="font-size: large;">mesmos</span></span> que, no seu cenário macroeconómico do <span style="font-size: large;">credibilíssimo</span> “Uma Década para Portugal”, estimam um crescimento de… <span style="font-size: x-large;">2,6%!</span><br /> <br />Note, este partido que vê Portugal a crescer 2,6% para o ano <span style="font-size: large;">é o mesmo</span> que, todos os dias, <span style="font-size: large;">culpa</span> um governo “obcecado com a austeridade” pela <span style="font-size: large;">crise</span> que o país (ainda) atravessa. <span style="font-size: large;"></span></span></div>
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<span style="color: #444444;"><span style="font-size: large;">Governo</span> esse que, recorde-se, governará praticamente até ao final de 2015... Que magia, que <span style="font-size: large;">milagre</span>, terá sido revelado aos 12 escolhidos de Costa, para afirmarem que <span style="font-size: large;">logo</span> em 2016 existirá um crescimento do PIB de 2,6%?!... <br /><br /> </span><span style="color: #444444;"><br /><span style="color: #cc0000; font-size: large;"><strong><em>Enfim, o tuga engole tudo…</em></strong></span><br /><br />Só para recordar outros estudos e/ou medidas com a <span style="font-size: large;">chancela de credibilidade</span> da <strong>Escola de Economia do Largo do Rato</strong>:<br /><br /><a href="http://jornalismoassim.blogspot.pt/2013/03/justica-portuguesa.html"><strong><span style="font-size: large;">“SCUT – As autoestradas que se pagam a si próprias”</span></strong></a></span><br />
<span style="color: #444444;"><br /><a href="http://jornalismoassim.blogspot.pt/2015/01/aviso-post-com-associacao-absolutamente.html"><strong><span style="font-size: large;">“O TGV é um projeto auto-sustentável”</span></strong></a><br /><br /> </span><span style="color: #444444;"><br /><a href="http://jornalismoassim.blogspot.pt/2013/10/os-amigos-da-banca-e-direita.html"><span style="font-size: large;"><strong>“A nacionalização do BPN, não custará um cêntimo aos contribuintes.”</strong></span></a></span><span style="color: #444444;"><br /><br /><a href="http://jornalismoassim.blogspot.pt/2014/01/as-renovaveis-os-estaleiros-e-o.html"><span style="font-size: large;"><strong>“Investir em energias renováveis, para colocar Portugal na linha da frente da” economia verde".</strong></span></a><br /><br /> </span></div>
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Anonymoushttp://www.blogger.com/profile/00073059915625536954noreply@blogger.com6tag:blogger.com,1999:blog-8674198745027978395.post-45596115901123747482015-04-20T12:36:00.001+01:002015-04-20T12:38:24.440+01:00Combustíveis… o que precisávamos, mesmo, era de informação simples, sem aditivos.<div class="separator" style="clear: both; text-align: justify;">
<span style="color: #444444;">Não me considero um individuo de memória prodigiosa, mas </span><span style="color: #444444; font-size: large;">lembro-me</span><span style="color: #444444;"> bem de reportagens nos telejornais que davam conta aos cidadãos que as diferenças entre combustíveis low-cost e os combustíveis aditivados (ou premium), eram muito </span><span style="color: #444444; font-size: large;">duvidosas</span><span style="color: #444444;"> apesar de significativa diferença de preço. </span></div>
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<span style="color: #444444;"><a href="http://www.tvi24.iol.pt/economia/dinheiro-pessoal/deco-gasoleo-e-todo-igual-do-low-cost-ao-premium"><span style="font-size: large;">Eu</span> ainda sou do tempo em que os combustíveis <span style="font-size: large;">low-cost</span> e <span style="font-size: large;">premium</span>, eram <span style="font-size: large;">todos</span> <span style="font-size: x-large;">iguais</span>…</a><br /><br /><br />O <span style="font-size: large;">tom</span> dessas reportagens podia resumir-se, mais ou menos, nesta <span style="font-size: large;">ideia </span>chave: as empresas petrolíferas andam a vender “<span style="font-size: large;">gato por lebre</span>”, o cidadão a ser <span style="font-size: large;">enganado</span> e o governo não fazia <span style="font-size: large;">nada</span> em relação ao assunto!</span></div>
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<span style="color: #444444;">Enfim, mais <span style="font-size: large;">uma</span> (entre <a href="http://jornalismoassim.blogspot.pt/2014/07/e-obrigatorio-que-os-cidadaos-se.html">tantas outras</a>...) <span style="font-size: large;">razão</span> para os portugueses se sentirem <span style="font-size: large;">indignados </span><span style="font-size: small;">com o governo...<br /><br />Parece que o Governo quis fazer <span style="font-size: large;">qualquer </span>coisa e obrigou essas empresas a disponibilizar em todos os postos os combustíveis sem aditivos, agora ditos “combustíveis simples”. Nem quero aqui tratar as vantagens / desvantagens de mais esta medida implementada pelo governo - unanimemente - mais <span style="font-size: large;">ultra-neo-mega-liberal</span> de sempre.<br /><br /> Não posso é deixar de <span style="font-size: large;">notar</span> o seguinte: de repente, vendo os<span style="font-size: large;"> <span style="font-size: x-large;">mesmos</span> telejornais</span>, fico a saber que:</span></span><br />
<span style="color: #444444;"><span style="font-size: small;"><br />- os tais “combustíveis aditivados” têm, <span style="font-size: large;">afinal</span>, <a href="http://www.tvi24.iol.pt/videos/economia/combustivel-simples-ou-aditivado/5530fa0e0cf28ed9ef1d49b7/1">indiscutíveis vantagens!</a> Não se sabe porque motivo, na altura do estudo da DECO, ninguém os procurou, mas, <span style="font-size: large;">hoje</span>, os jornalistas já conseguem encontrar técnicos que não deixam <span style="font-size: large;">dúvidas</span>: “<a href="http://www.tvi24.iol.pt/videos/economia/combustivel-simples-ou-aditivado/5530fa0e0cf28ed9ef1d49b7/1">os aditivos proporcionam <span style="font-size: large;">maior</span> rendimento</a>”;<br /><br /><br />- outro aspeto que as reportagens não deixam de <span style="font-size: large;">salientar</span>, reside na circunstância de as diferenças de preço não serem as esperadas, ficando “<span style="font-size: large;">aquém </span>das expectativas”. Curioso é constatar que, enquanto subidas de 1 ou 2 cêntimos, causam indignação, pelos vistos, <a href="http://sicnoticias.sapo.pt/economia/2015-04-17-Diferenca-de-poucos-centimos-nos-combustiveis-simples-e-aditivados-da-BP">descidas de 5 cêntimos são uma tremenda desilusão…</a></span></span><span style="color: #444444;"><br /><br />Enfim, <span style="font-size: large;">não adianta</span>… este Governo <strong><span style="color: #cc0000; font-size: large;">“não dá uma para a caixa!”.</span></strong> </span></div>
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