tag:blogger.com,1999:blog-9967140416276500872023-11-16T14:37:28.762+00:00Finanças PúblicasMarco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comBlogger390125tag:blogger.com,1999:blog-996714041627650087.post-35292641733659467102016-12-01T00:15:00.000+00:002016-12-01T00:16:46.840+00:002 mitos orçamentais <br />
<b>1) Se a receita subiu é porque houve um aumento de impostos</b><br />
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Vamos ver os dados (execução orçamental de Outubro, da DGO, dados oficiais, clicar para ver em tamanho maior)<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJvxgs0cVAqianbxzABxBrDeR7nrJuyHrsSJzIYmhQyZ-8_v29uwN5ZeQVPk1xMYFvkgU20l4YmhUQoVwlBHYJoKSkotHpZLBDY1Qv08-suWnHQl-yuEj9PirKrTsCRPZgH5MjV-gr1N4I/s1600/receita.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJvxgs0cVAqianbxzABxBrDeR7nrJuyHrsSJzIYmhQyZ-8_v29uwN5ZeQVPk1xMYFvkgU20l4YmhUQoVwlBHYJoKSkotHpZLBDY1Qv08-suWnHQl-yuEj9PirKrTsCRPZgH5MjV-gr1N4I/s400/receita.jpg" width="400" /></a></div>
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Os impostos directos caem 813 milhões, compensado por um aumento de 842 milhões de impostos indirectos. Foi esta a opção política que o Governo assumiu.<br />
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Como os impostos indirectos dependem do andamento da Economia, o desempenho do PIB acima do esperado explica parte do aumento de receita nestes impostos, o remanescente é de aumentos de taxas, especialmente no ISPP. Em compensação, a taxa do IVA na restauração baixou, sem que isso tenha comprometido a receita total do imposto.<br />
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Ora esta diferença de 29 milhões de euros não explica, nem de longe, a evolução da receita, que cresce quase 1000 milhões de euros.<br />
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De onde vem o resto? Mais de metade vem da recuperação do emprego, que aumenta automaticamente as receitas da Segurança Social (e baixa a despesa social) e o resto, no esssencial, das transferências correntes.<br />
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No bolso da maioria dos portugueses os impostos pesaram mais ou menos? Menos. É a conclusão mais acertada.<br />
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<b>2) O défice desce porque há pagamentos em atraso cada vez maiores</b><br />
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Não é exactamente assim tão simples. Sim, os pagamentos em atraso estão ligeiramente acima do ano anterior, mas longe de estarem fora de controlo. E o aumento nominal é inferior a 200 milhões de euros, muito menos do que a redução do défice neste momento. Estamos a falar de mínimas décimas do défice.<br />
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Além disso, o passivo financeiro da Administração Pública dá garantias adicionais de uma situação sob controlo, estando mais de 500 milhões de euros abaixo do ano anterior. É sabido que os passivos não financeiros traduzem as obrigações presentes provenientes de acontecimentos
passados, cuja liquidação se espera que resulte num exfluxo de recursos do Estado.<br />
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Por fim, a execução deste ano tem vencer um diferencial de mais de 800 milhões de euros de reembolsos que, no ano anterior, e em contexto eleitoral, foram pagos com atraso ou deixados para este ano.<br />
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É que os pagamentos em atraso a fornecedores estavam o ano passado em menos de 200 milhões, mas os reembolsos em atraso aos contribuintes estavam 886,5 milhões acima. Quem maquilhou as contas? Cada um que avalie por si.<br />
<br />Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-10857233248978467402016-09-29T15:46:00.000+01:002016-09-29T15:46:17.609+01:00A macro vai nua<br />
[Expresso, <a href="http://leitor.expresso.pt/#library/expresso/semanario2291/economia-2291/opiniao/marco-capitao-ferreira" target="_blank">Caderno de Economia</a>]<br />
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<span style="font-family: inherit;">Paul Romer publicou por estes
dias um artigo intitulado “The trouble with macroeconomics” no qual, com igual
mestria no uso do rigor técnico e do humor, desfaz, de uma vez, os defensores
de modelos macroeconómicos com nomes tão apelativos como “RBC” ou os seus
sucessores envergonhados, os “DSGE”.<o:p></o:p></span></div>
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<span style="font-family: inherit;"><br /></span></div>
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<span style="font-family: inherit;">Se não percebeu nada, não faz
mal. A aparente complexidade e deliberada opacidade destes modelos serve
precisamente o propósito de disfarçar a sua inerente e irremediável inutilidade.
São usados, dizem-nos, para “prever” o andamento da Economia. <o:p></o:p></span></div>
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<span style="font-family: inherit;">Pior, foram muitas vezes usados
para validar ou invalidar determinadas opções de política orçamental e
económica. Em Portugal, este tipo de modelos e a sua utilização ficaram conhecidos
como o Excel do Gaspar. Se se recordam, qualquer semelhança entre as previsões
ali feitas e a realidade foram mera coincidência.<o:p></o:p></span></div>
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<span style="font-family: inherit;">A razão, já o sabíamos, é que estes
e outros “modelos” do género são incapazes de (re)conhecer a realidade, feridos
de morte pela sua falta de cientificidade, mal disfarçada pelo uso extensivo de
pseudo complexas fórmulas matemáticas, as quais, uma vez espremidas, não são
mais do que um exercício de pura especulação ao nível da astrologia (a qual,
não por acaso, também se socorre de pretensos cálculos complexos, apenas
acessíveis a uns poucos iniciados).<o:p></o:p></span></div>
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<span style="font-family: inherit;"><br /></span></div>
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<span style="font-family: inherit;">Paul Romer não é o primeiro a
dizê-lo, mas é uma voz importante, não tanto por ser um académico respeitado,
com dezenas de artigos publicados, tendo passado pelas Universidades de
Chicago, Berkeley, Stanford e Nova Iorque, mas porque acaba de ser nomeado para
economista-chefe do Banco Mundial. O que era dito apenas por pessoas
deliberadamente mantidas fora do circuito “certo” do pensamento macroeconómico
(outro aspecto que o artigo trata de forma superior) é agora trazido para o
mainstream. <o:p></o:p></span></div>
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<span style="font-family: inherit;"><br /></span></div>
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<span style="font-family: inherit;">Talvez agora se possa voltar a
dizer que a Economia não se faz de e para fórmulas abstractas, mas de e para as
pessoas. Porque, no fim, se uma Economia não serve as pessoas (a maioria das pessoas),
serve para quê?<o:p></o:p></span></div>
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<span style="font-family: inherit;"><br /></span></div>
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<span style="font-family: inherit;">Do ponto de vista das Finanças Públicas, que
é o meu, isto permite que as voltemos a pensar como Sousa Franco as via: “<i>verdadeiro termómetro das </i>r<em><span style="background: white; color: #222222;">elações concretas entre o poder e a sociedade que o integra,
bem como das tarefas que esta leva o poder a desempenhar, e do modo como os
grupos, estratos ou classes sociais se situam perante o poder, beneficiando dos
seus gastos ou suportando o respectivo custo</span></em><em><span style="background: white; color: #222222; font-style: normal;">”. <o:p></o:p></span></em></span></div>
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<em><span style="background: white; color: #222222; font-style: normal;"><span style="font-family: inherit;"><br /></span></span></em></div>
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<em><span style="background: white; color: #222222; font-style: normal;"><span style="font-family: inherit;">Já não era pouco. Devíamos pensar
nisso.</span></span></em><i><o:p></o:p></i></div>
Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-89379303168456474092016-09-29T15:42:00.002+01:002016-09-29T15:42:40.995+01:00Um País diferente. Para pior<br />
[<a href="http://expresso.sapo.pt/blogues/bloguet_economia/blogue_econ_alexandre_abreu/2016-09-21-Um-pais-diferente.-Para-pior" target="_blank">expresso on-line</a>]<br />
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Já se sabia. O País é, hoje, um País diferente do que era há alguns anos atrás. Os dados que vão sendo conhecidos, os famigerado números, vão como sempre fazem, dando uma visão parcial e incompleta do que se passou. Ainda assim, melhor que a cegueira total. O Expresso<a href="http://expresso.sapo.pt/sociedade/2016-09-19-FFMS-lanca-Portugal-Desigual-em-parceria-com-o-Expresso-e-a-SIC" style="border: 0px; box-sizing: inherit; color: #015782; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;">publicou</a>, há dias, com base num <a href="http://portugaldesigual.ffms.pt/" style="border: 0px; box-sizing: inherit; color: #015782; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;">estudo</a> da FFMS, alguns desses números.</div>
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Num parágrafo? A crise pesou mais em quem menos tem, somos hoje um País mais desigual, e quem vive do seu trabalho vive cada vez pior.</div>
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Como adverte Eduardo Paz Ferreira <em style="border: 0px; box-sizing: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">“A aceitação da desigualdade foi-se instalando no pensamento económico e na prática política dominantes, conduzindo-nos à dramática crise de 2007-2008 […]. A crise levou a que muitos pensassem que se abria uma oportunidade para […] construir sociedades mais justas. Nada de mais errado: […] nada foi feito para corrigir as injustiças sociais.”</em> (<em style="border: 0px; box-sizing: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">in</em> “<a href="http://www.presenca.pt/livro/por-uma-sociedade-decente/" style="border: 0px; box-sizing: inherit; color: #015782; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;">Por uma Sociedade Decente</a>”, p. 41).</div>
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Noutra altura a confirmação do que muitos foram afirmando estar a acontecer levantaria um coro de protestos e uma discussão acesa sobre que sociedade temos e que sociedade queremos ter.</div>
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Ao invés, boa parte do País passou a semana ocupado com a injustiça de um imposto sobre quem detém património de valor elevado, isto é, com Valor Patrimonial Tributário acima de um milhão de Euros (ou metade disso, consoante quem se ouça) e se isso não seria castigar a classe média.</div>
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Seria cómico se não fosse trágico. A única definição de classe média compatível com esta posição populista e demagógica é a célebre de um dirigente do PSD que demonstrou porque é que, com 10.000€ de salário, seria complicado a um casal viver (vale sempre a pena <a href="https://www.youtube.com/watch?v=8ZAmTTpqstk" style="border: 0px; box-sizing: inherit; color: #015782; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;">rever</a> os 57 segundos em causa). Isto no país onde cerca de 3 milhões de agregados familiares não ganha isso … por ano. Maior alienação seria difícil.</div>
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Enquanto isso os sempre inoportunos números, neste caso do Eurostat, lembram que 2,88 milhões de pessoas estavam em risco de pobreza em Portugal no ano passado, um número bastante superior ao de 2008. Andámos, para trás, a passo de corrida. Surpreendidos? Só os mais distraídos.</div>
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Desde o ano passado que se <a href="https://www.dinheirovivo.pt/economia/crise-tirou-36-mil-milhoes-aos-salarios-e-deu-26-mil-milhoes-ao-capital/#sthash.lB87P6L1.dpuf" style="border: 0px; box-sizing: inherit; color: #015782; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;">sabe</a> que, pelo menos, 3,6 mil milhões de euros desapareceram do rendimento do trabalho enquanto a remuneração de capital aumentou em 2,6 mil milhões de euros.</div>
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Esta significativa (que acreditamos poder estar subestimada) transferência de riqueza do trabalho para o capital teria que se reflectir nos demais indicadores. Aqui os temos. Dúvidas esclarecidas.</div>
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Enquadramento político à parte (e muito haveria a dizer) há uma consequência importante a retirar, e desde já, economias mais desiguais crescem menos.</div>
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Não que isso interesse àqueles cuja fatia de riqueza aumenta mesmo quando o tamanho do bolo da Economia diminui. Deveria, contudo, interessar bastante a todos os outros, e a quem se preocupe com algo mais do que com a sua finita existência.</div>
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E esses todos os outros somos uma imensa maioria. Só temos de deixar de aceitar a desigualdade como uma fatalidade. Se possível, hoje.</div>
Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-52336959263785458042016-09-29T15:40:00.004+01:002016-09-29T15:40:59.712+01:00Yes, Minister<br />
[originalmente no <a href="http://expresso.sapo.pt/blogues/bloguet_economia/blogue_econ_alexandre_abreu/2016-09-28-Yes-Minister" target="_blank">Expresso de 28.09</a>]<br />
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Depois de ter anunciado que o diabo chegaria em setembro (e de setembro já pouco resta) o PSD foi confrontado com dados de execução orçamental nada consentâneos com a mensagem que estava a ser passada, a de que vinha aí um descontrolo das contas públicas.</div>
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Talvez por desespero, no PSD passou-se à fase de acusar<a href="http://expresso.sapo.pt/politica/2016-09-27-PSD-acusa-Centeno-de-falsear-dados-da-execucao-orcamental" style="border: 0px; box-sizing: inherit; color: #015782; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;" target="_blank">“[Mário] Centeno de “falsear” dados da execução orçamental”</a>. Se a mensagem não convém, mate-se o mensageiro. A golpes de demagogia.</div>
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Esta acusação foi logo replicada levianamente, entre outros, por<a href="https://twitter.com/DuarteMarques/status/780739841336152064" style="border: 0px; box-sizing: inherit; color: #015782; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;" target="_blank">Duarte Marques</a>, nada que surpreenda neste defensor acérrimo da ida de Durão Barroso para a Goldman Sachs, que despachou as críticas públicas de François Hollande com um lapidar “<a href="http://www.dn.pt/portugal/interior/durao-barroso-em-silencio-perante-ataque-de-francois-hollande-5286162.html" style="border: 0px; box-sizing: inherit; color: #015782; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;" target="_blank">É o que faltava agora um socialista francês a dar lições de moral</a>”. Deixou, contudo, por esclarecer se a ilegitimidade de Hollande é por ser francês, por ser socialista, ou uma mescla das duas (e em que proporção). Neste caso falou apenas de pagar o que se deve, adicionando um tom populista a uma acusação demagógica.</div>
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Vão para nota de rodapé as considerações substantivas que tal merece (1), porque o ponto hoje não é esse. O ponto é este: não é Mário Centeno que prepara as dezenas de páginas que refletem os dados da execução orçamental.</div>
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Na ânsia de matar o mensageiro o PSD cria danos colaterais importantes. Desde logo a Direção-Geral do Orçamento, os seus serviços, dezenas e dezenas de servidores do Estado, e a sua responsável máxima, no caso, Maria Manuela dos Santos Proença, diretora-geral do Orçamento.</div>
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Convém ainda lembrar que estes dados são acompanhados a par e passo, por estes dias, entre outros, pela Comissão Europeia, o FMI, o BCE, duas autoridades estatísticas, a UTAO e o Conselho de Finanças Públicas.</div>
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Ora, para além de ser preciso não conhecer – de todo – a diretora-geral para a imaginar a responder a um pedido de adulterar as contas públicas com um singelo e subserviente “<em style="border: 0px; box-sizing: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Yes, Minister</em>” este é um assassinato de carácter gratuito, e muito perigoso, dela e daqueles que ela dirige.</div>
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Em abstrato o regime de nomeação dos titulares de cargos de topo na administração criado pelo PS e muito refinado pelo PSD é um desastre de proporções épicas sob vários pontos de vista: as escolhas não são políticas, mas muitas são políticas, a CRESAP serve apenas para legitimar o anteriormente escandaloso, e os mandatos por cinco anos significam que um Governo pode ter uma administração de topo politizada e hostil, recebida de herança. Na ânsia de irmos para o modelo Inglês, com uma administração com dirigentes independentes do poder político (realidade não isenta de defeitos, como a série que deu nome a este texto divertidamente ilustra) ficámos com o pior de dois mundos: não há garantia de escolha apolítica mas temos prazos longos de mandato. Muito típico do nosso país.</div>
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No caso da dirigente em causa, seria de esperar que fosse respeitada pela sua independência estatutária. Mais não fosse porque a insinuar-se, por absurdo, que ela teria sido uma escolha política encapotada, capaz de sacrificar o seu exercício do cargo e serviço ao país a ditames partidários menores, tais seriam, obviamente, os de quem a nomeou … o Governo PSD. Duas vezes. Por Vítor Gaspar em Janeiro de 2012 e por Maria Luís Albuquerque, em Junho de 2014.</div>
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Pelo caminho, os senhores deputados usam como carne para canhão da demagogia política os dirigentes e serviços da Administração Pública. Não é propriamente a primeira vez, mas a repetição só agrava a conduta.</div>
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Num tempo em que ser Funcionário Público por vezes parece pecado, lançar acusações desta gravidade é contribuir para desvalorizar ainda mais o exercício de cargos que, já agora, são menos bem remunerados do que a média do mercado privado paga para as mesmas responsabilidades.</div>
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Qualquer dia o Estado não consegue recrutar ninguém com mérito. Depois venham queixar-se da qualidade dos serviços públicos.</div>
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<span style="border: 0px; box-sizing: inherit; font-weight: bolder; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">(1)</span> Quanto à acusação de que o Governo está deliberadamente a atrasar pagamentos ela falece quando se lê a <a href="http://www.dgo.pt/execucaoorcamental/Paginas/Sintese-da-Execucao-Orcamental-Mensal.aspx?Ano=2016&Mes=Setembro" style="border: 0px; box-sizing: inherit; color: #015782; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;" target="_blank">Síntese da Execução Orçamenta de Agosto</a>.</div>
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Lendo o dito documento até ao fim, tarefa sempre monótona, encontramos o pouco sexy e pouco lido Anexo 16 (pp. 66) onde se vê que os pagamentos em atraso são apenas marginalmente superiores aos do ano passado na mesma data. Tirar daí uma vasta conspiração para falsificar os dados é, no mínimo, forçado. Mais, no que respeita ao passivo não financeiro, na parte sob responsabilidade do Governo (administração central), este até diminui face ao ano anterior (de 504 para 466 milhões de Euros) e face ao mês anterior (de 480 para os mesmos 466). Ora isso é sinal de que não há nenhum descontrolo.</div>
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A segunda acusação é a de que o Governo não executou despesa de investimento. Ora, se não executou, queria-se que tal constasse da execução orçamental? Como? Só se fosse falsificando a mesma. Portanto, partir daí para insinuar manipulação das contas públicas é ilógico. Coisa diferente, e bem mais importante, é discutir se não faz falta mais investimento público.</div>
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Por acaso faz (ao contrário do que o PSD tem defendido), mas há três fatores que recomendam esperar pelo fim do ano para avaliar essa execução:</div>
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<li style="border: 0px; box-sizing: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">O orçamento entrou em vigor só em Maio;</li>
<li style="border: 0px; box-sizing: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Como qualquer pessoa que não seja um teórico sabe o procedimento para executar despesa pública demora, muitas vezes, meses a cumprir; e</li>
<li style="border: 0px; box-sizing: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">As alterações ao Programa Portugal 2020 poderão ou não vir a permitir inverter esta tendência até ao final do ano.</li>
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Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-69926841066835239032016-09-18T21:28:00.005+01:002016-09-18T21:28:53.974+01:00Anatomia de um monumental falhanço<br />
Originalmente <a href="http://expresso.sapo.pt/blogues/bloguet_economia/blogue_econ_alexandre_abreu/2016-09-14-Anatomia-de-um-monumental-falhanco" target="_blank">publicado </a>no Expresso em 14.09.2016<br />
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Os dogmas existem para serem discutidos. E hoje vamos pegar num: o Banco Central Europeu é competente. Ser competente, vamos admitir, é cumprir adequadamente a sua função, isto é, os objectivos que lhe são fixados pelos Tratados.</div>
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Se o referencial aceite for este a resposta é rápida: o BCE tem sido completamente incompetente na gestão da moeda única nos últimos anos e nada aponta para que essa realidade venha a mudar.</div>
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Desde logo, o BCE (e, vamos convir, a generalidade dos agentes políticos e económicos, jornalistas e, o que é um nadinha mais grave, académicos) não percebe – ou não quer perceber, porque a Alemanha não o aceita - qual é o mandato que lhe está fixado.</div>
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Alega-se que o Banco tem como objectivo único manter a inflação próxima mas abaixo dos 2%, isto é, estabilidade de preços e que qualquer outro objectivo lhe está vedado. Nada mais errado, como uma leitura dos Tratados permite perceber.</div>
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Desde logo, o BCE não tem um mandato único: tem um mandato primário (na redacção inglesa dos Tratados) ou primordial, na discutível versão portuguesa. Primordial, ou primário indicam, desde logo, que é um, e o principal, mas não o único.</div>
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Basta ler o Artigo 127.º n.º 1 do Tratado sobre o Funcionamento da União Europeia até ao fim e não de forma truncada. O que o tratado diz é que, desde que não se comprometa o objectivo de estabilidade de preços (no médio e longo prazo, acrescentamos nós) o BCE tem como mandato, não como opção que livremente exercerá, mas como uma obrigação que sobre ele impende, contribuir para a prossecução dos fins da União fixados no Artigo 3.º do Tratado da União Europeia. Aí se compreende um mandato amplo que inclui, entre outros, ter como “meta o pleno emprego e o progresso social”, fomentar o “combate [à] exclusão social e [à]s discriminações e promove[r] a justiça e a protecção sociais”.</div>
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Mas vamos ser generosos: vamos supor que o mandato do BCE é a versão minimalista que o mesmo entende aplicar-se. Como estamos de cumprimentos do objectivo de uma inflação próxima, mas abaixo, dos 2%? Mal.</div>
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No remanso de agosto o próprio BCE publicou na sua Working Paper Series um artigo intitulado <a href="https://www.ecb.europa.eu/pub/pdf/scpwps/ecbwp1945.en.pdf?ebd4d829f05de07313b05173917a252d" style="border: 0px; box-sizing: inherit; color: #015782; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;" target="_blank"><em style="border: 0px; box-sizing: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">“Anchoring of inflation expectations in the euro area: recent evidence based on survey data”</em></a>.</div>
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Dele resultam três coisas simples: O BCE tem falhado sistematicamente as suas previsões para a inflação a um e dois anos, e sempre por excesso; o próprio BCE já admite que, mesmo na sua perspectiva optimista, o cumprimento do mandato de inflação próxima mais abaixo dos 2% não ocorrerá antes de 2018 e, pasme-se, este quadro prejudica a credibilidade do próprio BCE junto dos agentes económicos que vão dando sinais de estarem a “desancorar” as suas perspectivas sobre inflação das projecções do BCE.</div>
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Ora um Banco Central que não consegue gerir expectativas de inflação a médio longo prazo deixa de ser capaz de executar uma política monetária.</div>
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Se isto não é ser incompetente, então não há incompetentes.</div>
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PS – As opiniões aqui expressas são, como é usual, a título estritamente pessoal.</div>
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<br />Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-23997135903115329942016-09-18T21:25:00.001+01:002016-09-18T21:25:57.531+01:00A vida dá muitas voltas<br />
E este blogue volta à vida. Em parte para acolher os textos que vou publicando por aí, em parte (espero) para retomar algum carácter de apoio à actividade lectiva no qual lhe tenho sentido a falta.<br />
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Ano novo, vida nova. E para nós na Academia, o ano começou agora.Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-54975689809934513502015-02-06T20:46:00.002+00:002015-02-06T20:46:44.125+00:00Separação de águas (nada se perde tudo se transforma)<br />
Este blog nasceu para ser um repositório de informação útil (dados oficiais, estatísticas, casos práticos, esse tipo de coisas) para os meus alunos de Finanças Públicas, e para mim próprio, assim como um arquivo on-line de informação, e tinha o registo próprio de um blog académico. <br />
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Com o tempo, evoluiu para ser aquilo a que se pode chamar um blog pessoal, com as minhas opiniões, desabafos, irritações, e referências a actividades extra-académicas.<br />
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Embora os meus formidáveis alunos sejam pessoas inteligentes (esta referência não garante aprovação em exames, escusam de se por com ideias), e nunca tenham tido dificuldades em perceber os diferentes registos está na altura de voltar a separar águas: este blog retoma a sua função académica.<br />
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Continuarei com a minha opinião comprometida nos sítios do costume (às terças-feiras na Económico TV e em terças alternadas no Diário Económico), no <a href="https://twitter.com/FerreiraMcf" target="_blank">Twitter</a> e, mais importante que tudo, continuarei blogando junto da simpática tribo do <a href="http://365forte.blogs.sapo.pt/" target="_blank">365forte</a>.<br />
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Aliás, já comecei: <a href="http://365forte.blogs.sapo.pt/a-mentira-como-metodo-307794" target="_blank">aqui</a>, <a href="http://365forte.blogs.sapo.pt/swap-away-308126" target="_blank">aqui</a> e <a href="http://365forte.blogs.sapo.pt/nao-somos-gregos-ai-nao-que-nao-somos-308784" target="_blank">aqui</a>. <br />
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<br />Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-74773901005443058632015-01-13T20:36:00.001+00:002015-01-13T20:36:26.387+00:00Opinião Pública<blockquote class="twitter-tweet" data-partner="tweetdeck">
Vídeo. A situação na PT e o IRS 2015 <a href="http://t.co/7My2fBdbLS">http://t.co/7My2fBdbLS</a> O comentário de <a href="https://twitter.com/FerreiraMcf">@FerreiraMcf</a> e André Abrantes Amaral<br />
— Diário Económico (@diarioeconomico) <a href="https://twitter.com/diarioeconomico/status/555011719526105088">January 13, 2015</a></blockquote>
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<blockquote class="twitter-tweet" data-partner="tweetdeck">
Grexit <a href="http://t.co/boblL2awpW">http://t.co/boblL2awpW</a> Opinião de <a href="https://twitter.com/FerreiraMcf">@FerreiraMcf</a><br />
— Diário Económico (@diarioeconomico) <a href="https://twitter.com/diarioeconomico/status/554919875282739200">January 13, 2015</a></blockquote>
<script async="" charset="utf-8" src="//platform.twitter.com/widgets.js"></script>Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-42917027349530030082015-01-06T11:35:00.004+00:002015-01-06T11:35:58.729+00:00Dados do emprego/desemprego de hoje (más notícias)<br />
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" 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YZnwYP1rrmz33Kazd3gWdOwMu4I11+DqCXWF/34V5qdFfrH/oO1uftvT/h4QbAfRu+D2MbsqNOkvYK582m7n0zPg+c30PHJXu751uTtikz0HE7h2o88T35j4+V7PX8PZu4C3WPaywJ60oJSGp7fDWL2DM1Puk/uXsKlh0+mDSvdjZj2RubJs0u3c6pf4/5rWfZ+7Redpqssv87/Q+hUT+gJ1T2/xXotAmretz341YNbhAK0DU8/SLUNT+/DNcHiU8nc/a+7V6JdCP/smYB7x990qYP9ehaWeqY1ALcee4e27nxCAa/U3TJpY2J3h8v16z4PiOBnMyf4luk5ufdg39kzYS2Tuqf0SYv3GnGqLe2s0D/2HeKgNM/PJvQfzeV8oA5wNnh0R7z1QCWNDqIJBfP8RnIiMYZKwzEtyLhalvkHrUbb3kF/U3AfTDshvStnOzM1Qqd1Se4njY3Hbe7bT73gByzVFZ985ZuGljYAEqw0rL/LoTRrGxu1+i+o4T/Vv7A1I1pvxXo2WlcYvJdggB+iuhJ/WMeIPDXA3x6o4pYW9+tLoLbB9mbHNjHLWsnc/S/bsoqf0oR47/ibbpCLQIw5WzbzfBpJELNn3ibtv3zF+YAIfjYPng3af5VN2v26haBbJuvDS2tgORwjHpL2VxazuRo8qkOmJcx2xd+EAtTSO42mJzNGaXxaA2OGjX/k6z0hW2MNeADrVIz3VtGGtITN9J2GL1k6/0SHIKUp5v5df23gnZ9hGxp7mynrM+PTQdBH31O4/h8arkQp/D/ENa/FqCL6dzlrgL89oILM9k5DBWwbgZQmmEkw//6X1VPAp6mHfu8CNd3gnscoKg3vAyL82awOtmWy9jlepRHcMtmVhvpwxxWWSULE5O2KTM4HiqPB+98gxuPG3zKDeX4j6BTgb1bMlQbVHe0RYswATJnbqL7G5/1UDKXhreW5JZ9+5vMWxvqiTU10fOe5l34vI0KUhvt3/ZSGmp/R/+Mz92Kp9xjWOhGiNMWz0iqU7//N53WJ7RUpwA+F5NrOWgOB2kPxLGpKkLb/OVyl4a1k7v6XtZvwGzKGdu/E6SCipjQBHpCQns2gWiafMHiVRkjL5D+hMuCyB6fZbA3+SAClCdAyg6mlxBzT8CzAeC74DUpyWJ8ETqUJY/YsyPmxCmVDt5V9ScC/8YWrNBy/y1Qa7pdB73tx6LNnzMtEec7ZjAzwQ+5/h+q5T9VA29EA7cHzbsh4nMKbPQtQyQHGNJyzZ+HdO0FNl/d5jILSBHpAwn02eVomayNndgtCWiab0ngXCwVtS+c0m2rwV97inT37eYCWGcTPJeg6DavvGf1PTx8+nCC8d9HdHL1+IJTTp7/ScK/6ombE/ZLIcBysrvhE34bfbdygauw0tWlpvoYoWBDLCwu6u5TbD+WVyKE0zOOrKz650fHwqeeZf4f7dxlf9JzW7dlSTHNqRJWMjvfGl/N4cwbyCECPygZtB/6dhlYzu/QjvM8z1w/Rx16Xab6bWo3e1MF6NvYacD94nO3BvXzqv+05QNsIMKYJUMnc/S/6ojctPOWzS9OSEO8df9Mto98U7ogjURvTBHhABD+bOy4H3TI94TkeduxCt55yQaa/9gXbMimloe5p8dySL255H15q9EbbLbC2sVH7XU+ndiXnA9XE+chzegTYOt4/EKAJBfP8JqjvGe/WM4/7oM9l+zun2u021jEN68EkyfSkZNYpx7w/0d+4QcXrYO3Tmv08EYl/TTk4xzQsxyNP04CO3Yxp5Sf4J3/0c1N+Ypt65t2x4ec9SUzZ/xWklzOvZyrzzgb4Ia4JZR7dYrOKrz1wzew/btu/MygvZ87ZG/9aolcyT//r72aKbjT6Iv9pA1YpT9P1XhTvBFTUlCbAAyL42WRdDuEaSbi9EOlncNjshPdhFNAyubyc6W8/rCtSJGG6vJLzgeLpavi9nHmbUBDPb6Lup+EfrLGPlz2vDKT7vWPbFfbZM3R8EDs3/dS7Qvl+m3djFPnU2tmOJj19Z079dzX6nqSh233klLntk48288yepRXPSqv27JUjySnz1fcbdtE9Avh+l/ZF93Q/GhRTR37oO3wuy95/tYOqwL9/vrmWIfY8OzcZk7y+ux2ZJeAPFc8t+fQz790hiYc9X3As5PLUAHd74FUa3rYR2PeMr5L5d26y3miPSeHeO86mO4v/rc7niYuO7xnfAyL82RTUMotnrW38UydVz7dU284weqHgW6ZnTPOoo9XTPv13emYeVV38zru/mHjUcRktK3KazfvI8+3c5G1CAWspcWMEiB33LH4K61IBFCiRKmGFvYHCWdj9aOKyJHTcM+pWiRPLOV6Kex5AClkDoMyM8k6j6Qm0N/FL4ihNgsdyLhY1P43Ui+++MHjBhBKtsuEyToTpmQaFrSSI0qBOOLHz06QVi5dzU+qFUhpG9EMoUKDEZUkEpZkpOTehQIECBUqCF1AaKFCgQIES2SJAaQAAAABAFEBpAAAAgMgCSgMAAABEFlAaAAAAILKA0gAAAACRBZQGAAAAiCygNAAAAEBkAaUBAAAAIgsoDQAAABBZQGkAAACAyAJKAwAAAEQWUBoAAAAgsoDSAAAAAJEFlAYAAACILKA0AAAAQGQBpQEAAAAiCygNAAAAEFlAaQAAAIDIAkoDAAAARBZQGgAAACCyCFIap1VThDFQaqyMo2y4Tl2pcP85t1LTY/P+7YnVcFnj5qIOnwj0OQAAACAUm0GlYOmcvQjtisPtokNQGoXKYOM7yqopVKo0BitBEjZcU6lILdT0EyRJkoTNcEyB5e7WWQhyokddKJO9rbE84f4cAAAAEArqeGXcSiO0Kxahi46A0vhgM6gUmGy3boIgiR51rgzLVeMESZIkOaGrlGGySt0E1+dCLAMAAABI0qxRyjknnBBCu2IxuuioKA1WpLE6kX1ylcHp/pNZo5RjuWp8nONzQohpAAAAgBuzRinnVBqhXbEYXXQY6zQypeoaHkBzbLdUCpl7TGPVKDE/c+Uqg5njcyfXSQEAABKZA74IPwGv0gjtisXookP1PSOst44pZdgizxoMKxM96kLvMRFTmioAAIBE4YAfwjvohFEakiSdBpWceyrQvYgkU+y+ZkVaBGMaAACAQIDS+MKnNIStp0kpw2TKph6bZ8wD6zQAAACBCFVd6MT3Og2LuaweCIRFU8iQGVK4w0PolgEAAMQrEVcaqfueOQ2qvEr1RYOVIEnCotudi2F5KsM48yqs13YrZEyZIUnYTwMAABCQiCuN1PfTEFaDRqWUeV3PNAar//gJTaox8Iy8IEYAAAAAH+EpDW0/Dd+uGknHCAAAAAAiixhjGskBSgMAACAhQGkAAACAyAJKAwAAAEQWUBoAAAAgsoDSAAAAAJEFlAYAAACILKA0AAAAQGQBpQEAAEg0BizDuMkcayu8gNIAAAAkDqNjE4Xl9ck52xfmVsiyyytr1AOW4VgbJabSENZbTZW5KKiLorLZYKVCyEQ7XAsoDQAAM5H2jruz0or9y/Wb3bE1TDSlsd1SeUJQonCUmOKYwUbEJAQlKA0AADMOu2M6WbGdVWliLjYiKY0DV6/DsHVq3EGSJEkSE7rdMiy1UjcSk7D6oDQAAMw42vS352aWIV35SXqJv9jEcBpNJKWxGVQKDCvSWD1pZagEaLFIFQZKAwDAjGNp/h5KVLZVfThgGa45coYuOZtKjsbKtsiMaWhKE4v0x6A0AADMLK7f7KYGNHMzy6jhS82RM88tLaU+7+w2xsQ8MbI7kyRJErg6F5MpKjW4jSDJCVyzWwFKAwAAEAXsjuncjTXU2GXDljr6X+ljndRXd8XEQrGUhiSfWA3NlQqUUmyRsvJtBSbLVfcQoDQAAACRY8AynKespbTEf+CCm8z0Yc1ZTVv0jYzQfhqnQSVHHgGwTgMAABAh7I7p1Fd30Zf98zcf8j9sU8lR6oDZGaXR39QZGaUZN6jy3F7Okvc9c1o1Rcy8zaypQwmr4aJn94/mK9xGaSJkdwYAIDbQl2dmpRXnKWtHx1i6mgHLMP0wWXY562GRQ3ylIay3jillWJ7KMI7+L/H9NEhpFCqDjfcwJJ7VOusT0va9WrlIVqixEGRMLg8AAADx5o7jdJmxO6a5jrx05QY1hxZ9PzTxlAY5OqMAAWrfN3hJxwgISmmQw0OuuocgyZhvF0pUnKNjkzfa7biJKrG2CAAkjd0xTV+eCbhdpubImdnLYuOHBnHPglEaJC20Y6waJRKeWCxDJSRj2i+NC7OM8nRjSgY+bzEuTzelrcDnLb6/bhNhd7B+xY6bnKNjUbYTAKTDpSs3hDqV0Rd1oumHBkrju04jU6qu4X6a46dGMd0ulBgQdsdI89kHp04jtejL+zU+bzFr6S8qY3x3etBiylqFJ6eZ0ldMD1piYT4AxBK7Y7qz25j5+h8o2TipvhjMFzu7jfQFm1lpxW/vOsUz5yYWoDQ03EtMiwo1/b5jjxgoTVVC86eiLT3zl+DzFt/7P+n4vMW1u3ZdXP9Gz/NLWJXmrjy9dtcu9MXj28rrfl9xV55O/fXOfy2L7bUAQJTZUbEneXkpXS1+kl5ctn13kF9fuNJHaWalFScvL42owVVVVaA0vjgNKrm/7xmMaUSDsDusx0/hyWmUVPQuz0PjEkv1IePCLOPCrPtrlffXKtFfqdkzwu6w7K01pa/w0aHktKGDdYF+EwASird3nWJIxdL8PcF/fcAyvODl39O/PntZaaTXbEBpfGFXGlinEYeR5rPuZRhaMb+9PZjvjl64hNOGMqgM7BDwgAFAAkD3AkBlwcu/b++4K+gkA5bht3eden55OX0OLUIGI0BpfOFwEgPfs/AZv9pGH8rg8xYb5ekDO/ZwLfgzcK/N0L++MAt9d2DHnh//7//Cgo3EmR60gAdH+Fy/2U35j8myy09/rA05QnNnt/Gn2V6xiehqzYxXGqdBlVepvmiwEiRJWHS7czHvViA6sJ8mAKMXLpnSX77/m82Up/JI89mhw0cmb7SjA0zpL/voxAuZkzc7BP3EY93Xxhcy8eQ009JfGlMykBv0+NU248IspFvgGC0dHuu+pqZAjQuzTFmr0NTomPbLWJsW39Cnzipr1GGejRrWzF5WGtEENjNeaQirQaNSyryuZxqDlX2KC2IE+PKwodGUtqJv1a+co2NTnXeMLy6njzaQjzI+b7EpfQUSgIeNTab0Fcb/zMDnLbaq3gtyKOPP5I328att1NfNb2+HyTSpMT1oMfpNdbrbRkoGNfp81HJ+YMce0B5ByLLLRVxcqTlyJjoTaDNeaQDhEHbHwI49aCqsN3PVg1On7biJMbXlXfB/OZ8a1thx0+iFS+JOoTzWfc3jIDB64dL9X73x4NTp6UHLVOcd+hgLCJ/JG+0DO/ZYj59i3NOBHXu4fNapZTlL9SETejuRp/+ofCsW5ksdu2P6pPriO8fPUfNjos930Z2e52aWRS4emohKQ1hvNVXmugcHisom79hA0jECAGFM3uwwvpBJ7ztGms+SqHPxXYZxK83KNRG1h7A7fOxJTusvKkMjHufoGJpYo/6Exlj9hVtJkpwetIxeuISExzk6hmb8YLEnSOy46UflW4yBy0BZJZIcwu64v24TLk/vzXoFjXHxeYuNC5beX7OR0iT6IBhPTnvUcj6mFyQ57I5perT/S1duXLpyQ5Yt/ho+Yy8nbjJHIjWnaEpju6VSyGTKph4b4VnvQInRpB73DBCAHTcxOhdjSgbVdzzWfW2pPvSj8i3kpnx/rXLoYF3Is2SCrGLIm1X1HsnmREBN6CEvuN7MVUZ5OuoHe7NeQd3i0OEj9JNPD1ogNA4DO25ifaugD1kIu4MSb/QPxrhnetDi05AWLJ3qvBOLq5EoxxrO+6dnpspzS0VbVrl05QZ9L+fczLLknO1L8/eIqzdiKY03TQBJkm5fLblSY5Z+LGdAAD8q32J4f0lkEPBY9zWj70OG9RduZVkqWJg1dPiIaekvuWZ40HcJu1Ve6XkAACAASURBVKNv1VrjwixKhPoLt5rf3j564VIU5FMUCLuDbupU552pzjvhGz/SfLY3k03CX1w+euFS8Ofxf0WA3VEI3GSenVHKJTOzl5WypgYImW1VH7L+UJv+tlg/IZbSuHNuqm7ZSNLHDRjy0yQMdtzknYySvTi4a5+kOtzHuq+NKRm4PN2YkkEtMhN2x/01Gxnd2UjzWeacm29Bb9/+X6TevtGYCc25xfKaaUze7BgoqxzcuZcyyY6beleuwectNm/ZNnmjve/V9chT42FDY5i/hVqCcWEWPn/J/TUbjSkZvVmvGOXpaFpSECPNZxnbpFDlP2xopE/HzSj8U874yExG6bEGkWca7Y7pZMV21t8SS2zEW6eZ6FEXyjBMplR9rvmzSpmq2H3NStB207sPg5ybccvkjfbe5Xnu1ZflebE2hwXC7pjqvMMYZhF2x+iFS/d/s5nh8OZeaUjJwOctNsrTTVmr7q9V9hdupVwGOJVmYdaDU6cJu8P44vLel/N7V66J4cAOTUyNab+khnR9q36F/sSlo1RQBjrUHFeQ2jl+tW3o8BF0MJooC60SCLuDalS4PB2t1tCnPfteXR/CaeOaiv2N9Lmss5q2TSVHc9bv27ClrupwU4QW7UfHJqoON60uOJizfh89ucC8rG2iTKOJl90ZLdXkba/cKKNHqgSliV+oB54aIvQXbu19Of/+uk0SmTQLH+STxvriTNgd93+z2SswnldvtGN0/Gpb36q1VN890nzWXFrxo/It/xHD9KBlYMee/qKyMe2XIo4CJ292GFMy/NdLTGkr0AEDZZWsSmPKWkW/XncU7YVZ1NgCuXiw/+iNdtFvvXN07MF7J++v20RVnc/oOTmNx57Eo73jLn3ebFvVh9G3oelcK92G3I014Tu5iaY0th5N5Tp3aEpbj6YyF0ORKkFp4hTC7qA/7agXQG+vsTYtNkx13rGq6ikv7ckb7ayr4qa0FXRH6pHms96/ytONL2SG/O4/frWNqnzn6Bi7WzmtX3aOjvUuz2N4cPQXbqVkxlJ9CH2FeQlLFNTvolGOubTi/lqlKWuVKeOXxoVZUfAUv79uk//KWcJjd0zTI8Q8v7w8ClGWWTmpvkhFIpiVVpy/+VCYlog0e+bA1eswrEhj9QgFtcIP6zRxCn0tXTor/5KCa3oNea9ND1r6Xl3v348PlFWyng1FVfDvxKc67wwdrDOmZBj/M8OUvgKtmU/eaGfZGsnmKzx5o92UtcqYksHYnz90sA7tovU/iaXmHRIJ1YrXWC9wcOdeEauRFaZnGm2/ZwJD30c5OyPiUS/5yd98iL5m84v/2bm64GDNkTOhpYUWVWmQWzNJkkH4mIHvmZQZaT5L7yJh7z0rztGx++s2MWKGGl9cjrx16TNvjIK+PnmjfXDn3ocNjYTdgXzn+lb9ypS2YvxqGzoAzV4yFIUacDxqOY8Gnf2FW/uLyizVh3iGm/7dNEMmjfL0vlVrf1S+9eC9k2iKb6T5bO/L+az2I4eISPOo5Ty9ERpfyJSUB4roDFiG6d7GFfvDddwIk9GxCfoAiz7SCkECRfM9s2gKZZhMefKW9YknzwuKHwb7aeIBeifFeJ28v2ZjYj/hYTI9aHnY0NhfVGY9foryIfYPmmAurcDnLe7L+zWq6skb7VTAHtYhkU/sA9r8G92N2Dk6FrJrFn0VamDHHn+Vmuq8Q7fQKE/vzXrFuDCrv3Br1NoDfQ6td8VqSoMTjKZzrYzeXJYds3kzOgOWYbF80sTzPSNseKtKuYgtfhjECJAqj3Vf9726Hr2JU1vr6ZtmjAuWzoRZi0jQX7i175W1xoVZ99ds9K/DyRvtaI8OoxgXLLXjJp9FMtoMUpTXxocO1hlfyDQuzPpR+dZU553ox1Ag7I7BXfvw5DTjwqyQl7gkjv9eFuRvFmu73Ngd05tKjibnbF+YW/GT9BK62AjygoO4ZzOXoYN1jJkZc2kFYXfQp+wh+mE4TN5o59n3zrIKkpz2WPc1SZJ23EQ5tuHJaffXbBzTfhmTnSXO0bGY9++TN9ofnDqdkBEE/JPNoJAwsbaLyYBlGDeZa46cofukJSu2Bz/wAqWZiRB2R39RGTNbzOJs9DCj6Mi9Wa/cX7cp1pYmMu5ApdTs0PI8ehqFvlW/6lu11piSAdvm6TAiecc7129209dmfppdnqesjUTYMbFo09+m77YpLK8P8ougNDMR/xgtxhcyR85+hv7qHB1jdYICogzXRp8ZC1rc6lu1NmFm0t7ccZy+dSZyoZRFhO4g99zSYB3kQGlmHIy4k1RKMQCQOIM793p98LJWxdqccBkdm6CvzcTWpzl4GEGml+YH5ZgKSjPjoMfSnyHbFIDEwCdBuDwdrWnFL5eu3KDvVom1OQLATWZqDm32stJLV24E/AoozUxk9PzFvlW/GtixB2QGiC/6i8oSZliTp6yllOak+mKszRFGYXk93Sc74LwfKI0Xwnptt0LGFRJHOoneQgBFmRwoqxw9H2cNGgDo+GRIiudhzYBlmPLjmp1RKmUvAFboU3/oEmqOnOE5HpTGg+2WSiHDMIxdaaSU6C0EBnbsQfETjS9kwiIzENckxrCGvq6ep6yNtTmh8M7xc4ysOTxiA0pDkiRJEv2awkUy5bHTlZmsSiOpRG/B4xwdsx4/hfZmup9M3/iPABB30Ic1pvQVcToDTA/0Esw6hwSxO6YLy+vpXto8YiOS0jitmiLMH6XGSpKSjxGAxiiKap111KBSsCqNpBK9Bcn0oMU/2VfCB48CZgL9RWUoMDYjA0K8cP1mNz1SshQCz4RMm/62LLucLjb+wtnZbfzN5p1799WI//Pel3ipxz1Dv12o7pkgSRuX0kgq0VuQeBNM0bag0/cGAkD88rChcVj9MXptYiSxljiMlJpVh5tibVG4DFiG6WLDiHFQsb9xSd6u5/67OO2VcrF/mRbaWdqxnJHcoVCgJK/SRDvRW1V4fPh2SfcL3hjDPfNf7Jm/RLNhU5inBQCpcXxbOT5v8T9/lnpm85uxtiUoMl7dRnXK/55evLV0V6wtEoGy7bv/Pd17UW9u3Yk+3/y/ldTns9KKQ8s4wAldNqSdn4Zj1g9TqAw2nwOllOiNCztuGr1wiXrLw+ct7lu11rgwa+hgXZzOZQNAQKjUokZ5esA9yM7RsfGrbTGccJNCSs0IsankKHVdG7bUkSRpd0zTQ0EnZZSI+oO+uWriKucm15hGWoneKKYHLWPaLx+cPP3g5OkflW/h85f0Ls8zLs6msruPX21LyLiEAEBBT7TDtRN5etBix01j2i/xeYv7/med8cXlsYqLQe95Y5hSMxJ0dhsp74C5mWWjYxPHGs5TF/uT9OKtZX8QIbszBWMeLIGURiqJ3hBTnXdYsi7OW2xa+kt6ChMASGxQEjkusRncXY0+9Em5tFaJnpEx7Zfmt7dTMwGRpk1/m3IEiHlKzUhAj1KTv/kQffSWuXr7AV/C+ym/PjkhlCaWid7Q65gdN93/zWYqYxVnGnnYMQPMPIYO1vmIzcIspBzD6o9ZM1ijeTbn6BjymjEuWBqdrLKZr/8hhCjIccSlKzfoTs/00dvefTVi7qfxf3eX9joNAx6PgGgneiPsjjHtl6asVcaFWfSkWMaFWSSH0hjl6b0rXoPpMmAGwhAblGqB9VUMT0571HKeRElFl+VSH0Z6Pg03male+LmlwtKIxQt2x7R/QujZGaXtHXdF3bmJBjSUJxdJkqTEfc+kC9oxwDI5lrYCva85R8fu/2bz/Q2brar6BydPP2xsAo0BZjL0ZD+mtBUk2uO5OBu9qN1fq7y/VmkuraA/JvTXtR+Vb4Xz66NjE1WHm5IV25vOtbIe8PauU/EeFCAYGB7Ps5eVogoRU2mQWhRqLD7jEqnvp5EoLLth5i02ytOjnN8XAOIFwu64v2Zjb9YrvVmvPDh1mvqQZ7DyWPc1Pn8J9XCFHEWNHkifdZ88Y0Bz/WZ3aD8UFwxYhtHIZm5mWcX+RvSheErDNqBxI/EYAZKEWu33Bt7IWgW5lgGAn8kb7ZM32oNf4We4rgla40QJjwvL6+kr4fTkx03nWpF3Gd0DWILJm0VndGzi0pUbdJcHiHsmUey4aaCsErbCAEBEseMmalhDLfDwHe+YbtV9e/pj7aaSo6yr34yyqeQoPZvLc0tL2/S3o3NpkgKUBgCAGc3QwTpKaf7+Rmlhef3irNKtizbtWVb48ut7Ul/d9c7xc2hz+4BlmB5IJshCXySfCQMaVkBpAACY0RB2R3/hVlPWKv2SV3gEo+pwEz13GaPMzSzLfP0P1292s86kUcck9goND6A0AAAA5PfXDT/LZnro8pfZaW//V+qWj/8rvzV5xZ0TavrZBizDspe2MY5PYJezgIDSAAAwo2k614oGHMFrTNaSohMpr1/8eS7dr5rK/OQcHRvYsefjxb+anfY2Ov7/TStelFFs7h2I7ZXGEFAaAABmLjVHztBTxaBS9Pv3q14p+b+LCz74zzXvvPBrWerblGbMSiv+/9Le/vanzNADxpQMtCF0etBiyvgl+vDbn2bsWPjb3Qs3Xvx57h1Z2sOGxlhfbswApQEAYMbRpr+99s13ctbvo7zC6HNcdsc0YXdQe9ruyNLeeeHXs9KKU1dVzl9a0pz+a2NKRu+K1x42NlmqD6Htn9QOhKnOO6a0FSyb4RZmPXjvZGyvOoaA0gAAMLM4q2nzH8fMy9q2YUsdtQOGRGE41m1CQW5MLy7/7vUC/dcGu2N6qvMOf+iakeazaBucUZ4+uGvf/TUbTRm/NC7OjqN0baIDSgMAwAxiwDLsv+4iyy4fsAyzHj89aBlpPjt+tU3Qr0x13hm9cInaDDc9aJnhcW9BaQAAmBHgJvOJP15geCE/t7Q09dVdXDIDiIW4SkNYDRqVUoYCHntjIkM0GgAAYsHo2ARSkZojZxjeZc8tLT2pvhi1mMp23ITPWzys/jg6Pyc1RFQawqIplMkUlRrcRg+xCRE2AQCIOrjJvGFLXXLO9rmZZfRMl1TJ33woasYQdkfvitfweYuN/5nRX7g1ar8rHURTGqJfU7iIJcEMZA0AACCa2B3T/EHJZi+L9ozZ9KCFyjJllKfPwDUbsZSGwNW5mFyp8RuJxlUmNAAA4pvRsQmemDGy7PLzf/k6JmmV6blwZmDujwN+hHQap1VThGGLlJVvK6islNdwGxlX2Z0J67XdChmPERJZhgIAgBV6nhhqMYbKZv/8ck4HsyjwsKGRUpre5XmxMiNWiKw0x65bCZJE6y5YaqVuJH6UxnZLpZD5SogP0lmGAgCAlW1VH9JlJlmxHTeZUa6UVt23KB5zrHCOjlH5p40pGTMtG4ioSqNQGWzuD6h1l/hQGqJfU7hIpjx2ujKT3QgpLUMBAODPpSs36GszaKt/rI3ygZ51zXr8VKzNiSoirdP4KY3ToJJjmFJjjYN1GsKi252LKap11lGDSsGqNJJahgIAgAFjP2ayYrvUZIYkyTHtl94JtBWvxdqcqCKqR4AsV93j7koDvtxLxvcMTW0VqnsmSNLGoTTSWoYCAICO3TFN92Oem1kWtV0ygkCx1IwLs0wvLh+9cCnW5kQVkb2cUY+NBgkBFiwksZ8GGZGnMoyTJBlYaaK4DFUFAEAQ7Nr9h58rvEHM/p/04vUFFbE2ipPaXbt0r6z5Kjc/1oZEGzFjBNjwax7PLJny2LXATlixjxGAJMQf2jyg97CoLkPFumEAQBzwxu8qn/tvHz/mjFe3xdoogAWIe0aHf0wjlWUoAJjh2B3TTedakxXbGdszJegFwMXkjfahw0f4Y0InEqA0dLiURlrLUAAwkxmwDOcpa/1DACQrtsdLoEzn6JjxhUzj4mzjgqWPdV/H2pxoAEpDh1NpJLUMBQAzls5uoyy7nKExczPLjjWcj5fRDEmSoxcu9b6c795b80LmTMhbA0pDh1tpSAktQwHAzGTAMuwvM1WHm6TpacbD9KAFpUpDZWDHnlhbFHFAaQAAiAMYMjN7WWmesja22/7DwXr8lDf38/wlQwfrYm1RZAGlAQBA6jACms1eVlpz5EysjQoLwu4wvpDpFZvktMSOGgBKAwCApLE7punhmRNAZhCTNzuoSGj4vMXGhVkJnE0AlAYAAElTWF5PX5gpLK+PtUWi8Vj3tTElAymNKWtVAofdBKUBAEC6tOlvSzxuZphMD1r6i8pMaStQ0hrC7pi80Z54+2zEUxqzRin33WhPRaSUbowAAAC82B3T1292Vx1uunTlht0xbXdMd3YbY+vZlfrqLkpmlubvSTCZ8edRy3lT2gpTxi8TbNlGZKVh8RCWdNwzAABIkiTtjumT6ouy7PLZy7wxxGTZ5T/NLl/w8u83lRyNiVVt+tuUPc8tLY07b+YQoDukJdLIJuJKI/lYzgAwE7l+s/vEHy+g8s7xc88vZ+5ToZeYLMLbHdP0AU0iLc/w0Ls8jyc1px03Td5oj4lhYRJxpYmD/DQAMJOwO6YLy+vpY5dgynNLS9v0t6Np51lNG7VCI9lEAKIzeaPdu6lz/pJh9ceUQ9pI81lT1qreFat7l+fFne+ASDk3ScY6jXcTfXzk3ASAmQHDY5i1vL3r1PPLy2cvK2Wo0ewM98imTX8b7W6p2N8YoYUTRsqZqsNNkfgVafKj8i3vHNq8xcbF2ShcTX9RqffDeIthI57SeCGs148pF7kDg4HSAECYNJ1rzVm/j+p2U1/dVXW4KbTt8fmbD/FozDvHzyHlQL4A1292X7pyY3YGc/RDV6Cl+Xuu3+w+/bH29MfaVt23YsW4ZAxo4jcWQAjYcRM9Vo1xYdaD906SJDl64RJdgca0X8baUgFEQmlId1R9uVJjBqUBgNCxO6bzNx9inemal7Xt0pUbgs7W2W2kewwnK7af/8vXqLTqvuXqzU+qL/qLDVeZm1m2qeSoUL1p77hbdbhpw5a61QUHC8vrGetGM2pAgxg9f5ESG9OLy62q90iSJOyO+2s2Ukpzf83GWJspgAjtp/EqDazTAEAIjI5NnFRf5F+of25paeqru06qLwbZs2/YUkd9N3djTfATX2362/Oytgla19mwpa7pXCtSL7tjmmeVpebIGZ5Fo5k2oKGYHrQMHazrXfEaPQ/09KCF2umJz1scRzEFIqM0xIRutzv9MfieAYBQGNsVA5bZGaXUqsa2qg9Zu3XcZH5uaSnVfV+/2S3IpAHL8Js7jlO/uK3qw4r9jQHdCuZlbXvn+DlZdvmSvF3yFTs6u410e0bHJnCTmX/ANAMHNPzQndMkOIHmHB171HL+Ucv5qc47dCEUS2mchmN5lacvGqwESRLWa7sVMkxxzGAjYD8NAARmwDJMvbm36W/7d765G2uQfoyOTRxrOM/fO6MpLEpvBizDNUfO0IdHS/PFCVPfdK5VvmIHWjd65/i5zNf/wK89szNK3zl+rk1/O/XVXQtzK+ZlbfvF/+zkPHhZ6aaSowm/VVMo9CDQ/UVlsTbHix039Rdu9VlhouV5E88LwKDxZG/BsEVKlcZgpWQDYgQAABt2xzTy40rO2S7LLq85coY101fNkTOMDhc3melTYVx6k6es/WPzX/178Mj5K5/VtD2/vPynfpcQsDy3tPSspg03mal1oxni1iyU6UGLKX0F8hQYv9oWa3Pc2HGTccFSusOCW2xSMtDIBuKeAUAMQOMMWXY5zyzZ7IzSs5o2nlWK0bGJzy99tTR/z9zMsrmZZck526n5MZ6S+uquKFzdSfVFQROAG7YkeIIWEZketPz4xpuW6kOxNsTL0OEj/jKDz1vcu2I1kkNQGgCIKrjJXFheH7AXFrQtf8AyjJvMA5ZhNDHFdfJ5WduiOR+Fm8xo786mkqNnNW2s4xhq+AUjmLjmwanTpmW5+LzFRnl67/K8/sKtjFQIoDRe3OtLAVytn1h11QofB23I7gwERWe3ccOWumA8hudmloUT/eX6ze4NW+ro45vZGaWUJ1isGB2bOP2xtrC8fnXBwYr9jZ3dRrTMs3LDfrqnABA841fbRi9ciskWzqnOOwM79lj21qJfJ+yO0QuXhg4foYLlTN5oH9ixZ/T8RfRfUBoPtlsqhQzDMF6lQW4M9KNi4PAAxCM1R874DzXQJ1WHm3CTOX/zoeSc7ck52zNf/4NQxzBWqLWcpfl7YMSQeNhxk3FhVu/yPOPCrCgHpxk6WEet/AeZwA2UhiRJkiT6NYWLZMpjpyszeZSGsGgKZYuUDScrqU2msXDiBuIItJXkrKaNsYKCtsK06W/T57LQJFgMrQXiiMGde727ONdtitrvjmm/ZIQwAKUJDsKi252LKap11lGDSsGlNIT12m6FXLH7mvWJQUUpTSw2pgLSBzeZqw43oSWThbkVjHHM0vw9UY5WCSQeY9ovcarHT0571HI+Cj/KiJSDz18S5J4eUBo0tVWo7pkgSRun0ti+VysXyZRNPTbCHQABHRWLYDuAlBmwDDPWSBjuZEJDyAAAF32vrqc7eok1hzY9aEFhb3qX59Fz5DhHx4wvZHp/MTkteDfrGa40aDUlT2UYJ0mSW2nGDao8z05UMjpKUwXEIbt2/+G5/+Zc5/9JevEbv6uMtY1A4nB8W/kPsheprv8fOXnhn7Pu9xU985dQ5/xB9ou2/1mD/vT1yte8n//0Rc2GTcGfdoYrjdOqKcJYUKgMNtph/pmrPV4BXIoCSjMjWZ7vs2Px32mq8x+ZJSAzgOhcfv03dLGp+31FmCf87I2C7hcy6EOlH2S/+Hrla1VVVfd+nub55EX0SfBEQGli7wYc8n4a7tkzOk5YpwF86Ow2op3tdO8y/wV/AIgE1IxWb9Yr4SeEnrzRbkpbwdyDOX/JmPbL0QuXjAuzTFmr+gu3CnWtFltpJOEGHEWlAd+zhAMFRAnSzxh5Evu7L8uyy2dmBGIg+oyev4gCPPeueC38vTWE3TF+tW1w595h9cf0ADN9q35FkqQdN4UmZuIqjUTcgKOoNLCfJoGwO6a3VX2IZGP2stLnl5efVF/kOf7SlRusu/FnLys9q5FKQCpgJmDHTZa9tSF7BIw0nzUuzOrL+zVDRey4CU92z5j15f06HAtFVBrpuAFHU2lIiBEQF6Akkk3nWk/88QJVGEHs/ZPBzF5WmqesZR2d1Bw5w+VgJlakZACIAoO79lFygs9bzBgVTXXe6Vv1q75Vv5rqvBPOr4iWc1NKbsAQ9wwgr9/sRjtaGBvyGdsn8zcfGh2baNPf5okN8/zy8s5uI24yV9aoN5UcpTbKMLbIyLLL/yu3In/zIbEyHAOAIKYHLZaadwTNbo1pv8Rpnma9K9dEyDaRlCYGbsA8gNLMaHCTOXdjTcAkXayhHlHhSZrCs0WGP7MkAEQUwu7oXfEaPm+xKX3F+JdXAx4/1XnHuDCLsfIfvkMBFyIpTQzcgHkApZmhjI5NVB1uEhSs3l9yUDKY0bGJPGVtwFPJssshOiQgBaY676C8Nfi8xcYXMgMebFyczZCZiAZPi8h+mli7AYPSzESONZxnFQbqw2TF9rd3naIWaXI31viPTugr+XbHNM9izNzMsqrDTeBgBkgE5+gYffc+FVOZlelBiylrVQhBZUIm4koTV75nQFxid0znbz7EmC5DGY6v3+zmEgMkJCiBGFrGb++4639Ym/42lQQzWbH9/F++bjrXyp+gDABigrm0ghKPH5Vv+R/gHB2j5scmb3agnJjGlAzr8VORti3iShNX+2mA+MPumEbptugag3ZNBvP10bEJ3GTml43RsYlW3betum9hGyYgZaY673iD+cvTGSGWHzY0Ghcs7X05v7+oDP2JsDvsuCmYSMzhE3mlIeMoRgAQf5zVtNEnzWTZ5RDCEpix0OfERprPog8Ju6O/cCvlymxalhumy3IIzPC4Z0DcQ/djzt1YAx7GwEzmYUOjN2nNmo2W6kP+DmbGxdnRT9MJSgPEMW3629SAZm5mGaydADMc5+gYCiHjLzBumUnJeKz7OvqGgdIAcQx9QLOt6sNYmwMAsWd60PLjG28aX1zet2YjQ2bur9kY5TzQFKA0QLxy6coNyt9sdkYp7JoEADojzWdNWavQJhvjwqyHDY3RnzSjAKUB4hK7Y5oepmzDlrpYWwQAksM5Ohb9xX9WQGmAuKTmyBm6WzMMaABAyoDSAHFGZ7dxw5Y6+gaamiNnYm0UAAB8gNIA8cTRhs9nZ/jEAnh+eTlsqAQAiQNKA8QN/jLzU9inCQDxgGhKY8N16kqFO4azTLH7mtUbKxNiBABhw5AZQSFnAACILaIpjVVTqFRpDFbCnXwzr1Ktw20ExD0DRIAhM1RKGAAA4oLIzJ45cPU6DFOoDLZ4iuVMWK/tVsjYk+T4DNlyKzU9Nu/fILtzZPGXGRjKAEB8EUmlWafGHfGTn8Z2S6WQudO3+SuNd8hG2HBNpSK1UNNPkGREh2w8IbwGLMPbqj7MWb+v6Vyr0AuNL0BmACABiIDSPLHeOqmULVKqv7eR8ZLdmejXFC6SKY+drswMwgibQaXAZLt1E0Tkhmwn1RflK3bIssubzrWicF4DluFW3bfn//L1H5v/6u15l5VuKjmaeM5Xo2MTNUfO0IPNgMwAQPwiUnZnD1aNEsMwbJFS1eKeLooDpSEsut25mKJaZx01qBTBKg1WpLE6IzdkW/Dy77lyR/qX55eXs2bxii/sjunrN7vP/+Vr+q5MkBkASABEVhqE7Xu1chGGposkrzRoaqtQ3TPhlpCARqB5NjSmidjl0UOtBFPmZpZtq/ow4OBmwDKMtj0uzd8jqX31A5bh55eXc6kpyAwAxDUR2k+DcqEpNWaJr9Og1ZQ8lWGcJMnglGaiR10owxa512kipjS/UjLHNP7lPzJL/v2/fT75uaJ0R8WeKg7e+F0lRjv+J+nFr23YwXVwNCnbvhv7b/Zr/Pf04v/ILNn8v5WxthEAgNCJjNIQE7rdMiy1D+RlIAAAIABJREFUUjcicd8zp1VThLGgUBlsbMcjZaJtF4rkkG10bKLpXCt9rSL11V1Vh5tO/PHC6Y+1o2MTdsf0SfVF/3HAhi11heX1qwsOVh1uotwK/Lc9omWek+qLAmziNhU3memFP1UMbjI3nWs98ccLJ/54gRFahir0NSoAAOIakZTGadVsV6o0BusTkvIWVhwzxNt+Gv4xDWHraVLKMJmyqcfmGXpFa8iGdIX1T7jJvDR/D9e4R5ZdPmAZvnTlhr/MBDkxhZZPzmrart/sZj2gTX+b9cxVh5uQ6ly/2X3ijxcKy+vXvvlOsmL7rLTin2azzw3OXlaavXZvYXl907nWxHNzAIAZi0hKQ9hwnboy1zMkkCkqm5HqkCQZRzEC+JSGsGgKGTJDkjEZsvljd0znKWupZC3+5bmlPo7C26o+ZKgRq4rYHdNocR6dmXVbfpv+NpeGzUorTs7ZzuPI4C8z6/9XBQIDAIkHxD2jw6k0aJjGlBmSjMmQjRW7Y/pYw/lZacX/Z8UOvt7cM4JhKMTczLI8ZW3TuVZqtg2pl/8Z5maWoU08dsc0z1BJUEFDnJojZ0BmACAhAaWhw6k0ToNK7reY4zlQWjECcJO5Vfft9ZvdNUfOMEY5jImyYw3n/YdBczPLNpUcvX6zO3djDY82nFRflGUzXcXWvvlOYXl9YXm9/5+okyfnbJ+VVpys2L6p5GjTudbzf/n6/F++lpQXHAAAogNKk8gcazgvyy5HnfuGLXX+HXrNkTPBDEpk2eVc6/bUxBc9SQwa7mwqOZqzft8sjyNDq+5b3GTmCXwAAECiAkqT4IyOTfB37rjJnKes5VlNyVPWokmts5o21qWguZllkIsMAAAeQGkAkvS4HS/N30OXnNnLSimZQeRvPsSQmZojZ2DuCwAAfkBpAB+azrUiR+S3d53yd0gbsAzLV+xYsX7fT7PL8zcfgqkwAACCAZQGEIbdMY08DmJtCAAAcQMoDQAAABBZQGkAAACAyCJe/GYJJaUEpQEAAJAQoilNLJJScgFKAwAAICEiM3sWjaSUPIDSAAAASIgIKk2Ek1LyAEoDAAAgISKiNFFJSskDKA0AAICEiEB25yglpeQBlAYAAEBCiK00UU1KyQUoDQAAgIQQdfYslkkp6YDSAAAASAgRlUY6SSlBaQAAACSEWEojqaSUoDQAAAASQiylkVRSSlAaAAAACQFxz7ygcRmnWwJhNVz06KLmK9w7dpNWdmcAAACpAUrjAW0CwjAOpRk3qPIwRbXO+oS0fa9WLpIVaiwEGZPJQQAAgPgClIYkSZIk+jWFi2TKY6crM1mVhsDVuZgsV92DQrlN6HbLsNRK3UhMHB4AAADiC1AakiQsut25mKJaZx01qBRsSoOkRaEyeAJUWzVKJDyxcOIGAACIL0Bp0NRWobpnwh2vjUVpnFZNEcZUGkyuMjhjsTEVAAAgvpjhSoNWU/JUhnGSJCWlNFUAAACJwgxXGiQh/tBExXsYjGkAAABCYYYrDQOuMQ2s0wAAAIQOKA0dLqUB3zMAAIDQEV1pnAaVHOVA8xI3MQI4lQb20wAAAISMyEpj69FU5mI+ShNPcc94lAZiBAAAAISIeEpDX1ynKQ3EcgYAAJjhiD17hvSGpjSQnwYAAGCGE3GlgZybAAAAMxyxszuD0gAAAAC+gNIAAAAAkSXiSgPrNAAAADOciK/TgO8ZAADADCfiShNX+2kAAAAA8YnMfhrGrpq4iREAAAAAiA/EPQMAAAAiCygNAAAAEFlAaQAAAIDIAkoDAAAARBZQGgAAACCygNIAAAAAkQWUBgAAAIgsoDQAAABAZAGlmcB16kqFzL3bFOVvZoOw3mqqzPUcVtlksHpCtEHOTQAAAD7EVBrO9MfRRpDSmDWFRSqNwUqQJGHR7c5TVKpZVMF2S6WQyZRNPTaCJCy63bkYtk6NO2ISbAcAACC+EE9pxg2qPPeQwPa9WrlIVqixxEhrQp89I3B1LsaSvMBpUMmx1ErdCO0wuVJjjkkAUQAAgPhCLKUhcHUuJstV9xAkSZLEhG63jNYzR5kwlYa6DObnCtUtG0n6XF4skiIAAADEFyIpDep7FSqDzf2BVaNk67GjQ4hKQ1ivH1Muck+RMZnoURfKMEymVH2u+bNKmarYfc1KxCbRGwAAQHwhktKgQM4MpYlZzxqC0pg1SjmGhESH21gPsd1SKfK2V26UoeOu4TYSlAYAACAwIuXcjHulQaCBy6JCTT9zUGPr0VSuc39u69FU5mLosIgpzb8BAAAkFqA0HpwGlRzDlBqrz6cOXL3OP2e1rFI3EbF1mn/7N4nuCpKyYdK0TbKGkdK+m7E2gR0pGyZN2yjDxBjTJMQ6DUlyOYkhpUFuzb6HRcz3TJqNhpS2YdK0TbKGkdK+m7E2gR0pGyZN28Q1LG59z6yaQqV7O41no0yeyjDOOIqwaAplmEx58pb1CUlYbx1TytyHRWo/jTQbDSltw6Rpm2QNI6V9N2NtAjtSNkyatoltWJzup7HhOnWlgspI7bP5nw5hw1tVykXoKBklTiQZoRgB0mw0pLQNk6ZtkjWMlPbdjLUJ7EjZMGnaJr5h8RkjQKJIs9GQ0jZMmrZJ1jBS2ncz1iawI2XDpGmbZA0Ln8S8KgAAAEA6gNIAAAAAkQWUBgAAAIgsoDQAAABAZAGlAQAAACJLXCuN02a+ZzDcM9ucJEmSzkf3Wj+uVx1raNHj408Fn8z1L+udry41N9SpVCrVsYZmTes/7lkdIToFuhzDeHurxn02larOcz5XaOcTEcIx/tD6YJxhCWHWnaz7vEuYEyThGH/oPZNzwnzvO+/tCIdnnfVLFhVpLaF81zmCG743255RH7gco/fvfWcw3DGOhFn9Ludw54WG6rICZUFZdcOFzmGnoPONd7XUq+pOXzBYxGkGLseI8Y6hyzTiIEiSdNl6dc0nVHUftOjxcWGGobPNjPbvcow/8G/+02bdH+tautijOHLitI08GKFaO2r/XUZrbNu/VIlfpbH9cK4sPQnDMAyTrz3YZvjqYF6SZ6tPUs5B/bCA++2yfd+ybSX1dS/ytbVao03Y4/HMdvfMlnSZ/8kwTJa+5cxdWicYFs9+aCneqtIPB/8Nl+2fF/a9LkdVlP67+lYTdWlOg0pOjyEU+FyP73705gIMw7BfrD9yffhf/zy35aUkT6Ud1A0KedrGu1rqVXTeLcubMydVucf9X0ESaNUovRE4XM6ha/ty5nuaxUtFDdetAnrhabO2puB3H3VNu0iSdI1dP0idCsMwbH7OvmtDAs7mDk2LYbL0ApUmTL1xDuoOrnXfypwDbb23mwuWeA2r/vuwkJPPjPb/zPbDF/tWp3huQX1r36TnymwGlcIvsBYvVP0nrdzW8v3k5J2PqPpf8Ns6fezav1SJV6Uh+prXJGUWNVxuN3zT1rx39ZIF8qQF64/r+4YsfZ3n9+Ykp+zVTwZ7sonO+jVJSSvLGr804GardfD75jdlK2svfXXpg8p8OZa6RdMnoN3YvqlNly1YX3uurb0LN1vdmPGu9rZztesXzBFiGC9Og0ouV2rMQX9horN+TRKWkldWo6rdvi5VhmEpqw+2ob5SoNK47IYjGZgsXbn73dqSPHn6b5V5cxZsrG3+XNNyeu+6X2BzNjf32oM2zKItSmHrmDwklWiHg+6e6Erj6tdsTsEWrN/beE5zvrl+22o5lrJZ0x90z0nvgJ6YWwqT5vz2+DeDDhdJOh/3tb2bl/TSXv2joC/TrFHKk6s+b9eoCtJlGCZLLzrVho+F9AJMTOqrU+as2ff5Vx0dX50/uHEBhmFJa1Vt98xDfZ2afTnCDJsZ7d9+u37lfEy+uqz23dqK9alJ9FcioUrz1KLZOgdLySurebdKmT4nR/lGdpLi7frmzzUtpyrzUmLZ/qVKnCrNs2FtSVJ+cx/qM1wPWrctwVZ+cO8p+v90X/NvsSX1XUHenWed9Uvmr2z4nppxc5lb1qPQba7xzuPrkhYdav9XsL3Ts676Jdhvm/um2f4o0DB0mXxtUMiT9uz7hpfmZ6i+dT8BzgeG5h2KJPeLuUClmeqqX4VlHu964iLJZ6OtFTJs0RatxX03JvT7Fs0XEsjP5RxqO7g61TtEECyiNOhKM9ZaNke+ocXdTEjXI/2+bCHBWx24ep3neJtBpcDWt5iphuC637I+WUhkXLNGKUfHuxwWg1tvUvIq1TrBejPVVb9q/l79FPrfdIfqF3MW1X7zL7dhpub85CX1nUG3shnR/p/da3gJW6UyPCZJkiRdzuGO5m0rk5Je2dc26BSsNBZtUcqcLdphF0mSU/caXsewvHrP3FuM279UiWelcXcBrqe9ZzbMmZ/fbPI8DQ5cvU6g0iTTvk66+przPb2Vq685H8tvuBfsG8qzew0vYa833Jti++PUvYbXsZca7gX7pLmc1m/P7V0zB5PnldWqGLxbljdHSHNkab7T1m9OKRck5+y7Zv7mXSFK4/tk+kxYkfQuNXhctjsfFaQuKGi6a3smmtIwDXNaNUVCwqa7ntz9IDdJsbPV7ERjGurlhiRdk98czEgW0qEwqyUMvZnqql/liUL7bExXlULr6UiiR507X6DSJH77Z3mXclq+Ob55QdIr+9rufSNMaXxupd+ZY9r+pUqcKg3psmg2z/nF+to/nW85UaaYj2FYUs7uc9/0mK3mH/QNBcIG6Y8NqlVYarFa/0+z1TrUd7Nl56qkOWXaYSfpfr+j91aBsN+uXzk/Kb3gQGOLVveNwc0tfetnjQcK0pPmr6y/Hfy4miRRcGs2A4Q2R5dZU7DA+yLs5pntblPBguSXFBlzBCiNc0izJWl+tX4KvYL5LsI/6azPFNQFewy0GbV781KUp74x/yM8pZGl5m1UKpXKdQq5T/Da8fZahbDE4a6xjrr8JCwlb9t7H58qy5izVvXlTYPhG50mhEkS1g7I5Rz/QafemSdPEjJJ4rIbjmQkrSw7dfZ884H1C5IwbL5iW5P+B7PV/E99w+8WYIJmz2ZE+3cNaQqSMvbqx3w/fXz3ozcXJKUrspOFKM2kQbUS87x2uGzmOwbjCLViF9v2L1XiVWlIcnqo7UCOxyPg0Fe3v6p+heYRcKBtiHX8zo7LRlvQwzAMW1LQfM9BkiTpeoJrj9WdM4wFP0/qcg59VV+QyTLqT8osqP9KyBoySZLILaxRZ/a7HMKsO3m8pYsZS5ub6b7mN5JYOkckNkmYEI8Aoq95TdKCDc0/+Dn5oVfslSpDSLPxzkF93W9TXlJkCxqu0RnTqwqUNAp3ad0LMy6LZvOcOZn1nQLihJMk6Xx0V3NwfSpziTspfWvDNxYh7608r7ou5/gPuo9a2oNvZl6PDCwp58DffrhJa8BJC7ZozEKa2Yxo/4SxeU3ynA1nep/6GkDVpAClISb11SlYzj69v+NFrNu/VIlfpSFJknCMmLoo71XnGK7/rKHuWMOZ1q5hATKDcDkshtY/N9SpVPVN2vD9UF2Osfv3DPrWCyiI6oVWvSjuv2HitI1YH46zuK4+s5m/N9Dfy4I61wM/b1GSJB3mdq1GaxDi4uWL6/HdM1UFyi2C3OqCOa9zxGgwdOIjgtsG6XaVvqnTXnDfzU63b7EQpvr02r92CXIK4+fpeN8dg6HH6vZy7tO3fFCnOv6Rtkug+zVJzoj273LaHvk7OJOke1RiwEeEuKs6xh/QXJy9SLb9x5i4VhqXc7y3vfUzdX0d5bPfjg+H+JBIdz8B4RhBJztGO9n1e9agV2l9LRvBb9IsC+dKJWsY1H9sDQMAJvGrNNND+vfWL/AfozM85YNCuvsJXI/vNpeks/rfJL20pfmOINtctjvN1K4X5lxQSfPdx0ImXKRqGNR/jOufBwfesrNAxVgqCRXh+8m4EdcwMfddPsNbigve0wuYvZQo8ao0rqFLWxfMWbD+0Hn9931DVmv/32ozMorU1/TaDyrzUrCUCq0l+EkSye4nIGzth9OxX6yv/XNbexduHqKd7Nq52o0CF37H2mtXYgs21p67RrNsyIx3tbf9uXb9L7CUav1kkC+wkjUM6j/W9c+H8A2SPIjpoCXUMJfT9sjKxWDr3mTRVlkEb6mWKnGqNM/GWnfMkVW0jlJS/7i99iXk9+myGY6vlnu3FwQ+mWT3E0x11a/CaJ61PoSybcLHmdXnZH3N+diq+i5W59Q4MgzqP8b1Tw5ri3i3wAjp0EXdTyamYTaDSsF7LkFKE2jnJihN7Hg2rC3xetmSJEmO6fdmeNrKdF/zbwW47Ut3P4H9XkM+bUeqL0+/b1iZ/FLD90F3KN83vJRMF1Qarqf3Plgp4DIlaxjUf4zrn3QOdZzbt3oONiev7F3mFpjasjy5sKGDmPvJRDVs5Htt7ZokLLdS/bmGwecqpUyQ0kxbO87tXS1ntezdsjwh2w+kS5wqDfJYla+uvdjZZ7Fa+++1HVcukHkcWJ+aWzYL2aAn2f0ELnvniZVJsnRlTWOLVtfe4T5Zh77109MHlJlJSWvqOyeCPZl7kjBTeeB0i1bXbqBO9uWnjTXKdFnSyhOd9iCHbpI1DOo/1vVPkiQ5oqtMZXv+Qpo9E2s/mdiGufqa81k1IBTDiAndbhmbZTB7FnNo+2kwDPOJqjmFa0/VnTGMBf10SHg/wfSQ/kQB2/p2Uvrv6oUF8iNJ56C+/ndsy8iy9IITeiE7kCRsGNR/bA0jSXLarGs8qTP7re2EFDJZtP1kYhvm6NN/cb3P353RNdz1V62+L+j5RpIk0dWwWRZSkHUpEr9KQ5Lk03H8Hxr1cVXImQJoSHk/gcsxev+eQd96kXayQVuIDvuEY6yfZtnFVr3hnnkiNMskaxjUf2wNAwAGca00dCzaopSkIq0YPo/PxvTvFYjmWTisV20RzYFyTK8qEGtLl6iXKVnDoP4FM0PqX1TDhrVFSSkieTaLW/9SIWGUxqxRClrT48Fp1RSJ5+8homEoqJdYDpSiXqZkDYP6F8wMqX/JGiZu/UsFUBp/ZsiTBj2dcCR7mZI1TLr1L1nDQGkkDSiNUKCnE45kL1Oyhkm3/iVrGCiNFHE+wu/gIw4XOdWnv3RB3+cI52SOwTt3zDYn4ei7fuECm1eJAFwO89075gmnKIaRU+Y7d802J+no01+4JNSthYmYlylZw6D+Y2uYZOtfVMNcj/DbxhEHIb36lxzxrjQ2g0qBJaWvqzyh+QYXHl7XF6tGiSXJc7aqzunuhBam0At6MVmQs0V1Tncn7DCFZo1Sjslzt6jO6u4MhdsCxbxMyRoG9R9bwyRb/6Ia5jSo5FhS6vrK45pvQo7tSyFm/UuOeFeaZzbzLe0He9alyjAs7FvuHL7X+nFtUa4cwzAsJW9bfYv+n6Gql8s5cre1+WBRzgIMwzD56m31n+rvhdwWp0fuXWuuLcqRJ2FYkjyvvL7lq3sjoZ5MzMuUrGFQ/7E1TLL1L6phLpv55qUPqjakJmEYJktdV3lc8w0uifqXHPGuNB6cE+YuXUt9eZ48yX3LW02hjosJx8g/9S31levSk9zq1Rr6SNblGLn3VUt95bpUWdiGkS7H8D39p/WV61OTMCwpfV3lqdbQB+xiXqZkDYP6j61h0q1/MQ1zOW3mLl1L/bbVckxi9S8ZEkVpSJIkSZdj+Afdqc2pczBMULw8Vp6O9+nVWzIxDBNhdc451qdv3CKOYS7nuEmvLk7FMIGB/FgR8TIlaxjUf2wNk3D9i2kY4Rjp0TUUSbH+JUBCKI3PgCZJnlNU23w11IlOwjGCf6M5gV4osKRM5YGPW0OeGnY5RvBvNMcr3ZN76QUHQjeMdDmG8W80x9ELHSZLVx5obg15olnMy5SsYVD/sTVMuvUvpmG+AxpsQU7RQanUv5SId6WZNrcd80y55hbVftzaZQ41GgdJ2jqb3c1Flq6sUWsNYeSjJWxdZ7blpWDu5qLWGvpDN4wc72quyJMnuZ8K9V8N4YQJEfMyJWsY1H9sDZNs/YtqGGFuO+xZPcopqm2+2iWV+pcc8a40NoNqtUj+LSRp1RSkbqj6QBvW4+rGadW8nbpuzwfiNBezpiBnXdXp8B5XD2JepmQNg/qPrWGSrX9RDXMaVKkiOf6R4ta/5Ih3pXE9cz4TbWQp7smcTvHiFol7MhEvU7KGQf2HcLIZUf+iGvbMGb7AU4ha/1Ij3pWGJEmSdD7s0v5JVblFqVQWlFWfavlHn6Bc8T48Hcd1zfX7ygqUyoKyvfV/1uFjob9fOMdw3Z/r96KT7atv1oURcNrlHP9B11y/t6xQqSws21vfrPthPPRWLuJlStYwqP/YGibh+hfXsOEu7UeqyqICpbKwbN+pFn2fLXS9ELX+pUT8K43jXnPBEgxLkivWKpXKN/JSk3xy1QjCOaw/mJOEYUmpeW9Q53plX5vAbB8I1wN99SvMk+UcaBOc7YMkSdI1/PfqnPkYJkvN26hUbsxLlWHY/Jx91wRmW0GIeZmSNQzqP7aGSbf+xTTM5fjhTMGCJAxboFj3htew6r8PhyI2ota/xIh3pZnua34jacGb6s5HnpvhtPVd3peTnLJXPyn0ZJP6vSnJOfu+NHuWfFyO+637XklKqdZPCl0EIib11SlJr+xrve+ZwCUc5i9DNIx8pN/7UlJOTavZk87aNWVurclJemmv/pHgk4l5mZI1DOof6j/yhhHG5jXyBQUfdY55hkTOx31fSqH+JUe8K41FW5Qyf6/ed5fUdF/zb7El9V0Cp9CeddUvwX7b3OfzauPqa87HVtV3Cd2HNdVVvwrLb+7zebUJ0TDyWWf9kuT8ZpPPyVym5vzkJfWdgk8m4mVK1jCof6j/KBg2rC1KytjLyHEjifqXHKA0XmbGkwY9HdR/5A2Tbv2D0sSGeFeaJ+aWQpg9EwbM3gi2TLKXKVnDJFv/ohrm6mvZsABmz4Ih3pUmGh4B1foHoSzvsS88hmYYx4qoqAuPoV2mZA2D+o+tYdKtfzENi4ZHQIj1LzHiX2lIcb2cn9n6/tFyqtrt/3jqM33fZOi32TXZp//slNtlMUzDSJetT99yah/y8gzXmVLMy5SsYVD/sTVMuvUvpmHiejmLWv9SIl6V5hneUqzko0DFmD3lwaItSsF4SCrRDgfdEIe1RUm8JyvSDgd9lcPaEt6TpRRpLcGeTMzLlKxhUP+xNUzC9S+mYQ68ZSdv97NFpQ/6ZOLWv1RJMKV5Y51igfv2CIjMOt7VUq/y490qZXqS8Dtt62qp8z/Z4SplZpLgBk3Yuj5nOdm7u5XpMsFPmpiXKVnDoP6h/qNgGJfSrFXI0ckExXIWtf6lSrwqjR8u5/gPOvXOPHkSlpRZoNIYhsJIWud8dPdSXUG6DMNS8irVurAGsC7n2PeXVIXpSRgmz69U/z2cCQSSfDp295KqIDMJS5Ln7VTresMYp4t7mZI1DOo/toZJtv5FNmwc16kr8+UYlpReqNIYhsIJwyhm/UuFBFAacTVmDNepK/NSMEyWXnSqLaxQEHTDXio69bcwIl6Qvk1566m2cCKOiHuZkjUM6j+2hkm2/iNnWPgaI2L9S4u4VhrCMWTQ1G3NkSdh8vzKD7RhaYzrX0OGT/etTsEwWXqBSmOwhBOc1eWwGD6tXi2K+JGEY6jj032vi9OUxbxMyRoG9R9bw6Rb/2Ia5vrXkEFTtyVXjiXJ8yo/0N6WTv1LkHhVGpetR+sd+YYTII8kyenhzgu0IXmYb4UPOzUq78g3zLfC4U6NFC9TsoZB/cfWMAnXv5iGPbP9oBWtxsStf6kSr0rjNKjkGIZhKXllNf6LaSqVqq6lyxbsycwapRzDsCTFtlMt5zX+XLguII+3VaPEMAybryg70cJyLs0FfV/Q6cqdVk0RhmFY0sqyU2fZTnZJLyBduYiXKVnDoP6h/qNgmM2gUmAYhslXl9W+y9b91Ld0jQd7MnHrX6rEq9I866pfwucYKMiTxH2nuRGSx9vdoLkR4BTnedI4EeTiIuJlStYwqP/YGibh+hfTsKmu+lW85xLk+ydq/UuVeFUaUSEc4w+tPDwYF/BK4XKMP4jayR7+/+2d74vkxpnH/4x7oxf3Zql7EfpyCdeL6TVxJjiFDeIyL86QeRGDXkSBAU8weC+n0C+WIRgmFKFZiH0wQTAMxCwxFfYwAaeJMEfM0FDg5IxpNHNxZrx98qWZbdpKdtw0he5FVUkqqdQ/ZlrzY/f50C92m1L9ak199Tz1qJ7REq7hVQ7z2nYM5v9qO3Z953+lHVspK53/6wooDQAAAFAvoDQAAABAvYDSAAAAAPUCSgMAAADUCygNAAAAUC+gNAAAAEC9gNIAAAAA9QJKAwAAANQLKA0AAABQL6A0wCUSUWe5g1J4HH5AfQ9jb48NRkEb2X54gQNzryFTRhoWJmzhU/qScd93EXL9/rjGbl0r4o99p4mcvX78dP32zxKgNEAZ/SAm5BDKopX8jS+tNCfUadr+HwaMEgc75EEQPm3L65JKw2PWwVbTpcfpD8IH1EX5WS2do9UgbLlzs4wHjmmd5FG3jdEyZ4VdCD6gLkKY9BYXZOBaAUoDlDmhTkMtIuOQtrG1oj/ypZXm6Wc5peHH1G0ilw54dnHprMkT6jSWFpdZTAZ0C6EtOpjIL+KPfae55KmUq+4DcKMApamXLx8NnoRHhc+Xj7RzXqenj8tlnoRHi5ThT7KTzvmTM2OZ6enjfFWzG0qSRFeaJOF930aW7Yd8HHY7DlKGTjeM5VrXdMh9DyPLsizcpuFYfJsudtlimlMaHv2+I1Yry/b2etJmisMuES00nc7vI54kPOplbb7ViyZ6MQs5na7B0OFx+D6R9SPs0TDmoh/I2dn1bNnVfp/teVj0gfZjcRo8csiu+FJeOGWkYa15/gPiNC1rk0YTQ+Vaiy2M1fiz/iPs7bNi/9EaXkNKacxzkh9V6NtWywuG2rdF/V5Iaea2lRH3CG7kHjXqdMYWAAAM60lEQVRGjKwjp7PrrZmVpjxkcT94/m/kqMVsF36mpkPeD2OeJJOI7cvbKZveJBkHHkK23wcP2k0ElKZGPn97N7x1+3++9S+FT3jr9udv74oyX3x4EN66fXTnpUKZw6+vHW++Lso8CY+Onn/58J+/VSzz3LePvmkLIZmePj76pn343LcLZY7uvBTeuv3Xj/4oqjrefP3w62taJV/9xvEPfphXrAql+Xn3V1sIOZ1exJNJFGxjq+UFQ/FULTWAH1O3aeEOG/XmKE3c63j3u+FYuYNaXjBUl28H0SRJxmH3fnvvw17nnpA0+Rxt++H0mLpN1eIgaNsWagdjbf3hA+oipVXCy+8FY9XXTi/ioi2pZ5MB3ULWhh8OGcGpyKUem1F+jBWVj0ThdjfiahFvEDYdsaz/PYIR8oKxPsy+70qlMc6JxjSim+XBnkdp5reVUjAm0v+eMoJNSmMaspp50g3jJJ3ts/xMCncc8oJR6NtW0/E/jpOER709b1udmT8MvNYlWlHAKgGlqZHw1u0ZH1Hm2H1tRhlhcAzuvRl+5Y6xwOHXXjj99X8mSTL67e8Ov/aCucxXvzG492aSJE/CI3NDX7nzxYcHuY5r3rO+7yKr6f7qvV0bIS9Q5sMw8FqW7X/S05w/UlQOgrk2TYYygCbGB/ZcuYhuWg3S+0QvZnjUPQv9DSuLHVAL9Gle/2JGcPof1cMo/2Va5uAgP0Zj5Vtk519zGhDr9Wi1Ffpv9p7pRqFWQ3mpNSmN2lxJDYVqzG2lbeYNGiFL64SNKjtT7nCDsDOtCWWZfRb6G7lJ4+OgjayN//DvNcy3gbwBVugWBC4NUJoaOXr+ZaNCHP7TC0fPvyzKDH7y08PbL1YpjfCzDfffqVKR8NZtIRLCNqpSI2FCTU8fz25IoW8pY88PwngceNq2s3EVVqvegwfzlGYcBtQXXiy5ad07DdqolPSJR+zhu8pTZllWY6f7vl7MsFAOA69V2tDepCcHSyqN2BjffEDfzI3RWPnzGDdy8pNWrmLnsnGK/m/44Vmu+6Ly8pwUFtWKh/rK3S8e9/ccZOWeD1LmtiU4C/0NKzVo4h7BLRWMUKU05SEXlUZ1mBWGI6ci6BKMLKvpkF/SIMwpsJCipyEt2DMIKE2N/PWjP55s3f30u07hc7J1N3VnffloMPjJT8tljt3XUjuDPzn7/O3dT7/3/WKx731/uP9O2txw/51j97Vymf/d+VnqHPviw4NCmWP3NWEV5dC9Z4JVKs3RgG4hy/b89zInPjk4oZuF9IJ8QF2Uxr6JR9qFlaYcD62VvJjSFCsvzJgyX46pixD2dh+yiMsvi/1XTZ+a5uSCSlMcpmKyQFtJkkh7MduhMaetLP9khSEvqTQsTuIwoJT6HlZuNFE3KM3NBZQGKGNSGt7353vPpAPE/+S/ZioN0xbrau+Z7lla0ntW3s9YWmmMYzRWLkIJCt6zgvky23v2qXFOzuU9yzMMvFapouECbSVFg6aIsTPqBtCHXKE0odF7llp7ifSzpUMD79kNBpQGKGNSGrkVnI8IaLr0eCJiz+T+bbeNEXLpgA8Dr2XhDou5inHKK02YLWEqTqlB2LQUEfDv7qvq3REVj9QgbFKOCCiuhurJmqpYJkravwwniymNfCmyMMbMbjNVvs96HfUAnnW194lvp/3vvSXHOen7NhLvIeYmZ2ieE+0nWCgiYMo6654fhONENlqOUD9boK2SQVPELHs8NA3ZrDQnhogAlx733toklEUT9ROk2gMRATcYUBqgjFFpkiSpjHJ+1XlFRbXKmNQsiBZ7u8RBxdizPpWbBLa3u+MgtQzlwpct3GHxKKRtLBvc2fVsWW6hKOdA7UPosbbzleYV51UV/kv7cdG0qqhcvngkurS9I2PP0i8R9u4T+WUutBc5OztqcqrmJD+qgtmXvU8jp4ywmEe9vWwDpiKCeX5bI0bWqw2apHqfxjTkCqUxRjlr/Ve3WZJAlPPNBpQGuBDLH6ayUK0R3byKp1fjrsY5GAZey7QPf2EKb24+Q8CbmzcbUBrgQtSjNCNG1mtZqedwAaWZss6miFwQEV8iFHj15NxTzxBwGs1NB5QGuBCrVhoVYC13ay6ZCygNj9hDqnhY5/lscMImcPMApQEAAADqBZQGAAAAqBdQGgAAAKBeQGkAAACAegGlAQAAAOoFlAYAAACoF1AaAAAAoF5AaQAAAIB6AaUBAAAA6gWUBrg8pow0lssvwuPwg3eJa3v7bPAH316rzsg5u9WqQ/VvOMsPTR6fnCV9eeoRhwPZ7eDZOyvuOgFKA5Qp5tzcY4bjgM/B0krD+7695gVHYbfj2J7/8Fz9AKVJMRzQOWJkvZSOrDLR2WLo949lWYX0OSI9xOXlNBOnc5ayLQCXCCgNUOaEOg15+pfMX6Llpzo3y9s0qwCURsFD384dh5yJSlFpVvkb8dC3rdx5oyKl0Dk17Nyd6Pt2AzIOXCGgNPUSHp1c/8/p48JZjTmlkSuFzLlbzgozZaRh2R65q1KS0DDm+gqYJTLJVrF8nmCZXS1JkiSXm0TkfTnKPR3LlFnGpCaliVdpuCzLWsNY5aXmUW/P23DIvu+tq1Q6PA6ph5FWG4/Ynmc75F3fw7hNw7EcBb5LRPdwm7IDmv5bnKc5ZaSBsPemrE27UCTpaTj0xNSHVNEty0JreA3NmiXj0E5ME1XAmMugmGZmAaVZpC1F0Yoa930X4R3qu2alMQ25eI+1u7JFY5qiLPVOPncRHwdtVE74DVwWoDQ18qPtX6AX3/i7Oz+8zp9/ePGN577zY11sckoj/m7RFh38HyPr8ohlmemyHYy5XAX2ehGXR7vbfp/PVZqUXFVJ3CO4kS2+GjxmHSySgIli7W6WqLG4evKYdbD0lgg3vUi/1iO4Jc/b58fUbWHSi3nftxviOHoe9fa8bRoNGVlXi+NkQLcQ7rB4zAi2LLsdDLh0/tge7cdiJRUdkEqzz6KJdBDZfshF4melE8Y+CBeWVKZx33dR5SxNzUPLEHkqW4YNLemKLHxvVBqrtFIbqW5L+9VSg0ZM5nYQ/S2im3NsmuI9pvKkDaiLRIsj0w35t9DfEMleEx6xvXteOjkRdVZkmgPnAJSmRq5cRRb8/P0Lr3/034e5jucfWhEWqYILGQ8j6lgtLxjq4hEzgi3bDycLK0325aScRj4plms49M96MWPCY3311C5MWz8L/Q3VVaTJ2zjwcss3D33b2vDDYa7OfP1nob8hEw3ovqwpI43ihXxGH9K5nTlLI9PQdO9ZlUttykijnN+hKnWmPKtfrtpVzHbf8b5vp88BkyjYxjLZwXS+0uTmQZuQqZor8w35KSM4szLnDx+4JEBpauS57/z4H1/6tysXkkU+nw3+kuu45j2T6Mnq0yXGoDQym+9MpYnDgO4qn5Vw2Z+ZVp9JxN7zs1zFDYf+qVDMtC7r2allV8WFhY1qwqY5Z5Qwzh7lHDgSlfjZoDTTiG5WK03hwqm5Dyfa3M6cpT+ZhnaSJOMwoPpElVb/iDqGxb1aaaQulrV/gbYMl8eM4OLYy5mNDEMuK43VIGxacUNmacWzxNtpAVCaKwOUpkY+G/xlm+y7b9y/zp/NH/1cN2gSs9IsbtM4NJrjPRsysp6GtOk2jbYUivyScidgCZtmGHiteTZNCblTgkn3117RJZXoK/LiSlOwQri5D7oVNXOWIuPQYtbByoe5MpvG3Fu+UFtJIp2c5iyZVTbNyDTkCqWpuCFVVfIBIruNQWmuFFAaoIxJacxuceFDV4543vftlkuPuXCbuHTAJxHb9zDSlSYKvJYltmfl/q14hO8R/EouKbJY6UTl45C2sZVut8zZp8ku5BHb87QLpaNsErH9NvlgPGWdTbEbIdbQDT+McrsmCY96e+37wXi8mNKkGYjPQn8DuXTA9aXc2AchjcJPlU2IcZYmpqHl1Tc3UQUW2qeJWceTSarF3Goh0YluqVS3JQOLszg3nSqlGRpvDLPSmG/IMet4pBvGaqp1KYJ9misDlAYoY1Qac6jPlJGG1cK4Ib1PtB8nST6gCznbO06z4D0Tq5ioaGfHUQ/O+aAyhL199ujPKiKr6exsq93vBWLPslCu/IWF2DaahplJtw5y5CKV/zIfQraA0qzhNZSvv2Q0GPqQJDmfj33XexXNmCXj0LLQYW28OsXYM/3VGXFJ3peoe5+yuV2grVkGTVKtNIlxyBVKY7wh1ZNN8d6A2LMrBpQGuBD1vCJzQp3WzXsDZjUv7vBx0K7pNcPC+zTPEPA+zVUDSgNciFqUZhx46Aa61FeiNPHHvtMs+QNXhOGMgGcBOCPg6gGlAS7EipVGOnRyb+fdIM6vNPmYNFTxRtFqgHPPgCsBlAYAAACoF1AaAAAAoF5AaQAAAIB6AaUBAAAA6gWUBgAAAKiX/wceVjdV+QlBRAAAAABJRU5ErkJggg==" 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" 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<br />Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-35006678805985754552015-01-04T18:19:00.002+00:002015-01-04T18:19:41.700+00:00Dos mitos orçamentais em Portugal: a look back to 2011<br />
Em 2011 foi popularizada a ideia de que uma das razões porque Portugal tinha mesmo de pedir assistência financeira porque já não havia "dinheiro para pagar salários e pensões".<br />
<br />
E essa afirmação corresponde à verdade? Bom, só se decidirmos que de repente Portugal tinha de pagar reembolsos de dívida primeiro porque os mercados não quereriam renovar as linhas de crédito.<br />
<br />
Mas isso corresponde a uma normal gestão orçamental? Claro que não.<br />
<br />
Vamos simplificar: precisamos pagar salários, pensões e dívida. Se concebermos as coisas nesta perspectiva, e deixarmos a dívida para o fim, havia dinheiro para salários e pensões?<br />
<br />
A resposta é, havia. E há mais quem pense isso (cf. <a href="http://www.publico.pt/economia/noticia/dinheiro-da-troika-nao-foi-para-pagar-salarios-e-pensoes-1548494" target="_blank">aqui</a> e <a href="http://www.esquerda.net/opiniao/afinal-havia-dinheiro-para-sal%C3%A1rios-e-pens%C3%B5es/25607" target="_blank">aqui</a>)<br />
<br />
E havia porque as receitas gerais do Estado davam para cobrir os salários e as da segurança social davam para cobrir as pensões (fonte: Emanuel dos Santos, “Sem Crescimento não há Consolidação
Orçamental – Finanças Públicas, Crise e Programa de Ajustamento”, Lisboa, Edições Sílabo):<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfwWlq3JWel6c0Ld7G3HAYm5xZDN6ZRImhyphenhyphenZciCWsxDhu_u5nk5X6T70AvVegftTpGuLul7vg5r9xdL58hBkZMrCoT4IV20yzy1QR3c60l5AC8K-IsijrLrwzofB_FTBXRUi9KsOR_s59a/s1600/gr1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfwWlq3JWel6c0Ld7G3HAYm5xZDN6ZRImhyphenhyphenZciCWsxDhu_u5nk5X6T70AvVegftTpGuLul7vg5r9xdL58hBkZMrCoT4IV20yzy1QR3c60l5AC8K-IsijrLrwzofB_FTBXRUi9KsOR_s59a/s1600/gr1.jpg" height="260" width="400" /></a></div>
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Então faltava dinheiro para quê? Bom, para amortizar em vez de renovar dívida porque os mercados estavam a cobrar demasiado dinheiro para esse efeito. O que normalmente não se faz. </div>
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Portanto, a afirmação que não havia dinheiro para salários e pensões só é sustentável se presumirimos e escolhermos presumir que se pagaria antes tudo o resto (dívida e juros), que os mercados se fechavam e que no fim é que se ia ver se sobrava algum dinheiro para salários e pensões.</div>
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Simples, mas complicado. Como sempre. </div>
Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-38133132267581784372015-01-02T11:26:00.000+00:002015-01-02T11:26:13.257+00:00Para começar o ano <br />
Sinais de vida inteligente vindos <a href="http://www.ecb.europa.eu/press/inter/date/2015/html/sp150102.en.html" target="_blank">do BCE</a>:<br />
<br />
<h2 class="subtitle">
Opinion piece by Mario Draghi, President of the ECB, <br />for Project Syndicate, 2 January 2015</h2>
<article>
There is a common misconception that the euro area is a monetary
union without a political union. But this reflects a deep
misunderstanding of what monetary union means. Monetary union is
possible only because of the substantial integration already achieved
among European Union countries – and sharing a single currency deepens
that integration.<br />
<br />
If European monetary union has proved more resilient than many
thought, it is only because those who doubted it misjudged this
political dimension. They underestimated the ties among its members, how
much they had collectively invested, and their willingness to come
together to solve common problems when it mattered most.<br />
<br />
Yet it is also clear that our monetary union is still incomplete. This was
<span class="pdf"> </span><a href="http://www.consilium.europa.eu/uedocs/cms_Data/docs/pressdata/en/ec/134069.pdf">the diagnosis</a>
offered two years ago by the so-called “Four Presidents” (the European
council president in close collaboration with the presidents of the
European Commission, the European Central Bank, and the Eurogroup). And,
though important progress has been made in some areas, unfinished
business remains in others.<br />
But what does it mean to “complete” a monetary union? Most important,
it means having conditions in place that make countries more stable and
prosperous than they would be if they were not members. They have to be
better off inside than they would be outside.<br />
<br />
In other political unions, cohesion is maintained through a strong
common identity, but often also through permanent fiscal transfers
between richer and poorer regions that even out incomes
<em>ex post</em>. In the euro area, such one-way transfers between countries are not foreseen (transfers do exist as part of the EU’s
<span class="external"> </span><a href="http://ec.europa.eu/regional_policy/what/future/index_en.cfm">cohesion policy</a>,
but are limited in size and are primarily designed to support the
“catching-up” process in lower income countries or regions). This means
that we need a different approach to ensure that each country is
permanently better off inside the euro area.<br />
<br />
This implies two main things. First, we have to create the conditions
for all countries to thrive independently. All members need to be able
to exploit comparative advantages within the Single Market, attract
capital, and generate jobs. And they need to have enough flexibility to
respond quickly to short-term shocks. This comes down to structural
reforms that spur competition, reduce unnecessary red tape, and make
labor markets more adaptable.<br />
<br />
Until now, whether or not to carry out such reforms has largely been a
national prerogative. But in a union such as ours they are a clear
common interest. Euro area countries depend on one another for growth.
And, more fundamentally, if a lack of structural reforms leads to
permanent divergence within the monetary union, this raises the specter
of exit – from which all members ultimately suffer.<br />
In the euro area, stability and prosperity anywhere depend on
countries thriving everywhere. So there is a strong case for sharing
more sovereignty in this area – for building a genuine economic union.
This means more than beefing up existing procedures. It means governing
together: shifting from coordination to common decision-making, and from
rules to institutions.<br />
<br />
The second implication of the absence of fiscal transfers is that
countries need to invest more in other mechanisms to share the cost of
shocks. Even with more flexible economies, internal adjustment will
always be slower than it would be if countries had their own exchange
rate. Risk-sharing is thus essential to prevent recessions from leaving
permanent scars and reinforcing economic divergence.<br />
A key part of the solution is to improve private risk-sharing by
deepening financial integration. Indeed, the less public risk-sharing we
want, the more private risk-sharing we need. A banking union for the
euro area should be catalytic in encouraging deeper integration of the
banking sector. But risk-sharing is also about deepening capital
markets, especially for equity, which is why we also need to advance
quickly with a capital markets union.<br />
<br />
Still, we have to acknowledge the vital role of fiscal policies in a
monetary union. A single monetary policy focused on price stability in
the euro area cannot react to shocks that affect only one country or
region. So, to avoid prolonged local slumps, it is critical that
national fiscal policies can perform their stabilization role.<br />
<br />
To allow national fiscal stabilizers to work, governments must be
able to borrow at an affordable cost in times of economic stress. A
strong fiscal framework is indispensable to achieve this, and protects
countries from contagion. But the crisis experience suggests that, in
times of extreme market tensions, even a sound initial fiscal position
may not offer absolute protection from spillovers.<br />
<br />
This is a further reason why we need economic union: markets would be
less likely to react negatively to temporarily higher deficits if they
were more confident in future growth prospects. By committing
governments to structural reforms, economic union provides the
credibility that countries can indeed grow out of debt.<br />
<br />
Ultimately, economic convergence among countries cannot be only an
entry criterion for monetary union, or a condition that is met some of
the time. It has to be a condition that is fulfilled all of the time.
And for this reason, to complete monetary union we will ultimately have
to deepen our political union further: to lay down its rights and
obligations in a renewed institutional order.<br />
<br />
</article>Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-18103540305033619372014-12-30T14:19:00.003+00:002014-12-30T14:49:13.654+00:00Opinião Pública<br />
"A maldição chinesa", no Diário Económico de hoje:<br />
<br />
<a href="http://economico.sapo.pt/noticias/a-maldicao-chinesa_208979.html" target="_blank">Bom, bom, é viver em tempos dos quais não se ocupe um dia a História.</a><br />
<br />
<a href="http://economico.sapo.pt/noticias/a-maldicao-chinesa_208979.html" target="_blank">Nessa acepção, tivemos um 2014 muito interessante. E 2015 não ficará atrás. Estes são, deveras, tempos interessantes. Nem tudo é mau, e nestes tempos, as pessoas estão um pouco mais envolvidas com o espaço público, um pouco menos apáticas.</a><br />
<br />
E há pouco, na ETV, com o<a href="http://oinsurgente.org/" target="_blank"> "insurgente" </a>André Abrantes Amaral:<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="225" mozallowfullscreen="" scrolling="no" src="http://rd3.videos.sapo.pt/playhtml?file=http://rd3.videos.sapo.pt/Wq7qKYlm1ZWykVLCslqf/mov/1&relatedVideos=none" webkitallowfullscreen="" width="400"></iframe>
Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-77038050446508935062014-12-29T16:28:00.001+00:002014-12-29T16:28:27.431+00:00Dos limites do poder executivo<br />
O Estado só pode contrair dívida até aos limites autorizados pela AR, só pode dar garantias pessoais nas mesmas condições. mas pode dar garantias contra "risco jurídico" futuro e incerto sem qualquer limite no contexto de uma privatização? Um verdadeiro cheque em branco, cujos contronos não podem deixar de nos preocupar.<br />
<br />
A propósito <a href="http://www.jornaldenegocios.pt/empresas/banca___financas/detalhe/venda_do_novo_banco_blindada_contra_processos_nos_tribunais.html" target="_blank">desta</a> notícia. Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-62063498570985208972014-12-29T12:32:00.002+00:002014-12-29T12:32:26.740+00:00Frustrações em época natalícia<br />
<br />
<blockquote class="twitter-tweet" data-partner="tweetdeck">
Eu queria era ver um Balanço do Estado.
Isto de só ter demonstrações de resultados é uma maçada.
(só para iniciados em Finanças)<br />
— MarcoCapitãoFerreira (@FerreiraMcf) <a href="https://twitter.com/FerreiraMcf/status/549543257064357888">December 29, 2014</a></blockquote>
<script async="" charset="utf-8" src="//platform.twitter.com/widgets.js"></script>Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-6228489740138038442014-12-23T15:48:00.003+00:002014-12-23T15:50:48.117+00:00Opinião Pública<blockquote class="twitter-tweet" data-cards="hidden" data-conversation="none" data-partner="tweetdeck">
“<a href="https://twitter.com/diarioeconomico">@diarioeconomico</a>: Vídeo. <a href="https://twitter.com/FerreiraMcf">@FerreiraMcf</a> : "<a href="https://twitter.com/prcavacosilva">@prcavacosilva</a> encara eleições como factor de instabilidade" <a href="http://t.co/2tuBX2wSIQ">http://t.co/2tuBX2wSIQ</a>”<br />
— MarcoCapitãoFerreira (@FerreiraMcf) <a href="https://twitter.com/FerreiraMcf/status/547406682679422976">December 23, 2014</a></blockquote>
<script async="" charset="utf-8" src="//platform.twitter.com/widgets.js"></script>Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-32523221011347782872014-12-22T20:09:00.000+00:002014-12-22T20:10:45.710+00:00Repetir o óbvioMas pronto, mais uma vez:<br />
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<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Afinal, o que pode fazer o BCE?</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Muitas vozes têm dito que o BCE estará já a fazer mais do
que o mandato que lhe está atribuído, desde logo as vindas do Bundesbank e de
certos sectores do pensamento económico. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Alegam, e o próprio BCE tem suportado esta visão, que o
banco tem como objectivo único manter a inflação próxima dos 2%, isto é,
estabilidade de preços e que qualquer outro objectivo lhe está vedado. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Este racional é muitas vezes invocado para explicar as
diferenças entre as políticas mais agressivas no combate à crise da Reserva
Federal Norte-Americana, do Banco de Inglaterra ou, mais recentemente, do Banco
Central Japonês. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Nada mais errado, como uma leitura dos Tratados permite
perceber. Desde logo, o BCE não tem um mandato único: tem um mandato primário
(na redacção inglesa dos Tratados) ou primordial, na discutível versão
portuguesa. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Em qualquer caso, o que diz o Artigo 127.º n.º 1 do Tratado
sobre o Funcionamento da União Europeia é o seguinte: </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 1.0cm; margin-right: 56.65pt; margin-top: 6.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 2.0cm; margin-right: 56.65pt; margin-top: 6.0pt; text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">“O
objectivo primordial do Sistema Europeu de Bancos Centrais, adiante designado
«SEBC», é a manutenção da estabilidade dos preços.” </span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Primordial, ou primário indicam, desde logo, que é um, e o
principal, mas não o único.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Aspecto que é reforçado pela continuação do mesmo artigo
127.º n.º 1 que esclarece:</span>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 2.0cm; margin-right: 56.65pt; margin-top: 6.0pt; text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">“Sem
prejuízo do objectivo da estabilidade dos preços, o SEBC apoiará as políticas
económicas gerais na União tendo em vista contribuir para a realização dos objectivos
da União tal como se encontram definidos no artigo 3.o do Tratado da União
Europeia.”</span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Literalmente, o que o tratado diz é que, desde que não se
comprometa o objectivo de estabilidade de preços (no médio e longo prazo,
acrescentamos nós) o BCE tem como mandato, não como opção que livremente
exercerá, mas como uma obrigação que sobre ele impende, contribuir para a
prossecução dos fins da União fixados no Artigo 3.º do Tratado da União
Europeia. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">O qual, por sua vez, dispõe (destaques nossos):</span></div>
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<br /></div>
<div style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 2.0cm; margin-right: 56.65pt; margin-top: 6.0pt; text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span style="mso-fareast-language: EN-US;">“A União estabelece um mercado interno.
Empenha-se no desenvolvimento sustentável da Europa, assente num <b style="mso-bidi-font-weight: normal;">crescimento económico equilibrado</b> <b style="mso-bidi-font-weight: normal;">e na estabilidade dos preços</b>, numa
economia social de mercado altamente competitiva que tenha como <b style="mso-bidi-font-weight: normal;">meta o pleno emprego e o progresso social</b>
e num elevado nível de protecção e de melhoramento da qualidade do ambiente. A
União fomenta o progresso científico e tecnológico.</span></i></div>
<div style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 2.0cm; margin-right: 56.65pt; margin-top: 6.0pt; text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span style="mso-fareast-language: EN-US;">A União <b style="mso-bidi-font-weight: normal;">combate
a exclusão social e as discriminações e promove a justiça e a protecção sociais</b>,
a igualdade entre homens e mulheres, <b style="mso-bidi-font-weight: normal;">a
solidariedade entre as gerações</b> e a protecção dos direitos da criança.</span></i></div>
<div style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 2.0cm; margin-right: 56.65pt; margin-top: 6.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="mso-fareast-language: EN-US;">A
União promove a coesão económica, social e territorial, e a solidariedade entre
os Estados-Membros.”</span></i></b><b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: EN-US;"></span></b></div>
<div style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="mso-fareast-language: EN-US;">Ora no actual contexto, quer numa visão de curto prazo, quer numa visão
de médio-longo prazo a Europa não enfrenta pressões inflacionistas.</span><span style="mso-fareast-language: EN-US;"> </span>
</div>
<div style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="mso-fareast-language: EN-US;">Aliás, se algum risco se tem de assumir é a possibilidade de termos um
cenário de deflação com taxas de juro baixas, o tipo de ciclo vicioso em que o
Japão esteve durante muitos anos.</span></div>
<div style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="mso-fareast-language: EN-US;">Logo, se o objectivo primordial está atingido, o BCE não só pode como
deve tentar contribuir para a realização dos demais objectivos.</span><span style="mso-fareast-language: EN-US;"> </span>
</div>
<div style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="mso-fareast-language: EN-US;">Assim, uma política mais agressiva indexada, por exemplo, como fez
recentemente a Reserva Federal Norte-americana, a um dado objectivo de baixa do
desemprego é não só permitida como imposta pelos Tratados. </span></div>
<div style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="mso-fareast-language: EN-US;">E se assim é, porque não está a discussão focada neste aspecto? </span></div>
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<![endif]-->Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-3893404665247265262014-12-16T22:06:00.003+00:002014-12-16T22:06:48.098+00:00Opinião PúblicaNo <a href="http://economico.sapo.pt/noticias/whatever-it-takes-mesmo_208178.html">Diário Económico de hoje</a>:<br />
<br />
<br />
<b>‘Whatever it takes’, mesmo? </b><br />
<br />
Com uns anos de atraso em relação à sociedade civil a Assembleia da República, por iniciativa do Partido Socialista, vai finalmente discutir se a dívida portuguesa é pagável.
A resposta àquela questão, no contexto que a Europa atravessa, depende muito das expectativas do que seja a evolução da Economia.<br />
<br />
<br />
Sem crescimento a reestruturação - que o Governo já assume discretamente, nomeadamente em operações de troca de dívida e no planeamento do reembolso antecipado ao FMI - será inglória. Acabaremos sempre num problema de capacidade de pagar. Do que precisamos é de crescimento económico, e urgentemente.
<br />
<br />
É por isto que o pífio Plano Juncker não serve. É demasiado pouco, demasiado tarde e demasiado lento. É preciso complementar tudo isto com uma política monetária audaz. ‘Whatever it takes', disse Draghi, e deve mesmo ser o que for preciso, sem tabus.
<br />
<br />
Já em Setembro ("Acabar o euro", Diário Económico de 03/09/14) tínhamos alertado para o artigo da Foreign Affairs de Mark Blyth e Eric Lonergan que, aos ombros de Milton Friedman e Ben Bernanke vieram propor um "QE for the people", ideia que tem começado a ganhar visibilidade. Em bom português, injectar dinheiro directamente nas famílias, em vez de o fazer no sistema financeiro.
<br />
<br />
Entre nós, Eduardo Paz Ferreira apontou no mesmo sentido ("Paroles, Paroles", Expresso de 06/12/2014) citando ainda Werner Munchau, Martin Wolf ou Adair Turner como nomes que cada vez mais integram as alas ditas radicais.
<br />
<br />
Lá fora os sinais são mais do que evidentes, desde Simon Jenkins (ex-editor do Times) no The Guardian a John Muellbauer, em Oxford. E até do lado dos mercados, pela mão do Economista-Chefe do Citigroup, Willem Buiter temos sinais importantes (cf. "The Simple Analytics of Helicopter Money: Why It Works - Always", Economics: The Open-Access, Open-Assessment E-Journal, 8 (2014-28)).
<br />
<br />
Os modelos americano (que funcionou) e japonês (que está em dificuldades) de QE dificilmente funcionarão na Europa, face a um sistema financeiro zombie que nem à força de empréstimos de longo prazo grátis do BCE (os chamados LTRO) dá sinais de vida.
<br />
<br />
Na experiência americana de 2001, em que foi dado um alívio nos descontos pessoais para a segurança social, mesmo quantias relativamente modestas traduziram-se em crescimento económico, num aumento da qualidade de vida da população mais pobre e numa melhoria imediata das contas públicas por via de uma melhor receita fiscal.
<br />
<br />
O reverso da medalha será um eventual pequeno aumento da inflação. Mas um pequeno aumento da inflação é precisamente o que precisamos, longe que estamos do objectivo de 2% que o próprio BCE advoga.
<br />
<br />
O que falta? Convencer os alemães ou vencê-los em votação no BCE. Falta, em suma, vontade política. O projecto europeu viverá ou morrerá em função disto. É altura de o começarmos a aceitar.
<br />
<br />Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-63370123477647965432014-12-15T11:15:00.004+00:002014-12-15T11:15:35.313+00:00Opinião Pública<br />
<br />
No Diário Económico <a href="http://economico.sapo.pt/noticias/crime-e-castigo_207994.html" target="_blank">de sexta</a>:<br />
<br />
<b><br /></b>
<b>Crime e Castigo</b><br />
<br />
Se tirarmos um paralelo à narrativa de Dostoiévski o que se apura nas audições parlamentares ao BES/GES é que roubar um euro é um acto humano, mas pulverizar milhares de milhões é um acontecimento fortuito.<br /><br />Não
o podiam evitar os que geriam estas empresas, não o podiam evitar as
entidades reguladoras cujo mandato é evitar que coisas destas aconteçam,
não o podia, por fim, evitar o Governo que em nome de todos nós conduz
os destinos do País, mas que neste assunto nada fez excepto, ex post
facto, despejar milhares de milhões de euros dos contribuintes em cima
do problema.<br /><br />Ricardo Salgado era o líder do grupo e do banco mas
foi ao Parlamento imputar culpas à crise (tem costas largas), ao
contabilista (esse mordomo dos tempos modernos), mas principalmente ao
Banco de Portugal. A tese central: por ter sido demasiado exigente quer
no tipo de medidas (ignoradas quase todas) quer no calendário imposto
(mas não cumprido) terá provocado o desaparecimento do BES e a falência do GES.<br /><br />O
Banco de Portugal exagerou na supervisão? Carlos Costa diz que não.
Diz, também ele, que a culpa não é dele, que não podia ter feito mais.
Mandou (rectius: persuadiu) mas não foi ouvido. Os pareceres adquiridos
por Ricardo Salgado não lhe permitiam agir, a jurisprudência dos
Tribunais tolhia-o, e os factos essenciais escaparam-lhe. Mais para
Pilatos que para Porfiri Pietróvitch, em suma.<br /><br />Tem-se dito muitas
vezes que atacar o supervisor é desculpar o infractor. Não é: o facto
de um crime ter autor e ser ele o criminoso não desculpa o polícia que o
deixou agir debaixo do seu olhar desatento e negligente, mãos tolhidas
atrás das costas por equívocos só seus.<br /><br />Em tudo isto, o que se
pode ver? Um monumento tão caro quanto hediondo ao funcionamento do
mercado, à regulação que temos, e ao sentido de Estado de quem nos
governa. Para sumário de uma nação não está mal, não senhor.Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-37006585933978826672014-12-11T11:09:00.003+00:002014-12-11T11:09:51.161+00:00Coisas que escapam <br />
<div style="text-align: justify;">
Porque não foi televisionada passou ao lado da torrente informativa sobre as audições parlamentares do affaire BES <span class="TextoTram" id="ctl00_ctl13_g_2ebe504f_8252_412e_a2cd_5786c782e99c_ctl00_rptEntidades_ctl01_lblEntidade">a audição da Técnica do Banco de Portugal que integra a equipa de acompanhamento permanente do BES, Susana Caixinha. </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span class="TextoTram" id="ctl00_ctl13_g_2ebe504f_8252_412e_a2cd_5786c782e99c_ctl00_rptEntidades_ctl01_lblEntidade">A audição não é nem foi secreta (estando disponíveis quer a <a href="http://app.parlamento.pt/webutils/docs/doc.pdf?path=6148523063446f764c324679626d56304c334e706447567a4c31684a5355786c5a793944543030765131424a516b56544c305276593356745a57353062334e4259335270646d6c6b5957526c5132397461584e7a59573876593249774e7a41775a545574595459314d4330304e6a59794c574531597a517459574e6c4d545530596a59354d7a45324c6e426b5a673d3d&fich=cb0700e5-a650-4662-a5c4-ace154b69316.pdf&Inline=true" target="_blank">declaração incial</a> quer o <a href="http://media.parlamento.pt/www/XIILEG/4SL/COM/CPIBES/CPIBES_20141203.mp3" target="_blank">registo aúdio</a> da parte relativa a perguntas e respostas) mas dela não se fizeram grandes manchetes nem muitas noticias. </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span class="TextoTram" id="ctl00_ctl13_g_2ebe504f_8252_412e_a2cd_5786c782e99c_ctl00_rptEntidades_ctl01_lblEntidade">Acontece que o que ali foi dito é instrumental para compreender o que se passou do lado da supervisão. </span>
</div>
Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-30892484615548218542014-12-11T10:20:00.003+00:002014-12-11T10:20:59.376+00:00É a procura, estúpidos <br />
<img alt="" height="187" 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" width="400" />Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-70134666072400959312014-12-05T19:17:00.002+00:002014-12-05T19:17:37.829+00:00Obrigatório ler <br />
Sobre a complexa questão da idoneidade temos uma <a href="http://www.bportugal.pt/pt-PT/OBancoeoEurosistema/IntervencoesPublicas/Documents/intervpub20141117-2A.pdf" target="_blank">nota técnica</a> (não assinada, o que não deixa de ser original, convenhamos) toda ela assente num erro de perspectiva: no exercício dos seus poderes o BdP não se deve preocupar primeiro consigo mas sim com os cidadãos que dependem da sua oportuna, eficaz e decidida actuação.<br />
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Já só faltam os pareceres de Coimbra, por aí citados mas ainda não públicos. Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-2324066794176018232014-12-04T15:10:00.005+00:002014-12-04T15:10:52.097+00:00Retrato de um país em 10 imagens (não recomendado a pessoas sensíveis)<br />
O retrato completo está no Anuário 2013 do INE (completo <a href="http://www.ine.pt/xportal/xmain?xpid=INE&xpgid=ine_destaques&DESTAQUESdest_boui=223549784&DESTAQUESmodo=2" target="_blank">aqui</a>), partes seleccionadas mais ou menos ao calhas ficam já aqui. 10 imagens para perceber melhor Portugal:<br />
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1) Somos cada vez menos activos e nem tudo isto é demográfico<br />
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<img alt="" height="248" 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" width="400" /> <br />
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2) Temos a geração mais qualificada de sempre, de sempre. Saberemos não a desperdiçar?<br />
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<img alt="" height="243" 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4/7AIcJRC4dUtU7AABMIoyx/xkNY2zcBzhMIHLpkKreAQBgEoHIIfJxIlW9AwDAJAKRQ+RBWo1j71fh6s3265ZRtl/UzYgtm3V7hUqt3mMsqeodAAAmEYgcIg9g5RXhMQlVs181ygXx6YlQmWuq976yd9pTMKnqHQAAJhGIHCL3Yep35pe2TXdhaX7uydMW59bVS0q+oDc55816Ia8sXCkGN3yUX1hca7Q45/ze9hIpN8xW93BS1TsAAEwiEDlE7kNnWqFseItMU8uGxXlVVfLtMXZ1S8kX/NtZe1nSmO4sGGUiKhtW13BS1TsAAEwiEDlEHo1lvH3p0knT/2KrsZNX1m8d+F98uk7UvgJoHCoR0+8BiMi+rV6r1ezWNpWL9v9YTG/R/geLWJzoxcRdTS6XixF5LpeTqj8ccDFe5DHberXNR4IkIje3qD3I9tCZRrQVVLRlZEWRW0Y2WuS//vWvxdvtwz5sAACYLRhG5BiRh2DqG2tXCkwPjMZrlbvra7dD/DzAiHzwgwUAgFkGIofIgzy+vabkC7W6T+LNeq2QV9ZuP47YqHWwTquFfXvB1O8QKXoPT7tJVe8AADCJQOQQuQ/LKHc8yMY554W8ko3/SFl1i0ixn2/TVKLsXvdH3SByAAAYGIgcIvexX1gNfOE+001uljKBV+3Pl1uGQmrV3bZyd8N+czG33cMT65xD5AAAMDAjE/mbb755LYI333xzWFHigcilQ6p6BwCASWRkIr927VpUlGvXrg0rCuf8xz/+cdSPuUHk0iFVvQMAwCQyfSKPCQSRS4dU9Q4AAJMIRA6RjxOp6h0AACYRiBwiHydS1TsAAEwiEDlEPk6kqncAAJhEZBD5u9evRz2eRkR/99FHwwoEkUuHVPUOAACTiAwiv3btWpRf/+KXv+z3GCDySUKqegcAgEkEIofIx4lU9Q4AAJMIRA6RjxOp6h0AACYRiBwiHydS1TsAAEwiEDlEPk6kqncAAJhEIHKIfJxIVe8AgNlhNL//8fXXX7Novv7666FEgcgh8nEiVb0DAGaH0Xy3yWgUC5FD5ONEqnoHAMwOEHkCIPLekehQ0kaqegcAzA4QeQIg8t6R6FDSRqp6BwDMDhB5AiDy3pHoUNJGqnoHAMwOEHkCIPLekehQ0kaqegcAzA4QeQIg8t6R6FDSRqp6BwDMDhB5AiDy3pHoUNJGqnoHAMwOEHkCIPLekehQ0kaqegcAzA4QeQIkF/lLRFHfvbPz4YfDqoQemSG3QeQAgLEAkSdAcpET0a8i/lZG7poZchtEDgAYCxB5AiDy3hmz21qNY286ot4U3jB1xhhj+2bUls26vVWlVu8xFkQOABgLEHkCIPLeGa/brLxCbVTNftXUmfBq1rBCttRUbwVl77SnYBA5AGAsQOQJgMh7Z5xuM/U780vbpruwND/35GmLc35rfV7Vyo0Wb9areYWu3tGDGz7KLyyuNVqcc35ve4mUG2areziIHAAgsrOzE/m80s7OEANB5AmAyHtnnG6r1yrV44a3WLyy8ORpi/Mvl5XlL90XrYP1ueX3/Ns1bin0XunQXmg9fUJEpcMG7wZEDgAQGY1fRxYIIofIx83pnqLkLfefU/F1d8rdwTKyRIWyIS4yPfJmugdEDgAQgciljcIh8n6Qwm312gOV1Af2Y2tDFfnJyYk3V0bux/5qtZqd6alctP/HYnqL9j9YnILFeFVMXKBcLhevWHHlxF1NfJRcLjesPi2xyHO53LACJRa5l5pQMQ0dCURe3SLR3LyqiovVLQqInJtboshNnTAiBwD0D0bk0kbhGJH3w5jd9vj2mpIv1HyfPLOuLGRKjpdbn95QLl2949+odbBOq4V9e8HU7xApeg9Pu0HkAAARiHzoUX70yiuvLS+H/imvv95XIIi8dyByAMCMApEPPQpEPnMiPzm4NTe/xARso1fubhAp14ussJEjUh583uCc81aj5H0/jKkvZuauFxljbDEzl98xevj0GUQOAPABkQ89Soz5Xlte7isQRN4743QbE77VxaZ9q7u6RUREatVb2zIUcdHU7U00FvyUeRQQOQBABCIfehSIfOZEPmIgcgCACEQ+9CgQOUSeLhA5AEAEIh96FIgcIk8XiBwAIAKRDz0KRA6RpwtEDgAQgciHHgUih8jTBSIHAIhA5EOPIoPIX6JIfjI/31cgiFw6IHIAgAhEPvQoMoh8JVqxoRaAyCcJiBwAIAKRDz0KRA6RpwtEDgAQgciHHgUih8jTBSIHAIhA5EOPApFD5OkCkQMARCDyoUeByCHydIHIAQAiEPnQo0DkEHm6QOQAABGIfOhRIHKIPF0gcgCACEQ+9CgQOUSeLhA5AEAEIh96FIgcIk8XiBwAIAKRDz0KRA6RpwtEDgAQgciHHgUih8jTBSIHAIhA5EOPApFD5OkCkQMARCDyoUeByCHydIHIAQAiEPnQo0DkEHm6QOQAABGIfOhRIHKIPF0gcgCACEQ+9CgQOUSeLhA5ABPB/fv3KZr79+8PKxBEPvQoEDlEni4QOQATwWiExCHyFKJA5BB5ukDkAEwEEHkyIHKIfPqByAGYCCDyZEDkEPk4eXx7jbJ7lrvYrNcKeYWIiDIaY/VmyCaVuxv2DbPF3LZhhazQCUQOwEQAkScDIofIx0Z1i4hIFDnTVKKsYXHLKBNRoWwEtzndU0ix/a2pvm1jgMgBmAgg8mRA5BD5eLi1Pq9q7ObGqijjQl7Zqtr/WntZulJ84t+odbBOq4V9e8HU7xAputnqGgsiB2AigMiTAZFD5ONEZ5oo8nIhL47ImW76Vze3xGG6qYetEwJEDsBEAJEnAyKHyMdJQOTNkwP7DjkRkXIjONi2jKwocsvIRov85OSEuRCR/U+tVrPb9FQu2v9jMb1F+x8spreYy+ViVJHL5YYVKF4VQyzRaALF19vKT39q96m5XM7uDL3F//fP/qz3riY+Soz5Xl9eXiGK+vuzfD4QKCWRd5YoDZF7qQkV09CRUOTmaiajlY0W57xZZ5o6v37Lt3br6boo8sahghE5ACNhZ2fnWjQ7OztDicIwIk9EfL3FOKmvKk0c5bXl5Sjz/Yqo8xgwIu8dKdzmE/npnqLkT733TvcUVfOvbu1lSWO6s2CUiajcw5PrEDkAAzIaxULkyYDIIfJxEjIiZ3qTOyPyzGohsL5ZUjOLa40W55zf214KmX4PAyIHYEAgcpkDQeQQ+TgJ3CPXmUYCzrS5ZSikVt11NNV7X9k7DdtpBxA5AAMCkcscCCKHyMdJvVZh9k1xF1O3HxQQ7n23GiW2374T3qzbK1Rq9R6jQOQADAhELnMgiBwin34gcjDF7OzssAiG9Qwah8jlDgSRQ+TTD0QOphgZVAGRjzcQRA6RTz8QOZhiZFAFRD7eQBA5RD79QORgipFBFRD5eANB5BD59AORgylGBlVA5OMNBJFD5NMPRA6mGBlUAZGPNxBEDpFPPxA5mGJkUAVEPt5AEDlEPv1A5GCKkUEVEPl4A0HkEPn0A5GD0XP//n2K5v79+8MKJIMqIPLxBoLIIfLpByIHo2fKnASRyxwIIofIpx+IHIyeKXMSRC5zIIgcIp9+IHIweqbMSRC5zIEgcoh8+oHIweiZMidB5DIHgsgh8ukHIgejZ8qcBJHLHAgih8inH4gcjJ4pcxJELnMgiBwin34gcjB6psxJELnMgSByiHz6gcjB6JkyJ0HkMgeCyCHy6QciB6NnypwEkQ890DvvvPPa8nLU39/s7PQeBSKHyKcfiByMnilzEkSeRqAYJ41GsRB5guJA5OMBIgejZ8qcBJGnEQgih8gHZIbcBpGD0TNlToLI0wgEkUPkAzJDboPIweiZMidB5GkEgsgh8gGZIbdB5GD0TJmTIPI0AkHkEPmAzJDbIHIweqbMSRB5GoEgcoh8QKRw2+Pba5Tds7zlZp0V8nNERKRqrFZvdm5SubtBRES0mNs2rM73Q4DIweiZMidB5GkEgsgh8gEZv9uqW0REosjLhTwR6SbnlpElyhfKwW1O9xRSbH9rqm/bGCByMHqmzEkQeRqBIHKIfEDG7LZb6/Oqxm5urAoytq7+9NIj010wyqWDqn+j1sE6rRb27QVTv0Ok6GarayyIHIyeKXMSRJ5GIIgcIh8QKdymM60tcutgQV3VWWF+zplaP274Jd16uk5UKBvOYuNQIWK6ybsBkU8EX3/9NYvm66+/HlagnZ2dqCj3798fVpQpcxJEnkagsYv8p7lc1Lmw8+GHw4oCkaeHFG7zifx0TyEiyhoW56ZOnVPrlpEVRW4Z2WiR//rXv6YOGGN2Oqdy0f5/ohdjuokhBoo5e8Va7dzW/qf3xfjiDLJncTG+1xtkz4HFXrIzeKAeK23AQPGVNrJA8SLvPVB8vcU4aSXWSdTR1SSLEi9y6giUksg7O880RC72HiNATpEvHHjz7J/emFM139oYkU818ebrvGxPTLzIhxVFhuJgRB4FRuS9iHxYUTAiTw8p3OYTOa+qpLbvip/uKQGRc2svSxrTnQWjTETlHp5ch8gnAhk6cYg8Cog8jUAQOUQ+IFK4zS9yXljNqBqrNzlv1gt55dLVO4H1zZKaWVyzb53f214i5UYPz7pB5JOBDJ04RB4FRJ5GIIgcIh8QKdwWEHmzXnM/Rz6XL7gPu1mGIozU8TnyaUWGThwijwIiTyMQRA6RD8gMuQ0inwhk6MQh8igg8jQCQeQQ+YDMkNsg8olAhk4cIo8CIk8jEEQOkQ/IDLkNIp8IZOjEIfIoIPI0AkHkEPmAzJDbIPKJQIZOHCKPAiJPIxBEDpEPyAy5DSKfCGToxCHyKCDyNAJB5BD5gMyQ2yDyiUCGThwijwIiTyMQRA6RD8gMuQ0inwhk6MQh8igg8jQCQeQQ+YDMkNsg8olAhk4cIo8CIk8jEEQOkQ/IDLkNIh+QN99881oEb7755rCiyNCJQ+RRQORpBIpx0p8SrYT9/eSP/7gzCkQOkU8/EPmATJMqOESeiNkR+TvvvMOi+eqrr4YVKJmTQlUBkUPk0w9EPiDTpAoOkSdidkQ+xBnvQQJB5EOsNIh8GoDIB2SaVMEh8kTEF+dHr7zy2vJy6N+PXn55WFEgcogcIg8wQ26DyAdEBlVA5FHIkJ34Xm9YUSByiBwiDzBDboPIB0QGVUDkUciQndGIPGbcr7z+el/Fgcgh8vhAELl0QOQDIoMqIPIoZMjOaEQer4q+igORQ+TxgSBy6YDIB0QGVUDkUciQHYh86IEg8iFWGkQ+DUDkAyKDKiDyKGTIzuyI/Ke5HIvgo3v3hhgIIh9ipUHk0wBEPiAyqAIij0KG7MyOyIeoCogcIh+cGXIbRD4gMqgCIo9ChuxA5BA5RA6RpwtEPiAyqAIij0KG7EDkEDlEDpGnC0Q+IDKoAiKPQobsQOQQOUQOkacLRD4gMqgCIo9ChuxA5BA5RA6RpwtEPiAyqAIij0KG7EDkEDlEDpGnyxSLPOYHRnd2doYVRQZVQORRxBTnnXfeifoqtNeWl/+mnxYCkUPkEDlEPk6mWOQxDXHKxnwQeRSJe72+jgEih8ghcog8HFNnlN2zOl7XmRb6ur0NERGRxvQeo0Dk6UWByKOQoTgQ+dArDSJPlh2IPCXG7zZTZ0vzc53CbjWOFzMULnLLeCszd73IGGOLmbn8jtHqIRBEnl4UiDwKGYoDkQ+90iDyZNmByFNizG4rF/JEpKpqp7CZpq7n86Eir26RqjH7f6NcIMoa4cN2HxB5elEg8ihkKA5EPvRKg8iTZQciT4kxu62yz3Szcwq9ZZS11bXb/y18ar1xS6H3SofOqk+fEFHpsNE1FkSeXhSIPAoZigORD73SIPJk2YHIU0IKtwVEbhllIgoTvPN2lqhQNsRFpptdo5ALY8xO59Qsxouc3ObrbZhsMf68GmKgmG5iwD2Li/Eij9nW/qf3xfjiDLJncTFxr9dvoJjixPd6fQVKFuUny8sUzX/tCJSSKjpLlIbIOwMlrreY4tiBAj1PsktgFSgAACAASURBVCjxIqeOQKlmp8dAiUUu9h4jQD6RW8baW8s7hhV83aMfkZ+cnDCXkdXp6MGIPAEYkdt/UzYij1GFnGM+jMhlzg5G5H0gCvt0L0sBlPypb3VMrQeByBMAkUPkMqgCIpc5OxB5H0R9zCzqdTzsFgAiTwBEDpHLoAqIXObsQOR90JPIW40S23cm0E19ER8/E4DIEwCRQ+QyqAIilzk7EHkf9CRyy1BIrXrvTcIXwvz4xz+mCBYXF4cYCCJPAEQOkcugCohc5uxA5NIxepGPRhXxgSDyKCByiFwGVUDkMmcHIpcOiDy9KBB5FDIURwaRv0S0EvH3kz/+42FFmURVQOQyZwcilw6IPL0oEHkU8cX5o5deogj+7qOPhlUcGUTeV683U6qAyGXODkQuHV4Kd3Z2rkUzmt/9hMijmCmRx3QT/ZYUIp9QVUDkMmcHIpcOL4VTpor4QBB5FBA5RC6DKiBymbMDkUsHRJ5eFIg8CogcIk8jEEQOkYtA5EEmThXxgSDyKCByiFwGVUDkMmcHIpcOiDy9KBB5FBA5RJ5GIIgcIheByINMnCriA0HkUUDkELkMqoDIZc4ORC4dEHl6USDyKOQXeeQH4Ih+Mj8/rOJA5MMNBJFD5CIQeZCJU0V8IIg8ipji/NFLL7EI/qbPTyfKL/K+ej2IHCKfqexA5NIBkacXZcpETkQxndEQiwORQxUQuczZgcilAyJPLwpEnqw4EDlUAZHLnB2IXDog8vSiQOTJihPTTfxp9JeTv/zDH/ZVHIhcZlVA5DJnByKXDog8vSgQebLiJOtbR6MKiBwiR3YgcumAyNOLApEnKw5EDlVA5DJnByKXDog8vSgQebLiQORQBUQuc3YgcumAyNOLApEnKw5EDlVA5DJnByKXDog8vSgQebLiQORQBUQuc3YgcumAyNOLApEnKw5EDlVA5DJnByKXDog8vSgjE/mPXnnlteXl0L8fvfzysIoDkUPkEDmyE18ciHw8QOTpRRmZyOPPq2EVByKHyCFyZCe+OBD5eIDI04sCkQ+9OGNXBUQOkSM7ELl0QOTpRXnnnXeiZrxfW17u64dGIHJJVAGRQ+TIDkTeB6bOKLtnCa+c7mWJiIi2qpHb2CtoTO8xCkSeXpT486qvY4DIJVEFRA6RIzsQea+YOluanxNF/uDm20RqgTFW2CCijbuV4DaW8VZm7nqRMcYWM3P5HaPVQyCIPL0oEPnQizN2VUDkEDmyA5H3xK31eVVjNzdWBZF/uaxc+tRdsA7WlXzBv1HrYJ1WC/v2gqnfIVJ0s7vKIfL0okDkQy/O2FUBkUPkyA5E3gc60wJT6x6ne1lVY/7XzC2iQtlwl3QiYrrZNQpEnl4UiHzoxRm7KiByiBzZgcj7IErk9eo9hdTHxw3fq5aRFUVuGdlokZ+cnDAXIvL+j2mIuVzOblL2mrVaLfFivCoG2XPvgbwi2yvbGyZbTHxe5XK53gPlcrmY7MSfV32VKLHI7Z14u4pfZOmIvDNQSr1eINAg2Ynp9QJVlzhKV1UEAqVUaZ2NIQ2Rd7a6xPUWL3Lm73lSyk5nx5tqdnoMlLhJi13NCJBZ5KZKasizbv2IXIQwIk8tCkbkQy9OfGfUV3EwIvdEPpZKSyNQZ6Wl1NhmPDsYkfdBp8gto5xbXa0GxuIOjVsKvVc6tBdaT58QUekwdE0fsynymK9CU15/fVhRIPKhF2fsqoDIIXJkByLvg4DIH99eU/KF40bk82tmSc0srtnv39teIuVGD8+6zajI48+rYUWByIdenLGrAiKHyJEdiLwP/CKvquRH1Tjn3DIUYaZda6+k7J32FIUgcoi8t+IQRA6RQ+TIDkTeF/VahZXdz4KbOguwX+Gc81ajxPbbd8KbdfvNSq3eYxSIHCLvsTgQOUQOkSM78cWByMcDRA6R91gciBwih8iRnfjiQOTjQSqR/9FLLwUnHlz6+mbyroEg8gTFgcghcogc2YkvDkQ+HqQS+RBVER8IIk9QHIgcIofIkZ344kDk4wEih8h7LA5EDpFD5MhOfHEg8vEAkUPkPRYHIofIIXJkJ744EPl4gMgh8h6LA5FD5BA5shNfHIh8PEDkEHmPxYHIIXKIHNmJLw5EPh4gcoi8x+JA5BA5RI7sxBcHIh8PEDlE3mNxYrLz+vLyClHU386HHw6rOGNXBUQOkSM7ELl0QOQQeY/Fic9OX50RRA6RpxEIIofIRSDyIBB5gigQOUTeNTtQxRADQeQQuQhEHgQiTxAFIofIu2YHqhhiIIgcIheByINA5AmiQOQQedfsQBVDDASRQ+QiEHmQlZ/+lEXwdx991FdEiBwih8gh8jQCQeQQuQhE3l/m+ooIkf8FRA6RQ+QQ+cRmByKXDoh8wEAQeYLOCCJP0OvNlCogcpmzA5FLB0Q+YCCIPEFnBJEn6PVmShUQuczZgcilAyIfMBBEnqAzgsgT9HozpQqIXObsQOTSAZEPGAgiT9AZQeQJer2ZUgVELnN2IHLpgMgHDASRJ+iMIPIEvd5MqQIilzk7ELl0QOQDBoLIE3RGEHmCXm+mVAGRy5wdiFw6IPIBA0HkCTojiDxBrzdTqoDIZc4ORC4dEPmAgSDyBJ0RRJ6g15spVUDkMmcHIpcOiHzAQBB5gs4IIk/Q682UKiBymbMDkfdBs15jZaMlvmTqjDHG9s3obRhjjLFKrd5jFIh8wEAQeYLOCCJP0OvNlCogcpmzA5H3QSGvUHbPchdNnVGbrGGFbKKp3grK3mlPUQgih8h7K058dvrqjCDyBL3eTKkCIpc5OxB5TxxXDzSVMpmMKPJb6/OqVm60eLNezSt09Y4e2Mp8lF9YXGu0OOf83vYSKTfMFu8KRD5gIIg8QWcEkSfo9WZKFRC5zNmByHtCU2mrynWmCSI/zStq1V3hdC+r5Av+jay9LGnMsbtllImoHDps9wORDxgIIk/QGUHkCXq9mVIFRC5zdiDyPvCJ3DpYUPLtyfIvb82pmm/t1tN1okLZcBYbhwoR0yNvpntA5AMGgsgTdEYQeYJeb6ZUAZHLnB2IvA98Ij/dU0SRn+4pAZFbRlYUuWVko0V+cnLCXMhtK7lcLllDtPdQq9XsHXLO4xcHEfmwAsWfV/ZOvF3FLyY+r3K5XO+BhpKdXgKlJPJAoMTFie+MOkuUUq8XCDRIdmJ6vUCOEkeJz04ul/NOnxFUWqqBxErzArF0RB7oedLLTiBQStlhHX1pGiL3TsykVuwP+UTOq6oo8uoWBUTOzS1R5KZOGJFjRI4ROUbkkznmw4hc5uxgRN4HfpFbVxYyJcfLrU9vKJeu3vGv3jpYp9XCvr1g6neIFL2Hp90g8gEDQeQJOiOIPEGvN1OqgMhlzg5E3gd+kXOmqfanzuzPobUH3x7VLSLFfr5NU0ncNgaIfMBAkov8BxTJyz/8YV/Fic9OX50RRJ6g15spVUDkMmcHIu+DgMib9RpzPiee0VjZ/pgZtwyF2k+zV+5u2H30Ym67hyfWOYfIp13k/Z5XEHmCQBC5JNkJbdIQ+dCzA5FLB0HkEHlvxYnPTl+dEUSeIDszpQqIXObsQOTSQRD5mET+EkXyk/n5QBSIXBJVhAaCyCXJTmiThsiHnh2IXDoIIh+TyCVUxSDZ6aszgsgTZGemVAGRy5wdiFw6CCKHyIeRnb46I4g8QXZmShUQuczZgcilgyByiHwY2emrM4LIE2RnplQBkcucHYhcOggih8iHkZ2+OiOIPEF2ZkoVELnM2YHIpYMgcoh8GNnpqzOCyBNkZ6ZUAZHLnB2IXDoIIvf/vb68zCL46N69vqJMnCoGyU5fnRFEniA7M6UKiFzm7EDk0kEQec/n1dSrYpDs9NUZQeQJsjNTqoDIZc4ORC4dNCEif315eYUo6m/nww/7CgSRR51XELm02ZkpVUDkMmcHIpcOmhCR99vc4wNB5FHnFUQubXZmShUQuczZgcilgyByiHzk2YHIE2RnplQBkcucHYhcOggih8hHnh2IPEF2ZkoVELnM2YHIpYMgcoh85NmByBNkZ6ZUAZHLnB2IXDoIIofIR54diDxBdmZKFRC5zNmByKWDIHKIfOTZgcgTZGemVAGRy5wdiFw6aGCR/4AiefmHP+yMCJFLq4qRZQciT5CdmVIFRC5zdiBy6aBhjMglVEV8IIh8vNmByBNkZ6ZUAZHLnB2IXDoIIofIR54diDxBdmZKFRC5zNmByKWDIHKIfOTZgcgTZGemVAGRy5wdiFw6CCKHyEeeHYg8QXZmShUQuczZgcilgyByiHzk2YHIE2RnplQBkcucHYhcOggih8hHnh2IPEF2ZkoVELnM2YHIpYMgcoh85NmByBNkZ6ZUAZHLnB2IfCAso8wYY2zfjFqjWWeMMcYqtXqP+ySIHCIfeXYg8gTZmSlVQOQyZwciT46pMxLQw2Suqd77yt5pT7sliBwiH3l2IPIE2ZkpVUDkMmcHIk9O8cqCqpUbLd5qfJ5X6OodPbCC+Si/sLjWaHHO+b3tJVJumK3uuyWIHCIfeXYg8gTZmSlVQOQyZwciT86dq5dEkRf2v/C/37il0HulQ3uh9fQJEZUOG113SxA5RD7y7EDkCbIzU6qAyGXODkQ+AJaRJZfsnhX2bqFsiIssdP7dD0HkEPnIswORJ8jOTKkCIpc5OxB5ch7czJGSLzLGChtEygeVY9/b/Yj85OSEuRARS59cLjeCKNMXCNmRORCyk4DRVNrIAiE7yfiTP/mTlIXJuZQir6qkVttLW6Rq/hXMLVHkpk59jshThYWNmBGoK8iOzIGQnQSMptJGFgjZkTmQfCK3Dhbmlr/0Fr+8NRcUeetgnVYL+/aCqd8hUvQennZDc5c5ELIjcyBkJwFTpgpkR+ZA8omc87sbi0RqgdlT67Rxt8I5561GyftYuakvZuauFxljbDEzl98xenhoHc1d6kDIjsyBkJ0ETJkqkB2ZA8kocs55dYtstrxJdstQxCl3U7dX0Fjww2lRvPLKK8M+zBD+9m//dgRRpi8QsiNzIGQnAaOptJEFQnZkDiSpyAEAAADQCxA5AAAAMMFA5AAAAMAEA5EDAAAAEwxEDgAAAEwwEDkAAAAwwUDkAAAAwAQz0yJ/fHtN/FGWxnHV+ZnzufkCKzecb5lp3dvOOZ9qV/IPqs4XvzfrtUJeISKijMZYvRkZxTLKi0t54TfTLW+HS2s3DTd847i6mOmMHr5yIMKDm2v2OpnFXM09FFNnOWeP6j3hsJn7W+6LuW03SvjKflpelPa39Ph2mNHah80rdzfcdYM7bDWO/RXio3FcXZqfc7bUmFccb4eLuW2vHpr1mnvYYnRfhUR9fW/iQEJxzLsbXbLTOK667SR5dtx3K6r45cQ+hpCdxmGJBPKF8hArTYxee3xb6ZKdllFmXiCvOFGBhMr0smNuUZDOqhtKdkzdO1T1bqWWVnbCe6fk2bGxeyfxtZiVveL0lZ2oQPH9AO8zO94+NVVMdOShihv1lR2bgDvqtUrX7KTKjIr8uHqgqZTJZIRkmOvzSr5g/3zqsabS+q0DzvnJwa35pZ/bjdIyyosL8ydNznv40XTOOW81bm3kSFUzitdem4/yirfDx7fXSMmfNJ3o9s/DCNGjVvbF+PSGMr+0bb9cvbe9cKXIOW+eHChEtx8fc85NvTCvXPrU4pzzW+vz9mFzzu9tL9mHHbWyiKnfmV/a9r5Zb2l+7snTlrjDZr3q1UPz5GBhcc0+bHuHzlfothplxhbVjFAhAayrl5R71TrnnDfrhbxiF8f+BXp7h+Iv0N9an7cPW4juVIjpVggR2Yc6rEBu/bQ+vaHMv33T3vXdjUVSSx2Xc62rl5R8QR8kOw7N+tv5S1EiH0p2DkvvkXIr9veAB88Otz69sbCYs/X9+YObod+vbH/vshdoaX5u/cDyAnn1YwcSK1PIju+wb68tqpqeRnbsn1G2V7aMndTOnfDeaZDscMvweifvkENreJDshAfq3g/0nR1vn+I54jtUU/cONXF2eLg7rKuXFPsLRp2r7eBPb6fOjIpcU2mrynWmtZNxuqeIraq6peQLnPNyIS92nUxTy4bFOS/kFfdb56y9bPgXzJk6UzXGeVX19hz46TZTJ6KyYdnR203Mjh61sj9I4Cdk7MM2ygWiLW+wU8gr2b1Tzq280v52PMsox67sQ2daWD2cijs83ct6OxQrpJBX7MM2dUZEummqkSdwVe2sB38NW0bZrYfTvKJ6h+1GD/lNnY5KGyhQVP2IdejiL2mi7Hj7L5QPtiJEPpTslAt54ZsUQxk8O9ZeNmpSwVcccbjDNNWun9BA3VtvyA8v2QwhO/ZhuNMKvgoXizNodiJ6Jz99ZceuFebfKnLlQHF6z05ooB76Ad5ndtr7FM+RiEMNFqf37PBQd/gPe6uf7xsdFjMqchtfMvw/1mKWVPvkf1K88l7p0NuksJqxJwOPKx8opFwvsuL1NVLy1Zi5dVHkrafrRN4Om1/sk/3TbdbBwtyyNxhyoketHM3nD27al+pPilfEdlZ6b5m2qrz1dEE8NxqHc24ZQ1aOwTLevnTppMm5deDbofsLN0+KV8Rzo/Tesv+w409gl1ZjJ6+s3zqw66G9w8ah4lWa2HOF/L4O//zBzbBpjIECBeqnVtlnrHDp0lLY5ULwYBJkh3NuGTvLb200A9coUSTNTvHKgpLPZzomZsNJlp3W03WijZu37RnTzGKua6XxVuPtS5cemTwqUHzrbTV+qxLdfPB5lyiJs9NqlAv5S0trjLFCXlnavtclTLLsRPROkXTNThtB5N1XDgkUn53wQG45euoHOOddsyPsM/IcsQznUGPolh2PUJHXKvvX15aUfOF45HPrEHk7GZpK9rWefTlpnyqmzsj9jvfTvaynUvsC0CUb2x1VxfZa3SJvh/YdIHuHmupcx4nRo1aODETOGKhcyItFcwZbluG7rrcMRdUiV45EuOQMDBRO97wdiudSuZBPIPL2GDfqF+gD0xhudF8gChkhDRgoUD/ebbzOi30/CbMjTCr0IvLk2dFU97cNTN12eUyYhNmxjCwRkWJXFdPUbucO15nmFCciUHzr1ZnWNQTnPHl2hB+GoIgHCwQGy05H7xRF9+yIBffS1H3lkEDx2QkP5NZGzyLvlh1hnxHnSC8D5e7Z8QgVudcVdL88HTYQecgDC/NLa/qBdwnWdB9omssX2PYVe/hirmYyWtlocc6bdaap8+u3ouNU/e3Ve0Jq7vaHt73r1nqtYj/A4Y8evnIntcpdVck/rtXtxbRG5Ka+sXalwNzbjSmNyJt1xrT1tdvONslG5Ka+sXbFq5AhBgqtn9qDm0S0/0X4KHaQ7Ny5eomUfJExxgoq0dLadVaO+Lm/4WTH3lUps3AlvDcaJDuWkSW6UnzibGrqcWM+N1AzNlB86y2sZtRS/ChsoOx8sV8gUh8fNzjn3NRziwv5qEHfYNmJ6J066DE7bZKOyHvLTnggt0Z6EXlP2RH2GSLyZt1X86H0lh2PyKn1Zp1pama188ZHukDk7QcWDkol90Kq+SivXLp6h3PeOK4eCE8pr88rutnq4UfTRUSRt4wy83Z4cnDLfdjHOiiV3PkYL3rUykEe315bu/1YfOXpkyKR6mrFunpJufGpxXnrykLG69ZM/Y5dxoiVQ6Io+YJ/xtUSdtj69Ibi7dD7wXh7h/7DjjuBm/Xa2/m3/V1A1C/QW1cWMu5ht6NHHOrQAjn102qUGau4/UuUk+xPNwySnepBiTnEiXzg7Jj73s8Ec259emMuTOQDZ6dZUtsr25VWOgx5wM7UWY+B/JXZ8rXe1tOFzGqMxgfPzpPiFfEJwaiL4IGzE947dRan5+x4iH7turJX/F6zExHIWSte5P1kp73PgMjtQ43vCnrPjof/tqxRCpw78Tc+UgAib19VFfKKvWiUC94ktmWUyWlt1l62PaPlzXT1MA/pG5Gf7mW9HeaV9g+1FvKK3f7E6FEri4gPYrQxdW+ir7pF7k58k5ntz2lErCwSePbKw9uhfa9B2KEzfWrvsPcT2Hv2ykd1y9uhppKXNaap9mGL0cMrZIiBxPbgFq2QV0KncEOfjOsvO8JmUVPrw8jOaV5xymtP3obOEg+eHXsm2m7IUVPrUY9Z2YG8+nECCZUpZMeuMD2+JQyeHbtoznysULRAcQY/d0J7p87i9J4d7+3AI3IhNdxRnD6yExWI864i7ys73tviORJ5qP7i9JEdF787ejp3UgUiF6fWH7ufDF9k7XmY5u21JecOmKp5I7D2Bwe7PxkUnFr3dpjbuOudjvXaY+fjjr7o4Su3aX7hHgV5R+NsOdTPke8XVgNx7K4kwefI405gs5SJKE6vn1TurJDQXm+AQO3iWMZNNzvzS2sh/UXzi6goCT5HHiPyoWTnuPrAvcc3ly+wkAd2Bs+OvfLedSWm0sKK4+mx58+Rc85547C0/F6pc//u8Q0lO02dsUV3R6GfVB5KdiJ6p+TZcQn6tevnyPvNTlSgLiLvMzvePsVzJOZQY4oTnx2bgDu6nzspM9MiBwAAACYdiBwAAACYYCByAAAAYIKByAEAAIAJBiIHAAAAJhiIHAAAAJhgIHIAAABggoHIAQAAgAkGIgcAAAAmGIgcAAAAmGAgcgAAAGCCgcjb/NM//RMDAAAA+md3d3dc8oLI2zDGxn0IAAAAJpIxGgQibwORAwAASAZELgUQOQAAgGRA5FIAkQMAAEgGRC4FEDkAAIBkQORSAJEDAABIBkQuBRA5AACAZEDkUgCRAwAASAZELgUQOQAAgGRA5FIAkQMAAEgGRC4FEDkAAIBkQORSAJEDAABIBkQuBRA5AACAZEDkUgCRAwAASAZELgUTLXKmqSSwtHbbFN5tfrFPpDz4vBG1eXWL8oXysA6mXns8P0dENDe/xHSTc35c+UBRNVa8ns0X6s0um2uqsnca+ZZhDeswpaPVOGZMy7hJXLu+Z3bfaFB0phXKhrfY/GJ//u2boXU83EYSICauBFRVJS8eW2F1IfRsMnVGlJ3WJmoZ5Y3cot045+aXGNO7ncr9Mem1B5FLwaSLPCvYT1NJXCwX8lvV0R2MppLtb51pRKSbvJB3Dqe6RaI2+t/zNIu8XMjb1cU559zKK0Tppy0g8nIhr4/g8qGDccXtDb/IT/fWNTa2YxkXlpElUjVmLxnlApFzmgMbiFwKJBf5m2++ec3Pyy+/fH5+br8bELnONFo/aHHOeVN3f/d+v1Kz323Wa/Yr1WNnVGHq7KB6bP9f2XfW9vZm2rsoHfTmUHO/ZIfm3NSJqGxYnsi/vKV0ijwQsbJf8mztvOX2F57IO4swESivv/7a8rL49//85//8u7Mz+91AEuu1ijfo8cpbEyY0TDe19otiEuu1CisbLefFzw9KvgbQbhW6KYi83VS8/rmyv//b6oFdzyGNxEu0QOCoRCr7+6a7baVWD24iNDBvJ1H5DT2AQGsR681+sVmvMVZuONs090sHlvui8XnVXtE76nqt4jbLtsidF4XKNHVWqR6WGGNloyHsv2sRZGPnww9XiAJ//+VnP3Peds9ld/WmzlilVo+uUt10Kr89cA+kg7u1V2aMlQ7E2us8wSv7+6Zl2PXc2epkACKXAslFfu3atf/ph4i+++47+12mqUq+4PbDbFFd1E3Oeev6Wwvey4sZ2v+iybm5ujBfcF7JlEzO3VnTZr2iEi2tXWeMXV9bWr91wDm/u7FISr7I2PW1JSK10nVmnHPuzBKztaVL+YLejJ1av7ux6EUkJX/SdKbWhYMp5hWyD8YWualrmTm7CMX5uYw2OcOC15aX/+KXvxT/iOhf/vVf7XePH98moo1CsPc3dS2TWXSSuDC/Y1hcyAtjhXll/qTpm/rWmUbZPYvz6hYRzV0vOg1ALZmc81vr86RqjDFWyC9kMoWywbnlNZXCRo7IbipcU+feWttgjB03WqGNZHHjrljAuxuLzp4ZW1yY/7zh63I1NZPPK3YBFzNz9ux0ZwP7Yr/gFo0tZjJfBFtcs6Q6B1DYyK0W9jl3Wktuo8AY01R6++YD+0WvndhNyD95a6pK/tSZ0aX5pTV728xqgXPePDmYs+u8eF1R1YySt3jL+EvVXk2szOoWzc0tFBgrG5a3f1925jI9njXjhTH2K6LA3/+XyzlvtxplTc0s5phfpdFVqi5fcarUvmnSrFe8ZuzlyK49jbHSQdXblX2Ce7Vnn+CaOqcoql3Po66a3oDIpWDSRS7eIycl33mXuVzIM93kp3sKqYEZW7uP1plGtOXO7BqKqnFeVdsrW3vZXu+S2p0jEbV3GE5VJdWLmCViummL3Hcwp3uKqnFH5OYWkcZ0+x2jXJig+2rxIrfxMqnkC5xzzs0tYQ7TKBcou2dxU8iLk9kokbv74eVCnraqXm9rwzQ1OEfiJsI+GK/fDGkk3Mor4gMNpqpq3oJRLgT2LN7xMcqFfKEc2sDKhXxcs7GMrNAA2uVt34Y4zWfzp5zrTGuvdrqnqFqMyJ1iui3Nd8ehukX+e+RCZfpq2N2/LztuSWWni8g5577z2kll9yrlp3Yj0ZkmTJac5rN5K6L2Qk/wwO1CCYHIpWDSRS628se310i5YbbcmcDChn3u2WOvD36+ZD+vUmTOJLbdR3t9Uxu3X3OXst5NMt6sexMA3oxrgGa9mlfo6h099N3O/dvYIg85GFvkp23NcM4toyzcV5adXkRu0ziuXl9bIvUvG98aWQqw/vRbo7PeokQefNHUva6Tc/6keMU2VlhT8T2UENpICnmlvWQZiv9ArxSfiEeoqQve7LlllFWNhTawxnElrzjXMkVWarSEeWpWarRaRrlgP025tHbdbnv24wUCCweWe+UqEG0d78Wq/SLT1PbIzzpYcERu2pP3ucWMrbJADTu7OvVlxymp9PQichfroFTMK3R977fRVbr+1B22242kM0dPW+G1F3qCxzwDND3W8gAABN5JREFUKwkQuRRMk8jd1m/ZHaLdKZcLeXGE5Azihc6oq8irW+2nXex7ZjYxA44ujzoPLHL72n8qRO4bKHMviV/6yuu9Fy/yciHfo8jdoedpu6lYRrZnkWsq+UTecVQimqoK64aIPLSBFcqGfYfAdnt79sV+Ucmf8vDW0kXklqH0KHLnHrm1lyXvlAmt4VCRmzqbApF7l4Ye9lVXdJW251Q8kXc+HNdV5N4JDpHHAJG3kVzkqqoGHnb7wQ9+EDciJ/UL01Ayq/YJYRnl3GKmUDa4qXtPFel3rpJyq+GeTl/sF4jUx8cNznmzXlm4dNXi5momo5WNFuf2OOn63m+7HKj16SVlvlpvcneTuBE5N1czGS+iSnTHnVoXD8bUtYVLVy3HK82SSotrty3OOW998PMlUv/SfytWXn78p38aeNjtj/7Tf3JF3rr+VkbV2LFbmAc3c6TcMFtOee1Xj6sHrGy0eNPLC+f87sbiHd388paSeeu6xTlvNdYWM5Ei583VhfmCva1lrNmt4nTPayrVe9sxI3IxL43jyvzCW8J9Dd9RHVcPAs95aSqpmvM0073tpet7v+VhDaxW2ffuwup3rr5XOvRVYrPefoagZV5Slr/kvtbCLaNUOrA4/2K/4LYTpwmZhyUi2vttg9tPJESL/Iv9wtLPP7Ars6yppOQt+/pm/wvOeatxnAurYXdXYj1YH/x8qftZIwH/9a/+aqXjYbd3XJE3frtHRNv3nKulZr2mqXT1jt6IrFK6/fiYc27qBbuRiOmwc9SKqD2hwVveCQ6RxwCRt5Fc5Ofn59918P3339vvBu6RL+Y27IfdnFl0IiL1ytrS1Ts659a97Zz90vzSmi487GY/iWrPGlJm0e4r67WKs++5+UL78dQ4jqsP7JlPyix2/bBpvVbxItrdt3vGCgejavbBuF4x7244RVhauzkpN8g55787O/uXf/3XwN//aTl1GvgceW7jljdj6ZXXzayQF6Lc9j3byj9fmieiufmlv7p+JVrkvF577Mxdq9rNjVXfDReixdy6d/nVKXJfXubmH/jvqohHtZjbCDzjpanKjR1n26W1283AJm4DaxxXvZ3ML611PCjWMsruAdDc7cc1zrnvqEi96zxS3vTqzWlCrUa5kLfb5s8/+DBmap3z5u21JadZ6iXVftjNndInylxZW7LvXoWpyFcPS2s3J+JC8w/fffdvtVrg73+fnHgriJ8jp8yi84R5dJVe28wRESn5x84nFIR0uDkKrb3QExwijwEibyO5yAGYdOTvi8FQmPSvdkkGRC4FEDkAqQKRzwgQ+YiByNtA5ACkCkQ+I0DkIwYibwORAwAASAZELgUQOQAAgGRA5FIAkQMAAEgGRC4FEDkAAIBkQORSAJEDAABIBkQuBRA5AACAZEDkUgCRAwAASAZELgUQOQAAgGRA5FIAkQMAAEgGRC4FEDkAAIBkQORSAJEDAABIBkQuBf/4j//IAAAAgP7567/+63HJCyIHAAAAJhiIHAAAAJhgIHIAAABggoHIAQAAgAkGIgcAAAAmGIgcAAAAmGAgcgAAAGCCgcgBAACACQYiBwAAACYYiBwAAACYYCByAAAAYIKByAEAAIAJBiIHAAAAJhiIHAAAAJhgIHIAAABggoHIAQAAgAkGIgcAAAAmmP8feFBtCA2tfuYAAAAASUVORK5CYII=" width="400" /><br />
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3) Não, ainda não estamos a criar emprego. E sim, estes números são mais significativos do que a estatística do desemprego, demasiado "trabalhada". O pouco emprego que se cria é precário e mesmo assim não compensa quebra do emprego não precário. Já se intuia, mas agora sabe-se:<br />
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<img alt="" height="232" 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" width="400" /><br /> <br />
4) E, com alguma surpresa, essa pequena criação é na faixa etária mais elevada. Os jovens qualificados ficam de fora. Não é propriamente sustentável a prazo:<br />
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<img alt="" height="271" 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" width="400" /> <br />
<br />
5) Quando nos íamos aproximar da média Europeia em termos de igualdade na distribuição de rendimentos, comecámos a divergir. E sem sinais de retomar a convergência:<br />
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<img alt="" height="241" 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" width="400" /><br />
<br />
6) Temos menos transferências sociais do que a média da UE, ou seja, eles têm mais estado social que nós:<br />
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<img alt="" height="234" 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" width="400" /><br />
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7) Somos um país de pequenas, micro e nano empresas como dizia o outro. É por isso que reduzir o IRC serve de pouco para a esmagadora maioria das empresas (mais de 95%):<br />
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<img alt="" height="271" 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" width="400" /> <br />
<br />
8) O que falhou na austeridade? Tudo. A austeridade não funciona porque o que ganhámos em exportações mais do que perdemos em consumo interno e o PIB afundou mais de 6%<br />
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<img alt="" height="198" 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" width="400" /><br />
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9) Defina brutal aumento de impostos? É fácil:<br />
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<img alt="" height="218" 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" width="400" /><br />
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10) Há alguma despesa do Estado a subir? Há, os juros:<br />
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<img alt="" height="281" 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" 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Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-74970367114918346552014-12-02T14:29:00.004+00:002014-12-02T14:29:45.548+00:00Opinião Pública<br />
Hoje, no Diário Económico:<br />
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<a href="http://economico.sapo.pt/noticias/radicalismo_207272.html" target="_blank">Não tenhamos ilusões: António Costa não terá só propostas boas - não tem - e não deixará de cometer erros - aliás, já começou. Tem, isso sim, ainda muito o que provar, mas aparenta, ao menos ter as suas prioridades bem arrumadas: as pessoas primeiro. </a><br />
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<a href="http://economico.sapo.pt/noticias/radicalismo_207272.html" target="_blank">Mas então e a dívida e o Tratado Orçamental e as obrigações europeias? Existem, claro. Terão de ser, como tantas vezes foram, cumpridos de forma negociada, sem comprometer o essencial. E o essencial são as pessoas. </a><br />
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<a href="http://economico.sapo.pt/noticias/radicalismo_207272.html" target="_blank">Não há aqui nenhum radicalismo utópico: há sim o retomar de uma visão equilibrada da gestão dos assuntos de Estado. Já não é pouco. E tem feito muita falta.</a>Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-27247071390167763912014-12-01T20:20:00.001+00:002014-12-01T20:20:30.115+00:00InvejaQueria ter escrito isto antes mas agora já está: o plano juncker é entre pouco e nada. <div><br></div><div><a href="http://www.ceps.eu/node/9839">http://www.ceps.eu/node/9839</a></div>Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.comtag:blogger.com,1999:blog-996714041627650087.post-30380903131263995962014-12-01T17:42:00.002+00:002014-12-01T17:42:57.806+00:00Pobreza<br />
É uma palavra que evitamos usar, por várias razões. Não devíamos. Olhar de frente (<a href="http://www.ine.pt/xportal/xmain?xpid=INE&xpgid=ine_destaques&DESTAQUESdest_boui=221518793&DESTAQUESmodo=2" target="_blank">fonte</a>):<br />
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<img alt="" height="283" 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" width="400" /><br />
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" width="400" />Marco Capitão Ferreirahttp://www.blogger.com/profile/08847996814781984180noreply@blogger.com