<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8185225774595432562</id><updated>2024-11-01T07:38:38.272-03:00</updated><category term="Política"/><category term="Economia"/><category term="ITAPEVA"/><category term="Brasil"/><category term="Homenagem"/><category term="São Paulo"/><category term="Humor"/><category term="Imprensa Parcial"/><category term="História Econômica"/><category term="Modeve-Frente de Vereadores"/><category term="internacional"/><category term="Reflexões"/><category term="Economista Perito"/><category term="politica"/><category term="Assemda"/><category term="blog"/><category term="Adeus"/><category term="Trabalhadores"/><category term="Futsal"/><category term="eleições"/><category term="Educação"/><category term="Família"/><category term="anseefe"/><title type='text'>Economia e Política</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>267</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-3653368415427341240</id><published>2013-10-18T11:34:00.000-03:00</published><updated>2013-10-18T11:37:50.073-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Assemda"/><category scheme="http://www.blogger.com/atom/ns#" term="Brasil"/><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="Política"/><category scheme="http://www.blogger.com/atom/ns#" term="Trabalhadores"/><title type='text'>Seminário de Trabalho Decente do MTE</title><content type='html'>&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&amp;nbsp;Fui ao Seminário de Trabalho Decente, promovido pelo MTE, como parte da tarefa de defender os trabalhadores que represento, pois estou na diretoria de algumas entidades - SINDECON-DF, FENECON (ambas da profissão de Economista), SINAEG e ASSMDA (servidores públicos federais). &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;O presidente do Sindicato Nacional dos Engenheiros, Arquitetos, Economistas, Estatísticos e Geólogos (Sinaeg) e Diretor Nacional da ASSEMDA, Flauzino Antunes Neto, representou a CGTB no I Seminário de Promoção de Política Nacional do Emprego e Trabalho Decente da região Centro-Oeste, em Brasília, no dia 7 de outubro. O evento contou na abertura com a presença do ministro do Trabalho e Emprego, Manoel Dias, e do diretor-geral da Organização Internacional do Trabalho (OIT), Guy Rider.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;Manoel Dias anunciou que vai discutir com a sociedade civil a implementação de um sistema único de emprego no país, que vai substituir o atual Sistema Nacional de Emprego (Sine). &quot;Vamos discutir com a sociedade civil a criação de um sistema nos moldes do sistema único de saúde e da assistencial social. A intenção é que ao fim do dos cinco seminários que vamos realizar em todo país, possamos apresentar a proposta de um novo Sine, que responda a necessidade do mercado de trabalho&quot;, disse o ministro&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;A proposta, segundo o ministro, é que o novo Sine absorva novas atividades e seja o protagonista da política de intermediação de mão-de-obra no país. &quot;Vamos reestruturar o sistema e para isso estamos ouvindo a sociedade, por meio dos seminários tripartites que vão acontecer em todas as regiões. O sistema precisa de uma reforma para recuperar o seu protagonismo e não queremos fazer isso sozinhos e sim ouvindo a sociedade&quot;, afirmou Manoel Dias.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;Na sua intervenção Flauzino Neto colocou que é &quot;a política de juros altos e de superávit primário tem prejudicado trabalhadores e empresários, impedindo o crescimento econômico e sufocando o crescimento da indústria e do setor produtivo&quot;.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&quot;É grande a disputa dos trabalhadores e empresários nacionais com banqueiros, que estão sendo beneficiados com o dinheiro que está sendo alocado do Orçamento para o superávit primário. Com o país destinando todo ano R$ 239 bilhões para o pagamento de juros aos nossos credores, faltam recursos para as questões de apoio ao trabalhador, como o Sine&quot;, disse Flauzino.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;O dirigente sindical defendeu &quot;a regulamentação da Convenção 151 da OIT (que dispõe sobre o direito a negociação coletiva, organização e custeio das entidades sindicais e a greve no serviço público) para combater os problemas que atingem os trabalhadores do setor público que sofrem com assédio moral e falta de estrutura&quot;.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&quot;Um exemplo: não tem uma política definida de pagar vale-transporte para todos os trabalhadores do setor público. O auxílio transporte é insuficiente e o trabalhador às vezes precisa pagar para ir trabalhar&quot;, indicou Flauzino.&lt;/span&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;Guy Rider acentuou a importância dos seminários. &quot;Nenhum país tem hoje um modelo de discussão tripartite e o Brasil é referência&quot;. Segundo o diretor da OIT, os seminários &quot;são uma oportunidade para debater e aprofundar os grandes desafios da I Conferência Nacional de Emprego e Trabalho Decente&quot;, ocorrida em Brasília em agosto de 2012.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;Para Rider a &quot;I Conferência Nacional de Emprego e Trabalho Decente foi um marco no diálogo social&quot;. Ele destacou as experiências exitosas do Brasil que precisam ser seguidas por outros países, alcançando baixas taxas de desemprego e aumento no valor do salário mínimo.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;Ryder destacou que &quot;o Brasil é referência para a OIT na promoção do Trabalho Decente&quot;, destacando as políticas de combate ao trabalho escravo e infantil realizadas no país.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;b&gt;Conferência da OIT&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;No mesmo dia do seminário foi realizada na sede do Ministério do Trabalho e Emprego (MTE), em Brasília, reunião da Comissão Tripartite de Relações Internacionais do MTE com o ministro do Trabalho e Emprego, Manoel Dias, para discutir a algumas questões que estarão na ordem do dia na próxima Conferência da Organização Internacional do Trabalho (OIT).&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;A secretária de Relações Internacionais da CGTB, Maria Pimentel, participou da reunião e informou que &quot;um dos debates na Conferência da OIT no ano que vem será sobre uma resolução para a transformação de economia informal em economia formal. Isso tem ligação com a questão dos direitos trabalhistas. Em síntese, eles vão dizer que com direitos ficará difícil fazer essa transformação e vão apresentar propostas para reduzir direitos&quot;.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&quot;As grandes potências dizem que é preciso ter sustentabilidade, equilíbrio das contas públicas e enfrentar a concorrência internacional, entre outros corolários neoliberais, para dizer que é preciso cortar direitos dos trabalhadores&quot;, explicou Maria.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;A dirigente da CGTB destacou que &quot;também estará em pauta à atualização da Convenção da OIT contra o trabalho forçado, que é a Convenção 29. No ano que vem eles querem começar a discutir sua atualização. Num quadro de crise em que se encontram as grandes potências a pressão que existe é no sentido é de atualizar para, normalmente, poder piorar a Convenção, com determinados tipos de trabalho deixando de ser considerado escravo. Ou seja, flexibilizar a Convenção 29 da OIT&quot;.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #003300; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 10px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;i&gt;Com informações da Assessoria de Comunicação Social do MTE&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/3653368415427341240/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/3653368415427341240?isPopup=true' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3653368415427341240'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3653368415427341240'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2013/10/ao-seminario-de-trabalho-decente.html' title='Seminário de Trabalho Decente do MTE'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-4315264920412942469</id><published>2013-10-15T17:39:00.000-03:00</published><updated>2013-10-18T11:35:32.189-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Assemda"/><category scheme="http://www.blogger.com/atom/ns#" term="Brasil"/><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="Política"/><category scheme="http://www.blogger.com/atom/ns#" term="Trabalhadores"/><title type='text'>O Petróleo é Nosso! Não ao Leilão do Pré-Sal!</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Tabela normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Estou&amp;nbsp; na defesa do Pré-Sal brasileiro, me colocando contrário ao
leilão do campo de Libra, marcado para o dia 21/10 na próxima semana, junto com várias entidades representativas do povo brasileiro (ASSEMDA, CGTB, CSP-CONLUTAS entre outras).&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
O campo de Libra, é o maior dos
campos do pré-sal e também um dos maiores do mundo, sua reservas são estimadas
em 14 bilhões de barris, descoberta essa, graças ao esforço de anos e anos
de&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;pesquisa, desenvolvimento e suor do
povo brasileiro. O que está em jogo são os valores gerados por Libra, pois,
serão retirado aproximadamente 700 milhões de barris/ano; se cada barril for
vendido por US$ 90,00 (cotação média do barril no mercado internacional),
retirando disso o custo de US$ 20,00, teremos arredondamente algo de US$ 50
bilhões/ano, durante 20 anos de produção. Resolvendo os problemas de contas
externas, balança comercial e permitindo ao governo federal controlar a suas
contas, abaixando o juros (não dependeríamos da entrada de dólares por essa
via) e diminuindo a necessidade de superávit fiscal, liberando o orçamento da
União para mais Investimentos, Programas Sociais, aos Servidores e ao
Desenvolvimento (com esse montante daria para manter 800 anos o que se gasta
hoje com educação) .&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
O leilão é a privatização do
Pré-sal, tendo em vista que desrespeita a lei 12.351/10, alvo da espionagem
estrangeira, portanto ilegal de todos os aspectos, ainda mais com o artigo 12
da lei acima, que prevê “preservação do interesse nacional ... a Petrobras será
contratada diretamente pela União para exploração e produção de petróleo” na
camada do pré-sal.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Essa área , de Libra, já pertence a União
não necessitaria de Leilão, por todos os prismas, mas em particular em três: 1)
a Petrobras é a maior especialista e detentora da mais alta tecnologia para
essa atividade; 2) o Povo brasileiro, ficaria sem a transferência de renda
compatível com os demais mais países produtores do Mundo (em média os países
ficam com 80% do retorno), o Brasil nesse caso ficaria com 40% (nem o Iraque
invadido por causa do petróleo ficou com tão pouco), para financiar o seu
desenvolvimento; 3) Nenhum País do Mundo leiloou campos já descobertos. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Portanto a luta pela defesa de
Libra, para os brasileiros, é defender a nossa soberania, o desenvolvimento e o
futuro, do País!&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/4315264920412942469/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/4315264920412942469?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/4315264920412942469'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/4315264920412942469'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2013/10/o-petroleo-e-nosso-nao-ao-leilao-do-pre.html' title='O Petróleo é Nosso! Não ao Leilão do Pré-Sal!'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-3423445492851834978</id><published>2013-08-08T11:44:00.003-03:00</published><updated>2013-08-08T16:02:26.870-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="História Econômica"/><category scheme="http://www.blogger.com/atom/ns#" term="Política"/><category scheme="http://www.blogger.com/atom/ns#" term="Reflexões"/><title type='text'> Mario Possas em Entrevista</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Em excelente, entrevista ao &lt;b id=&quot;yui_3_7_2_1_1375967567751_14331&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;a href=&quot;http://www.associacaokeynesiana.wordpress.com/&quot; target=&quot;_blank&quot;&gt;Blog da Associação Keynesiana Brasileira&lt;/a&gt;&lt;/b&gt;, o Prof. Mário Possas, coloca a sua visão sobre economia e política, sua formação e sua trajetória de produção acadêmica, deste quem sem dúvida é um dos mais brilhantes pensadores da economia nacional.&lt;/div&gt;
&lt;br /&gt;
Segue a entrevista&lt;br /&gt;
&lt;br /&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14229&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14228&quot;&gt;a) Por que você resolveu estudar economia?&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14226&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14227&quot;&gt;Vim da Engenharia: me formei em Comunicações em 1970 (IME) e já me interessava por Economia antes disso. Depois de 3 anos de trabalho entrei para a primeira turma de Mestrado em Economia da UNICAMP para viver de bolsa. Como dizia na época, “não me interessa abrir a caixa-preta, e sim saber onde ela está ligada”.&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14224&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14225&quot;&gt;b) Em que momento você teve contato com as ideias de Keynes? Qual foi sua reação a elas?&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14209&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14208&quot;&gt;Durante o Mestrado. Também tive contato em simultâneo com Kalecki, a quem preferia por ser mais direto e menos confuso (ele também tinha currículo de engenharia, não sei se chegou a se graduar). Aprendi no Doutorado a entender e valorizar mais Keynes, não só sendo aluno da Conceição e do Belluzzo, mas lendo Minsky (principalmente o JMK de 1975).&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14271&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14300&quot;&gt;c) Que pessoas você considera seus mentores no estudo de economia?&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14273&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14272&quot;&gt;&lt;/b&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;b id=&quot;yui_3_7_2_1_1375967567751_14272&quot;&gt;Mencionei dois na pergunta anterior. Acrescentaria Antonio B. de Castro, apesar de (ao menos na época) anti-Keynesiano e ainda mais radicalmente anti-Kaleckiano.&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14275&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14274&quot;&gt;d) Você se considera um economista Keynesiano ou Pós Keynesiano?&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14276&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14294&quot;&gt;Rótulos nunca me interessaram, porque acho que tendem a ser enganosos. Nesse caso, me sinto mais próximo dos pós-keynesianos, porque são mais autênticos em relação ao legado de Keynes e são claramente não-neoclássicos, o que Keynes nunca conseguiu (ou sequer tentou).&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14256&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14257&quot;&gt;e) Como sua opção teórica se relaciona com sua visão política do mundo? Por que? Você se considera um social-democrata?&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14255&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14254&quot;&gt;Acho que as duas coisas se relacionam no meu caso, embora tentar generalizar esse tipo de correlação seja muito perigoso. A definição social-democrata corresponde bem à minha posição política: reformista na economia e na sociedade, mas não anti-mercado ou anti-capitalista.&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14240&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14239&quot;&gt;f) Qual a sua maior contribuição para o desenvolvimento do pensamento keynesiano ou heterodoxo?&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14242&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14241&quot;&gt;Isso seria muito pretensioso: não é pergunta que se faça, porque não pode ser respondida. Mas chamando de&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;tentativa&lt;/i&gt;, diria que é fundir de forma não-eclética, portanto minimamente consistente, três gigantes da economia não-ortodoxa do século XX: Keynes, Kalecki e Schumpeter, especificamente com foco na dinâmica da economia capitalista.&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14259&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14258&quot;&gt;g) No seu livro “A Dinâmica da Economia Capitalista” você afirma que o “princípio da demanda efetiva” é “um princípio básico, universal, a ser respeitado por qualquer teoria a respeito do capitalismo, mas que em si mesmo não constitui uma teoria” (p.50). Essa afirmação contrasta com as formulações convencionais do PDE nas quais o mesmo é visto como a teoria segundo a qual o nível de renda e de emprego se constitui na variável de ajuste entre poupança e investimento. Na abordagem tradicional, a validade do princípio da demanda efetiva seria condicional a existência de capacidade ociosa e/ou desemprego involuntário da força de trabalho. Aparentemente a sua formulação do PDE prescindiria dessas hipóteses por se basear tão somente no caráter bilateral de toda transação mercantil. Mas, nesse caso, a sua formulação não seria uma mera tautologia contábil? Quais as vantagens da sua formulação &amp;nbsp;sobre a formulação tradicional do PDE?&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14244&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14243&quot;&gt;Uma resposta adequada seria extensa demais, portanto vão só alguns tópicos telegráficos, pela ordem da pergunta: (i) não há ajuste nenhum entre poupança e investimento (nem em Keynes! não é minha invenção), e sim uma relação de determinação unilateral do segundo para a primeira, porque a poupança é um resíduo da renda em relação ao consumo – ninguém&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;decide&lt;/i&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;poupar! (ii) a validade do PDE não depende de capacidade ociosa (a qual, aliás, quase sempre existe em algum grau, mas isso não vem ao caso), podendo valer perfeitamente em termos nominais, mesmo se gerando inflação; (iii) “minha hipótese” (é uma interpretação de Keynes e Kalecki, ao mesmo tempo) não se baseia no caráter bilateral de qualquer transação, que é uma trivialidade - e se fosse só isso seria mesmo uma tautologia!-, e sim no caráter&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;unilateral&lt;/i&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;da&lt;i&gt;determinação causal&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/i&gt;que, pelo PDE, se estabelece entre o gasto monetário (única decisão autônoma de um agente na troca) e a receita (que&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;não&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/i&gt;é uma decisão autônoma –&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;ninguém decide receber&lt;/i&gt;,&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;apenas gastar, porque só o detentor de moeda pode escolher livremente como dispor do poder de compra, e por isso só ele é autônomo numa transação em uma economia mercantil-monetária&lt;/i&gt;!); (iv) a “vantagem” da minha formulação, se me permite a aparente pretensão, é que ela é mais geral e tem o conteúdo essencial mais nítido por ser menos exposta a particularidades e idiossincrasias. É como se apresentasse as estritas condições necessárias e suficientes para a validade do PDE, sem grandes rodeios e particularidades. Note-se que só requer uma economia mercantil-monetária, sequer especificamente capitalista.&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14246&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14245&quot;&gt;h) Outro ponto que você aborda no seu livro é que a maneira pela qual Kalecki trata as expectativas na sua função investimento, ao invés de ser antagônica a análise de Keynes, é compatível com o conceito de comportamento convencional apresentado no capítulo 12 da Teoria Geral, segundo o qual “o presente é um bom guia para o futuro”. Contudo, nesse capítulo Keynes aparentemente restringe a validade do comportamento convencional aos mercados financeiros, enquanto você estende o mesmo para as decisões de investimento em capital fixo tomadas por empresas do setor produtivo da economia. Qual a base teórica para essa extensão?&amp;nbsp; Por que é tão importante para a dinâmica das economias capitalistas que o estado de expectativas de longo-período seja, ao menos em parte, endogeneizado? Essa não é uma fonte importante de divergência com respeito aos pós-keynesianos como Paul Davidson e Jan Kregel?&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14261&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14260&quot;&gt;No seu livro mais importante, Teoria da Dinâmica Econômica (1954), Kalecki teve o objetivo de analisar a trajetória dinâmica de uma economia capitalista&lt;i&gt;sob a premissa de estrutura estável&lt;/i&gt;, com a qual busca explicar os ciclos endogenamente e a tendência de crescimento a longo prazo de forma analiticamente exógena, associada justamente à mudança estrutural. Quase não diz nada sobre expectativas relativas ao investimento, mas o importante é que implicitamente estas são adaptativas, e portanto compatíveis com a ideia keynesiana de comportamento convencional e, mais especificamente, sua “teoria prática do futuro”. Essa compatibilidade a meu ver é objetiva, não dependendo em nada da intenção explícita dos autores envolvidos. Essa endogeneização é importante para explicar teoricamente a ocorrência de flutuações à luz do PDE apenas, sem recorrer (como em Schumpeter) às mudanças estruturais, por essenciais que estas sejam para explicar o crescimento a longo prazo e eventuais “ondas longas” na economia capitalista. Não vejo nenhuma divergência relevante, real ou potencial, com autores pós-keynesianos de referência, só pelo fato de não gostarem de Kalecki, ou não o interpretarem dessa forma, ou simplesmente não terem tratado desse assunto.&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14248&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14247&quot;&gt;i) Um problema fundamental dos modelos neo-keynesianos de crescimento e ciclo com base na interação entre multiplicador e acelerador é que os mesmos são incapazes de apresentar uma explicação teórica unificada para os ciclos e a tendência de longo-prazo. Dessa forma, se os parâmetros desses modelos forem calibrados para produzir flutuações cíclicas – como em Kalecki (1954) – então a tendência tem que ser “exogenamente” determinada, ou seja, tem que ser explicada por outras variáveis que não a dinâmica da demanda efetiva. Kalecki tentou explicar a tendência com os “fatores de desenvolvimento” (ao meu ver, sem sucesso) &amp;nbsp;mas você preferiu utilizar as ideias de Schumpeter para explicar a tendência de longo-prazo. Conte um pouco como a síntese Kalecki-Schumpeter pode ser usada para tratar do problema da integração entre ciclo e tendência.&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14249&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14262&quot;&gt;Kalecki de fato pode ser agregado a essa tradição de teorias do ciclo (ou crescimento, dependendo dos parâmetros) baseadas na interação do multiplicador com uma função investimento do tipo acelerador ou mais sofisticada (como em Kalecki). Discordo de que a tentativa de integração entre ciclo e tendência proposta por Kalecki no livro de 1954 seja um fracasso, muito pelo contrário. A ideia de que seria preciso uma “explicação teórica unificada”. como discuti em meu livro citado, é uma quimera sem qualquer significado teórico ou epistemológico, apesar de compartilhada por numerosos economistas desde os anos 1940. Como sugeri acima (e aprofundei no meu livro citado), os processos dinâmicos que geram flutuações e tendência são&lt;i&gt;teoricamente completamente distintos&lt;/i&gt;, respectivamente a dinâmica de uma estrutura estável (centrada no PDE, por interação multiplicador do com uma função investimento de tipo acelerador) e a dinâmica da mudança estrutural (os tais “fatores de desenvolvimento”, na verdade explicados com mais profundidade por Schumpeter). Assim, a tal “integração teórica” é simplesmente desnecessária, porque essas duas dinâmicas são distintas. Certamente não são somáveis, como supôs Kalecki para simplificar seu modelo (assumindo implicitamente uma equação a diferenças linear com termo constante), mas é claro que são – como devem ser - integráveis analítica e modelisticamente, senão por solução analítica, que se torna horrivelmente complicada, mas por simulação computacional, como eu prefiro. Por tabela, Kalecki e Schumpeter poder se tornar essencialmente complementares, e não antagônicos, talvez para desgosto de ambos. Mas devemos lembrar que os trabalhos científicos, por maiores e mais respeitáveis que sejam seus autores, são fatalmente matéria-prima reciclável e remoldável pela indústria de transformação do trabalho científico posterior.&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14253&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14252&quot;&gt;j) Para aqueles que conhecem os seus escritos do final dos anos 1980 – os quais derivaram, em larga medida, de sua Tese de Doutorado, a sua linha de pesquisa mais recente com modelos evolucionários de simulação parece ser o coroamento do processo de síntese das ideias de Keynes, Kalecki e Schumpeter que você fez na sua Tese de Doutorado. Essa interpretação é correta? Como você avalia a importância dos seus modelos de simulação para o desenvolvimento do pensamento heterodoxo como uma alternativa viável ao mainstream acadêmico?&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14251&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14250&quot;&gt;Correto. A economia capitalista pode e deve ser caracterizada como um sistema complexo evolutivo; logo a ciência econômica precisa adotar como método, por congruência com seu objeto, uma análise de sistemas complexos com enfoque evolucionário, o que implica o abandono de premissas de equilíbrio e o foco sobre trajetórias sem tendências&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;a priori&lt;/i&gt;, derivadas de interações complexas sob incerteza, que geram processos não-ergódicos e não-estacionários, como quer corretamente Davidson e os pós-keynesianos. O método de simulação é o caminho principal, embora não exclusivo, nessa direção, dado que a busca de soluções analíticas nesse contexto se torna na maioria dos casos importantes inviável. Mas, do ponto de vista das relações de determinação causal e das grandes opções teóricas e analíticas, as referências e autores certamente não precisam se limitar a esse tipo de modelagem. Além de Marx, com a matriz teórica mais geral, seguido de Keynes, com sua teoria geral das aplicações de capital e das decisões capitalistas, Schumpeter e Kalecki contribuem complementarmente para essa análise, mediante uma integração n]ao eclética, malgrado as seitas e igrejinhas. Sua contribuições são grandes demais para nos darmos ao luxo de largá-los pelo caminho, só porque sua compatibilidade recíproca não é óbvia e nem mesmo fácil. O sectarismo é a maldição dos que lutam contra a corrente, em qualquer atividade humana que envolva o intelecto, e que inexoravelmente também não escapa de envolver a paixão e os interesses.&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14316&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14315&quot;&gt;k)&amp;nbsp; Como você avalia a Associação Keynesiana Brasileira?&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_7_2_1_1375967567751_14263&quot; style=&quot;background-color: white; color: #444444; display: block; font-family: &#39;Helvetica Neue&#39;,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 1em; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;b id=&quot;yui_3_7_2_1_1375967567751_14314&quot;&gt;Uma iniciativa altamente meritória, muito importante para nuclear um esforço heterodoxo na Economia e na política econômica. É uma honra fazer parte do conselho de patronos. Meus melhores votos de sucesso crescente, nessa fase de crise e descrença generalizada na capacidade de fazer e usar Economia de forma comprometida com o realismo e a objetividade, sem ceder à mistificação e à doutrinação que continuam a ser feitas em nome da pseudociência simplória do&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;i&gt;mainstream&lt;/i&gt;.&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/3423445492851834978/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/3423445492851834978?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3423445492851834978'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3423445492851834978'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2013/08/mario-possas-em-entrevista.html' title=' Mario Possas em Entrevista'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-3614068858175331729</id><published>2013-07-12T11:29:00.001-03:00</published><updated>2013-07-12T11:29:24.683-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Assemda"/><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="politica"/><category scheme="http://www.blogger.com/atom/ns#" term="Trabalhadores"/><title type='text'>11 de julho Dia Nacional de Lutas</title><content type='html'>&lt;a href=&quot;http://r7.com/ERok&quot;&gt;Apoio a Luta Geral dos Trabalhadores&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A ASSEMDA (servidores do MDA) e os servidores do INCRA e com apoio do MST, se juntaram a mobilização do Dia Nacional de Lutas.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Marcaram a participação, através de seus Diretores Almir Cézar e Flauzino Neto (ASSEMDA), foram entrevistados pela Rede Record do DF, do programa Balanço Geral.&lt;/div&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/%3Ciframe%20width=%27448%27%20height=%27315%27%20frameborder=%270%27%20marginheight=%270%27%20marginwidth=%270%27%20scrolling=%27no%27%20src=%27http://player.r7.com/video/i/51df09620cf279513cafb3af?layout=wide252p%27%3E%3C/iframe%3E&quot;&gt; &lt;iframe frameborder=&quot;0&quot; height=&quot;315&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://player.r7.com/video/i/51df09620cf279513cafb3af?layout=wide252p&quot; width=&quot;448&quot;&gt;&lt;/iframe&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/3614068858175331729/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/3614068858175331729?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3614068858175331729'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3614068858175331729'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2013/07/11-de-julho-dia-nacional-de-lutas.html' title='11 de julho Dia Nacional de Lutas'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-5589791872852453698</id><published>2013-06-24T17:40:00.002-03:00</published><updated>2013-06-24T18:15:59.180-03:00</updated><title type='text'>Uma breve história da luta da grande mídia contra os interesses nacionais</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Leandro Severo (*)&amp;nbsp; &lt;a href=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALQAAAD4CAIAAADKNVtyAAAgAElEQVR4nEy857Mk93Ul2KPRSiRBmAbQaPhuAG2et+W9y0rvvS/vsryvet73M92vLdAGaHiAsAQJgqJISSs3q9DGhHZGMxsKze7O37IfkmRMxImKX33KiMqT955z7s06Mxx1Vlb7g2G712/2+s1Gs1JvlGv1UrGUzWQNTZdYjqRIBEXjQMwbCy1HAoth/3wkOJeMO0gsqCtwMUdXilzHEvoVrl3C22WsW0Y7FbxfpfsVZlgVVpvK7jBzsFE63LEOd6zDverxQf3kpH1y0j056d640b9+vXfjRv/kpHt83Dk+6t04GZwc949O+teO+wcn/WvH/cPj/u5+fXuvtLVjbWxVt3Zqewet3f3mzn5xd7e6s13b2aru7VQ3N0urq7n1tfLqqNLrlbu94mBY6XSK/X51dbXd61mWlS2X06VSqlLJ1Gr5bre6ttbb2Vm5dm1ze3u8vjbcWB+vjHvdTr3Xbfa6zW6n3m5V261qu1OzqsVszkxlRKuub2w31jaK29ulg53SwVb5aL92sF85uVbb37JGQ63VNAyDQ9B4EgyHwj6Px+PzBcAkFotFgiGPwzk/Ozc5OXVpYvKtiYkrE5OXJqcvzs6/MT17YXL69Zm5i9OzF6ZnL07NvD47d2Vhfnp5aW5pcWZpcWZxYWZhfmp+bnJufmpqampiYmri6uzVywuX3pq+fGnqrTcnLly4cOHiKxcuvnLxjVcvXb545eqbV66+OTH51szs1ZnZy3PzVxcWJxeXppaWp52uOY930edfjsTc0bgnEnPH4+4E4IaSXgTy42gAxzwU6Tuzu7exsTle3xitb4zW1oeDYbvdqTVbVqNplSv5TNaQZJZlcBwHICCQjLmBqCsZcyGgh8JDAptIG3i5wFbLQscSehWuUya6FtYuwu0y1i7hvTLbt/i1lrrZM9d6xuY4s7dR3N8sHexUjo9bp6eDmzeHNm7dGtm4eTq+fWvVxs3bq9dvrpycjo9vjA6PO3vXrL2Dxt5+d2Orur3b2Nyu7R5Ujo7a+3vN/f36/n51b8/a3Cytr5XWV2sbm+2V1fpwZA1HVrtd6HZLzWbBstLlslkoGJaVtaxsp2MNh83V1e543F5f74+GnW6n0WxU/gCrUS/Xa6VqNVex8pmsYaaURrM0Xq1v7jQ3dqrj1dzaWv5gr35y0r1zZ+Xhw+13H+3fujW6djgajhuZrIoTyVDYFw6Hw+EokIATiVgo7PX5nfML05evXLxy9Y2rVy9fnXhrYvKNyemLUzNvTE5ftA82ZmYvz89NLS7MzM9Nzs9Nzs9Nzc1Ozs5cnZufnJmdmJy8OjExdeXy9KW3Ji9fmrxyeerSpTcvX7l4deLNqenLC4vTDueswznr9S0FQsvBsCMcdcQSbgD0wWgIJ2MknSDpBMuDvAhzAiTJsKwgmgqndCydwjJpLJtFz+zubWxtr25tr25urWxsjkfjbqNZaTQr9UalWMpmc6aqCRxLkCSII1EUDCBJHwJ6SMzPUmGRi9vkaFTlfl0e1LieRQ3qZKeEdC2iZzEDi+9b/Lghr3d0mxy764X9zdLxXu3kpGtz4s6dlf8Vt2+t3jwd37m9duf22u1bqzdvr924tXrt+uDgsLV3rbaz1zi41j+5vnJ4NDw6GWztlnf36weHnePjzvXrrdPTzs5OeWO9vLXRvLY/Wluvj8aVldVqu5Pv9kutTqFY1nI5JZfT8nndpki9Xmg0iqNRq9erFQvpbMbIpDUb+VyqWEiXS7ly2TRMMZdPjVd6G5vDlbXm2mbj2nH/5HR8+9724w9vfPH1g6++ffTNd+999e2jDz+59ei907tvH49XOmZKomgMAOKJRAKCEBCKhyM+f8Dlci9Nz1y5OvHm5NTlyalLk1OXJyYvTU5dnp65Oj1zdWZ2YmZ2Ym5+anZu0ibHwvz0HzE7MzEze3l69s3pmStzc3MzM3NTUzOTk5MTExOTU5dnZi8vLU/7A4444IOQIIpHaBZgeZATk4IMSSqiGriRptI5NlcUsgU+V+TyJT5f4MqWULXESpmzypxVZiyLtSz6zNb26s7u+tb26uraYHVtMBx1mi2r1a7WG5VSOWeTg2VRioJILE6iMRINU3iIpcICG5MFIG2glRLbaijjtj6qS4Ma068RvQrWtYhhnR3WxEFVGNWltba22tXXh6nt1dzeRvFwr3p82D693r99c3T39sqdW2Mbt06Ht6+PTq8Pb1wfnhz1rh/3jw671466+8fdnb3G+mZlc6txcn1jZ7d743Tjy68e3Ly9urVj7V9r7x009g+rhyeNnX1re7e+vtHY2GyOxqVuL9vrF5qtdLOVbbayhYJiGFwqJaVSkmEIhiGkUlIupxWLZrWaKxbSqiJoqlDIp+q10sb6+Pho7+T44PR07+696+++d/+zzz/84MNH77537+G7Nz785NbX33348x8+/9Vff/3bv/vF93/51S9/8+U3v/rko8/uv//xvZ999cFHHz+6/+DOxuZKOqOLEksQGIwA4Yhv2THncM77/E6na2FufnJy6tLExJWrV69OTU3Mzk7Pzs7OzMzMzc0tLi4vLMwtLswsLswsLswtLc4uLc4uLy04HUse37zHN+vyzDqcC4uL8wsLc3PzU9MzV2fnJpYck77AYhLyk3RckCHNxNI5OldkCiW2bAnlqlhtKLWmWmuq1YZSsoRihbdqklWT6jWpXhcsi62VqapFVi3Sssgzq2uDtfXhymp/vNIbr/T6g1arXW00K9VaqWIVcnlT00VRJCkKwpEogUT/wIyIIiYMFcpniZoldFraoKHY5OhaRKsANQpwp0oN6/yoLo3r0qguDZvySk9fH6Y2V7O7m8WD7erJQev0qHvzuHd61D096t447JwctI53W8f77YO95tamtbtd29yorK4UVtaK49XC1k59b78/Htdbrfz7H9z+8qtHH3x0fXO3tr5V3dqpbWwXt3bLB4etw+P+3v5wdb05WrW6vWyzlbaqRr4gFYtquaxns6qmcYrCiCLJ87ggEIJAKAqjaZyuiaoiFPKpTru2tjrY2924drB9euPovfduff7F46+/+dl3v/jqN3/5/V//zW/+4i+//vKr9z74+P6jj+9/+MXjr3/1xQ+//f67X3/9+c8/+u7XX//wm59/9sXju/euX79x7eDadqdbT6VVWeF5gQKhSBKMRmOBYMjjcM4uLk1Nz1yanZucm5tZXJxfWlpYXl50OBxO57Lb7XV7ln1eRzDgCQW9kbA/FPQE/O5Q0BuOusLR5WDY4fYsO12LDufC4tLMwuL0wuKkyz0fjrpAOEDScUmFjAyaLVKFCluqcJWqUK1LtYZs1cSyxZYtvlIVShU+X2QKJcay2GqFLRepSgG1iphVxEpF9Mxg2B4M2/1Bq9dvdnuNdqdWb5QrVr5iFUrlXDZn6IYkCjRNwzgSJdEYhQdYKsizIUWKmzpUzBONmtBtq+O2PqyJnTLRLmONAtguY80y3rOYYVUYWPzA4odNedRRx11tdWiuj9Pba8Vr29XDnZr9ebBl7a6XtlYL2+Pi1ri4PsqPBplhP93vmq2m2mwow3F+ZbXSbGVrtfTJyfannz44vbn94OHReK2ysl5b3aiubVpbu439w+7etcH+tbX9ayv718YHhyvr6+21tdbR0fpwWM9klHRaNgxBEAiWRQWB0HVeFElRJNNpuZBPmYYiS6wic6YhZ9JapZxbWx3s7IwODtePjvfu3D39+JP3v//Vz7/75edff/3Rex+8c+vt09vv3Hzw+J33P3p0/723T24d3X7n5v1Htx8+uvP2O6cH17bXNwadbrXRLFVr+VRapmg4FveHwm6ff9njXQyElgNBZyTqDUd8obA7FHbH4kEQikFwHMVAGIlhWAzH4xiWwHEARaMA4I9GvcHwUiC0GAy5vD6ny+VwOpcdzoVlx9yyY87rc4Qjnjjgg5AAQYc4KSrpSSODZnJYoUCUKlzZ4otlOlcgMjkskyPMNJZOYaYBm3oyZYD5FJI3gYwBpPVEWk+c6XTr3V6j1a7aJqXZsmzDUq0VK1Y+X0gZpiyJDE3DJBansDhDhngmLPIRVU78gRxcr6OM2/qwznfKRLuMNItQp4I3SkS7SPcq3MDihzVx0JD6TWnUUVf7xupQXx9mtlcL26uF9WFmfZjZGGVXeuawZdjoN7ROXWnW5XZTbTWUblvv9tP1hm5VjUo1fXi0fe3a+s5u/+69g5W1RrdfbnXyW7udk9P17d3+ylpzbX24u7d24+bew4c3j462NzeHt2+d7O6sN+qVbEbPZnTTFO1uYppitZrr9WrdbrXZqJRLuVzWKJey5VI2k9asSr5UzGQyUqVqVmv5jc2Ve/fufPrZh19/8/l3v/jiu1988cnnjz/92Ycff/b+/Qe3Pvjw0Y1bR2ubo82t0dp6P18wsjmt1shZtVSlmm62841WQTc5USZQPAajEQSL4mQCJxMknaCY32tDUUZlFVc0QjMozaDMFGOmKFXDJBnleJAgwyDki8QcwbAjGPL4fD6Px+dyeZaXFxeXZpeXFz0elz/gCoZckZg7DrhBxIlRXpYPy1JcV5OmAWfSWDqFpgzYNOCUiRo6aqiIIiZUIaaJcV1K6GJU4UIKF1L58JlOt97p1pstq1YvWdVCvVGuN8pWtWCjUMyYKUWWWIZB/kCOiMBGNAUwdcjUoXwWq1boTksaNKRRQxjU6a6FtUpws4A2y2SnxHTL7KgurTSVYVMetpVRRx111JWBtjpIrw3Sa4P0uGsM29qoo486er+lD9pGv6H162q3pjQqQq9j9DpGzRKqdbnVzvR65eG4cXBts9utbGx0bpxu7R+t7l9bOzhcv366fevO/o2bOzdvHZ5cv3ZwbWdvd+PoaPv0xuHuzsag3+50Wpubm5VyvlYt1mp526q0WuV+v24L0uGg3WxY9Vqp26mPhp3trdWtzZVOu9bvV4fjWr1RHA77x8eH9x/c/fKrTz//2UeP33/n5q3Dm7eOb946vvf2jU8+fe/mreODa9sbm8Pt7fH2zkp/0OiNrFojXSipZcvI5GRJIVMZvtbI5IsaJ6CaQesmp5mEmcEzeSZf4gtlIV/iS5ZUrgnlqlyx5EpVLFtCvsBpOsoJUQhxBsOLXv+Cx+twu92OZe/SomtubmFubmZubs5uSS73oj/gCEWWI/GlBLiE4h6aCvBMWOJjmpw0VMjQQE1OajKkiJDAJngyLNAhkQrxREAgAzzhF8ggh/vPdDv1XrfRalpVq1Ap5yrlnFXJl0vZWiVvVfLFQtowZUFkaBpmyAhPhgUqIfKQKeMZjcrqdCnFN4pau2KOK+pKVR6WuV6B7BTpblHsV4x+OdWsKM2a1mmag7Y56ujjTmqtm93qZ7aGxY1eebWTW+2aw7bUbyo9yxxUC91atmGZ5bxcyAjFrJhPC4WMWMqp7XZlOGptbI5v3T55/4OHt+9cv35j/+T63sn1g1u3T959752bt45v37n+2ecffvHlpx98+O7dezcPru1s76zv7W/evXd6cv3a1vbaxuaKVSnkc2YmrTVrpfGgvTLsdJqWqYlWKVur5GvVYqNetip5+9fodRsr497h0e7de6enN49unB7uH2zt7m3s7K5vbI77g9Z4pTccddqdmm3xypVcNmfk8nrFyvb69dt3jj/86OFo3K5Y2WotXyykTUPOZNXesNEdVEslo5iXrZxSygtWRWg2lKolthpKqyp0m2K/pXbbaqtjtLtavSVUakw2j0sKgGK+aNTp8y97fPNO98zS8uzC4sziwsyyY35peW5peXbZMedyz3u9iz73QtC7EA064mEXEHejcIAhYhKT0IWkKUG6kFTYuMSGOTrE4kEWD7J4lMWjHBrj8RiHRWk4dGY4aPe6jWaj8kdy2KhbhXqlWCyk0ylVljiORgQqJtFRhUsqEpxW8YyCZzSinOYaRaVT1oeWslrVxpYwsPhhVehVpF5V71cz7YbRbpntljlopYcdc9RNbwwLOyulrWF5d6W62ssPW8aoo/Yb2qCR6VqZelHXZZzEIxQWgRKeSGgpEnTgUCyXNeqN8vrG6J37tz/7/MPvf/Xtl199+smn7z9+/8HDR29/8OG7H338+POfffzdL77+7e9++OHX33308eN7b9+6e+/m7TvX337n1jv375zePO72moVixjDlTFrr95q1ajGdUg1d0lRB4KkkEMExUJbYfM5s1MutprW2Ojg63L177/TBw7tvv3Przt0bxyf7h0e7d+7euH3n+sG17f6glcubg2G72bIUlecFyjDldEZptsq5vG6Y4mDYHK90trbHg2GzUS/XqsWKla02CrVmfjCoDfuVXjVbLohWRajXpFpV6jbUWolpVYVOQ2g35XZL73TUVotvNPhymTYNhOdiMByMxNy+wKLXv+B2zzsd807HvMu96HIvOl0LTtecyzXncc55nHM+53zYsxD2L8UiDhDw4HCQxIIcEZLoqMxERCoiUhGBinFEhEVDLBrhsCiLxWzQSORMp11rNa1GvWwHPlYlXynnyqVsvZyvlQuFfCqXNXRNkgVSEyBTAFMKYhpYRsPSCpI1UCvHtEpyp6IOa+qorg2q0qAq9Opcpyb26lqvluq104N+rtvLDvq5UT87HhTWh5WNYWlzaG2vWFvj0vogP2qbg6bRKCoZmeLpZDLh8bgmw8GFcHAxEnSgUJSl4EI+1e7UNrdWjk/279y98cWXn/zd3//Vb3/3w0cfP/7o48enN4/vvX3ro48fv/f4/uP3H3z08Xvvf/Do3ffuP3x078bp4eHR7t7+5s7uRrGU5XiSYfFMVi9ZuVRWkzUeJUCKxSgaTYJRDAcFnjINOWUquaxRLKSHg/bR8d7pzaOT6wdHx3tHx3s7u+vbO2v7B1sH17YPj3Y3NsfVWjFfSOULKVFieIEyU0o6o2g6L8m0pvOKyuqGUK3lx6Nuu1VVVF41eFZACwWt08hV0lLepCtlPp8jiwXGKjDVIl0tUPUS1ahw9arYrPONOlOvspUSmU3hmgwxVByBAuHwcji8HAk6Qn5HwLsQ8C75fEt+/7LXO+/3zPvcc37XQtCzFPEuRn1L0eBSIuaEkl446SYgHwl7WczHYWEei/MYwCJxGgrTcIiGf08RDo3RUPhMrVqslHOFfKpYSJeKmWIhnc+ZuaxRzJnFbCplKrohyQovcrguwlkFzqWJbIbIGkhKBbMGUs0zrYrYtZRhUx80tG5VbFfYlkU3q3SroTRrWqtpdDtmf5AfjsrjUXE8LI8HpfGgtLPWunN97Xi/sz4sDdu5lqWnVVIgASjpSyQ8AOAFQT+KRgWByGb0SjnXbtWGo06v31zfGJ3ePNreWbv/4M7DR29vbq0+evedm7dO1jfGa+ujjc3x4dHu+sZoMGzv7K5vbq2sb4yGo87e/uaN08N37t9++8Httx/c/vCT9+49vLNzbWv/eHe8MeyO2sVKlqARFEvCSAKBEwyLkxRC0ShFoxxPcjypG1KpnO0PWqtrg63t1eGo0+01Gs2KLdpq9VKtXmo0K7aQL5ZS1Vq+UDQNUzRMUZJpVWVr1eLmxspo3C1W0pm8lslIuZRY0LmUgqVMtNlQem2zXuZrRbqUwUoZpJLDyjmiUsArBbRSQItZJKPDCh/jmTiFRZIxFxB1AlFXPOyIBBbjYVc06IgEliOBxWhwyT5Hg454wJEILkfDy0DclUy4IcCFJV1Y0oVDThoOsAjAwiADJ2goSsMBGg6xWIDDgxwWpuHAmZSp2HVVVXgbmirommiogqlKiswJIs3xFEcjKg9mZChtIukUmjPRrIFkDaScIetFrl2Whg1j2NR7NalZoTp1ulWjahbTqEmdltZpKYN+ejQs9HvZQT83HpZXx9baqHbjePX+vf2ttbapMigYSkSckcBy0LeYTAZwMkExoKIw+YJRrRVbzaptoIqlzNb26vbOWiqtjsbdeqMciwezOeP4ZD+d0RgWV1S+3ijn8qZhyqm02unWD492j473Tq4fvPf4/tfffP7rv/zlP/wf//s//8s//fv//Ld//bf/8o///Pff/+YX3/3w7cP33u4OmqLCAsmI1+fwB1zxRCgBRjAcpBmMIGEUS9pcISlElJhszrCqhWIpUypnbWY0W9Zo3G21q82W1R80ypVMuZLp9mq1eqFYSllWdjzqjobdeqM8Xuv2ho1ez0rrTF5jW5bebunjUW7YyzQt0SpQeRPOGcmckczqYEaLZfRIRoullIjKh22pSCE+JOFAATeW9CEJDxCySeBMBJeBkMP+jIWW42EHFHVDCW8y4YaSXiDuggAXHF9G4stIwoEDHgoIM2CUgcI0GGJgH4+GacRDwW4a8dCI5wxJwBSJ/BH2V4bGRIaQOFoUaIbFOZ7iGVjhkqYAmAqoyIDCx1QupgrxjApbGbpdVvoVpVeWOyWuVaG6NapVJeoVsmEx3brQqzPDtrTSTw075qBt9Npmq2kMeoV+N1+vmobKkRhIE7DAYggY8nrnXZ7ZJcekx7sIQhFeoBgWZ1iCZjCKRkWJaTQrosQQJNxqV/OF1OTUmw7nbMXK5vK617dEMwjLYbxApDNKrV5Y3xgMRy2rmrOquVa70mpXNjaHd94+/fkvv/r7//Q3f/+f/ua//9t/+X/+57/91//2L3/3j3/91befHxztjNf6Vr2IUzCCJ2kOZ3hCkllF5VmO4AWKZjAQioFQjCBh+xyJ+oFkRBDpdEZLpVUzpZQrOZsTtg6t1Qv1RrFiZZuNSiGflhUuVzRSWaVez2UMNiUS1bIy6GdaTdUq8eUclTPhlBZPKbG0Gk/LsZQc1niPwroV1q0wfokKcpiXAJ0YsIwnXTjgQeMuMOyAwq5k0JHwLyVDy8nQMhh1glFnMuaCAR8C+W0kE24E9CDxZSS+jCYceMJJJTw04KYBN5Vw0YCTgzwc7GYhFwe7Odh9BoYSKJLEUBBDQQQGIDCOwACOQQyJ8DTBMjjNYAxLMGRSoGIyFRaoCEkEKCTA4UGBiug8lNNIKy22skIrx7VydLdEdC2iWcbaFtmqEJ0S1i/DnRLUr9L9Bt+rCc0KVy2yrabRbGWLRV1VeJYhOJbUNdGy0p1OOZURQSgCQjGKRjVdTKU1VRNBKMawuKoJqiaAUGzZMadqgmZK0ZgvAQRllapU0wtLVx2uaYICOr3KeLV1eLx5/XR3a3u8tT3e3B6sb/YePLr54OHt9x7f/+JnH3/6yfvvPnr7259/8bd/97u//bu/+t1f/fof/+lvf/nDt5/+7MPTu9f3D7fHa/18KZ3O6ZoumilF00VeoHiBEkRaUXlJZgWRZjkCQQF/wLXsmAOSEQQFKBrN5oxSOZ3OKOmMIoikKFGptJzL61YlbxoKzWAQGgOgoK6zrUbWEHGaCFsVYW21WKuIhTSeUgFdjqSUmCGEdSagsx6dc+usR6VdMukSEB+DuInkMgE40NgiEl2CY0tIzAmHnVDIkQwswWEnEnFhCS8KeJGkD4MCBBbGkCAKB1A4gME+LOnCACcGOAnAQQHzFDBPJuaI+CyZWGKAJZsWPOLhYPcZFEniGPRHYCiIYxBJIAyNcSzJsDjD4hSNYViMQgIM6iUgXzLhBsLLUMyFJX0sGtFYJKcyrZTQyXLtLNEr4t0y3iogXYtol/BWJt7JRmtmoJ4COkW8XcCsLNasstW6bKYYkoKAZDQY9M/NzczNTvr9i4mET1LIai2fyeowkoDghKoJhWI6mzPanVoub5Yruf6g1WxZ+wdbR9f3t3dWBsNmf1hrdUrhqANCgqvrnUarkCuoo5Vmq1PSDFZWKU5AzbSwut65e/fkww8effDe/S8/+/izjx9/8N79r7789Nc//OJf/q9//q//+p//6f/8h5//6pt3P3x4fPPw6PTag3fv3X90d29/8w+T6kq5kktntFzeTKVVReUNUzZMWVY4liMSQBhIRigaNVOKrDA0g4gSJcm0YYoUDYsSlUlr2YyRzRkMjxF0UpIIQ6PqRTNjUpUyb1X4aoUv56iMDqa0eFpOpPiwwQQMxpMR/UUtkpUCMu4UEB+PeHBgySYHFJ5LBmeg6CIWcaDhZTTkJKIeEvCTYICAAhgUoLAIS8ZxNIQhQQILY7CPgHwo4EQBJw4sUeAUDU0z8AyVnCYTCxz0e3JwsJODnWc4CuAZlCIRmiZZlmZonCNRHgNFFlEEVBEQhYUlMsnhIIYmkxAQi/n8/mWfbykQcESCLjARpAlQEal8VizlhWqereWZeoFsl/BOBe2UkGY23siE67loNZusFhFTSfBMPKVRDAsgWMgfXFpYnJ5fmJ6euTo3Pzm/MDE3P+lyL4JQLJVW84WUpouSzGayertXX1kfbO6sPnj33kefPn7vgwfvffDgwbv3VtcG1VrRVoWaLg6G7eGok8nqosTgBISgAIICgaA7FPYiKMByRC5v2spxd2/j85999P2vvn3/g4e3bp98+tkH//CPf/Pv/+Nf//1//Otf/Oa7x++/c+v20dHxju19bt463t3b6PYa5UouX0gVS5l0Rstk9ULRzoFo28cyLE4zGATHMRzkeFIQaUGk7WLDsDiQjFA0bJsXMyWpGsdyGEvBigTjmAdMOmgyUiwJ5YqUy7O5Ap3SkYwMGUI8JcVzGpAR4xLulVCPgLoxYAkDltHEEhxbgGMLyegcGJpNRueS8QU46SThIIlGcDiIw0EKi7JUlCaCJOan8AAGuxDQgcIOFHZgiJMAHXhyGU0soolFAnSQkJOEXDTiYVAvi/nO8HSSoyGGxliOZFmaY0mVpVI8rYqEJuGmjJsiJlMghwMYmkwk46Gwz+N1eD0Ov88VDvmSQBTHIIGnzbSQzQnlgmgV2GqRbpTJZhmrFeB6Nt7Ix5rFZDmTNJQoR4cyKdbUaQD0BsOLDtf0zOzVqekrc/NTk1OXFhano7EAjCQwHMQJSDckW4RWa8Wd/Y2bd07uvnPznR0ozeUAACAASURBVId3bt+7cXC0s7G9Mlrt5QspQaRtj1BvlBvNiiDSSTAajvgiUb8tCDAcZFicIOFoLJAEo5LMptJqLm9u76x98+3P/uqv/+LDj97d3dtotauHR9t/8Zvv/t//7//+b//9P//il1/ef3Bre2dtfWNkR1622Gy2rEIxLSucpou28uUFytZDssIJIo3hIATHCRLGCQjFkggK2KqWZjBJpjkeh+AokAyhWAKCozgGMkyS4wGcCEVjDgT1pzNMtZ4qleWUjmU1xJSShgjofEyjwxodljEvj7jsu2jzA00sIfEFOLYAJxYR0IHBHhwOEkgYh4MYFKSwKENGaCJIE0GWClO4D0fcJO7BUReOukjIaXOCgl0M6mExL4N6GdTLEwGeCJxhyQRLgTY5GJYQWUrjSYMlUzKZVvGMiqYERGMgDgcINAlByXgi7A+4PV6HP+CORYMIDFAkqsh8OqPk82q5qFSKUr0sNMpsvUA2C3izmGyXoXoRyZtg1oCaDb3VyOB4NBx1uDzTDtf04tLMxOSl2bnJ+YWp+YWppeXZQNBNUojd4Ku14t7+5sn1g71rW8OVbqNtWfVitmCiBMhLtGZKosTYDtNO/SkaBaEYjCQYFkdQAMWSksxWa8XNrZXtnbViKUNSCIaDMJKgaDSd0Ta3Vj797INffv/NF19+cuP0sNOtVmv5a4dbv/3d93/11z98+tnjW7dP2p1axcq32tVavTQad+3uJkqMbV7s8kDRKIwkYCRhX12UGJrBEkA4CUYRFBBE2jBlUWLsFhON+YIhVzTmY1hU1QSahXgRzubFdJoXJITlQUFCOQE2NLyQJvIpXJcAiQ6LZECjwwrp5zAvjbgp2E2ATjzpwJPLGLBEQk4ScROYm0A9BBKyyUGiEYaI0UTYZgZDhlgqSJM+mvRRhJcivLYr4XC/QAZFKiSQwf8VZzAoSKAxhsY4nmI5UuRIlcM0BjZlNKOiKRk0BcDkYZkCSQxEEQgCY5GwLxT0hEPeWDSAwAmWwQ1dymWNcsGslVPNstmumK2S3CpwnQI/bDCDOtmqEPUStT7KH17r5/IiScaTkD8UWfb6FxzO+aWlhYXFGZ/fFY747MpBM5iscOmMpmqCpovZnCErXDjmh9AEJ1KsQHr8Dk6kesNWsZTJF1LVWrFQTOMEFE+EUCwZT4SSYNS2FQgKiBKjqHyv37xz98at2ycn1w9WVvu5vCmItCSzVrVwcv3g628+t8clh0fbxVIqXzCOjnd+9cM3H3/yeGd3vdtrNFtWvpAyU4qscJLMmikFRhKBoDueCJEUwrC4ffV4IqQbUjqj8QJFUohtgCWZ5XgyCUYJEgShSDDk8vqWvL6lWNxPUoikkBwPEkSsUFAsy6SoRDzuTkJ+gQNSOmJqcFqDsxqishGJCvK4h8d9LOZjUC8Fu0nIRYBOAnSSkBNH3BjqwhE3gYRwOITCQQIJ03iUQAMk5rc7C034acJPkz6G8tOkj8V8LObjicAfCSFSIYkOi1RIpEJnUDCEQlGSgBmWYFhc5FBdRFMCktbgrA7mNDAtJHQ6zuMxGktiKAhDiUQ8ZCMJRDEU5FjC0KVCMV0qpWqVdMPKtCqpjmX0ymq3IPctvluhBw3peL959/baeFRMpThexKJxly8wb5NjampieuaqP+AmKcSWn/ZOWsXKIyiwuDSzuDQTifohNOEPuWNAaLzW39nfyJfSekqmaBTFkqm0SpDw/MJUNBYIR3z2Ts3C4rS9VkOQMMPiksx2ew073Lx77/T+gzurawPdkOxH36oWtnfWNrdG2zsr5UqGomGCBFfXep98+v7J9YOd3fV6o6wbks28aCwQjQXsg8/v9PocwZAnFPYCyYgoMSSF+AMuf8AFQjEMBxEUiMWD4YjP53cSJKhqXL5glCuZVFqOxnyxuB9CwqpKNpu5TEbgOATHoxgWg5BwPOrAYI8qgc2asjbMdWuKKSYEws8Tfg7/PWyKULAbTy7jkANHXSTmJdEwgYQJJGxXDoaM2GWDJoIU7qMJP0sFWTrA0gGBDPyxYEh0WOViMhNR2OgfyJGMIGAMgQGcgEkK4llQ5YGUmEzribQazauxtBBRyTCHhEgkgYIJGEqAyWgSiCSBCAwlSALhWELXxFxOKZf1Ri3drmc7tXS3ag6rqZVapl/TejXl2lb9eL+zvdWo1Q1Fo3EKgNFQIukFwACCAigKJ5MJXqDTGa1aK66tDzc2x+1OrdtrdHuNwbBdrRWzOUPRBYrFZI03M2qn3xiudDESCgTdKJY0U0o44rOFZwIIQ3DczrLsLRh/wCUrnH2TOJ5staunN48ePrr3zv3bxyf7zZalG5LdyMyU1GyVt7bHvX5d03mCBPOF1N17p+/cvz0cdaq1oqaLKJa097hCYa/LvegPuGxxEwx5bCsbT4TcniWna8HhnE8AYQwH7V7DC1QqLVvVXK9fb7UrLIfhRJLlCAwHJJkulVKqynIcRhBJBIlBUCTgXVhaeAtKug0VqeSZlW6mbcmGCMhMhCcCLOazyWE3FwJ0kIibxD0U7qOwCIlGKCxK4zEaj7JUlGeiHB1hyBCF+zg6JPIRgQvzbEhmwjITsfkhUiGFjUp0+I84AyaCCBjDUJCkEJpBBA7UxERaTmaMaE6PlMxYXo6aTFTEoxwOUCgEQ3EYioPJKJiMwlCcIhGeI3VNzGSEakVv1ox+M7PaLa52cuN6ar2ZHbcy17Ya79zeGPYKlZKczYs0BxN0kmKARNIbiblj8RAAxAWB0w253andvXdqD7QazUq311hZ7e/tb25sjjvder1VGa50NVNC8CSEJvaubY1WexSN2k4BguOxeNAfcM3NT/oDLrvILzvm5hemFhanWY6AkcTs3ITX52A5olor2in48cn+tcOd8Uqv0aykMxrDoqJEVazscNQqllIsh4FQjOWIa4c79x/cqVh5ReVJCoknQvblvD6Hwznv9Tli8WA0FgiFvUkw6vEuu9yLgaDbri4QHGc5IpVWNV3UdJ6iYRiJJYAgjMR4gSBIECcgIBlJApFI2IehoJ1DwlAiEFhyOye87olk3KEJyZQKZQ00p6OmlJTosF05aMRjdxYKdtGYlyK8FB6g8ajNDIaIM0SMpaIcHeHoCE0ESczLUH6OCcpiTJHihpjQ+LjCRlUuprBRmYnYPeX3mgOI+SEgBENxgoQZDhY4UBXiaTmRNSI5I1QxoyUlkuaiChET8CSFQiiStIsHBMZQJMnQuCgwqsKnM1y1prdb5qCb3RiVN0fFjU52p1/YHpVOD7rHu916xcikWEUhJAWH8XAs4Y7EnMvOqcWlWQSBWq3G7Ts3Pvv8w/c/ePjBh49++f03v/6LX7z/wcP3Ht//2Rcfv/f4/jv3b9+8c/LtL748ur6vp2RZ49c2RwdHO7oh5fImw+Iu9+LlKxcvX7nocM47nPMXLr48NX3ZH3DNzk288earTteCz++8fOXipcsXZucmYvFgLm/a6cXa+nBre9XuYumMwvE4gsYNU8xk1XzB0HTR1pX1Rvn05lG+kEJQgCDhUNhrCw6bIuGILxjyLC7N+PxOu4kEQx4Qijmc84tLM/ZyVyjsDUc8CBonKQhIhmAkBiMxGI4mgUgo6EnEQ8GA2+txUCQ66LcqViGZDHjdE8uLbzqWLiOgRxMTaRPJakhagSQ6LJBBmYnwVJDFfLb5pDEvTfgZMsQQcRqPcRTAUQBHJXgmbu/8CmxMYCOSEFWkuL2rlVFhjY/brUSiwzzx+y7D4X6eCJwBIgE4GUbAEIaEGCrBMYDIJzUZympIwcQKJpZRYUMEFTYuUDGejLMERGFxEo3hcARHogwDKQqlqnQxxzbrcqelDXqp9bXyyriwsV7e26kPx/leP1erp9JpUdU4QSRJOklQsWjcs7A46fEuZ7L64dHu4dHucNSxG3Yqra6uDexn+vBo9/H7D375/Te//d0PX3/z+Tff/uz7X3174/Sw129ubI6Ho04qrUoKGQw75hcm3nzrtUuXL0zPXH3l1fMvv3Lu0uULr73+4oWLL7/62vmJybfm5idffe388+eevnDxlampianpKy73EpCMyApXq5fs5WozpeiGZHtpliOyOWM46uiGFIv5IhGPZWVvnB7kchoABMNh97JjZmr6rbn5q27PQijsthf+bJ1B0SjLEaomYDhIUojX55iavuzxLofCXpyAZIXDCRiE4tFYIAGE7YYYDHk83mUIjldrRVUTWI7gOQpFksGgc3l52uOZi8fdNA2ILKjKCMNGBT4icxGJDPFEgCP9HOnlSC+JuyjCy5ABnokKTFJgQIFJyjwicagqEqpIyDysyYiuoKaGmxpuqIgmJxUpqsoRTQ2LYpBnogzlpwk/jXnPQEAAgyMkHqWIGE3GOQYQOEASAVNGsxqW09GMipoSpAsJlUsoDCDgCRaJsniUQkI4HOQYQJFQQyMreaZTVwZtbXWc31gvr29WhuNcu2t0uplWO0UzCQAMRGM+XiAUjSaoOAiHOB4fr/S2tlfrjTLD4gkgbP9Stv/keNK2Eiur/Z3d9Xfu3377nVt3750+fHTv0btvj8ZdSWbTGU1ReRAOzS1cvnL1wquvnZuavvzmW6+fe+Hsiy89//y5Z3704z89++yTb126cOHiKy+9fO71Cy8vLc+63c5YLAIjwNT0lYnJt1zuRSAZMUy5UExb1cIfawPHkxAcz+XN/qDF87jPtxQKuQpFs9+vaxoXj/td7nmvb8nlnp+duzIx+UYw5PIHHLNzE27PktfnCIW9sXjQ7Vmy1fGyYy4Y8ticE0Q6ldZkhQehGE5ALEfQDIagAEkh3V5DlJhgyEOQMI5BosBgaHJpacrjmfN65/3+eUFAZBVXdETXIF0CdCGhclGFD0tsUGR9LO1haR/HBCU+JvFJiYNkHlFFQuFJTWQ18ffxlaGQhkKaKmUohCYnZTEkSz5VC8qKX+CjHBNkyBCFB84gUIDAIhyT5JgkSwMsneCYuCgkVB4wRNCUkqYEmRJkiKAuJHUekiiARSMsGqHhEIWEOCqhSKipU5Us1aoKo562sVZYXyutrpd6w2y1oZSrMi+B/uDC4tKUmVJa7aok05wAW9XcrdsnN2+d1BvldEaTZFaSWZYj/niQFc5uGaVy1jBle8DRbFnFUqbVrm5tr1ZrxUxW5wXK45u/MvHaiy+dfeXV569cfeP8i8+9/MoLL770/Avnnz33wtk/+/M/OffC2fMvPvfSy+cuXb74yqsvnDv33IULr/n9XkUVMBxcXJrxeJc93sVYPGjnY4Yp25NYDAcJEs4XUoWCwXGYx7MwPXOJ5/F8XidJMJ4I2O+NxRMBnEhSNLy0PH3l6htLy7MLi9Ovvvbi7NwkhkM+v9OWyT6/a9kxF4sHU2k1ndF1Q84XUvauf7fXsKoFReVxAkqCURhJoFgSgYFYNMjQGMuiDsdMILBE00AmI6B4RJAhRYUVPmYKgMEnNCEisWGRCbC0jyEDHB2S+IQsgCILiSwk84gmkbrEmCpjKPQfaWFopK5iqpKU5aiihFQ1rGkxRQZFIcZzMYYOniGwCIlHaTzKEDGeBgQ2YVcOlQc1HlC5hMLGNT6u8XFdSBgioHGwSCY4LEpBQZscqoyZOmUVqGaVHfb1tZXCaJhrdYxWOyWIYDAyHwgtMByYSsurawNF5UkKyhe1k+t7H3/yeG19VCxlmi3LzhZ1Q+J4EicgOzK3qoVevzle6RWK6VzeVFRelBh7lmFP5FVNwAlocXni5VfPvnD+6dcvnH/1tfNPPf2T8y8+9/y5Z869cPaVV88/+9xTz5975s23Xr985Y3nnn/6qad/8vzzz54799zZs09PTF7CCciOsMIRj9uzFAx5YvGgvcNBM5gd1PICZRhCLqfxPB4MubzeRZqGASDI8TiGAz7/ciDoTILhBBB0exZs2RGO+DzeZZyAJZm1pfHS8uyyY37ZMW8XKgwHWY60HwBRYtIZrVzJ2dY9GPKEIz4gGYnHQggMYGhS13mWRYPB5XDYiaJhCAkmIR9NRmQ2rrEJnQM0PiaxEYEOsVSQIUMcHZMFUBEQkYUEJilxkF0t0jqd0qiURqV0wtRgXUMMHdZUUNdA0wRNA06nMENHNRUUJYjjwTMsGeeoBEPEGCLGM3GBjYlclGfCKg9oPKDxgMrFdCGh8XGVi2l83BABhY3KTIxGfBTik5iYKoEpHSsV8HqV7bbVXseo19R8gcOJSDi8DIDeOOAm6WSrXZUVniARM6WsbXQ//OjhzVvHosQEgm6cgBSVT6VVOxWoWPmbt44fvfv2x588/vKrT7/6+rMHD+/uH2zZ7d8Ox+w7mgDC/oBrevbNV1579oXzT7/40tmXXzn30yd/9NMnf/TkUz9+4qd/bheMs88++drrL73y6vkLF1954fyzL710/rXXXrt8+a033nxtaXnWDjdjcb+dc0djgcWlmVg8CCOJJBhNglEgGcGwhCiSgkBIMk3TMIrGcRyIJwJJMCxKlKpxNIMEQ65Y3B+L+5eWZ+OJkCSzdvSyuDQTjvgWFqcnpy67PcuBoDsBhG2W26XCXiyyI3Y7ewWhWAIIR8L+aCQAgTEYjpqmKAhEMhnw+eaSSV8i6UUgv8yCGYnIq6QpQSoPiEyYo0McHeGZuMQnZQGUeVjmEZlHNAkzVTKt04aKGSpmqIihQroCmgZsr6TnsmQuSxcLXC7DZjNUKsUZKfYMR8REGhBpQKBiPBnmqaDERiQ2bNsbjQc0Pm6IoM5DGgcaIpiSAFNMGEJcJAMc7pfokCEm8gaaS4GVAr46SK+Ni6aBIWgQwyIYlgDhAAD6ZJXq9ZuGqXS6jcOj3YNrmzdODxgWh+C4PdKUFY6kEKtaeOf+7fsP7mxtr5YrObs8lMrZeqNsv0Jhx+S6ISkqrxtSKOydnrly+eqrr77+3PPnnnz+3JPPPf/Us8899czZJ545+9Mnn/rxy6+88NrrLz1/7pmnn3nilVfPv3D+2ZdfeWFqauLChddef/3VmdmJF1967vULL0FwHIQiPr/TTiycroWFxelA0L2wOO31OWAkwXEYjgPhsBvFEorCoGjc51tadsxMTr0ZDLkoGqZo2J6VxBOBeCJA0TDLYT7/ssM5OzN72eGc9Qccbs/SsmPeTkciUT9OQMVSZjBs2y+F2EIYJ6BSOWuPbwgcjsdCYDIai/koCjJNvlJJYXg4GF5KQkEICFBwWGXgtERmNErlYYGK8UycpwGeBuyCoYqYIqAyD6uirUBRVQJVCdDkpK6AhgakUlA2ixbydCHHV0pyzdKsolopqaWSViwbZ3g8JpIJmU7IdMK2NCoXVbmYzMQUBlAYQOUSughqQtIQwbQCZUQgxcdNLqYwYYkKilTQEBM5HSlkwFqZ6jZkQ4UILMhySVHEBZ7iRQTBoq125fjkYDweDga96zcONzaHpXKa5QheoBNA2Ewp9srWw0f3NjbHQDIyM3t1dm5i2THnD7i8PsfC4vT0zBWna4GkkEazsre/2WpXM1nd5sfk9MXzLz1la44XX3ruqad/8uxzT5599smnn3ni2eeeeu75p585+9OfPPFnF9949bnnn37yqR+/8caF6enJ8+fPTc9cvXzl4k+e+N8uXHyRYfFoLDA9c8UOzbw+h8e77PU5ZucmFhanOQ6TJApF40AylEyGMCzBsiiQDM3MXr46cXFq+q1oLGDXAIIECRKMAz6Pbz4YdiSS/mDY4XTP+AKLDIsnwZjP75xfmHI45+2kTpQYewW1Wita1YLdyFrt6nDUKZayJIGQBIwgsUjUC0EhUcRVlVR1RlYYnkHhmI+IB2UKzKpUWqEMEVdFTGQhgQFFFpI4WBUxmYcFNiHxCUVMyEJc4mOSEFXlhKbEdS1ipqK5HFIq8pWS1qilm/VMs5qqV81qNWdVC2d4PCIQUYGIcniQJwJ2ZPYHliQ0HtCFhKmAmpD8/ZmLaHTQ5GIqG1HZiMqHdTGaUhJWEatXSIkNQsCSIsHZNJfJSCyDizKhGexw1Do63k+nzZ2drf6gPRx1JJlVNTEQ9Egyawdf1w53eYGy/5tgeubKzOzVicm3Xn3t/Nlnf/rU0z9+8qkfPXP2iWfOPvHWpdcxHMxkdVUT7OHW7Pylc+d/+uJLZ1997dyFiy+fe+Hss889ee6FZ55+5idPPf3j1y+89ML5s88+9+Qrr74wMfnWSy+f++lPf+J0Ll+deOuF82edroXLVy4+c/bHTtcCggKhsHdhcXpm9qo9BXS6FhaXZmbnJtzueZIEFYWRFUYUyWjUyzCIJNMIGg9HPJGo1566JYBwNOaLJbwwGuFFhKDiMBqiWYgT0ETSz3IYgibtQAxGEhAct2MYCI4rKq/pom5I9UY5lVbtzaZ6o1K1imAyCkKRaMwXiblxPGqarKwwqiZkTIkAIhQQ1lkkI5FZjclqTFpnZB6ROFjmfw+Jgzg6xtERjg5xdEjkonbUocoJVQ2nM7FCAatacqOabdXzNcts1jPNerpeL9TqpTM0GuaQkIj6JdQnIl4R9QtEVGKS9jtPuhjWhIgmxjUxrvFxlUuk+HhGBEwuojMhnQnk1VjJAEpGvJRBFDYCRGY5OlIr65WioSiMKDB2Ari1vdrp1oul7Nr6aDDsaLrEckQg6ESxhD0MO7i2remi/a8S0zNX37p04eVXXnju+afPPvvkEz/9858++aMf//jP//RP/+RP//RP/uN//A8/+tGfvfXWGyAUD0f8i0szNoeeP/f0C+fPXnzjldcvvPTSy8+/9PLzL770/JNPPvH8uWeefe7JZ84+8cRP/+ziGy/5A67XXn9pZnbC7Vl6+pmfTE5d8vmdFy6+PDN71Z7puz1Lc/OTFy6+/OZbr83MXrXTs4XFadv0YjgoySzD4rF4MAmGJYU0UryqMyyPhCLOQGjZ6Z7x+pZ8/uVI1E+QsD1EtN8q5Xiy2bJu37lesfL/P1Nv+R1Hmq35qqDLXVVttmQxpRKUzMyMkREZGZHMTKKUUsxMli2jzDIILdvlgu46013dXWQGGap65szc+6/cD3FO3/HS8oqlj8qdb+x3P7/n2Sq1VCLlqzUyLo+BJzTy+MxEMozBRLl80h9wYV15d08hEvVityGDUak3KBywBUFBO2D2oJDLabMYVYBF7XfbolE0HkUTESToBxHE4naDLpfN4zL7EZ3HoUTtMgSQIqDM5VC4HHKPUxlw60JefTxkSsbt2RSaTftymUAyGcxkQplMKJsNp9PhMsgkdxiliFHoNgo9JpHLLEatSjeo88ASHyLxo1IfIvOiMo9T7oFlHofCDyoDkCoIqwKgLOiQJr3KbFiXj+mdgBAw8eMRYLAvVeyM5zNhm02HOEEHbIsnQjOz4+lMbGi4b3CoNxYP+QMubIS8sDi5uXWrr7+YSkd5fCae0EQmk+h0KpVKJhLxTU0NJBKhpaW5vqG6ouLEkSOHTpw4dvjwwU8//bisrKy+vpZOpzKYFDKF0NRcV11TUVVdXldf1dBYU15x9PiJw1VVJ48dO3Lw0OeHDn9++MgXx44fPFF+mNSKE4m5TBZVqZLgCY2VVccFQjabQyMQmzAaSCLlY/73+oaqmtoKkZgrlQkIxKaGxuqGxmo6oxUDkTo6c9GYD4KNmLfRYJJbAY0V0KjUYuzOgo3qMTXHH3DBTiCXT16/sTY1PYqVhQO2Wax6iZRPJDXjCY0msxa76hfa0sGQBxu6YxS7VieDHOZMNuoPIMGQy2zRaXVKs0kLQSarVWs0yiFIF4+789lgMuqKhp0+H4SiAIJYXIjRC2uw4sDG7Zii5obkbkjuhhV+lyboM0ZD1kgIjIadwSAaCrlCIVcohPj9jjLIJAf1YoeOh+h4qJ6PGIWIReGB9P8uDj8q9yEKr1PucSjckNwFKFwWSQTVRlB1wqtNBbTtCasP4sOAuNQZnBht62wP+72Ax2P3ekHUBZnM2kJbOptLDAz2zM5NeLxOBAX9AZdMzu/qzly6vDI3P97ZldcbVI1NNSw2jcViNDU1VFdX1tXVEAgtXC6byaQTiM04XFNDQ115+fFjx44cO3bko4/KDh8+iMfj6HQqi02rqi6vqi4vrzhaXnG0tq6ytq6ysurE8eNHDx788uChz7H6qKmtqKw6fvTYF2QKXiYXaXUKjVZeWXWcSiPKFSIancTlMbBhFJtD4wtYNDqpuqb84KE/NjbVUKgEUiuuobG6prYC11LPYlN1eqXFqtUZpEazwmRRWgGNxwdmcuHOriyGpAN2k1anQF0QxqT1lDrOrC5197SjLkitkbHYVL1B5fUhHq8TU5KFIg6HS4edQCod7e5p93idWp0iFHYX2pJ20Gg0qWCnNZuLtbWnctlEOOQz6FUgaIQgk8mkMJuVwaCjvRBJxdyxCBIOuz1eh9Npdjp0WDUggBRT6f4t0COA1GkTI6DY5VAgDo3ToXM69CCohyADBJkgyGQHjWV2kww0SmCDADEKUJMQNYtdNpUH0ntgmQ+R+VF5wKXCygKTZLB2xAsro15DImBOh20Rjz6IasYG03PTpUgIdKOmaBQNhRCPD8RQqFw+2VUs9PZ1pTMxJ2LP5hI2wIi67GfOzl26vDI61oe6IDIFT2e00uitjY319fW1NBqFTqfSaBQOh8Xnc6k00uHDB//4x88OHvzyyy8/P3r08CeffHTw4JdVVSfr6qu4PGZ1TXlV9YnjJw4dOvx5dU05kdRMam05duzIZ599+tmBj/908I8VJ4/W1VfW1pWfrDxyovwwk0XRaOXBkIfBJJNacXKFSCYX8gUstUaGoKBUJsC6YFIrrrGpprqmHJu+E4hNLfgGXEs9lUbkcOlyhagZV9fQWElnEEVitlTGk0i5VpsBdUEeLxJPhDH7Anb7SGdiZosOm5dj93CpTNDZlS92t7W1Z1xuB4VKwHQfk1mL8QOBoNtkVg8MFv0BRK4QKJRCrU4WCCB+H2oHTDqtm4rCBQAAIABJREFUwmBQmEwqi0VlMMhAUBuPoum4JxZBAgHE7YGcTjPqNGAqDFYZdiMfNAkw0Au1y2CrGLQIAaPQYhRZTGKLRWEyqawWvc1qAAC91aots5lkkEkKm0Vui9hrk7rtcpdd7YJ0HljiR+UBlyLgUrkhOWqXYtWHQjIUkmGSrs+pDntMqTDYnnbnM16fy+J06AqFSFtbPBp1B0JOJ2LDhJJcPmmx6iNRf0dnDnVBMrmwvSN9/eb51XPzXcUcl8cgEJtodBKVRsKQQSqVjN02y8uP//tt8sknH330Udknn3z02Weffvxx2R/+8Mnx40dPlB8hknBkCr6pufZE+eGjx/5UcfJofUNVKxnf0tJ84sSxz7/4w8FDn5+sPFZVfaKy6uiJ8oOY2kIkNbvcDrlCVN9QhU2usD4AdgJYTesNKgaTjAUpYR8bgdhUV1+JHSQUKpHNoWPdCa6lntSKo9FJeEIjg0nmC1gKpcQOWhAUxMggi1WPlZpAyFaqJBhT2D/QvXxqDpvzYuSpWiOjM1rZHBqmG/f2dXl9sNcHJ1MhBAVMZrVcIbABeidit4NmvUGFtcMSGVujERkMEtRpjIadQT+IIe8oakVgPSakYdjf/81/2I18m55r0nAMKo5ewzUZxCaTwmLW2QGzA7JBoAWwGctsJhlolsJmkdsm8dplHlDhsqtRUOuBZX5U6UeVfkTtcShcoNxpkyCAHAGlMCBBQBkMSAIuQzrqyCVcHlgH2dVBnyMQgNva4gMDHZlcOBhG/CE0X0i1tWdgJ2A0aSJRf1exgImcI6O9p1dnp2YGPV4Hm0Njsak0eiuTRSWRCCdPln/++YFPPvmk7P/69+mnn3788cfY88cff4w9f/bZZ5VVJ5px9RQqsam5DtNQTpQfOVl5vKGxprGxvrm5EdfScPzE4S++/MOhw5/X1J6oqT2BJzQ2Ndc2NtXwBSwHbMOYD6VKYrboMITMidi1OgXmOcC+0FhN0OgkCpVQV195svIYVm0NjdWkVhyB2NSMq8O11DNZVOwFgWlsXB6Dx2dKZQI2h4ZdxQ1GdSTqTyTD3T3ts3MTkag/GPJEov5A0I2RH0aThkhqptFJKrXUH3BNTg1lczFMk0JQwGhSWW26dCYG2i1Gg1qlEtlsOoNBplYLIUjndOhdiNHrtro8AOy0YicHpsL/+/yArWKsLMwajkXLNqrZeiVbp+JrVUK1QqjVyK0WPQRaHZANtFvKrGaZzSyBrVKsOFygErGrnKDW48QGHqr/FnPlmEsOtIlhUAYBMgekiEfhRAxFYL1eKwiFkJGREoLYonHP2Hh/IuX3h5zJfLS9I4s5gmyAMRYPpdJRq82AoGDfQPvC0nipr6DVyTCxikIlnig/8tlnn5WVlX300UcHDhz49NNPP/roo08++eTAgQOffvrxF1/88U9/+uLzzw8cOHDg0KFDBw4cOHDgD0ePHcQTmkitLbiWBgqViPWnjU21dfVVTU0NVCqZRqM0NdcdP3Hoiy//UFdfQaMTaHQSmYJvxtVVVh0XirgOGFCqJBqtXKEU2wAjxgazOTSVWmoHzQIhuwXfUN9QVd9Q1Yyro1AJdEYrVjH1DVXVNRU1tRVY69rQWI1raSC14lrwDVQaESPEsHmXTq8UCNlcHkMqE4CQxQHbMtm4P+ASCNlanWJgsCdfSEEOK3ZcabRyoYiDYbA9pbaZ2VEEBWyAHqsMjUYCgRYUgQCbUaORGI1KGDYZ9WIHrHMhRhBQ2e0axGV1IjYEsSCw/t/MHwJIHRYRZBba9FyrjmPWMM0alkkjMCj5WiVXIWNJhCypRKDTqgGbCQKtdsBUZjRJrCYxbJW6AJnbLndDKhhUwZDW41S5YYUXVmIyP2ahRGxK0C5xQAobIEVdBgQ12u0as1lpMqnCEc/q2eV0JpbORCYmB3v6CtmOaDTtTyTD4YgvGgvYQUskGgDsZhCyQA5rZzGNFYdEyqUzWhlM8pd/OlD2URlWGR9//PFHH3104MAfDh36U0XFidq6yoqKEydPltfWVtfUVFVVnayurmxoqKtvqK5vqMa1NBBbW5pbGuoba5pbGsgUAo1OIhCbq6pOVlRUnDxZjic0EYjNjU01DY2VFGoLntBIpZEwDojBpHh9qNeHGIxqjVaOgccgZKEzWllsKuSwwk6AzaE1NtU04+qammvrG6oIxKZWcguFSmgl41vwjbiWhobG6samGiIJRyThSK04Iqm5qbmWSiPyBSw2hyYQskViHha7w+Ux+AIWhUpoJbdIpHxsOoLRhzq90gHbnIgduwDL5EK9QWWxats70n39ndlcDCOTzRaNQMhGEQgCLWqNRChiWWxqvVFiA5QBH+DzWB2wzuE0ISiAFQd2VcGKAyODrDoOVhxGFcOo5hrVfLWcIxezhDw6n8cSS3gqtUyjlisVkjKbRWq3ymCbDLGrnIAShbVOSInCah+q9jnVPqfa41CgdqnTJoMtShegg+0aEFAhsMEJ6kx6mdEoN1tVAKjzeh0LCxOl3vZozNfdU5iaHu4pteXy8X8LZharPhB0/9tFODDYMzhUSmdiFCqhsammtu7kJ5+WffLJR1988ccjhw9WV5TXnKyoO3myuurksWNHvvjsD198fuCPB/7wxz9+dvjwwZrqihZcPYVKYDNILCaFyaAIuSw+i97a0tjSUNNYV4lrqafRCXh8XXX1sdq68uaackpznYBNlfCZOqVYLGBKpVy7VQdadHqNVK0WIrAhFkECXthsUCKILRB2iaQ8JocqkwvdXsRk1jJZFDIF34KvO3b8YENjNb6lAeugKVQCmYKvqS6vq69sxtXhCY0sNpXHZ/H4rEZcLZ7UQKXjaHQCk0WhM1qlMoFOr5TJhRQqoam5lkYnaXUKk1nL5TEkUr5KLTVbdJiLTCzhYdg67ASisYDbAweC7mDIg506ZouOL2BhPKJYwsNgM71RZrGoQJsWsKgRhwkGDTCkczr0CKRzQRovrELtMtAitBkEJj3HbOAaDRyDnqvXCjVKkULK4/PpTAaZTmtl0KlsFoPNorGY1DLAKgMsUrtF4bAqQavSCakhQOZ0yDCZzY9osJeLx6H2QHq3Xe+FbTBgREAzYNLIRZyQ3+X1OF0o5ERsM7Ojq2cXM9loZ1cWM6lmczHMumOxat0eyON1IChgtelMJhWWReb2wHX1lceOHzx+4tChw19UVZfX1lTV1lQ119c11dU21lSePH6k/OihyuNHTlYcPXni8PEjX5YfO9jSUNWKrxXxyBadyGnRugCD22aAdWqtgMUlNpGbqmmEejYTR6M3sunNIg5RRMWJqTg5n2LVikIuqxsywFZ1xAMEELPDpHRYlQYVJ4RYSoUkAhhtZk004ddYlBwxmyvhqLQyB2zTaKVsNplGJ7SSm2l0Ao9H43EZNDoJO0Iam6pa8HW4ltpmXA2VRhQI2QIhm0zB8QRkoZgmEFFVGqFYwmNzaGaLLhYPIijI4zMZTLJAyMY+YLlChGkFBqMaY1mwKcjgUAnjS7DfpDMxDAfR6hTY0YJhIl4f4kTsUilXqxJbjCqTXuGwGz2oze8B/V7A7TSioBq2yWxmkUkvMBmERpPAZBYbjGKNRiKTCkVCLotJJbfi8Xg8vqWZgMeRiPhWEqEMsCrsFgVoVUE27X/DylIYEnscSkyDDbl1IbfOC2s8kB616VHA4rJbYcDocQKJsHd4oNjTUwiFXKl0eHJqqK+/s9Tbjj3k8nHUZQ8EUQQFrFZtZ2fGDhrtoFGhEFgsms6ufKm3U6OV19adrK4px7XU41rqyyuOfv7FHw6fOHT0+KEvvvzsyy8+O3H8UEX5kcqTx+prKoh1NTR8M4uE41Ga5VyyQy/OBOwDHfG+9nBX0t0V96RQQC+k0VsqGcRaBq2RyyepZCxAK445bTk/ko96evKxYiGUCjljHnsx68uEoTBqRSwqp00G6sVh1NaWCDrsegDU6SwqvpTNE7K4PJpMxtNqpQoFTyikG41ysZhNIjWy6EQen05qbWpqriaSGgUiOk9ApdJxTFarWMKTygRcPkWu5BhMErWWb7LIdXolh0vHvvHpTMznR7GzAWtHrDaDSMwVibl6gwojk2VyYSodvX3n+uBQyWTW2kEzRhFguInXh/AFLKGIo9MrseMHhCx2wGQz6yxGDWDRQ4DB5bQlop502u9BTC5IAwEKi1Fk0Am1OoHOKDAYxQaTVKuTyRVirDiIJFxzc2NDfW1dbXVjQ11TY30ZaFWCVpUD0DkAnd2idgBqh10OQ1JsnhF06fyI2gsr/YjOA+kRsxa26h02gxsBxoZLqytzIyPdbR2J9s7k+MTA1PRwLO7vKbX1lNowd7nVpjOZ1W43GAyiqVTIbjeYTCqtViqRcDLZeGdXnsEkY91cVfWJ8ooj5RVHqhsqj9WVf378yz8d//JY5aG6xvLG5pNN+JNkfIOklajlMT1GVRK2dkWRvigy2RFdney4vNR1/VTP5bnuM4OF/qQLkDOkzBaZmKI3CUGbPADpisnASEdqerBzaap/fqJruD0edeg6I47+vL8QcuQCjqjTEIH1Tr0kG0azMY/NprJDeotVq1SJ9BqpTMxRyXl6tcigETNpLfjmKgqpgUFpptNbWBwSlY47WXWohVAjFDNMFqVOLzeaVA7YYjDJtXqhHdIgLrPRrNAb1FqdgsdnCoRsvUHl86OYGxtBQblChNFAMrkQs7pQqAStTnH12sWuYqGrWAiGPCq1FOOPMBd/JhsPR3zYbchgVHu8ThtocsIABJiMOqXFqEIcFpfT4nToXYgJgXRuh94JKG1mickg1htERrPUZBabzFKtViyXCYUCNpNBJhGbW3ANDfW19XU1DfXVjQ01ZYBZbjXK7BY1YFbZTErQqrSahJBVhBkZ3JDc41B4YaXHoQ7AJrfNgIBmrwtcnBvf3LwxPz/e29fR2Z3r7m27eOn0lavnYnF/PBHA8g68PhiLTxSL2RgsYzQqbTadyaQSiVheH5LJxhlM8r9vhkeOflldU15Rc+JozbFjtcdrmk7iWusIpGpcywk6o8Gi4kXM6rTTNJT0rQ4Wrkx135joujndvXm279ub4/9xe/LbK2NfX5rcXR2Z6QwnYZ0fUiTj9q6sa7Q9PFmMnxntXJsfWFsaOr9QOjWcKcWBvqRjpicylPMM5709cWdXBErAhoBd25X29xZTCGxwgFqbSWnUSjRSrlLEAE0Kh0Ul5rSSCTVcJp5GqCXiqwQiqkTGxOOrCIRaErlBpRI4HHqn0+xwGGHYANgVHq+1WEyFQi7Abg6FfdFYgC9g4VrqtTpFMOTBLJz+gAuELD4/KleIsA+7q1jY3LpVaEvr9Mp8ITUw2AM5rDq9EuveMCiurT2DoCA23cfAVRQBIcBkNam1KrFBKwHMKqdD73ToUIfeAxsQuwa0KgGrwmKV2wCl1ao0m+UqlUjAZ7GYVCqFQMA3NTbUNNTXNjXWNjbUNDXWlhm1QqNWZNCIDWqpQSM26UQmvcCs5QIGHmwVI4DEBco8DoULVIZcVq/d5EPBc2cW/va3b7///qu1tTN9/Z1LK3OJdGRufnxz62ZvX0ci+V8BBIEgqtFKeXy6waBIpUJOp1Uq5UqlXA6HotFIME8zgdhUXnHkZOWx8oojR45+eaL88LHyQ+U1RyuqjuDwlXRqA4fZoFfQULu04DfPtYUuDrfdmOzZWR786vzY95en/7I29f3N8Z/vzT3eW/hla+7XraW/3158tDa5NtExV4quTLXdODVw9/Tw+lL/vfOTX12ee3hlbntt7PpC+8pQcKrDdWEie2ogOt3h64s5OnzmPGpKo+a429yWcpU6ogGXBbYo/U6Tw6zQyzkWjRDj39RihohDFLEIIl6r0SSx2hRcLolOb6bTm5nMFpNZGok6gyEIhFQgpPD5rcViqqenUMin/QF3IhnGxsRsDk0s4UEO6+TUSCYb//e7RqWWhsLemdnxfCElEnMBuykaCwwOlbw+xGLVY8P4RDKMQdGFtjT2XqYzWo0mbSwaSMaCMGgx6RVmg9JqVDhArcdl8aKWkBtwgXq7RWm3qQBAbbOpLBaF0axQqkQ8PpNOa20lteBbGpub6poa63HNjbjmegK+sUwpZWoUfKWEp5IKlRKeRsE16vg6BUOvoNmNfASQIoDE41AggBy2KMMu0OsCr1499/79i8eP/76xeWNotLR29Wx7V2ZktHd6ZgQb2vgDiMWq1WilCqVQLOHk8vFIxCOT8eRyPoNBxOPrxGK20aQJhjzNuLojR78srzhScfJoQ2N1xcmjzU21OFwNhdQg4hAlbJxdzcr6jP0peLEzfH28c2t56P6Z0e8vT/90d/mnu4s/3Zl7sr3wbHfp5b3lV7srL7dXfr0z/+OdhX/eXf7q6ujDG+M/bCz8c2Px73fmf7g+/cPNmX9uLn1/Y2rnTNeVidhqX+DaZPbKeHaxIzAahwdDULfXlnUaog5Nwm/pyHp72iMd6UA66Iy4bFatSCdjO83KAGzyQHq9nKMWMzQKjlbNgyGt06FTyJgaFVevFei1PAeoKXZGE3FHMGBKp5COtkg4gMZjob7eYjwRCgTdGDEKOwEHbAsE3dgEHfNuDQ6VhoZ7Y/FgW3smlY6CkCWZiuQLKYwmBOymbC4xPNJX7G5LpiLJVEShFFOoBAaTrNOrYtFAJhnxoBAEGPQaqc2scjr0qNPogo0IoHXadAikd4I6GDSAoN5mU+kMYpmCy+PTya0tjQ3VdbWVTY21uOZGfEsziYijUghlKhlLJeOqpEKlRKgQ81UytlbF1qqYVh3nv/21mItBDugloEHp8UC9fR3f/fnBi5e/bG7d7B8qXrp+bnZ5stCWjMZ8/gDiDyC5fNxq0/EFDNRlTySDkahXpRIJhUwmqxXXUtvcXC0UMqUygc+Pkin4E+WHT1YeO1F+uK6+srqmorHmZGtjjYJLt8i4XoOoK2Cdyfsu9iU3FnoeXRj/9vL0X28u/Hxn8cn28s+b8z/ennqxvfzm3uqzjVNvds6+2Fz+6cb0jzenf96c/8fm3D+253/dXny6Nf9ie/HJ+tRPNyceb83/tDH1zdW+nXPt54a8ayORqxOZle7QVAqZzHinc8HBhDvns6QDllTQ1pnwDLfH26OebBgNwCazWmBWCkKIJel3AHqJSkDTKTgqBRuyq1Mxl1kv1qp5ZqMEsqshuzoStOfSrnTCkU44e3vS/aV2o1bl97kwTMmJ2Lt72hcWp/OFlMmsVaokkMN6ZnVp5fTC9MzY0HDvyGh/NBYIhjwYPthT6sA8ecXutonJ4UjU31PqGBruPbUy3z/QbbUZSK04BpNssxoQh81iVEGAAbCorSal06H3uMwB1Opzmt2Qye20eFGb22mBQYPdrtPpJBIJi8OmkYi4+rqqutrK5qYGfEszkdBMp5FYrNYytYSjFLHUEp5KjCXPMbVytkkjAE0CzGULW8UwIHHYxHaTyGGVelzmQi60urrwl788vHrtfCIdGhkfuHL9Ivad8PlRzJ1sMmsxNctqMxgNagoZT6UQSMTm2poKAr5RJhXwuAzEYeOwaTXV5eUVR09UHC0/eqj25Imm6hMCcotZxPIaREMx+9mewJ2p3O5y8dH53r9eG/v57szPm7O/bs69vLf4ZHPq542JlzsLzzbnn2/Mv7u3sr+z/HJr8fnW3IvduVcPF57dW3i8Mf1yZ+H55uzPNyZ+ujr8/NbEi62Zv10f/epC383p1I2p5NXJxNpo/FSXdzbtnM+6p1KuroC1MwLlQva421yII6V0IB9F25K+pN8Bm5ReyOyFjCigCaImu0kCQ+qgzxoMQRCkcwE6xKb22gwxlyGXsAc9ulwW6ewKt+dC46WOVNjrhm3xWHBosNTVmfcHXH39RcxP1VUsDI/0TUwOl3o7fX7U5XaEwl7YCWA+BqvNgFl8+we6T59ZxBw9WKghZttRqiQUKuHgoc/1BlUmEzEYFA6HGQSNVqvW4TCjqNXtBlDYisJWNwJ4vQ63G3Q4zIDdoNZIRGI2k0kiEZtxzfXNTXUtuAYioYlGJbLZZD6fXqaT8lRClkbMUYvYahFTJ2NbtSLQKIHMQodF6LCJ7DYhCApBh9gOiRCXwoOYgn6wsy2xvr728OFWJhv1eJ2rZ5c7OnNYBIVaI8MmMwajWioTWG0GpUJMJDQRCU3NTbUnjh9qJeHEIi6D3moz6wR8VlXl8arqE5U1Jxoqj9Ga6yU0slnCDZilpYBpoR1anww8Opv6y1rhu4u5v1zM/nSr5+e7/T/fGXy6MfbTjcFnW9Ov92Zf7k6/3J7evz/3Zm/27f2Fdw8X3j9aenN/8c3e8uvdxf2dxTeb809vTvyyNvTk6uiTG+N/XRv8/urIg3OlW/PZy5Pxa5Ppm1P5852elYxzNg4ORq09cbArBRdz7kQQSHmsST8Y90PZsCsTdCf8SMBpQQFN1GcJoiaXU5fP+qJJlwM1psJoe8JfDHq6IlB7zBYPGgN+Q0cx2NefGe4vtKX9XtTs89j8fnBwsPPsuaXZubHhkdLU9OiNm5eXT811dOZGRvtLvZ0YUZtMRXpKHVj06vqtq7fvXD977tTU9OjQcG86E9No5Vh/CkIWJotScfLowUOfkyn4ZDKYzUYxzR0EjU6n1YlaXC4bRkf7fHAggHh9sBOx2QC9Qink8mgUCo5EbCYSmvEtjS24BjK5mU5v4XBaBQJamVUrMqn4RiXPoGCb1TzAIMBUXdgqddjECChzgBIYkjocYgAUwogMMMt9LmshGxkZ7NreXp9fmPAHXMXutnwhFYn67aAZy1AwGNUY6gJCFuyaRCI2V1UeP3zo81YSjskg45vrNEoJn8esr69oaqoi4KrpLTUyOtEoYPhMslIIOt0ZWB+N31/KfLfa9ueznd+czf75QuEfN0o/3hr85fbIk42xp5vjr+7NvHuw/Pb+qXcPT//29dnfvzn326PVdw9W3t5fer27+GpnYX9v+e3u0pvN+Vd3Z1+uTz25Ovrjhf6/Xhz4y+WR76+Pb610XptMXxgM35xIXx8Ir2QckyFTf8BQjFgG867x7lhvzpfymjMBWz6KdiQDXYlQLuztTAXiXiCCGHIhKB6wxaJgT18qFHO6naaBfGwkGe0Mgz0ZuL/Tn07a/UFje0dwYqRrqDvTkQ+nEp5YBPG6gEAAGR7pyxdScoVIIuVjnUdXsTA+MYRZhUfHBi6tnb11+9q9vc0bNy/PL0wVu9uwCDIuj0GlEdUaWSTq9wdcQhEHA6rLK47IZLyurmw47HY6rTBsQRAb6rI7EZvXB3u8jkAQjcZ80ZjP53diw3gen06h4FpJuFZSSyuphdyKp9HwDAaRzSYLBIwy2Cp2WIR2I89u4rggiQ+RuR1iFyRygXIXKHOBMgSUoZAcAaUup8rvMSZi6MhQx8RYd6mUx7J5+we6R8cG2juy6UzM5XZgsAJm1sCoKiKhiU4jNTXWHD70eeXJ42wWjUEnU0hNCoVALueTifUUYi2X2qRgkawSFqoVtrvNi23+a8PJe7PZP6/kvzuV/eZU5rtz7X+93P2PG6UnG2Ov92b3H8y/f7T05v78/t7ib49Wf/v6/Puvzvz29dnfH51//2D13YOVlztLL3cWXu7OvdpZeLU593pr9s3m7PMbUy9uTj69Nf23K2N/Xhv+6tLA7mr3hcHwxf7QjfHMlb7oYhIei9uHU+BIHh3KecbaQ6UM2hmHB9tD/blwTypYCKEdcXcx5cpH7G1RRzHvj4SBYilWGsjYbUofoOtLhbsSzqFO3+Rgsr87HI8Aboe2mAvPjnaPDbSlEp5cJhALuwqFWKm3fWp6uLevK5ONe7zOUNiL1cSZ1SUsLRmLOu0qFqKxQCYbL3a3xRMhzC7qD7iwxJHRsYF4IkSlEauqy/908EBTU5Xdbshmo36/E0FsTqcVWx7ictm9PjgS9eby8UQyGAyisNOq0Ur5AgaNhqeQ8VRKK41KYjLITCaJySSw2SShkF7mgcQeSOwC+W5IEHRJ4gFV1CcPuSUhlzLkUmIAmMshR50Kv0cfjdj7e7Pnz84uL44ODXV1dGZy+WQmG2/vyBba0qGwF0ObAkG31WYQCNmY9EClEChk/MmKo4cPfd7UWCMScvAtjc0tVVwuWSZiCllEAQ0nY+H1QopLJ8jAuvEkcnUodW+u7dF87m+n2/++2vm3c91/v9T7eH341c7M+/sLH+4vv7u3+H5v6f3e0tv7p377+vxvX198u7f64eHZ37668P7BuTe7p1/vLL/Ymnu+Of1qc+7lnZnXGzNvN+Zfrs+8uDHx4ub0P9dG/3x+4C/Xxu6f770933Z+MLw2GLvSF73SGznXHZpvd0/knSNZx2DOWYzbMm5tT9wx0hbqz/iLEaQjCPal3aUEVIzBvTlfX2coG4OGe1Pt+YBdJyoEXTODmcm+6Mxgqrfd35FxZaNIW9K3PDW4MDOYTfs72qL5TLitLZ7JRvsHus6dX1lYnMYyTDGcdm5+8vSZxfMXTvf1F52IHbvBdve0X7l64dLa2Z5SB/Y3h52AE7Fj4L4TseMJTScrjzU0nJRKuTabDnunoCiA7ZTxeKBozJfORNo70tlsNBbzOWCLQilkcUgUCo5KITDoVCaDxmZRWaxWFovIYlK4XGpZ0CEOOsQhWBRBJAmvPBvR5qKaVFAR9WrCblUAkfsQhc+p8jiVblgZdBsnR7svXVhYnB+emxuZnx/v6MwFQ55/23Iwg5AdNBtNGoGQTWrFkSl4JoOMHRtHDn9RVXmcw6YT8E3E1nqRhC7lk3UShlXBgJRMSEkPWMWlsGWlx39zPPFgLvMfK4V/nu/6Za30+PLgL1dHXtyder+39OH+yod7S+/25vd3Zz7szX/4+vS7h6ff7p3ev7fy9v6p/b3lN3srr3aXX2zNPd+ae3p3+uXG7NvtxTeb80+vjT25Ov78+vjLG9O/rI39dW2TC96FAAAgAElEQVT4rzfGH10c+Ori0M25/Kmi+1IpcLEYWCuFL/ZHroym5js9Q2n7aJuzP2Fr82h7wrbeCNwdBAcSzoG0sydmKQQtuZB9qBgtFfxDxWhPeygZdmQC0MxI5vxyae3UwNmZnvnhwsJY9/Rw1+Rw59xUX8Bnj4Tg3t7C8HBPT6mjvSM3OjZwamV+YnJ49ewytnRhaXl2ZnZ8fGJoaXl2fGIom0v0D3RjyclDw73tHVnselJXX4npxm3tmWQqIleIcS31DQ0nuVyqRMLR6+UoCvj9TrcbRF12n9+ZTIXyhURXMdfekU6lwwgKKFUiFodEJjeTW1toVDKD/l/L5JhMEoNOZtDJZUGHOOyURlFpyqfKhjSFqL4Q1WaCyrhXFfMoI6gygCjdoMwFyBCrLOKyDJRyVy4uLS+OnlqcWF6ebu/IYhlIbe2ZTDaOJephAX4MJvm/diASm2uqyw/+6cDRI3+qripns2i45noCqU4gokqErTopxaPnRS2iiFWQ86jGcuCF4dDmfOrrldw/LxQfX+l7tT728ubk0xszLzfmX2/Nv9leeLezsL87+3p7+t3u3LsHi2/vL+3vLb++t/Ryd+7l9uzrvYVXu4uv7y292J5/tjn7anMO60mfrU8/uz7+/Pr4s6sTz69N/+PK2J8vDX6zNnT/bN/GUuepbs9qt/dCt+9Cl/fGYOzORObaRGqhxzuQMnWHtH0hU0/I3BeBBsJQKWAqBvRFn6YjZOmMOEoZz1B7cKwY68p4+7uiI6XMSF94/fLYzrWFCzOl02OdZ6b750d7xgbaFueHchm/A9QisCGTCS0tT99cvzI+MXT23KnLV85j0fqYx06pkiiUYidiD0d8Or0Sy3owmbVYvCJgN6k1MgKxqbGpxmTWYtu0QMjK4dIbGyvpdIJSKTQalSgKBIOoxwf6A0go7M5ko13FXG9fR2dXNpkKwU4rdnKQyY0kYjO5lUiltFIpBDqdwGS2MOhkBr21LOgQR1Fp0qvMh/X5iC4f0WVDqpRfHkclEUQSQqR+p8LrUHhhlQ8x5JPeqYnS+GhxdLizv799eLgnnghFYwHMxIfN7DxeJ2A3KVUSLo9BZ7RyuHQ2i9qCqz9Zcayq8kRzUx2Xw2ior65vqqDSm4TsFkjPjYLSPCxr96iG4ua5PteNueTWUuqb1fwPl4q/Xu59enX4+a2pN7eX9rdX9rdXXt9d2t9aers9//LuxP7G5Lu9uXcPFt8+XH77cPn13tzrvbm39xf29xZf3Zt/sT3/amfh7e7Su52l/a2l91vLb+7Mvrw+8ezS+NO1iZ+ujH+3Nvj1pcF7q707p3vX57LnSv613uDVvuD6UHRjMnVzMnFxMnpuNDyVtfcG9P1By3AEnkihC+3e2QI6GDHmfYZiBM4GbPmIfaQzMt6XmRjMLU31Ls+2z0+kz051nhntPDtZWpnon+jv6O5IjQx2JaIevwcMeCG3G/QHkGJ3HiN9sMBMyGGNRP0erxNLQ5TKBJiiJleIhCIOlm+GifhKlYRMwWOQFOwEAkG3EwHlChGR2EAg1EulXL1eDgB6nw8OBp3RqDeZDLa1p7p7CsMjpZ5SWzIVsoNGqYzHZBOp1GYKmUCjkpkMGp1GotMJdHoLndZKp7WWRRBFFJUnPKp0UJcJ6dNBTdyriLplfqfMA8v8iNrjVLkdaq9TH3BZxoY6Ty1OzM4OX7682tGZ6e4p5AspwG7CEtkAuykY8oTCXswMLZUJeHymSiOXiPnkVnxdfWVdYxWuuY5BxeObawiEWjoTJ+a2oGZx0qnPQrL+kHa+Dbo6GtheTn91tv1/rHX/dK3vl2v9T64NvLw1tr+18GH79Ift0/t35/a35l5uTj6/O/Z2Z/bDg4V3e/P7u7Nv783u786+2Zn5r+ed+f2d+Zcb0682Z95uz7/dnn9xe/Lp+sjTq4PPr48/uz79842Jv18d+eZi//2zpb3V7ntnum/MpC/1+28Mhe+OJXbGUhuTqd2F3M5q28255Kke10KHZzgO9IVM40lovuCaLsDFoCnvM3SELDm/qRiHFkcKc+Odw8VUX2ewkADzAXNnGBwrBKeKsaH2UFsM6mmPOEGd1ahAUSuEGAwmKYoCnV15LNs0m0vE4kEsnMNs0RlNWi6PxuVTTGY1BnBggZkgZPH5XXa7DU9o4gvYYgkPhCzhiM/jdYKQRSYVtODqmQyyWiW1WvRejzMc8saigXQm0tmVHRgsYihFKh222bUiMZvJINOoRDqNxGZRMYaDTiPRqEQalUQhE8qCqCrkUoe92nhQHwvpg36N161yowoI0gGAGoJ0EKyHYD3iMgdCjsnpvvPnVi6tnd27vzW/MJUvpPKFFIKCbg/c3pENhb2YVcsGGFVqKRZ5o9MqqSR8ecXRwycO1uNqKRQcg9TMo+K5bAKThZPwWhGjouCzdyDa8ZjhQh96dyry6Ezb/7jc++PNwV9vD7/cnHi9PfViY/zt5vT/vLfyfx6e/Z/3lt9tzb24M/56e+rtvdn93Zn93dm3O7P7uzOvtiaf3h59cmvk5ebEyztTL25PPrs1+vz22KuNyVcbk0/Xh5+uDz+5OfRiffzlnZnHt8d/vDH65/P935zv/8uFgW/P9t5b6bw+FL45HNoYDe+Ohb+aS9+fiz9YTu+dyV8Y8Z/p9S90eafb3UM5qDdlG0pZR9LQRAYeSgKlqHm04JrsjowXk9N9HaVCsD3uKAQt7UFzb8Lel7b35qDOpLmvy+9DdE5AHgiCbr8NADWoy44ZgOOJkNsDa3UKLCzKYFRDDpvJrNYbZWqNRCLlyxUio0njD7ggh1WtkafTSZPJQCThsL+zz4/G4kEHbDMa1DQqkURsVirEThgIBT2JeCgRD+ULiZ5S29Bwz+BQd0+pLZEMWm06qYzHYlLoNBKLSWWzaEwGBSsOKoVApRBbSS1lfqci7NaEvdqwV+t3qRBYDoESCJTY7TqrVW2za62ABoZNdrvO47EPDxdnZicWl2YvXjo7OjbQ3dOORbmFwl4shtFo0khlAqVKglnHOFw6m0VrwTUcP3HoWPkhHKGOyyIxCHVCCk4jYVJJtXw6Lum2D6a9Eynncht0Y9i9t5j8/mLXjzcHf7018mJj/M3O9JudyRfb4x+2Z/6fr1b/34fn3m1Mv7o9vr89/eHBwv7uzPt7c+/vzb+/N/9ud+7tzuybrWmsFF7emXq9MbO/PbO/PfNma/rFxvjj9YEntwYfrw/8cq3/lxsDj++M/LI+/P2Fvq9Pd399qvub1dLWcvuVkfBan2djPL4xHLo3HX+4lN1bTu2cyawvJlcHfQtt6Nm+2JnB2Fy3Z7wNGEkCE1nHXNE90YYM5eFSyjGU8xUT/mLK05GARzsCw3n3WJt7pAAPtMO9GWtnxhl06QATX6FmqfVCiZzD5JAx2hR2AsGQB/MuOGCby+2IxgJuDySSMOVKnkjMxtANl9vhRECTWReNhnt7e5QqqUDIUWtkDhhIJMOQw6rVyCViHoWMl0kFbpcjnYoV8ql8LtnRmekptQ2PlAaHurt7CuGIx2RWS6R8NouK1QS2mvS/l16TGXQylUIscwNqv0Pvg3QeSOsElJBFZjNLbGaJxaLAoiDskNZu19jtunAY7e0tjE8NT02PYoEImCkjnghhnBKCgtjsC4sfUamlQhGHRiUxGZT6hqqq6mNMZouAQ5RzSRYZ021Vijk4NZ9USqKzPaFT3b4Lvd6NqdA3q4Ufrvb+tD70882h53fHX29Ovrg78uLu0L/2Fv/3g9Xfd5bf3p15c3fy5ebkm53pN3uzH/YW9rfm9rfm3u0svNtZeL+7+G5n4c3mLPb84d7S253Z15tTLzbGn9wafHJr8Ml635PrpZ+vdT2+1ffk1vCPV4b+x4XBb5e7v1rpvn++9+Z0+lzJe3s8cX8+f3cqsbOY31vJ3Z2Pbi+n78xmLvZHLgwkLgwmL40kVofDy0X/bN41lARGstBwAe5NASN593h7pJRxd8TAoYJ3picy2xOZ7PRNdgfGur3tSSTqs8CgQq5iCuVsmZKnUIt0erlaI2slt2DIj1DEwaaIIGSFHGaJjK1UC/QGhVQmEIo4YgkfhKxWm9FsNuZymUJbRijiYjlE2AtdqRBLJXw2iyqXCf0+NJdNthXSnR25zq5sR2emt6+j1NteaEu63CAWkslm0ei0VqwasI3X/733mkQhE8ogowKxalCb1gmoAbPcapRazTKrWa7Xy3U6mdGkAkCd2aqCYCOGBGNbbba2b1+/sdZVLGBpziBkMVt0HC5dq1NghY+JLGIJj8tjkFpxNbUnSKRarZKrllCcBr7fJg5CKr2YjOg5M93+syOxC8OhayOh3YXUd+faf7ja+/Ot4Sd3xl5sTLzamHi5Mfp6a/Ttzuy/7q182Fp8tzG7vzH1amNif3fq7b3ZV1tTbzZnX92dfb0x93Z7/v3u8vvd5bfb8+93F3/bW36/u/h6c+rl3YkXd8ae3Bx6sj7w9Fb/8/XeZ+s9P1/renp98JerQ79eG/9htf/hTNujc327p4trI5Fzva6N6fj2XGJ3PvlgObs9G707FdmYSl/qi5zvj18cTFwZTlwcTp7vj1/si58p+Za63VPtztGcoxgFSjFHMQ71ZZyDWXSyK3huom11vDBa9PV2oKkw4IU1iEPhQLQWu0pvkhvMCo1WajCqsQBCbHgIOazRWABBIZNZDSNmO6S3g0adXikQcrg8pkYrN5l1arXSbDZGogEMEfJ4nZDDnM0lLGYdh03jcuhajdzvQ1PJSCYda2/L5AuJbC6WzcWw/UA2QC+R8gVCNotJoVKIFDKBSiHQqETsfxqVRKUQya34MkCvsRu0doPWZtRajBqrSWsx60xGjUmv0mrkZpPWZtPZ7QabTZfPx4eGe9KpaLGrcOH8aWwmU+xu8/pQn9+FHRsgZMH2nGHUk1oj40u4eFIDmdwo5ZOtSjas56Q96ragLhs0Og3ctqBhdTh8cz57dyG/t5S7N5/5/mL3D1f7f741/Gxj4sXGxPO7Y6+2xl9tj77amHy7Mf9+c+HdxvS7rZm3OzPv92Y+PFj4X9+c/s9Hq+92lt5uL/62t/xuZ+nN5vz73eXf75/6/f6pD3sLrzenXt4df3Zr5PHN/sc3+5+s9z27WXq+3vvr1e5n1/ufXO1/fHnwl7N9383nH650fHex795K+5UR/5Vh18ZMeG8+8Wgp9WApuTOX2JxKXuuPrJXCa/3Rq0Ox9fHszfHC+nh+bTBydsB/ZSJ+YzZ3cSY/W/SNtrune4Jjbe6xNvfGubEL050zg4mBbm8h6XSBSrtZoDMKVBo+l0/h8mgMJonNoXF5DFxLvUDI1umVYglPq1NYbUaRmC1X8lQaodGk0umVQhGXx2dJZQK9QW006hUKmUIp0eoUeEKjRivHkmSSibBcJuSwaUaDOhhwRyP+RDyUSkbiiUA8EQhHPB6vA3ZajSaVWMLBLpJMBoVBb2UxKWzW/9+NYhVTBhp1gF5j1inMOoXZoDSbtBazzmzSGo1Kg16l0ysx8NMOGrHWCVueiAUCD4/0zcyO5/JJ1AVhTD0WmGS1GTBVRaEU4yiNeEoDlVxvlrNRHa89ZOzP2Mc7nEN5OO3STXa5by1mNk7l7y6md+fjD0/lvjtb/OeNoScb4083x59ujD27M/rszvDT20Ov70y825j/fWf595353+8tfNibf78389vDxf/89sx/fnP+t70z73ZOfbh36sO9U/tbC9jz+93F/e2ZVxuTrzYmsOL45Xrvz9d7n1wvPb3R+/Ra3+O1nseXiz+fa/vxdOH7xdSjlcw3q4VHp3MbM+FbE74rA9CtIdfOMLo14t6aCG6MRrfH0+uD8Su9oWuD0RuDkTvjuZ2Fns3F4rXJ9NpY5MpU/Npc5vJM7uxk5tJM27XF4rXFnnPjHZ0RaLAYHh9KdmbdYY8JhdVSOVOh4vKFNBaXRmcQ6QxiC77hRPkRPKFJIGQzWRS+gKU3qBRKIZNNNFmUbg+EoKDXhyhVUpVaqtbIGQyaWCxsxtVLpHwyBU8gNmG5dbDDZgdMTAZZIRdhy+qCAbfPi7g9kNsDwU4rZrtVqcV8AYPNoXHYNA6bzuXQuRw6k0GmUgjkVjy5Fd9KaiESmssgsxYwqMw6hdWkttl0gM1oA4xWm8Fs0mE/EGhxQFa/D50YH+otdXa0Z+OJkA0whsJeDHTLZOOww6ZSS5UqiR00YytqQMgikfJbyS1kZguR3KCQMWGzpOA3j7WhUx3I2ZHQYk9gIAZdmkzeO59/cKl9ayW1txR7sJz95kznX6/0/Xhr6MebA4/vjDy/O/b89ujLjdH9jcl/7Z76fWf5953FDzsL+9sz7/bm3u3N7+/Mv7u38q/75/91//z73ZX3uyv7W0tvt1Z+21l+u7348s7U89tjz26NPr4x+Hh94PH6wJP1gSfX+55e63t8pe+XS52/rrU/WSv8fDb7+Gz+H2sd/7zS/e1q9u6Md2fBtz3l2h1x7gw4NgbgjUHPrZLv7mDszkD8Zm/k1lDicl/gSm9kc6rt2wsD310c2Fluv7tU2FktbZ8funmqdOt039a5wZtL3Vfmei/O9pba/ZkUmIwAqTCQjDlAWG20ymQKFltIFQiZIjEbT2jELOBYNgmPz1QoxXZIzxdSeAKqxapVa2RWm8Fo0qo1MrNF39pKJJNJrWQ8hUpgsalUGpHNoQiEbJlUYAfMUonAbNL5vKjXg3jcMOyw2UGjDdCbLRqjSaXWSBRKoUjM5gtYIiFHKODwuEwuh85iUrAzAzs2WkktZXaL2mpUWIwKu1XjhIwYBmK36yBAB4MGh8PsctqdsD2XTc7MTuRzqZ5SRzIVMVt0yVQkkQxjfSiCgiBoBOwGu8MCOmxypYQvYPN5TC6DIpSwjWaZ320NQdqRDHqqP3h2NHhxMrpY8p0fi92/2PvVxa5vL3beW0rcW0jszae+Pt3xw+XSP672/fPa4LM7Y683J/e3p9/vzbzbnXuzNf1ud+7fF5DX29Pv789/uL/8bmfhw/2V9w9Pf/jqzIf7Zz7cX/nXgzP/erDyZnP21e3J57fHHt8Y/OVa/y/Xe3+9UXp8s/fZtaGXNwb3b48+udT16/nCk4ttTy62vbnS+fxqx69XOn64lHuwENyd8T6aD3wz7Xkw4X4w6d8dCdzt998oea93+64UvbcGIhsT6fXh2NW+4PpobGcxf/9M8cG50leX+h+uDexeGLw+13Fltm39dOnr9flvbq+sr02N9sc60khn2tXXFe3qiPgCdqfLqtJKhDK+TCmSyng8Pr2xqQpz3jKYFL6AhSkSDCZZKhNgTjjAbpJIBSq1VCTm1jdUMVkUArEJT2jE0mZ4fKZSIdZpFTqtwgFZI1E/ggIO2AJCJqwxMBgUWp1Mp5OpVVK5TCQR88QirljElUr4YhFPJOTyuEwmg4I1pDQqqcxhkTisUtgmcwJyr1PrR/UupwaF1T7E5HNZvYjdi8Ihn7uQTw/096RT0eGRPizGL5dPhiM+zFYqkfI1GpHVprPajXKlBNuCQCPjRVw6aFCmQ2jYaczAutO9sfOD4XND3lsLyctz0Qdr3d9e7Pl+tfP7pcI305mvptNfL7X/x4XSz1f7H98Yerw+/Or22Js74283p37fnXl/f/73r5Y+PFp6e3/h/cOlV/dmX+3M7O/N/9cQbG/+/aPlD1+fwn7//v4CVkavN6f2NyZf3R57dWfk5e3BJ1d7frnU+exi35sr/ftXB35dLfx8Kv38Qtvbaz1vbnS/vN798nr3qxvFH86kHs74v5oNfD0X+PNS9LuF2P3J8L3x0Oao/9aQ+9ag99agd3sq9WixbWcyeWskeH3Ic3M4sLuQuXcq//BUbu9U+9ZiYX0mfXep8M21ke835r7dXFi/0HdmMt1fQHoK7lIxHPBZ1VqRUMLlS7gypUCtkUhlPL6AIZbwOFy6UMTl8ZmRaCCZivr8LtTlwPJunYjdaFJhQS5MVmsruYVMwdfVV9Y3VFGoBC6PodbIbIBRoRSr1OJY3O9wmhxOA4yYIdBisxpMRq1ep9Jq5Bq1XCYVikU8iZgnlfBlUgFWHNgpwmbR/qs4IKMIszqidkXQZYj5rSG30Y/qA6g+5LF5EKvHCYV83o72QlshU8in+vqLCApmc4lidxuWyoUtEtCoeEwmgcWmKtUysVio1SmtJjVqN2Qj3hBiDUH6/qRrpRS+MpnaWCk8WOveudLx6Ebvg9WOR4v5b2ey383m/nyq44e1oZ9vjjy7M/pyc+LNzvRvu3Mftqfebk6925z4zwdz/+frxf/19dKH+7P/erT8bnf27c7s++3Ztzsz+7uzr3Zm3tyff/1g/tnWxIvtyXd7c+/25j7szX/YmX23Nb2/Of7mzuir9YGnV3ueXOl+ttb/9GL3r+c6n10qvrrW8/9R9VZPcXVd22/HiUMSCBo8BAhOu7vravduGmms8UYaGnd310aCSyBIPIEQIiRY5M59P8+7P6l9sP+IfdDP99beq1atmserrhpzjDnH+F3fRszfR/OPbYXfx/MPh7MPh7M/9qe/7DA+azA8rdVtNSVstRjX6xNX6uIXqvSzldrZCv1kmWayTLdUm7LdkfesI3ulKWWhPnmmKn6mKn6pwfikPmW8KnGxI3dt0DLZmjndmTPWnj3VZR7vyKst1KZoGfFqpkiAx+FiY6HhIRGPosGPo2NCwZDw0McBD4N8PTzve3q5BgT6oDFwc352QqI+MSkuMSnO/rdpDKxMwWOw8ChMjKubk6+f58MgX2cXJ3cPF28fDywOCQg5IjEnBhxCZ+LkSq5QTBMKaXwek82i2T38yCQsAY9Co6AoJASFhCLgYCQCgoDHwqDRcFgMFBIVHfX4cejDx6EPQSIOBmChRByMUkTWyRlxSpZeydIpmBopRSNjqmQ8IY8tFQJZWRmJSXE6vTLOoBZL+MZkg7W0sMRaoFCK7YflZDwkJiYYCovmCdhcPotKI0gBtlEr00hYYhYhTctrL02dbMrdGLI+t5Xv2IqeT1l3JqzbQ0U7vYXPO3JfdeR9GLV+nK48mKn4NltxNF91NF91OldxMlN2NFN6PFNy9qT0x2zZ0XTx5zHzN1vxlzHL59Hib7ayo8nKo9maY3vkWG85Wm44Waz/sdJ4utRwulB/Nld7Nld7+qT6m816MJS3P5CzP5D1dcjyud/8oSvr00Du4UjB97GCo/HC76Pmw9G8w9G8L6N5X8bNB8Pm152mzfqE9Yb4jYakzabkzda01frE+Wr9Um3icl2yrVQ9ZVWvNiRvdmZt92Zv9eSstqYtNiXP1ydOVCeMVSfZGlKnWzMmGlNHG1InWjOGmzLH28x9dVmF6VKNkCDmYgU8IoGMCAz1DQrx9fZ1eeDjjEDGePu4g86BLl0+d8/Z0dPLFYmEs1gMNAZOo5PiE7QqtZRKw9EYWKmciyfCQh8HuLrdDQsP9vRyvefs6OF5H44AE0kYLo8mFDO5fJJUzgZEVIGAwufTOWwak0Gm0/FUKto+roJEgFFIKAoJhUFj4LAYuzjAsRHRUY8jwoMjI0JA9i5imQCnEpM0UopBxTTqeQYVU6dgysUMqZApBjgAlxNv0BuT48UiPpVG0GjluXkZqWmJWp3CTseSSAUCDplKxXK4dA6fAUPGEohICcDg07BMUnS8ktlgMc73lu6M1b6ZqHn3pHZvvubDQv3efN3+bO3BVPXBWMUnW9WX2fqD+fqvs9Xf5yq/z5Ydzli/TVm+jJu/jJu/2czfbYWH4/lHk0XHU5bjqeLjqeKT6dIfsxW/5upOF+qOF2qPFuuP15qOlhvsG9DP5aaT+bqzudrfS42/FurPZquObKWH40WH4wWHw8XfhouOx0q+jxV9Hyk8tVlObJbD8fzDEfPxRPHxRPGX0QJ7lfuy3bTTmv68zfS8LX2rLW2rLW29JXm1MfFps3GxIf5JhWa8QDZbqV1vS1tpSV5sND5tN621pSy0pS50ZY/VJY7XJy32mGfbsmxN6ROtGaNNpt6atNZSY1a8QMrFkAhgPBkaA48IfOTl5uF449aFiMiQ8IgQR6cbFy6Cbtx0CAj08ff3jYgI8w/wDgt/RKHi7eOyRBKKJ6By+RQcHm4H2wU+9Hng7R4cEgiDx1CoeCoNp1KLFSqBUMzkAxSBkCoQ0DgcEptNZLEINBqGTEbicDAEPNYuDigkGgaNhkKiIODI2JjwmOiwmOiw6KjHID4NKmQipFyMSkjUSijxSmayjpegYmmlTBlAFXDIQi5TLOBq1Mp4g1YuBnB4pFanqKyy2rvW7IehAoAt5NJFQi6DTYmIDkVhYSqNUKPiywXk5DheU3n6k/6K7amm3YWOD/MtH5ea91cbvqy1fl5t+brS8nWh8XC+8dtC09eF5i+LLd+X6r/PVR7Oln59Yj1+Yv0+VfRtsvB4pujsifV0yvLzifXXbOnZVMnPmdK/5qp+zFb8mKv9udx4ulR/tFj/fa3paLnhdKnhx0rjz+XGH0sNZ3O1p3NVx08qjqfLj6dLv9uKP4+ZDwYLP/TlfhsvOZkuPZq0nE4Wn0yXnEwXH08Un9nKTm0VB4OFHwcKvoxa9/ry33Rmv+3JfdOd/bor63VvzsvezOfdpq2O1GedqRvNycu18Yu1hsXGxJWW5KcdGZu9WS8Gcp8N5W+OWha7c2Y7Mp+Nlq4PW2c7cubas2dbcyebsvur0ytyNEYtl0lHIDCRj6MfxUBCwyIC/ALcfHw97ty95XL/zj1nR5f7Ts4uTt7e/4HpPgzyDXrkh8bAFEqxTi+XK/l2zgKRhAFDIkNCA+3wbhg8BoWG0uh4DpfKZBMAEQMQUYViOgBQuVwym01kcYh0BoFCweDxUDQaDINGQ8BRUEg0FBJlL2j/exEVGQoSMWBiJlzGQSn5WI2QEC+nJSoZBhlVKSJL+GQuk8Bn0cUCvl6nSYjX8TZkYmAAACAASURBVLhMOCLW7qlWUJgjlvC5PIZUBiiU4kSDSiYF+EI2Bo8wpsaZMg0GPVCYq2+sTOttzFoYLH0x0/Bxse3rStvhWvOXjaaTjc6zze7TZ13H6x0nG51HT9uPV9sOF5u+LTZ8n6u2v6dzVcdPyo5mSk9nS8+elP5eqPw1X3X2pPzXfNXv+drf87W/5+t/zNb9WGk6W278Nl/7ebH2cKH2dKnhbLnhbLHeLo7jJxWHk9bDCcv3yZLjKev3yZLvE+WfhgoOx4qPpqxHk5bjqeLTGevJdPHZVOnPqaqfs7VHtvKvo9bv45XfbVX7A4XP20y7/ea9gfx3A+bdkfzX/dmv+jNeDWe+6s/Y7jRtdWc86zJtdJueD+a+HDY/H8ha78t6Opj/fNz6bKhwpc+8Plj8dMAy25gx25j1tKt0sjGvMkudEQ8kGkQSGQuJB0fGPHr4yONRiLe7h/P5C6CLl0COTteDHvn5+nk5OFx2dXUJjwixk1jtkBkqHcPmEuLi5QmJGjaHhsMjHwX7e3q5unu4QGHRKPR/AFFsLkkq54okdJGEIRQyOBwSg4Gj07F0OpZCQeFwsWh0DBQSFRMdDoVEg2MjoiJDY6LDoJAocGxETHRYVGQoSMZBSVgIORet4GGUfKxWRFSLiRoJSQ7gATaWxyJymTSJSKxSKfRxarGIx2CSc/My7G1thUW5iUl6Ow9ULuHpdDImm6ZUy9Izk5JTNUWFCTXlqfWVqf0t2YtDZe/nWz8tdxwutx2vt53sdJxtdp6tt//Y6DrZ6Pz+tP1os+toveP7WtvxUtPZYsPZYsPRbM3xdOXJVOXJTNXpdMXZk/Ifc9U/52tO56p+LzX+Xmz4s9j010Ljr3l7ktF0vNTwdaXueKXh10rTz9WGHytNZ4sNZ3O1xzNVX8eLP48WHU2W/Jit+DFXeTJV9W285Giq7GSm7Gi6+HTWevKk5Him5HSy7GS87GSi/Otoyefh4v0By+fRis8jpftDxR+HLbvD5g+j5r2x3N3R7PejGe/Gc1/3Z+90mHa6Mrd7s7d6sl4M5L0ZKXg9WvBspGBrrPilrWxnrGSlz7zYkbvUmbfSnb/YmjNbn22ry2mzGk16vgwgAnySVC2Qq3lobDQY+vhxWJCnl6ur210393su951uO16/ds3BweGym7uzn79XRGQIFBaDwcKpdAyDhZfKufo4FSDkotCwiMiQ0MdBQY/87fh2GDyKQkPzBFSJjCOWMiUSplDI4HLJ9kE3OgNFocJx+BgcDoJBw+CwWLsg7Jr4/4lDwcPIuUgFD6UUwOVcuF0iagFBKrAD0ckAhyYBeEqFJN6gVcjFHC7dnJ9VVm5Ra2R25HScQQ0IOalGQ1ycwhCvKassyjGnFhalWAqSinJ09SWGsV7zpq1ud6X1+9POw7Xmbxttx8/af2x0/Njq+bHd+3On7+dO3/FW7+n24I/twb82+n6td/3e6D5bbjyeqzmdrf0xX3+2VPtjrvrkSfWP+bq/lpt/Lbf+Xmn7udTyZ6Xt51LL0WLjyXLz2Wrz6Vrz6Vrz6UrT6UrTr9WOXytNv1dbfi81nTypPpquPJktP5srO5ut+TFXfTZbdTZbcTZbcTJbfjJbfjxTcjRl/T5RdjRSejRW9nWk7NNQxaeByg+9JW87Cz8MlOyPFu8OFeyPFe6P5b8fyX03nPVqOPtlb/ZWR/pGV+pmd8ZmZ8Z2T+aLoZx3E4XvpirfztS8mq7YGSvZGixc78vZHCjY7itc68xfaskfrzB1FCdV5urjlUw8NhKJjuTwaSnp8WqNBA6PAkOiAgJ9vDxdHR0dLpwHXbt27fr1q053brq63QsLDyYQMXQGQSLlicQ8NAYmANg4PNLuxPso2D8mNgKLQ8SCI8CQcAHAFEvZAEBVyBhiCRUA6DwBmccncrlkJhNLo6HIZCSBgMBi4CgkxH7gAYfF2KuV/584FDyUgodSAQgFDyHnohVcrIpPFPNIAJfEYxEFbKqAy1AqJPEGvVwm4XDpRZa8mtryxCR9WnpSRmaK3b1RFydVa0WlFYWlFfl5+Wl5WQnFmfFWk76zMnl6qGB9suLtWv23rdbv263fN1tPNlpPNjp/bPef7vSfPR/4683or9djv99M/Gtv+q93T36/nfn9ZuJ4q/N0s/nXRuOfZw0/N2p/rjacrTWdrLacrXf+2uz7sdn3a7Pnz2bvn/XOk5W2k7X2042e482B463ho82xb8/Gvj0dPFrvOVnvO3vad7ra/X2+7dt84+li0/FS09Fi4+li07cn9d9nao/nmz6NV38erdodLH3bVfK+p/x9T/mb3srX/TWvB+rWW4tXmouedZZu9ZXv9JVs9RTt9Ba+HSl7PVT2vK94u69wvTPzxUDedn/OZn/O0x7Tq5H89xOFu+Pl78Yr3oxaXw5ZXo9Y3o1Z3owUvhjKW+3NXuzOsTWldZcZGvM1xSmiFDVTLSLxGTg8DoXDYSKiwgMeBT0MDQx+7P/Q3z3ooW9goH9goH9wcNDjxyH2dXhEyOOwRwgkBIdHAUIuj89EIMFoDOxhkHfgQx8MFhoeEfQ43J8P0DRagVBEFouIUglZImGKRHQBQGaziXQ6lkpFEolwPB6OxyFxWCQGDbdXtmgUFAGPtRcsMdFhIJUApxKgVAKUWohU8pFyDkbBxSu4RBGXKOAQBByiWEBn0QlKhTjeoFXIpXaiaLrJmJmVmpuXEZ+gtfdAU2mEJKMuz2xKM+lNpri8bH2F2dhamjnUmLU4VrIzV/Nhs+nrTuvRi/aTnY6f271Hm11H273HO31nLwd/vxn/szv119703/tP/tqf/fvD0n99XPjzfvRfb/v/bLX9ftr0c6X27/W2X+ttP9e7fm8O/t4Z+fNi7O/twX+2+//9rO/n086zta5fG/1nzwbONod/bo+fbk0cbYyePhs42xj6sdb3Y7Xnx1LXz6WO3ysdZ6utR4v13+brfyy3/Vpu/z7d/Lq7dKsxd6EiZaooaThbP16Q+KQ8c7Y6b7wic6gsdbA4ZaAkfbQic6YuZ7E152lX/np34dPO4medZc/6rE/7inYGi3eGLdvjls3RwlcTJW8mS96MV7warXgxbH3WZ94ZMr+dLH4zlr89lL0+mLPWl/O0x7zYkjVemdxaqK/MVeclCgQ01OPggEdB/kHBAfc93L0DfMIjgsNCfKMiQ9FoJAQS6+fn4+7u6uHh4eHhYddKbGw0Go2EwmLQGHhwSEAsOAKFBvv6uUNhkTBERMBDNzoTo9ZwhSKiVERSKRlKJU8mYwtFVD6fau/UoVAwRAKagEfjcSgsBoFGwVBIiP0LhUTZr3ZBagBvB1WrAISSj1RwsXIOTs4hiHkEARcHcIlCHpnLIspkfIVcpJCL7X7gpoxkfZzKlJFcWlaUkKjj8hg6nSwpSZ2UrElIVhhT1BVlWd3NZSMdVdNdxStj1ncrTV9ftH/daj560X6y3XW21Xey3XPyvPfHq6Hfb0d/vx391/7Mvw7m/v448/fHxX99fPo/Pq39+8OT/3o//vdO9++19p8rrX8/7fyz3vnXZv+f7ZE/zyf+9dr27xcj/9rp+/fzwb+fD/y1PfBnZ/DX9tDPzZHf2xM/NyfONkd/bQ/9tTX8e3Po97OBs7WuH2sdv9a7fqx1fF9o+Pyk7ttc6+F88/vR6oW67CGzvtOkKlWyMjgEs4RRESetMaqrU7RlRlVBnMisA0qS5LXZ2pYCXZc1cagqbaA8fbAsfagieaDCONGQvTxQsjVe8Xyyemu8YtNWsTNe8XKs4vlI8fOR4lcTlp3hnO0B0+uRnJdj5uej+S+H818MFm33FU41ZDQVqPPiqRohDgMN8/W6FxzsC4XFBAcHeXq4+Pu4QSHRYHBMYKC/j8+DgAC/u3edHB1veXq6BwcHRUREQKFguxMvFBZtB6FGx4RGRgVjsNCIqIc4AlgipcmkFLmEJJOSpDKmVMYUS+h2PASHQ6LT8WQSlkjA4HEoHBaJwyLQKCgG/R9x2AsWkE5E1okJWhFeLUSqAISSj1XyCAouUcInigREgIfns/EAnywSsUVCrk6rTE6JT0tPspto6uNUbe2NBYU5EqnAnJ+h1kgSkzVKLT/NpOtsr+ioK24ozhhpztqeqXyzUL+/Wvdls+lop+3sZe/pTu/pTvePVwN/vRv7e3finz3bf32Z/5+Hy//jcPF/HT77v7+++t+fNv95P/fXy9Ffmz1nK90nS11/rfT+edr/a33gx7PhXztjfz0f/Wt74PdG9z/Puv953vfPzsA/W4P/bI/+vTP+18bEz6e2n0+H/2wO/7018ntj8PezgdPV7uPl1uOllo9TtW/Hyp/1Whabcxebc6frMttz4yoShNliWjwTo6Yhk4T0ZDHbKGIZ+Aw5Ha/gMaQcsoyN14moqRpOupqTpmRlaQV58aLCJEGegVORpW60xLeWJIy1FKyO123OtDx/0vB8suLFROnmcNHGUO7OcM7OYPrLwfTXY9l700W7toI3IwXvRy2vBoqmqxNrMzgmNYlDjHro43j39gV/f4/wiBAINDo6IiQ05KGvr7enp7unp7u/v6+7u6ur2z1XVxc/Px8IJNZ+DM1gUogkTOjjh2HhD5EoSGRUKAYLxeIhRDIMEJIUcppSRlHIKTI5S6ZgS6QMAKDz+VQOh8RkEuk0IoWMJxIwBDwaj0PajaTRKCgMGg0BR0LAkSCDlJagoBpkZL0UqxWjVQKcWkBQ8khiHkEiJEuEZIBLFAtpYjFHKhGolFJ7HWv3gY5P0NqnN1NSE+xMvozs5CJrZlGxKS1Zlpkkq803Trebn9vK95aaDtbqv2w2fdtqOdrsONnuOt7qPnne+/PNyF/vx//sTv7zae6/vi7+6/P8P/vL//Vh81/vl36/nPq5OfJrfeDX8uDPhcE/S4M/lwZ+rY/82hj9tTX+e3vs53rfj+W232vtv551/tro/rHa9XO97/fG8I+VwR8rw7/Whn897Ttb6Tle7vzxtPvXRu/ZWseX2fq3Y6WLLVmdefKWTFlvQXxThrpIw08TUHUUrIqCkVNxajZFQEQJyFg2AUVBw4gIMBUDlbBJOglTL6PpxRSdiJwkZ6eoRclKrhYgyjkYBQ+j4KBVPGxusnSg1TI7UrEyVroxUb42YlnszVzrz9waSn85kvlyJPP9eO7uaN7uaN7eaNHbwfy1tvSREkW1iZuiImDh3q7O5+86XXrg5RYcGACJCY+NiXBzu3/tmsOVK5fu3bsXEhISFhYaGhocFhYaHR0ZGhocGRn+OOzRfde7rm73vB64QGGR9jteBCoKhYkChCS1hq2UUVRKmkzOksiYUhlTKGTweBQul8xikZgMMo1KIJNwRAKagEdhMXAcFoHH/SeKoFFQkF5MSVBQDTLif4tDAxBVfLJMiJcIiUI+QcQnS0R0Lvc/ztNSGZCQqNPplXYLGfuEeHyClsenmzIT2trrSyvzpHK2VEQpyUnqrC5Y6S1/N1X7YbHl41L9l2fN37fbjrc6T3d6z172/ngz+NcH278+zfz9ceafT3P//rb095f533tzP14vn76YPN0eOX029ONp79lCz+lsz8mTvq8zXafLQ2droydro6frw0fLXUeLzd8XGg7nG7/ONX190nw423o633s20/tzduB0vv94rv1otu1wtvVoqeN0tft4tWN/uvpZb8FAaXxxHCtfRatMVhTqxUlCuoZF4WMQbBSYh0cwMTASPIZDxQrYVBoZR8IiCWg4FQdjU5EMUiyLGivh4SRckoCGZRMRFFQ0hxCr4OL1YpoGIEqYSI2YbE4B+huzlkeq1scrnw4VLXdnrvebNvvStgdMLwdNb4cyDyaLPk9Zd0cKX/TnrLYlDVQqSjKYcn5sVMh9d5drjwIfPPL3uXPruut958BA/0ePHgYHB7ncc/Zwcw8KCgwJDoqNjYZAYoODg+wmE94+Hl4P3IJD/GJiH8PgUY/D/dHYWBwBzGKjNVqOQk5RqGgKBVcmY4sldHvCweGQ2Gwym0W1Bw8SEUMkoPE4JAGPppBxJCIGhYTAYTEgvYRskJENMqJeitaK0So+Xi0gqfhkKYCViggADyvkE8RCqkBAk0p5SqWQyaJIpIIkY1ySMS4+QZuVnVZkyUtOiU9Mjmtsqc7OS2NwcHyAkpWpKclNqC9Om20rej9d93m17ctK/ZeNxu+bLcdbnT9fDvx5P/zvg8m/P0793pv4vW8727Od7NqO3419fzn6ZcP2Za3303LH5/mO/cm6D8O1+0P1H4ebPo4270+0HUx1f5jqejfR/GGibt9WeTBRuTdRsTdW+dlW/3Wq6dtU68lkx8lk19Fk+7eppsPp5oPJ+sP55m9LrZ8WGl6NWWeb0tpyNdlyUooAk63gpsu5Ki5BSMXTEFAmBsbBw2lIMAOP4NHxJDwCjYJhcQg0CoZGgEk4MAUXiUcFU7ARTDyMT0XyKGgeEQFQkWIaVsbEqfj4OCklXsbUiUk5ieLumpzZPuvSQOFST/Zyd+aznozt/szXI3m7I/kfxgo/TpTsjhS+Gyl6MZA735nUUy03J1MZuCCv+1fu3L4cHhYa8jDo+tVrV69evXPH0dfX29fnwaOgwMehQX6+3r6+3rGx0RgsIio6LPChz//hogbExD5GomJjIaEUGponILO5eIWSoVRQFUqGSsVXKLgiMY3Ho7DZRDabyOFQ2Cwqg06iUgh2f3ESEUsiYilkHJGAtpctIJWIECel6CVEvYSoFREVArwSIKn4ZJmAoBATZQDRzqwViegKlYDLo7E5NIVSnG4yarRyrU5pykiuqCwpsuTlmU35RVkkKoZCQ6vVgjgV3xQnai7LXOqx7k43fFlu/bLSeLjW8HWj/mSn45+98X/v2/7eHfl7z/Znf/r07fjnnaG9jc7Xqy2v5tr3Fnr25tteT9buDFXs9JU877Yu12dPWTOeWLPHSzJsleaFZstCU/5GZ8FWd+Hz3vyXfSWvBkv2R6uPppqOJuqOJ1q+jbR9HWo8GK87GK3ZH63+NFX3da7p4En9Zn+erdpQlybJEOH0HIiejzXwGToBU06jCUhEIYXIwEFJiCgiKhYaHR4TGQqODsOhYXQCiklCSACqVsrUSpnxKl6KHkhSC+KlXB1A0/ApKj5RISDK+QSdiByvZqVquOlqbkacoDZfN1JvmmnJWGjNWGxKXupI3ejPfjNS8HYw9/2w+eNEyd5E8dvxgmc9GU/ak5rLJIkyVHSw63UHkIuzU9ijiOjwCC9P91u3btx2vO4f8CA6Jjw4ONTF2cn7gfvDQP/wsNDYmAgfX0+X+3f8A7w9PF0io4IxGAiZjITCw8kUmFhEVCtoagVNp+WoNVyFiiuTs4RCGp9P5fIpfD6dy6WymBQGnUwh42hUgj1mkIgYPA5pT0FAQjZCLsAq+ViVAKcWE7USSpyErhczNDK8RoZXSwkKEVksoAi4FCHA4bCZLCZVIhakpSbptEqFXFxVWVpUmJuUqNfEiYh0NAoN5bNZfBZdxqVYs/S9TebN0epPCx0f55s/LdXvzVZ8XK453en+9WbkX7vj/+yN/tmd+Plm/OjF+LfnE28XO9Zt9Uv91pXeytWeyrlW63BpXlt2Sk1yQpFelS0WmHjMNA49Q8SoTJK3ZKiHChMmLUlT5clb3aWbnYUv+0r2B8s+DZZ+G6753FP1paPqY1/Vl/6ag4GazyO1n8fr3w5VrLZkD1t0dcnSXCktkYdRs2B6HsEoY8QDVCkNySch6Tg4HYfEgaMgj0OIsGiAigQYSJ2InKbn5aXIKs0JVbnxjZbURktqaaa62qyvyFHlp4pTddx4GTtOxtMIOQqAlyjmpklYCQJqioRnSVD0FKfOtZhXWvKm6lKetKQ/7c56Ppj9frJgb7podyr/va3o9UjeRl/aQk9Sk4UvpAe7uVy6eOGcyz1nNxevAL8wP98gN3dnpzvXPB/c9Q90d7nvFPDQ92GQn4vzXX93D2+X+95ubt4e7o7OTt4BD5AYMImChCPDqTSEVETSKmgJOna8nq/V8ZUqrkzGFosZQqH9ZQkEDDaLSqMS7ZHDLg4yCUul4O07C4hBjhYwYWIuSi7AKgGCXRzxEoZWhtVIMSoJXikiygAqwKMK+GxAwLM74aanGfNyMwvyc5oaa/NyM3VaJR+gYAlwOo2EQyCwEKiKxyjN0PY1ZG6NVH6Ybt6dqd+fr/kwV/lxqf54q/vn6+Gfrwd/vx38vt2/u9C2u9TzarZraaB8oq2gu9xYn2soT1FYDbIitdTIoQqxCCYKzEPDpVikHI8SE6B6FiZbRatI5Dck8jsz1aNFSfO16RttedttuW+78vc6i961FO42Fux2WA56yz4PVn8eqd0frn7eU7zYYBowq+qSJOV6IFfBSuBjkkSURDFFx0ErqRAJHQXQcTwikoOFASS0kolPltHzE4GqDFV9rr6jJKXbmjZYld1XntVfmjlUnddTkdxRbmgtTagviC/P0pdmxecZtUaNOBFgJAPkVDHdKGEmi5lV6erxmqzJGtOTBtNyl/lpT+72cN6L8dxX43nvJ81700V7E0WvR/JejOZMNuvzkvDQGPeLF0A3b129d8/T5Z6vi7PHbcfr129cdL5/w9ffxT/ggae3a1hESEhw0J0bN5wcrrrccbp7966jy737Xm5RsWFcPoVCQzKYaKWMplOzk3Qcg46j1fGVap5UzhaLGQIBTSCg2ek/bBaVQsZTyDgyCWsPGxQyjkrBE/AoFBICopOiGORoNg0sYMLFXLRKSNSLKXFiikaGVUtxSjFOLiKIBRShgMLj0fgCNo/LBAScxAR9epoxNSWx1FpUVJhniNPYaRwx0WEhgX5cMjEnQVVfkDjZUfTKVvNhsv79ZPX+fM3BYs3BctPxZv/JzuDRzsDhTu/ruebpjsKpNstgfV5Dga4iW55vFCeKWTo2KZ5DMzCpcgKGjYRiYyOJsVEsOBjAo8U0rJyF1fHxJhU9V0krVjKr9JyhAs1CbdqzltxXHflv24veNBa+acp/01G011t6MFi1O1Dxpsf6rD3/SXXycKG2LV1RmyjOV3LSJIQ0CT1ZQk8SkOJYGD0Lo2IgVVS4ggw1cPCpMkZRAlCTLe8sjOsvSeq1JAwWJ9mqMmxVGbZK00RF+nBpwmiNcaIhc6Q6q7M4pbkgqTIzrsqksxoV+XphppaXpReka1j5CYK6bHVXkdbWkLraa97oz90czNkZznk9an4/kb83Vbw/Wbw7Xrg7aVkbzOqoVChFMLf710DnQTdv3XG6c//GjVt37jj6+HranV8eeLvdvHXV5f6d4OAgTw83V1eX+/ed77u5uD/wcvd0exzxiCegCoR0Pp8sV7A1Wp5Bx4nT8zQ6QKnmyRQciYQJAHRA9J/IweMyKGQ8kYDGYRE4LMKujP/uBgJhkCFoRDARF0EnRfHoUCkXowGIOhFZI8OqpRiVBKsQEyVCMsAns1gkNofOYlL5PFZCvFatkrKYlKREvSndKBJyY6GRQY/83FycUNGRiXJhQ1H6RFvB6ljFu6nKjzN176cqPy/WHizWfF5t+b7Z/31r6ON6/8ZE1UhTblNRYqFRlq0XmLTMNDVTycOJSCgRASmj4IR4JBMRQ4bG4mBgMhJOgkNJSAidgBAy8BqAatII8uJEeXJWgZzSaATGigzrDdnbzbmvWvJfN+a9bMx90Zb/rqv4dWfRRmP2UlXqQm3adHlil0laruZUanlmOcMkI2XI6CYZK1VETWTjktlIIwOiI0UnspDZUmqBllFlkjRkS3oKNH0F+t583VChYdRiGLUYxi3xNmu8rTxxrCzJVpk2WZUxVpo2XpE5XGaaKM/uLE6pyYkrSpZn6YHsBFGJSV6XqxqoTZ5ty1rrztvsz9sazHo+kv16LPfdeO7upGXXVrBrM+9O5b+YLJjrTbfmCNGwwGvXL1+4cOnSxas3rjvevOF0546jr59nQKCP3ezyluNN5/v37rvdCwj0cfdw8X7gFhDo4+Pr8TgskErDcXk0kYQlljIVGp4+TqQ3iNVagVLNkyv+z7YiYtvFwWJSiAQMGgVFIsBoFNSefNjTDiwGDoqJfQiBBmPRkSR8NJcOl3DQdnFoZWitDK2SYOUivERIFgooLBaJxabyuAy5TKhWi6VSnljES0rUJyVp+Xx6WFio052bd25eoyDBWQbZaHPhxnD5q5nqD08qvs3XflmoOVio+rhQ/Wmt7ct634elnuXBiv46U02ePtcgNAipCSJmsoqtFZBZBBg2+jE2MpQMiSKBI3ExYcioCHhsJDwqHAOOREPC0fAwFgmqF9NS1fwMtSBbxspX0GsM/O4M1XRJ8tOarGd1mc/rTS8aMl62m9/3Fr/qLnzWmj1bkWAr1U6U6tvTgCqNoFhKywZIJjEhDSClCmmJTFwcFWmkgZNoUYlMSAoPmyullMWzyxJZ5SmsxnRhY6qoOV3WblK0p0u7MlQ9meruHMVAvn6wIK7PrB4q0NlKkybLUqbKkydKU/usSU1mTWW6zJIsLkiTlGSIa82ygdrkhc68pz0F6z25mwPZz/rT304WvJ0yvx7LfTtesDdR8GEyf3/a8nyicKIjK0nHefjQHQQCnQNdOge6dNXh5q1bjh4ebj5+3jduXLvtdOvc5fMON6/eunvT3cP5wQOX27eveHreCQrywuFieTyKVMqRybgqjUCl4eviRHHxEl2cSK3hy6XM/3h1Cf4TOagUPB6Hst+9YdAw+6QSk0GmkHEEPAoUHRsMhj6GI8MxqAgGCQIwkGo+XickqiVIjRSlkqDlIrxESBQBFC6XzOZQ+AIGIGTxBFSpjK/VyTRaqUjCotDQzs73z5075+x0iwCPLM/Vrw6Vv7FV78/Wfp6vOFms+bpQ+WG65ONC9cFq6/v59uk2S7MloSJTlmsQGIRUg5idohTFS7kqHlXIwDBxCAI4DBsZTIqOxEaGwsKCIVGh92HVHwAAIABJREFUsLAgZPgjbHQIOiaYhYtV88hpCn6uRlig4BUqqBYFoyFB3Jelm8hPnLMmbDakv+k0v+6zvBu0vh0qfTVYutyQPlai7TcrOlO49VpBqYyWxScks9HJHFwiE6clwPQkeDwZksyEp/GJaWJahoyeraKlSrHxQpgRQCZx4Xo6WE0M11OjjRxkGgeVJyeX6FnlcZymNGm7SdaRIR8q0I0UxY2XGPot2o5cRUOmvDxdXJwClKUJ6/MU3WWGmZaMpz3mte6cjf6sjT7T3lTx28mCd7a8t+MFH2yWT7aig8midxOWjfGyGmsSBhficPWC3Xjowvkrly5eu3Tx6r27bg8ePLhx44bDtauXrly8esvB48F9/wBPV9dbvq63g3ydkeAgJg0O8PByMUOtZCcYRPEJ4sQkaUKSXB8nkss5dnH8d85BoxL+v+Igk7AsJoXFpNhzUlAk5HEMJBQKf4xGhlNwkXwyWM5GabhYlRiuEsOVYpRchBUDBIBP4nLJXB6Dy6cwWHg2l6RQCZKSNYYEBSBixIAfXb12A3QO5HjdgYkB91Rn7diqPi00fJ6v/jxX/n2+/HC+/GC27Otqw4elponmbGuyzKTmJMvoag5exaWoOHQ1jy3j0NgkNJ+E5BHRLDSEhYxlIyB0SCQWHAqGPMREP8SGB5CjQxnwKD4OpmURUwB6npSXJ2WbAEyWgFii4tTGAR1J0olc1Xp10ot202pr2kpTylpb+mqLaaE6ccqqHsiRtCbSqxTsYoCYL6Skc/AJdKQaB9bhY/UkeAIDk8TCJ/MZyQBbSkHgIn0iA2488roS6u4AD3LDR/jSoEE0aBApxp/w2JsU7kOL8OCBfQxUcJGSUZ3Ab04F2tOF/bmK/nxlV56sOVtaa5JZEwQVSUCjWdlRopuoT13pzHnam709kvNqNOf5QMab0eyPU5ZdW9EHW+HnKfOnyfx34wXbE2V97XkyJd7Ty/n8+fMXLly6cN7h/LmrVx1uOjm6+Pr73Xd2cbxx89a16053bvoHPPByv3vv+sXAezehwT4kWAiHHCtiIe1uwPF6bkI8Pz5BaEiQanRCsZTJ55M5HBKPR+HxaBwOhckgk4hY+60KBg2jkHEMOolBJ9FpRBIRA4qCRMbAouDISBwqioaL4ZBjJSyEmouSC2OVYohKipQJMRIhUQyQAD6Zy6Px+HSBgCGTcbVacUqKzmjUiMWs8PCA8xcczoEuOV53UAroY22Fr6ZqvizVfZmrPpwv/zpv/TJb+mmu8uNC7WhtaqGBbeDgpWSojIVSMDESOk7KpmoFXBmHIWExNAKGms9MELHjAbqCQRBRURwChIqN5uDAQhxYgo9VUVEqOi6BTTHxqWYRM09IywDIGQC5UMqyyjjVStZApmyxzLBWm7BQbZyrT1luSpurSRwrVQ1bZL0mfmscyyomFXOxOQDJyEJpCVARPFyJitLh4Al0vFHA0NAI1Niwxz73PG+d83O9gQcHCjmY5ERpXrouL1WbnahI1QqTtcJ4GVtFgdGj/QhB95hR7ipiSJYUW6gklMdR2zL4HRmCljRhbaq4Ll3WmqfqKTb0W/XjNcb59sytofydgZyN7rTXIzlvJ8x7k4UfJq0fbYVfJ81fbYV7owUvJq2zIxXZWeoYSOhNx6s3b16/fu2Ow+W7N6+7uDh7BPj5Y9G48EePH3h5+Pp5ubk53bl1IdDtppiAtKaquurzO2tyirPUBhlVKSHGKek6DU8fB+j1YpVGIJEwhQIKl0/i8ekCgAkI2Bw2jUr5D0gIg4YRCRgqhUAh4+2ZBwgKhUPhMAQcjIHH0HBgHhUmYsCkTJgSgCjFEJUYoRDj5EKSBKCKACqXR2OzqEI+QynlqiVcnUpgjJfrtcKgII8Lly6eP3f5zs27yWr1XH/t+4Wmg/nqw4X6r/M1uzOlb2crX87XTvcWVOdpMtVck1SQJJfoZcI4kcAoAdIVEotBW5Kos8SrihPlVqOyMllRnigu1HCyxLQ0Hs3IISeyyPE0XDwdE0/HJDCwaVyyiUvK4pEyBbgMgJgpJOUIqYUiVoWK15YitRUaVqvT1mvSluuS1ttTl5sSbeXKoRxhk45WJUUWSVFmATSZCZVjHwPgEF5ssBwVpcTESPExQnwMPsrP3/1qgNd1XGyAiI40yhjxGkCrEvKYVCoBQyVgqDgYi4wEeFiTkpmhZhjFVCE+GhfiSY700lKjcsSYYjWhKoFRY+RWGflVKbwaE9CcI+u36m01xvnm1M3erOeD2Tv9ma9H8l4O5bwbLN4bqzyYKP8yVfzVZtmfKHhhsyyMlpQV6KkksKvrrbuO129ev3XzmrOLs5eb+wMvf/8YKCIiPCbQP8DD9a7Hnau4SJ9CHXu2MeNgvO7/Whv5n+9sn1711FrVIjZCK2UrVFy1VmD3ibWXKjwBlcdnCoRcocTO6CISSRgcHolBwwl4NJWII2CQJCKGQESD4FAUHIpAw2EEJJiGA3MpUIAGkbHgKiFUI4arxCiVmKgQUaVCmgig8vl0Loch4rEkHKqYRVQLGblp+gS9OND/Pug86Bzo8p0bLmn6pMWRxv2VloPFmsPFps+Ljbtz1W8W6lcnypusBnOSyKTgpYn4CQpRmkFlzTDWZqR2FeQOFucPluT0FKR35qW05RpbcuKasjR16TKrAShUiPMVogyAm8ajJTJx8XR0PBWVQEEm0dBJNGQSE53GI6TxiXliZpGMV6zg1icKhwrilqozXjZmP29Jf9mb/bQtZapC0ZfObDcwamXoAincLILrKVFCWAgj3J8W6i+ERwogIeQIv8gHjg/unA975EzGRnAocCoiKtLX3fXuzVs3r16+dOHi+QtXrzhcuXzx4gXQtauXwj3vkKMDAAJMJ2RqeURipC/qoRMf4q8hh+fI8QUaUoEaX53Crs8U1Jr4rXmifot8tjb+WZdpq9f0rDvleV/my4Hct30Fu6MVHycrPk9ZP09aDiaLXk0UrY6UdFQY1RJScJDrjaugKxfOO950eeDl7+nl6+nl7fXAz8nR2fWec3iQr4AErcqUrfdbvizV/b3c8f+sDv/v1wP/+3Tsw2ZbmpopoOKFUoZUydGqxBolIJEw+Xwqi0ticyg8ARcQ8QAxm82jkik4e0sHGY8h49AEDJKAR2FxMBAGAUfBwDgklIKG0LFgHgkipEJkLLiKD9WK4DoJRi0hqSR0hYguFFAEAoYA4Aj5LBGLLGYRNCJ6okagkNKDAl3PXQCBQBfv3LybkRC/ZmvZX2n5vFz3fbnt41zNh8XqVzPVtrbsklRhipSaKKQki9kmtdCSHldnTum1ZE5V5tsqcgaLjd1mfVdOXHdBSld+coNJV54kyVYyjByigUVQUXAKEkpDx2gZaD0VpSMj9CS4noIwUFDxdIyRiTfxqbkiRpGM3ZAkGizUzVQYnzdlvunIet2ft9JknCpVDGdxu420Rjm+QIzL4SOlyDBmRAAp2A8X+IAQ5IPwdQ9xc/K+dSXMxxUZGxIbFujteufe1SvXQOfOg86BQKCrVxwunr9w4cKF8//ncb58zu/edXfHKw+cb0UEPCCCQ1ChHojAO9RoLzUtMk0Ez1Nh6038nkJ5R46oPYczZJEtNSVt92Vs9aZt9aa86M96N5T/fjD//WjJhwnrga34k63ok63o3YRla7x8sCk9UUeFxAY63b5w/dplp1vOvg8CHwaGuLu7u3m4e3l5+T3wAOi4omT5SFXqhyc1x/MN/15q+19PWl53GF/1xP150VaXrxZQEHw+WSSiqyV8lYwjFdMFPCKdiabTsUwmncNlcHkMOoNEwKPRKBgWCSNikAQ0goxDkQlwMhkJwqHgeBSMhIZSMVA6FswlQkU0mJyBVPGhWiFCL8VqZRSNjCkV0oQCilDIAoQsIZ+mENG1UqZBxdYrWUoZIzLc+7LDJRDo/O3rNzIS9etTLbuLjV+W6r4ttBzM176dqdiyVU13W+oL4s0J4tw4UbFRXZ2V2JCf3FFsGirNmChJHbUkDOZrW1MFlXE8q06SCdA1RBgXGkYM88EGP4j2cXnofDPY5XaU1z18WACAilUSUWoiQoEDK3BgGTZajomOp6JS2IRsAbEpWTxsiZssT9hsSN8bKPhkK97pSl+s1tsKJN0p9DYDtURCMZLB3OgA/EMPZIAnMsAT4e0a7XE32P1uiKcb9HFIgLvrrQvnfO+7oGOivd3cHBwcLl12cHd74OBwDQQ6f+nSpWvXLzu73AKHPCTAIODQ4LvXrzqAQPeuXwz3uYsO9yDH+gDYoDhOTJ6aUG/iD1lVwxbxkIU/U61dbU/d6st6PZL1biJndzx/f9L6abLsYKpy31Z+MF5yOGk9nLTu2azb46WTXTk5aXwKMdrD7ea1qxevX3N0cXb39vZ1vH3z4sXzHu4u0MhHKQrOYIXpabv582Tlt+mav+eq35arRzQRC+mw37OWkcpEIRUKsLFiAUUhZMlEdImQzOdg6VQYlQynkrA0KoFGJ5HIOBIRQyPjqCQsEYOgkzAsGpZFQ/NYOBAJjyJh4WQMjIaFMPFQHgEsocJUbLRWiNBKEFoZViujqKU0CUCViOhCERsA6CKAqpLQ1TKKWkLSKekaGT02yu+SAwgEAt1wuGqKj9ue7dhfbTpcaThZ6fo8V/9qsvzpSPlYS0FZhjbPIC5IklZlx7cXJ/eXpfWVpAxYkvpz45qSRFU6ZhYXLkIEiRBRPPBjDuQxDw2lQCOR4YHw8JDwAI9HbncC7t7wc7oW5HILGeLHQkQKMDFMWAgjNogLDZVhYhKZ2AyAWJ8M2KqMK62Zr3vMn22lRzPln8bMLzrS5krVA9nc1kRqgQCvQ4bzYx4RQh7AH3rH+rnC/O6DfV0gwf6xwUHed+/evng+wMVFSKPFK+RRQYG3bl6/du2Gw5UboHOXzp2/eOHChZs3HDw873FJhHiFXAMAJATssZ9PsLcLONCZDPFlIPwBbJCeHZ2twFoTqF1m/kAhtyeHMV2lWetI2x7KfT9p3psyf5jM/2CzfJku/zhd/mHCuj9a/Hms5Mu4dd9Wuj1aNNtpqsqXqkWkiGCvK1dA16/fvHfPxcfnwf3bN51uXPXzcmPjoNYk8bOekr3+4sOJ0t+Lda9bEmYSscua6I24iF89ia+68xQMmICJFPMIUi5FBpDlQpKYh2MyYBQChIyH0Sn/uUah0TAMGopORbBoKIBLlPCJYh5OJsCBmFQMnYCg46BMIgygIkVkiJwO13BQOhFSK0FopCiNjKgQkSVCslRsPzmhSEQ0tZSmk1P1SopWRjFomHjcY4db50HnQY43buakJLxY6Pyw0vhpoeZ4ufPzYuO7J7UrfdbusvSSFJU1RVuRpW8pSe0uNY6UpPTlx7dkKMvj+IksJDPKhxjlBRCiJRQsHRkNC/YLcHe7d+PqnWtX7ty+dufmVTfH6773bgV63Anyuhfo4RTmcx/8yBv92I8YEUCJDKTHPFKQIKl8THkiq8+qnmtKeT9Y8GGk6NNY0bfJooOR3O3WZJtF2mAgZjERenQYAA4hRwTgIgJRIZ64SB90qBfkkXfg/XvOF855Xb+CC3+cJBZbM9MFVOI9x5t3nG473rh56cLFK5cu33C4cvPapUch3nFCbrJCGifk6qUcg5yXrORmaujmOFqOlpyhwOVoCKVGemMWf6hMOVIu7chm2SpV613pz4cy34xn702ZPz2xfJwq+ThRsmcr2bOVHNisn0aLP41Y9seLX4zmz3Wm1BdKE2Q0EjrM2fnqbSfHe/fu+Pt5eTvfDfL2iggJEJKgDamSrdasj51ZJ8P5J/1ZM5m0KQP+hRb6SvboT63szGZNUaI5dDDAQkhZOBkPbzcQ5TBhLAqChodTiTAKCUamwDgsNJeF5HHgEhFOLSOqZUS9khSvIYNYZCSTAGcT4WwyQkRHS2lIJQOl4WB0IqROitRIUUoxTiogSIRkEUDl85hcPkkEkJQSkl5J0SmIWjlJr2UKhBgXT8fzl0DOTrfM6Ymvl3sOnrYcrjR8X2zdm659PVmz1FfeWZZVmq6vyU1pLkptK01vK4rrydE2JUuKVRwVHowM8iTEBjNIMAQkzN3N+crli+dAoAvnHS5fvHoedOHSxfMXL5xzuADydnHyc7vj5+YY7HM/zN89xOd+pN99sL8bxO8+1N+VGhWgpYCL42i9peqFjowDm/VktvL4ScW3ycKvE3m7A9lLdYZ2Iz2bjUgiRMgRoQA6koeLEpMiZWwwItzV1+mih8O5EKdrEO/7DGhkilRgzTBmJ8chwFEuTrfcbjv6uro9cHZxuXX9ka+bTEQvMqhzldIUgJsi55kTxA1mTV+pbrQ6bqzWOFJrHKyKH6qKG6rQzzQYn7Qkj1VpZxsTdgayng+kvx7N3J8u/DJbejBZ9GW64stc1f5U6d5E8cF4yeFE6cF4ydvxgrXBjIG6OJOWDTCQfn4ujnduu96/6+153/PuDXBYCA4VkyiidufIFsrUH1qNv4bz9uoTbEbqVDLlhTzmiyzkl4X37+Xawgw2ixHFZ4LFNKSMhRJz4CI2QsCG86lIFhHFIMJZDCSXgwD4KJkQo5UTDBpCop6UFEdOSaCkGSkgBh5GxUFoBAiLABGSoHIKUsVEa3k4O9ZYJ8FIBSgxDycV0oR8GodL53KJgAAnBdByIUojwyskKJkMr1Ez/ENcQRdAd27dNKfFvV0d+PKs/dtq4/elzo8zda9GK2ZaCvprCpoKsxvyM+vzkxuKDO05yoY0UZGcKoWFogLc4eGPIsJDnO/fO38FdO4CCHTuAgh06dYtF1e3BxcvOFw4d/GGwyUXp1sENJyEhgY+cPF2dQx64Bwe6Al95AsN9kGF+GAfPyCGefPgQdkyTEeBeLU99d2E5cdK/d9LDb9ny0+mSw5thdudaX25gFWAjceFKVFhBjY2K4FnMSnTNGQ24SEJ7MdFBMuw0SocLJFLzFBxMzVAapwwSS0QMilMIl5AobAJOBGDlhqntGQbKo1ai1Zk0YuKE8QV6bJui26k3DBRoVpoNK52Zj3rL9waKXk2UrQ1VvxismxrzLo9bN4ZzHg5lPFmLGt/puBgpvDTVOGnydL9qdK9KesHW8nnsZIvYyX748WvRwvWRzLm+/MqzBqDhhUa6nvb8fqly+ccb172cb5NQkVpxOzKdN1SQ/b79rTTYfPvgaxP9fqFHPGYgfpSAvnMf3SaQ/1lyy/O5dDowWwaWEyCSRgIERshZoIBCphDhTLJcAYJxmRABHZlKPEGLTEhjmRMIKYmEFKTiKZkEoiOjaFio2n4KCYpGqBCpSyUjI+R8TEqPlwrRGhECKUQLeVjpHy8hEcBODQ+mwBwiWIhGRCS+AKcVEIU8jEKMRET7Xf7+vl7jjczUuLfPJ3YX2n5uFzzca15d6l6Z6J4viN3oja7vySjKTO+PlNVn6NsNskL1XQpJgzq7woP9fO5f+fqOZCHkyMsJtLXw+MSCORw+cr169cvXrwMAp2/eP7SvRvXHj7wVAH8FL2CT8OGB7i6O533c7kc6n0bHubNwURISDECVJAMG5ArhfXlixabk14P53+bK/uzVPtnrvyvWevZRP6bzuS5UlGVimhkhCfSI/IUlJbixKYSY1GqyJqls6TE5SdIzQmCTA09z8DJjxdaU7QFenmhTl6VmmQxaPM0shyloCpdW54kKdTSS7X02iR+bRK/OV3SW6gerzCMlGkmK7SzdQmr7akbfZnPR3J3Z0r258oOFqq+LDV8mqv8NFPy+Yn167z160Lpp9ni/cmi/cni/cniD1PFexNF78cK3o8V2BdvxrK2h81dpXGF6VIcIsTZ+frlK6Bbty76ebtSEOGlcfyZ4uRXTcmfekzfx7J/jJq/95iWM3njSsKaELLNCdo1wn4PpnVaxAxKMJMB5lBj+SyYkI8T83B8JppOhdHJcDoZzmJCAQFGISboFMQ4FTFRS0ozkE2G/5ep93xuPMuuBFMz0syozap7u6VqtVeb6jJZWZk08N57gN57CxIgHEkQhCFIkKABCO8BehIkSACEo/feG9DbzKxSt6TdjdjYP2E/sFqaiPvhF/iKE+fde+575xD4VQRRNekVBfuOjEmgYN/RCUmpVHA6E5aZgkhPhRexwCVp4IJUQHYKMIMJTqdDM5jYNCYhnYpJZ+HT0ojMNDyNhUlJxWSw4NlMBBOT8MmP/+5HP/4+n1u9Fh7dD+iPQh270a6tQPvyqCJgFg6pa+3SSg0nt4uT1VWXoapKrWJAkK9/9cUvf/LHn//0+3/z6p9/+EM8ILEkJZWGQPzTD77/y09++off/+YH3/+ff/e3r/7X3/7NP/3g++/+9MfqghxuWW4mGQX44pd/+OR/vP7ND774zQ//+M9/j0v6Y00WQZSHbciFKQpgZh41oKlccQm3BxpufMpvQp0fp1pv+wVnbs5Kb5GBQxNng0UZidICrFZU0Cku1is4WhmnlV/dLq7qaCxR8LIbKhjcXLKoILW5rEBRktNWVthaWSSvyKtJw0sKqaoKuqoY11lOsIjSLYIMIyfF1pDpbs4Zbi2c6mGPqoq96uIFV932aMOxX34aaIuHOm9iupuo5ibceRFQnU61nvhbT6daTyaVhz7FgVe2N9q8M9y0PdK0PdK0Ndi4PdCwM1i/2i/2GQT6lgo6IfH3v//kRz/++5/85O8//c0nWRSIq7FwQSPaNdQcWOu2XTXnQw1nbtGytMBXgA8w3kbJ/7JW+O6Duy6oq8ogJ5IJiXRSEoMKSmWi0lhoFgNNJIGIJAiFBKVSAGkseG4GujgXV5ZHqC7E1xbh+aUkYTlZUEZ4RcUnU3FJNHwiiwxMp0PTGNAMBiw7BVHIBBWlAPNZgAxGQhodmM5ApDGxqUxCFgOfwXiR0jEMJjI9BZVCAaWRAGmE5F/85H/85Ed/X1tdtjw9cBA07k21bwbatic71r2qGXfzcBfX0FjUxcnSiwq7uVkNebg0+KeA3//0jz/9wSff+9vf/fNPceDkPAahvrS4ubYamfT2Zz/+/j/+6Hs//+RHn//u57/95EcJf/p9CgFVnpVSyCRlkuB0+FsW6l0hHV5ER5ak4GqyKQp2Zhc/u4eXqq7A6WoIIW31io233Vd/Na54H+h48ikex8RPE00HNvaIPLO9FK4sBLUUoxXl5La6jFZOjpybKaspbOEWKXlFbbwSeVWuMJ/JSSfVpFHrs5jiHGZzUaasPLuxKEVSSFUWk+V5KEU+qrOCrK1haNlUA4/hEKdPdVfOWAR+beVkT/mKR7TnlZz4W86n2y8j3Tez+uuY5irceR5QHfta98ekRxOKs0nl/rjswCs7Hpcfj8sPx+X7Y9KtwcbNgYad4aaVvsbZftmoWSxgpzPpqD/+/pOf/+wHiZ//qjKH4FJURjWCdU3ttrl2x1O3Pyw67m/e6eLEyukR5ttZyu8Xs798tFRvDTYX0sF45Nc0AoBJBjPJYAYVRqciSBQ4gQSlkKB0CjCNBc9KRRRmY0pz8dX5uJpCHKcQV1OErS3GvaIRADQCgEkCpVLB6XRoGg2STodmMWF5THBhKiQvHZSZkpSVAs1OQWcwcGlMQgaLksrApzKwKXR0Gh3OICZn0SD6NkGboOBXP/67T376D5WVhcvhgZOY7SDQtevv3PV3bvnUc32yiV7eQDvbLilyyUp7eOm8DBgT/C9Jv/s/wJ//kgj9OoeJL8tkcArTJJXFTVVF/NKcXBYhm4Uvy2NV5qc11ZYp+FW8wsy6ggxeQVptDl1UlK6ozuvglegltXpZnV7G7RWXGsWFNkmekU+3i5j+7rINO+9osPFyRHo3Knvva/nolz9MSs4HebO6PHsdSseGa2oxbRXYbn5qJy9NUIBvKs1qKs2QlKYrK/JlJdmSwgxRNp2XShGmEoWpREEaiZuCr0tBC9MQkkyIIg/ZVoRVFqG6q8mOhoxhRX64l73oEG6NNG8OS7eHZTujkkOf7CKiuox0XEQ7L6Pay2jPVbTrMqS+DKnjwfbTqdbDUfn+mPRwXP7CIsfj8v0RyUZ//cZgw+ZAw5JbuDAgmxluHzDLpfWlsOQ/Jr/+RXk+WcnP6W9nhzrZi93VZ4ON97HOi0Dr2ZByXy+crU6ZT4esM79aSv/yqrvkdLijOAWGgb2h4YBUEphKAlJJYCoZTqaicEQYhQSjU8DpTFh2GrIwG1WSg6nKQ1cXYtkF2KpCdHkB6hWTDKb/FzggqVRwCgWYzgAVMIAFKeCCNFBuGjA3HZaTislg4NJZxIwUUgodx2JgmDQ4nZTMJCZ1SMout/xGZeXv/ul7P/qH7xcUZCxP959ErCfTvUcBzYG/Z9fXOesUBwz8yV7umJrdpyjpZNOrWYBM9KdZ+K8aK9LahKUSTn59aWZTRWZrTa64OLW5KkdckVVfmSPllfBLs1r5lZ2iGklZdkNRurgojZdNacxnqti5elGFVcoxS3lGCdcmZ/erqvuVhf2ynLHWgkBP8Zaj7nRI/OBVvB9XfOtXPvsk976mu8nGDUvBsBjnEmBt9UQTn2IRZziUhb2NWS0V2Yqy7K66Eg2vXMMt03DLWstyFMUZqtI0eQGjuYDemENuziO2FBFaCxGacrypjtEnyRptKwrqqudt/BV3w9aQdHuked+rPPapTiaVZ9PKq5jqekZ9Heu8iemvIz3Xka67Gc3DXO9NtPs8oPquBZlqPZlU7nmle17p5lDjkqNuxcXf6K/fGBTPOIVhjzw6pvFYWipycYWpkK7mYqeqdryHE+msWtVV77nrLqdbnuZ6byY7407FLC9nLgu5nZK0yvrqTJa7ZZOUpWKIyCQaDkjCA8hEEIUEphJhJBKMQESSiVAKEUCnALNSEQU5qLICPKeUWFuEr8xFleQiKgrRr1IoEAYRyCACUyigNBo4hQJkkQFpDFARE1SaCi1Oh+RngPMzEdmpmDQmLj2FlJFCYtFxDBqKRgWhZiDLAAAgAElEQVTTiIkZdMC4s+XDaWRhqBP19vff+95/S0+nrUWGz2dcx0HtedhyMqXf9/YseppjDtGUviZo4Iy0VxhEGc0lmC4ey9VWbZZX9jQW6psrLNIqp7zKLa+wSsqMTaXtvHx1Q1lnY2VDaZqkLENRls3LIFVRkcJMkrIso5tTaBJWmEWVmrpidU2hll/ultV41dxxddWwsmBcVRTSFG1bOPFB8dO4/Fuf4s9B5dNEU3yIfzkmOHNzwgrmaAN1uIkx0MxyNae7FFnjmrK+Vk4vv1RTV9xdW6znlVtFVc4mtkdaPSRjD8prHJIqm7jM1lhi5KU7GzKGm7PGVIXBrvIFM2/BKVzrE28NS3aGm7eHJPtj8mNvy8mk8iwgj0+3XEXaryNdty89R7T7bkZzN6O5jfW88MfZy32GcfnOqOQFHMtO3pqLvz0kXu0TzrlF0QFZcFA1Odhh7eb1NBfbWss9reXBzsp5dcW+seaiT3A51XQX6bgLqC5cLSuSyvls1Drz3RLj3Y4wfUknqEgjE1EAMhZIxia/NKFkPISAA2JxMCIOSqWAWHRITjrqJRmhphjPKcTV5GNK85ClBahXKRQIkwRikcEpFFAaDZJGAbPIgFQqKJ8OKEmFlmTB8rMg+ZmonDR8JhOfkUJKY5FTmaQUBp5BhzLIyWmkBEcX72xxYLmvKwX57oc//BsaEzcXHDiZtZ8FNTcB+3nYuuPt3hhp2RiVzbsFUVvdRE/1lI4fNQnm3ZKYUzrUzTVKCnSNuU5p0YCssE9abBXnmSWFPQ25KmG2lJ0hKU1vyGVyWBhRJklWxNTU5tvFNY6mWrOgQs8t09YUajlFzuZqr1rg7+L7u2unustD+vI5Q8WBg//gVXyYVH6cVHzwNd95G04H6+4mG6/dDfNtmf4m1oQ0ZUKV6VMXTvUUTfSWjnXyRtr5zuZKE79cxyk284pc4pIhRfWotCLQWT/ZWe/XNgR0wrCOP2/gLOrYYT173spbsQvXnPXb/eLtIfHBaPORV3IyITubVMb9yquQ8iaivJpuu4t23s9q72Y097Pa50XT04LxbkZzMd1xHlCdBVWH4/Kd4aaXl3Bb/fWrbsGym7/mEa71C1YG68Pu+kmXJDrWFR7u8Fkk/aqKMXVVSJnbVwlfkrE+jDU8B5sfJ1vuBqWXLvm6qm6uAL9Ge7fI/HqnPnNe11CZSUYjE/HoZBoOTMWACTgQgQDD4MAoNJSAhbCY8Mw0VH4WtiQPX15IqszH1hZguEX4ikJMcR7iFQWdQCcksaggFhWUSoek0cAsMiCdAcpjAovSoKXZ8KJsRH4mKjcdl5NGzEghpbBo6SmUVBaOSYOmM0CphNe8QkxsoG20nYd/+6sf/fBvM3MYsYDrdNZz7jddTltPg9bjgO7Q37U5Jp13izbHpDvjrSfTmrOgZm9cuTIgCZlFwx0V9qYcE49p4pENHIqOw1LXMuSVREk5UZiPl5elNhcxuqpzDKISa1Ols6nK3ljlFFVauSUOfrm7kduvEE2om6d7msL6+oixLmasjeirVsy1lwPiR6/i24m2b32Kb6bkN8PCu6n6P8far1wNC62Foeb0kDI32lkc7SmMmcpj1iqfhh0xSSMmub+7cUjG7hOXDjaXDcnLvMpar5I7qqweVFaNdXD8nTVRTdWstnzewFm1iXYGmg9GFHujzUc+6flUy9W06jrUfjWtuppWXYWUVyHlTbj9Lqy+i3beRrruZ7VPS6anBeN1pCsebD/xt+6ONW0N1W8NNm4NNq55hKtuwfpA/Vp/w3qfaGOwYblPEHbxg56m6X7lzHB7yN401FEY1FZay2H813/nSvnDhpyxby449tSe66uuHdIDk3ymjL5MS5onf7UtSIl08YtTiXg0gE6EUnEQEg5MwoGIWAgWC8TiYCQSjEGHZqahinIJpfmEqiJSdSG2Oh9TXYAuzccV56JekdFJVHwygwygU4ApNHAKBZhKSc5kAAuZoKI0cGkmrDgT/iJ1ZLFQGUxsNgubzcJmMBAsKiidDkmnATMoACknq6W+FJL0hx/95AfZuczFgCs+7zoPm84ilrOIJR41nkx3H093Hk933i4aHldtt4umi5juNKTdn+xaG2yNWRv9Gs5oa1l/c7azOc/SmKvhZ3RyU3t46eqaVHN9kbu5qr+N427juNvq7M011qYai7jKIS4fauNO6hpjnrYZV8uKu2XJLp41cOa07EU9d9VSdz7SfOdruR2RPU+2/Guo43FC/mG69d+i6lMLb7m9ZKYlZ76zaE1ftdhbtmiu3nbzNl2NeyOtRxM9qwOqWZs8ZKyf1HACmkqfunq4pcwjzfdI84dbS4M9NaGeypi2etPTtDsiP51qPZlSHE/KzgLKeFB9EVZfRbtuZ7tvZ7uvYh0XIWV8uvUy2HYdVN1G1Lexnoe53vtZ7U248zLYdjapOB5uOhho2Hbxdz3CvUHx3qB4Z7Bxe0iyPtC4NtC40tc40ycJuJpDHtXccGfIKp7SVIw359R9+bP8n/w3BfCfB3LBsUb6TlfeZnf+nplz7ZBt8xnzKZ/Nsj7bkuRPqES5KTQ0BkYhYvA4JBYDx2ERGDQciYJgcQg8Hk6jQNNYyIIsYnkBpaqEyi4lVRdhqgrR5YWksnzyKzIWSMIDKEQAlQKgUwEsSlIKOSGTmpzPAhWkgAtTIfkp0JwUSDYLmsmEZTLheano3BRUbgoqjQZ5CbtPJYPyUtHlRbS3X/3657/8JD8/dW7Cehq1nU4bzmK2y1nL1bzxatZwu2i6X7I+rFnuV813K4bbVevVnPUsZDz0da31yxdsjVEDP9DN9nZWD6rKXPIil7SoT1E60FI50SWY1jaNdPOdqlqnimOT1Vqa2XZFjU/fOOtp3fT1bEx2rYwoNwebN1yCZQN7Xlu1ZOBu2ETnY9LzMenxQOOdr+VpWn0/3vY4rnwcb9nprVluL1poz1/uKt4ysTeN7C0b98AjOuyXnI21XEx3nwZ0RwHj/pRmY6RlZ0yx1i+dtdZH9Lyonhcz8Dfdsp3+1uPR1oPxtrNgx0Wo7dgvv4523M1238723s7or2Pdl+H2+HTbC4XEJ1su/a3XU623oY7rkPoypL4MtscnWy4nFWfe5uOhxsOB+j2P8KC//ni4aX+oac0jXHYLF5381X7xsrtp1i332xRhT+fCUPe0qX5IUdiZDsz9P/978S++3wL+jSUFMFlNWGzOXFZnbRkq7m2yuCRtNvVfVvLfHWt44x2SVDoRjoRg0HAEHIyAg9EoKBqFQCAhCDgYg4aRiRAWHZGbTijJJ1eXMWsrqBWF6PICdFkhpTSP9AqPSCJgAEQ8gEwCUEiJNMLbFEJCBjkxm5aUywQXpMIKUhG5qcicFER2CiInFZmbgcnPwGanINPp0AwaNJUMSqdCyvMoFbmkrz/72e9+/+vMTIZ/QHcSdcRjtvM5582y83bJdrtke1yxf9hwP23Y7lZMD2ummxXL5aztPGw69qt3RuRbQ9LVvvpFO2/GzI1ZuGFjbUBbO9ld4+vhetXc0XZuv7LSLi93KdkDqrpJfXPY2rI5rj0KmU+C+kN/z/Fkx3Zf/ZqFvWqsWrfWrtv4qybuyaD41t92PdHyHOr8JqZ5HG+7HVEcOgWb2urF9sL59vyFrqJtc82ulbtt4ey7608HZcfDstOJ9rtZ11XMHY9Y4yH9abDryNd+MNZ64u04GFLs9ElOhpVXvu6HoOZyWnMd6bmLdl5HOx5muh5muq9jmuuI9jLYfh1U3YY6bvxtF+Py85HmS6/8bLT5YkJxPtV66ms59ynOvbKzUcnJYONBH3/fLTjoFx0ONOz31+8MNi65eDNWzqyVs+AUzlgEUUdz0KmIeDoWh7sWXHJbI6ss+af5P/vv1X/6sQr+B3cmeKISO93AXG7L3dexb63y67bsaMpvd2oQ13bFaLuEScHBUeCXpwYIKAAGS0LBwCgkBApJRiKBeCyAToZnp2JK8knsckZNOaWyBFeWjyotIBfnEF/hoQlEdDIRl0zAJ5LwCVTcOybubRruXQYlKZsOzGPB8liIbCYiiwHPYMAymbAMBjSL9XLKINLpUAYxOY0Gyc/CZVPgbz/9+S9/8QkRBw32aS7n3dezzst59/WS43bJdr1geVixPq06bpeNj+vW503744r9Zt52M2M6D3fsjku3R5o2B4Ur7tpVD299SLTo5oWNNX5NtV9TM9pWOaqsnFBzp3pFM3Z5zCJf6VPvT+jPg6Z4yBgPa06nOo7HFNvOuk1z1aa5at8t3HWJlk01J4ONj8GOh4D6m1jvf8ybPkypHyfbzvsl2wb2ak/ZYnfJoqZk21q77+Tt2eqO3KLrsdbT4ZbTifb7Off1rOt+se9+3n7s694fa4lPqh6mtXeBnrtg152/89bX8eDrug333oS678Lq24j6OqS6nm67CKvjU52XftWlr+VmqvV2qv3S2xIfkl6OSM8Hm+NjitNxxdGQ5NyrOB+Tng6JTwcaDt28Q7fgsE+0ba/btPG2++rXnMIFW92CjR+zcANadtAiCjjkIZdqflC9PtIxoiqogvxz+W9/yPnip+2wT51p4NFSVFBIn5NmbnWXX5gkd93F0cwv9hroF552fUMlFgECgpPgMCACCUEiwDA4EAoDwqAAKAyAQAAIOBCdDM9Jw5blk9ll9NoKalUprqIQU5JLKsomvMJB3pGQAAIGgMMk4jFfk9Bv6Ji3qfikDHJiBik5kwzIooCzqNB0KiSNAk6lgtNo4Bd8ZLHg6XRoOh2aSocwqKB0XBIO8Pkf/+XXCHDymLnjLGy/jFlvlt1Xi/a7ZevdsvX9hvP9puthzfS0YXvetD8t256WHLdzhoto54m/dc8r3RoS7Y2I9sYaDiel2yONi866OStvziqM6gTz5sY1j2JvovvIr98d7T7y6W5jttuo8SqkvY10xb2yA4/wwFW376jZd9bu9wm3nLxlG+98TPo43fUQ7P5mxvDnOcOHQNc3Mc030z0HDv5Gb+Vab/WGkb1lYu/b6/bMtSce0b2v42y49WhUdRO13857Hpf7/nVz6H7GfDqhup5SPUW0H2LG54j+fUj7YVrz4NfcTmvvI5rbUMdFQHkb6biYUsaD6otJ9emo7GiwMT4qvRhTxIek54PNl0Oyq2H51bjyfFR+0Nd41N9wPNB4OtR02tdw6OYduPhHbtGmlbNm5uy4RetO4Yqdv2gXzFn5YQM3aBFN2SRBR2vU3brl7Vp1SztzwQ1JvxW9+0UX5nN7CnCsCD/NpUfrU1Y6iuM60beGmrVa5I40c9cubypNR0GTQS9mcC9+xXAgBAqAgJPgCBAcBkQjE2kESE4avryAwqlk1VUzOFUUdimhMAuXn4Z5hQZ9jYUloOEJSPgbNOIrAvIrKuoNC5uYgnuXik9IJwIyyaBMKjiNAk6jQdJosHQmLI0BTWXCMlMQaQxICg3EpACYFEABPSmLAv7Db3/z9vWXdrXsOOK8mrNfLNouZo03i+bbJcvtkvlu2Xq7bLxZMtwuGx+XLLezvbezmutY95m/7TzQcRlQX/pV10HV+VTryYTicEx67G3dG2ndGpDvDisPx1vPprsvQr1XIcNdzHId1p+MK099LRcTirMB8Z6jbtvK3rVVn/Tz94cbVt2CNU/juVfxPqZ9Dmu/nTV+O2t8mFS/D/f826zpfESyYahe1VataMuXNaWbRva+iXPmrr8cbo2Pqk5G2099uruY63nR83Gl72ne8jije5rVP8R6n2eMT2Hdc1j7PtL7FNY/Rg1PM7rroOp0QnrhbzkalRyOyOJe1YW39XSo+Xig6XxQFh+Snw1IT/ubb4bl8VH56bD02FN/6BIee+qPXMJDG2/Pxt2zcfcd/B0Hb9PG23IKVu38JWvdkkO47GpYdDZGHOJxk3jK3hJ2tmyPdR1PqAdErA5SYj3gN0rEpwbS274s+Egpxl/LnJXkHqjZ/2avO5UzdjsKloxN1VlMOPgtDAqAQ5LBoEQoKBEETACCEiHABBgchICD0PAEMhaYzkAVZeM5lSweO4VTRakswhZkYvMzMK9QwLco8Ds49Gs49DUS9iUW9gUR+iUN+TUTk8DEvEvBJaYQklhEQAoJyCKDmWQwiwxIoYGYNDCLDklhQFMYUBYdwqSBa3LR3AL6r//xnz795S9cKmk87LqIWuIL1otZY3xGdzVvvl+xPaw6rxeM8YXeuxXD9ULP7Xz305LuedH0OKO7i/Re+7UPYeN9WHcV0F5Naa586qvJ9vOJjtMJVdzfdhVQH/tab6K9z3Pmm5D2fKL9eLj5clJxMS4/GxBv2TibNva+o+bII9zpb1j1NK65xacTrc/zuodQz0Ow+zGsuZvsegx0fxPV30wptyw1K70VSz0li93FC13Fe8baU4cwPiC7HG8/n+g4Hu+5izo/rgw8zFs/zDs/LLkf5q23M6anGctD2PgwrX+Y1j9EdA8R/Qs4zr2y+JTiwt9y6VNdjLff+NW3U+prX/uFtzU+0nI6KDsZkF/0S04GJUf94mNP/Vl/Q3xQfGjj7Zs4RzbOoa3uBR+7Tv6Wnb9u4685BKtu0Yq7YcUjiTjEIzrRtLMt7GxZG1Tte1UjDek6FliJ+qMc+vsu1GdawleWNOBgIW6Kzdzt5vzfg9JLdf6Oriqo4WZQ0XDIOzgCBIMCQOAkMOAdAPgOAEyAghJhUAACDsIik0gYQCoNVpCNqyyh1pTTqsvwJbmI/Cxcfgb+FSL5DRL0Fg39Ggn9GgV5jQJ9iQd/ToJ+SYd/RYd/xXxBCTaRjktm4EAMHIhCTKKRAXQKkEYGvECERYcwqCBhCdGkEAFef/n5r35jV8kuY4NXc9bzRePZrO4orL2Y1d8tW+9XrDdLhotF3elsz/Vs191cz9Ni7/Oi4WnBfBvSX/oMzyHn+7DrMey8D1nupvWXU13xqfar6Y6bafXVdMd1SPU8q3meMd6FtHfBrvtg+32w9XJCfj4kPumvP3Dxd5283YH6tYGmpT7JxoDkdFL9PGN8CvV+COufQr33gZ6LUeXDpPo50nU+Jt0y1y5rSpc6i5bVpSuqwnVN2bGn8Xy4NT7aeT6liwdNN2HLXdj0PGe+nTFchHVXYePTjO3jguvFde4xYnqI9T7GNO+j3R9mex7CHXcB1Tez2vdRw1NY9xDRXQXU8fHWsxHlUb/8sE92Oqg46ZPsWflHLuH5gDje13hiFxyYuQcWzpGdt2Ou27ZwtmzcVVPtirl21c7fcImWnaJZR33Q2jhmEE1amyN9bauD6s1B+ag4011OMGdC2lCfyZJ+3YX6wkRNduegA9z0g66a/+hrvNIU7pvZtqZCEiIBCUtGwEEvr2FhUMB/FhwMQMKAaHgCCZOUzoQVZGIrishVJcTyAlRhFjwnFZnFQrxKTvgKmPQ1CPQGBHoDhryGAl8jwV9iIF/h4F/hEW9IqEQSJomMTSbhARQChEqEUoggChH0kiDJpMFZdASTBmXRIcIy2pipNZ0A//yX/9TdVHc6M3Ac0R9He84CXfHpntuo/jamu43pHucNt7Geq3Dn3Wz3faTzKdLzPtL7FOp9jBruI8bzQO99zP486/w45/4Qtd0HdVdTmseI6XHGeBPSPER7nqO990Htc8TwMWa893dc+RQXY9Jrr+x6TH7sqd938A/6GvcGpNseydGI8jrY+zxrf5qx/Xml/9sF92NQf+Vtv5tU/8eK+X20e9/JW+wuXO4uXFWXzMoyFxSFOwb+oVN6MdZ1PN5z5Os98xuupi3PYcdl0BwPGW/mbc9r7o/rrveLjg9Rx59D7j/P2D9EjE+h3vcx3fOM8XHG+Lxg/bjg+DBvf5qxXAd64l7V2YjsdKjp2FO/7+HtO7m79tqXDuPQIdq1cjeN7G1L5ba1asNSs2ljr1url0yVS6bKJQt72Vo3Z+FEzdxpe8OUTTxhFU85mhf6W1f7FB5RxjCP5S4ndNESWhF/6EZ/ZqC+dmUnT9egj9oy/tXDPzZx1u3StuocHPANGPwODEp8eSf94jT64gr38sQNhwGQCOBUFjonm1BYQC0pphYVEXOysWmpCGYK7NXXb7988/UXb9599i7hdRLgy6SkL0CAL6DA10joWxTsHQaRgEUm4tHJBAyQhAOT8RAyHkwhQKlEGJUIo5HgdDKcSYOmseDl2Zj+7kZxZfqbX/+DUlS2E3YeTOtOw51Xwe74lPou0vs8Y3yIah+iPVeB9uug6sbfdjvV/uTv+hDQPvs190HtZVhzFum5mbF8WHI/RiwPQeN9wPQ4bbkPWS6DxrtQ71NY9xTWPYYMH6OW55D+blJ9N9V272u9HW+5HpOf9IkPnA0Hbsm+q+nALTkZUjxGTM+zzg+LA/+x43u/4Ln1a28m1E/Bnv932/PtvG7PxV/syV/syFtoy5uXZc1LC2eV5Ssa4dlQ55G3+2hCexG0XAYtj37HU8TzPN9/v+h+2HBeL5vvZ8zvg/a/+J3fhqzvQ/qnad2HmOnjnP151vowb32cd9zPWJ9mbHfT+vOxttNh6fmo+MDF2bSXb5hLdmzVh27Boat+31G/beFsWWo2rOWrppJlY/m6rXLNXr5sKVm0lC1aquYMVbPm2rCx1m/h+6z1o0bBmEkYc8siVnFfY86wKGuoLk2fAe+lvtOTvnCkvh0rTIpVgS870v8y3HDoalxxqhqL07DQtxBIwov72wt/wKAAJAKMgINePBdwOBCZAktJxWVlU3LzGQXFzPwCekYmjs6CUxnQV2/fvX7z9Rdvvv7Tm68/T0j47O3bT5MT/wRI+gwKfA0DfQUHv0FC32KRSThUMhkDImNAZDyYQngRYsEkHJhCBDGooFQWNJsGMLdyxx0duKQ/tNTl70zbD6Z1x9Odp1OqM7/6JqS5j2ofotrbUOelr+XG33Yf6Lrzd95PdT8GtI8B7ZWv8zzQeT1vuJ4z389Y76aNd379h6jtMWg8Huk4HO+8mtLcTGlu/dqnkPl9yPYYND4GtA/B7vfBrnuf6nJEvuds2LKKNi2iXZf4ZEh2OdHxYdZ2P2P9uDL0/52E/7I5ejOti48pryY6/n3F/j6m3XcLljXFi5358625s82ZEXGWT5Q10VSyrGvc9ahOxrTXU+bbKdP9lOVj1PNxtu8mar2aNVzN6R9j5m+mHR/HzU8B/fuI/mPM+HHG/CFmeh81P8T0dxHdbUh/7dde+TqPhxRbTsGum7/n5qyZy9eMxdvWqgMX/8Ap2rEKtsy1u/badUvFsqFkyVCxYa9ad5SvWEsXLWXzxsoZfXXMWBsxcabMvFE9f8QgHLPWR13SgEE4pWJPNpVM8PJtOQQbE2qjvetLTRzJSYiyYQ+6gj+PNZ8PKBbMsvIUDBT4GgpJhkKSQcAECDjphS1egIJGwTBo2As4WKm4zBxSfiGrqJSZm0dNS8fQ6FAqDfLqzdefv/n683fvPk9I+CLp3WcJX3+anPgnUNJnEMAXMNBrOPgrBOQNGv4Og0jEoZIJGCARl0zCgSgEyHfkQYbQyAAaJTmdnCzn5M5NWHXyWn1z1X7Qejzde+BvP/Kpjn2q80DnTUhzM911PaW683c8BNqvferz0daz0dYrn/rW33M7rb0Kaa9jxocFx2PMeh8yPUWtH6K2e7/+Nqi7jhpuQ8arKf3NpP5x2vYYsD0HbM9B091k991E+9Woct8hXNZWz3RWzPWwtxyN+4Oyu2n9xwXX87z7/dLA/7MX+L92Jx+iluvJrquJjo/zlg/z+vMx6ZalZqGraK41zy9gDleRnZVkayVtoqlkppO3ZZWfuDquhrRPfutjwPxh1vFxwXU/Z7mdMT1Fre+nre+9+seA9nFa+xzSv48aP0SM78OGh4juOaJ/juhv/OqryfaTEfmalbvrFpwMN2056laNVevGqnUze83EXtOz1w3VW5aaLXvNupm9ZqnZcNSsOyoWLWUL5vI5U3VEzw7pqmOWuqCtfswgmLCK/U5JzCmbdUrCnbyYjDtcnmVLxdsZcDs1cSAdOFEInuVhny1V7wfFZ/2KaU1DLgmChSW9mM4mJ30NBiW+UAgcBkQhIS9SOh4PptIQqWnYrGxSYRGzuIRZWETPyiakpKKYLMSrxKQ37xJev0v4IiHxSwDgNSj5NQjwBTD5Mxjo9QttIKFv0fAENDwBi0zCYQD/OzjIeAiVCCUTkmmUZBYlqTafGOjv3p72zPZ17vl6T6Y1x1Nt+17l8WT7sU917G2Nj7dejivv/R2PUx2XY6qL0bbL8fbzifYLf+f9jPFxwfa46Py47Hmetd9NGx/C5oeg8ZsZx5+X+u5ilvhk78WE/mna8U3U8xxwfhN0fxu0PXm18QHFtlm42FMZUuZPKvIinRVr9vqjsdaHqOU6YnmY99wv9j0uD/7rhvfblcH7sO5mquv9rOnjginule27BSu68vn2gklhSl8JUZcHU2cAnWXESXH+YjtnSys+sbU9TZgvvd2Xkz0vRspXU70X3u7L0a7n8d67ye5Lb8eDX/M+on/w9zxMqu+m2q/GlRfelutJ5eWE4qC/ftPG23YIdpz1G3bempmzamYvGytnu4vmekpWjdVbNu6WjbturV21cFat7CVr+YK1ImYqjxqqQ7rqoLYyZKiZMvPGzcJJu9jvlMy4ZAseRaxHuNjKHyhKs6VhnSykiwUcyYUEy+Hr0pSPfaIbj3jHLh9s5WYSwCQ0+MUaEAb97mR5OVNeLOHQKCgOB6JQ4UwWJjOLXFDIKi5hFhUzcnJJ6RnYtHTMKwDwHQD4LhnwJhnwJjn5SwDgNRj4JQTwJRz8FgF591JIaAISmoCGJ+FQQCIWSMQCX64FkHBgCgFCwifRqYAUGqAoDe7S1B9H+w6mzEeTmpNA56lffTTVse9V7o0qDkflJyPyizHFvU91P952M9Z+M6G+nOiIT3VehrWPC7bnRdfTgvt50fVhyf00Y3uMWD5ErO8j1mpIENAAACAASURBVA+zjiNv97pHdurtfQ45n4L2q1HD47jp44Txeazn2C6eUZUGZXlTzTk+RV6kp2rFLopPaz8sex4WXDdzrpsF9/Pm2J93J/+yOfw8Z74J9tyGe5/nDI/hzvOR5nVD9UJH4ZyyJCLJHxOxevMA7bQvzVlQXx1rQVm22s45tcnjg23xUdWNr+duSnc9oYkPt58NKc/6FYf90qM+6a1X/eRXXwxJTl2ii/7GfXvdoVtwPtZ8OtK03yfacQjWzHUrJt6Smbds4iwb2MvGqllN8YK2dN1cs2GtW7fw1m11y1bOoqVqwVoxZ62KGMoC2rKp7rIJdfFkT/mkqc5nrfeaRaNGwbSlcdGjnNMJI7JSb02qKwerpyZZmAlDRbA5IfnSVPPNiOLI0rBmlfXw8pmIJCQ0AQYHwhEgBBz8Yl39UmgU7D/BQaLA6QxUWjohL59RUMgoLGLm5pGzsgmZWfhXQFACGJIEAr8Dgd+9MAcU+CUM9BoBTYBDEmHgBCjgLQz4Dgb6GgVLxKGABAzgpUg4MBkPphBBRNw7GiU5jQFKJb5TCHMPws6TKcOJr/tkqut4svNkSr09LNsekh6OyE6Gmi9H5HejLQ+jytux9psJ9ZWv8yLUezVruVtwPS2472POF3w8zNqew5YPEev7sOVqqvfQqz72dd9G7LcBy4VXEx/S3A/3Xntaz2ySJVVpoCnbL8kNq0ojPVVzZt7OUMvHNc+ft0afVgbvlwYu5/ueN8f/7Sj07dbo44LlLtJ7NtX5MGf89xXr9UTrgVOw2lOx3FG1peXuWDjLXcXjHIqW/kZD+9JbhZtpzt3W1p44Gs/65VfDnVeDXReDHZej6ssx1cWQ8tDTfOKRXQ+rbrzKE49ox1C5Z6o+slcfublnI42nI00HHtGKkTOnZc/oaxf13CUdd05TvWyoXdRXLBkqVkzVq6baDatw0yFcc/CWbewlG3vRURszVYT0lVF9bUBTGdCygzah3yH22hp8tsawTTLrlI635Pub0pZUxTOSAmcOwpyaFBbQT0zV/+5TfhhR7JsFay5lfRGDAkvEIJJhcODLmu0FHC8tCBIBwWLgRAKaQICRSDAqDcFkobJzyHn5lNw8ck4uKSeXkpVNegWFASDQZDAoEQR6C4G8hYK/gkHewCBvEOBEJCQJCUlCQYFwUBIclISCJmPgQCw6CY9OxqMBRCyIiAURsEkkfAKdCmBQQSxScn05fXvSeBLUH/nUh972vZHWrSHp9rBsa7Bpb0h2NNB8OSK/HpDcDzTfj3bcjHWcjnWcBXqu56y3886bmOMu6nyacz0vOB+iloew+SlkfggarwK6i6DuLma5j5jPxzWH/R1HDlXc1bGrE60oSyZ5TF99+lIve8XEX7E0bnnkh+OdT6uux9X+x3nHx62x562JjzuTH3Yn7lcH72asd3O2i7DudKrj/ZzuMaQ+HpSu99ZtdNVs9XCPPHVXQ8JLpyDWyDTSvjQwXo9Vwuck6evaqi2T4MDScOpQXvR3x/tVZwPS+EjLxajyytt+Odx66hEf2urWNUVb+uJDS8WBvXLXUbXv4R72ibbswlkNO6apXejlz2lr5nqrlgyVi/ryJUPZqpm9ZedvWIWbNsG6rW7Ryl60Vs9ZqyPGyqCuIqCpDGqromZuwMz3mkXDZmHQLY86mmfs0hl9za6t+mlc/jDcsqepWmrJ29FUnrsF98OSnd7qfXP9slkuyCLREUA0AoyAg2BIEAT6ncjxcqwgERA0CkoiochkJIkEozNQTBYqNQ2bkUnIyiZkZRMyMnHpGdhX37ENLAkGS0IjkjFIAAqehIQlwiHJKGgyEpKEACe+FBKagIInYdHJ38ECAyRiQSQ8gExIplOAdBoklQri5pPWR7Unk7rD8e4Dr3p7qHWpT7IxJN0Zkh/0y04HW+KDLaceSXxAduVtv/apr3ydF/6uq5Duftb2MOe8n3U9LbifFtwPM47HmPVjzPkx4vgQsn0TcTzGrPGQ/tqvvRhSHZrEO928iCS/v5TgKiWu9HBPh1u2PU1HE21HPtVZWH+/7LlfH7pddD2sDX27H/iw7fuwMXa34LqZ1j2FdTd+9a6rYd9dHx9uOu2r37fw9ozcA4vwZlL+Ybrl46T0YVAYkzC1mUkd6UmWKoKvOT/SWrKkrtwzCI4sDbtGwbaJd+AQx4fklyPyk76GbXPNlqFiU1+6ZSjbMZau6opXjVV7LsHRQPPhgGzZwp831kR7K6OGmjkjZ87IWXWIlqz8rb6mTY94w9m47mhYsQvnbNwZW03Eyp42VQeMbL+mxqdhT+lrAqZ6n0U8qBeMGURBo2jGJtnyNBw4q8/76m6GJB+9yhtX066GvdFdvtVetqQoPXG3j/c0lacTKXAgDgKCQQFgSBIQlPAigr0YnKOQUDQKhschiUQkiYRgMHBMJp7FIrBYuJQUYmoqgcXCMZn4VxgkCAUHoOAANAKIRYFxaAgaAcQgQSg4CIOEIKBJYMDXUNDXcMg7NDIRi07CIAE4FJCIhRAwQAIGSCFAqCQgnQJm0OCpdAg7l7g+qosHzEdezb63Z2u0c22wdcUj3XQ377mkJx7Fgbt5zyk+6Gu+8LZe+9ovx1Snwy3nY6rLyZ6rgO46ZL6bcd7N2B+itvcR+8ew/cOU+eOk6c9B22PEEo/q70K9t8PKXQ07XJdiygB30JNGhTn3k7oPc5bbGX081rUfUMbnLLfLA+/XRt6vDT4s9T+vjTyvDn9YHnw/Y78ca78YlMcHm/YtnEMb77JPfOYU7Rpq1ntLt821Z6PiO7/8bqwp7uatdRU5OOSOErSiCGtlswb46T5x5kJr/mZX6aa2ctfIO7A3HjpEBw7+rpWzZWJvGiuXNcXL2sJNU/mqvmzTxjvoa9p3N+95mlft/HlzZVhfFNFXRPW1MQN/1Slbdco2+uRrbvGqR7xkFy3ZRUvu+qibF3JwAlb2lIk9peWN93AmdNxJo3BULxzS8kY0vCkdf97ZfDAg3jaW7lmqzj31N0OSQxN3SVU4ryxYURQd9ggOB3u0UnYaFUFCQggwCBoGgL4sVv6aL4xEgF9sztEoGA6LIBExVAqeRiUw6CQalUAm4YgENJGAJuBRr15g8VIYJAiLAr98oBFgDBKCggPgkEQY+C0KkYDDJOMwyWhEMhqehEEkv4gfJByIQgTRyCAGDZlChVZk49dG9Xcxz/G4dt/bszXWvT7UttonW3GK9zyyHXvjtq1+3yM57Jeejigvx9vPRpRnI8qL8Y74RFd8UnMV0N1HrHdhy03A+BgwP0+ZHsf1T17tk1d75+s9H+88G1IeWUVrbWXeMpKa9LUmC7miEX6cNt77Nffh3niw/WBCfunX3AZN7yPO66D+NmS8DJrjQdOFr/dipCM+IDt31Z86OMfm6mMr58hWt6OvXe1mR9pL57vKV401m6aaNU35Vnf5nDzbVY33CFL0tSk9hXhtAXpEmBpT5s22ZC91lGzp6raM/G0Td8fC2TSyNwzVy5qymCp7ubdoy1yxaqrYtHN3nPXbjoYtR+OqQ7BoZS/aKqOGymlN1YyRt+6RbfYpV5ySJbtovb9pxsiNGThzdn7UzQu5aqcdnICl1t9bN9Jd7dXVTOj5Y70Cr044aWiYNtUvuCWbDuGWoeLYWXc+2HQ73hIfaN618NYNnC0tN+5UrPS1cysYdCKYhIXj4RAUNBkKTYSAk6CQZBj8uzkWg4a9xGi8DLQkIpZMwr0UFoN40cdQSMgrBDQJgwThMVAcGkLEwYk4+F/JA4JGgJGwZCQsGQZ+i4In4TCAF+bAIpNekEHEfqeJ0cgQOhXJoiOKM7ALI9rbhYHd0a7tsa5tb8/mSPtqn2zOKly1Nizr65YN3G1Hw5676dDTfDbUcj7cGh9VXY2rb6a6b/3a+4Dh3q+/8WmvxntuJ3vvfL03o93XA6q4U3Filx5bJPtG4WYne7G5cKyKYcnFONmpG/rG+GDLsbs5Pqq6GG8/HpTfjXU9jvRcD3Sc9SvuJ7UfwvbLSd3JoOrAJj5xNF466y+s7FN92Y6mbFldHGsrmG4tDnZUTXeWD9an2CvxQxxaSJwzKUjrzYLayukj4kIHJ6UzG6YrQPZz6ROitIi8YEFdtablrmrZG4bqTSN7rbd6TVe5rq9cN1asG8tWTRXr1poNa92mTbRuFa076hettcv2mgUHd97GX3Y1bA0pVlzNyy7xokO45BIsWnjzJu6MtS7iqot4uGFX3bSN+wKOUW21zyScNDX+Fzg8ipnemqWe0n173YFHdD4mvfN3PgS7b6a7LsfbL7zdM4MdleVMMhFKQMMJCBgGmgyHJH6XWQ8HwhGgl9yMv8YkwHBYBB6HevExxqBhKCQUiQAjkUAEAvAKDklEI4BEHJyAhVGIKDIBScDC8BgoDg3DoWEvXIKEJWOQABwGgMMAMKgkPDqZgAEQsUAy/kUKg1IIEBoFwaIjspgwv0d1tTy4MareHOvcGu1aG2yddzUtOho2HE3rJsGChr1uEey6m9Yswh1X02GfbN/dfNQvvxjvuJxQX4x33Ix3X46134x13E90PYx33Yy0nzqb9wzC3V7hua7+QMvbUJYGa1nuMpKrkjUkLJzrFi7pOcs6zqa1cc8l3bXLj22KuKXlzCSPu2RX/W33Xk18uOvIqdzWCja7a/c07P2u/I3WtIWWnIA0e1ySNa4o1tWkFoA+pf3mezlf/EhOfueuoFpLiRLi645M2FhD4YSsxFJFUTISe7LhQ7z0SXFuUF4w01a20Fk+11k0qy6cUxfOqQuWekpW9RXLmtIFbemCrnzFyNm01q+aBWsOwYKlOqovWnTUbg41bQ5Kd4Za1jyyjQHZen/Tmqd+3dWw6qifs/NDDs60sybk4PjNNX4NZ0pXN2mqm7aJw075hLlxytgYMjUu9snXbI27NuGRW7zvER8PSq6nOh6iPY8xzTcL1tuYxe9pK69KxRKgeBQMD4VgYYC/JpMDXnSOl0LAwUgE5KUFwWGRL1fFXn6Hw4AwWBICAXj10meQ8AgSHkEmIMkEJAmPoJLQZAKahEcRsDACFoZFgfEYMBEPJuJBOEwyAZtExL7MtMD/2rPQUEw6ik5KNnZwz5YGN6e0G97u9eGu1aHWeVfTWl/ztlu6YRbOaaoX9ZxlC39Rz9t3y44HlAcu2b5LcjKgOBtqORtqiQ8qr0faHr3qZ2/n05j6bqjt2Cre0tbt9tQdd/PWleUzDTmDZQRHBWmQn+uXc6eVdcMNmZYqiqmCMSouXtNLV7oa19qFu92N+wbxvqlp1yLfsbZsGiTzbTUziuKVtuLFloyAkOQT0Qf5NHstoxD8pzff/59f/N0rxm9/XAP7o5Sa3JEK56NeC9BfqdJgjhqWi5PeX5dlKCG2pIB7i4h9denDvFRffUZAmhtuyY+qCmbVxbH2/Jn2vMXukoWe4nlN6UxP8aKOvW4Wrpj4y9a6JVtNTFey5OTseaX7Yy2b/bKtAfn2oGxnWLY50LBi5y/Y+PMOwUyfIOLhhp3cgIUT0vNDZlHAzJ80CidNjZPWpoC5KWwWL/ZL9oeU8VHV+Ujb4YD8ZEhx4VVdTbReedv+bdH+r+uDXoc8K5+AJEIIWAQOAkbD/gsQf/37QXDYd/WyZEGjYAj4f4EGAQehUCAsFvrqP2FBIaIoRBSVhH75oBAxZAL6BS5EHJREgFBIMCIehMcmEXHJZALwZRtHIcApBDiNhKTQkHQGik5KVjYUna97d0LmlZGujRHN5kj7Up901SPZdkvXTIKF3po5LXtWV7NsEO25FXtuxb5bcdinOOqTnQ8o4gOKy37FzYDyZlBx1S87tjZuabnr3TVbWu52N3tVXhIR5oxwGJ4qUn8tY7K5MqQURjsaPKIMeRq0FvNWQAI46wqj7cKwghuRVC+q61Z09SsGyYymIaoW+BWVY005gaacCVHaUB2zn8vszEGmffGz1//rFfw3/1iATGpKRUrTsQIyvDDp0yLwpw0UYEsmxFCGGazLGBLkeXjZbdkoMR3YmYN2V5DH+SlBSU5IXhhpLYmpSsOteZHWnFBL1mxnwYK2dE5bsqSvXrcIVs2CeRN3ycZZc9WtuOu2hhsOJlp2huSb/c1bQ9KtYcl6v2DDXb/iqp93i+b7+DFPXdTNm7bVhYzCaZNw2ir0GQTDvfwJc6NPXx8y1i96mvdGVBfjnefjnSej7fFR1fVo+4Ov66NP85eY7S+bo6OW5rQMFBwPQsMhCBAI+deVG+qvWxUE/DtN7K9j7XcZkS8jzMvOhUxGUyiYV0QclIhDkgloChFFI+NoZAyVhKaRcXQKlk7B08g4ChFDIaJoZBSNgqCQoCR8AgmfQMInvTAHGQ+jEhEUApxMwjLp6AwWTMzPPN/x7c64F4fVa6OdSyOts07xorNx0928YRMt6mpneqpm9NVr5sZ1i2Td1LRtlZz2yU/dsovBlsshxfWA/MojObPXH1sEuzrukqp0S1NzaBOsdlfNNOUH6jP72WRrOWG4Mc8nYweVovkeub+tRluZIk7BlUDf8kkIS03+kLhqWFQ2yM0eExdNKKtG5NU+FSfQUTsuLx9uyHRzUl11aS1ZiOyEX1E/+2lKwm+5dERrRZY4jVgCfZP+9ncF4C8FNFgjC9zEfNddBPZwU5zsNHN1Rk8JU8yANNMBhnycV5A6Lc8PyPJCyvygLGemNd8vTRsRUoLy9JmuwlhXyYKevWmtX7MIF82ceWvtsqtmzl692sffHZHsjMh3hxV7o4o9r3xzULThrl92NSy6BBEXJ+rmRty8oJUTNIqmrfUhW4Pf2jCqF471CqaMjUFzw4JDst7XeuTT3QQtNwHjrbfrbqT943jPv3u7/iOg/zDXN9TJZzHhSDQAAgbCACAYFAhFAOEw0MsdQST0uxTI/51LXtRSDBqGxyFJRCyVgk9NpaSn016RcGASDkohwKlEBJ2MopMRNBKMSUUx6WgmHc1ioJl0BJOOYNJRdCqCSoZTCBAKAULEAgkYIAkHpRIRNBKSTkYx6ehUBiaNjqwuYc4HnGvTtlVvz9po59pQx5yredEt2xxoXXGK5438QHdVSMdeNNcvWcQrlqZth/TAIz90y8/6FZdDyos+6ZlTfGQV7Zv4e0burq720MTd1lUvthSFeRk+DtOUB7OXE8ebC4JK9nQbL9pTP9lRa+TkyPIobBKyEAUqwYJEWVRtbb5DUGzm5vZy8kyCUmdTxYC0rL8+r0+Q2VtMFVGSiiB/ygH9KQP0WTkFLsqilRCgjLefshI+y0MmcRhYDgUhZP7/XL1nkGPXea6LmSGVZcmSlShSFEVSFNNMz3REbMRGzjnnjZxzTo3cjQ4AutEIDXTOOYfJHAZl6pTleGxZtmVfle8999j3pDp1q+4PULTrolah1t6Ff/up933X+j7sBQty4CkZpmpgVE3sCYBRAqgxLtxH6k2zIXUDednF3QqKDhPKo4TiOCbd9NIXHYStMGsvKdgbFZ4W1A8rzkdV16MZ++Oa+Wnd/HTe+dFS+KOl6IfLyY9WUh+uJp6tRx8sua/mved179mc66BmO2zYjprOg5ptr2zdnTZtTpo2p61bFc/KuGM5bz6oeK9nnBdVx3vL0b86mvzN8dTfbOf/biv/N+uZ/7wY/9vNwi8PqnEjizjSj8ZAYQgwdHAAAR1AILpngg5CwH0w6Kfi8amnQD8p32MQBDyaTiNxOXShkCkSsUAE3AABCyaNQEkjUDIeSiFCqKRBBhXCpMHZDDiPA+dzYTwOnMWA0sgwKrGLAoI0AiXiYBTCcPfNc3QymkVH8tl4DgMnYOKncoHLjerlSuF6IfVgPn3RiF02448XM1f10NmMb7do2RkznEy7z6uBq5nQk0b02Vz4acX7pOz58Vzg4/nYzxrBn9X8H1WcP644f1pxfDRlfpBXngZ5uxbmoho7I4O3jaT1kGgnodnPmjbT+rWUoeHX5PV8v4jl5LEURBQPC9GwMX4ZPQFwoxpuVMNN63lTFm7VwBhTET0UCLfnJd7gq3z4OxxEjwA9KEAOMId6+YhBBQWjpmM1RIQKCzYQIRERftzImzIziwCxCBCnjOSsDBliDYTo9/JizKyBvuoT70UVxzHFXoC/7qZuh1g7Se52nL0d4x5m5BcThodV25MZ24Mp3XtzwPsdx3vzvieN4LNO6r326JOF+FXbv9Mwnba9543AeSNwOOPYn7MfNhwHdft22bgzZVjJK9fG9btV71rJvjFmPa26H8zZTgqKB2X9r9civz3I/eNe/u93sr9ejf+07vlJJ7o7FzWKsTQyDI2BQ4bBUNjAMKQPjfik02do8B4E3P//gwM5/EksHcEhqRS8gM+WSQUKhUAu54NI+KFPQyWViKCSoHTqEJsJ47KGOUwEhwVnM2FMOoRGhlAIMBoJRSHAqH/QDyoRQSHAqUQEnYzk0rAcBo5JRbPp2GTQcrRUvlorXSym7rfTl834aSP6aDFz3Yqfzfg2MvqlhGwrZz6r+O/Xoo/nYk9nw89qoSdlz7OK96Na8MmE/dm06/2K68Oy472S+VEBuErJTgL8FR2tIkDUFLhFG2ctKN5Iqreyuo0MsJW1LCcsUw5VRM51idhGHlXNIErJKDEOoqKg9ByiTcwIqrlJLXtUSQ3yMQpYD+veqzzYuxxULxM5wEJBmLBBIXZYTsIpaXgFDQvQ0CY6xsbChiX0vFFQdnAnLfSKnTdtYY3rqTk1ISaA+mkDYyrivJ234hLsBkRbHvaqk7zuo61HWJtR5nacvZMUnBa0j6vO9+uu9xvWZy3j46btft39uBV6tpB4WI88nA+dNN2bNeNBw33eCB3XA/tlx/6c/bjhOm44d2bMu9PGtbx6Y8y4XXZvTjgOq57zGdfFrHMvJj4L8X9esf3VSuK3W+N/sV746VL6/U54q2QP2sQC5jCJhMTg0AjMMGJ4EAXvw8J7PzmTfPAeGNL/H5ctnyoHCgnFj6DoNKJIyFXIRRqNRKORgIgjg582Z1CJCBoZxqRBuWyEkIfhsZFc1jCbAWfSoHQKnEqEU4lIMgFMIQ6R8ANkwiCVBKWRIXQKnEkbZtFHmDQcl43ns/HpiP14beZ4sXC5WrxayFy2k6eN6MOF9JOlzGnVu5oGVkeV++OOi5ngg7lYF46nM4EnVe+TsufBuOU0pXk4bn6/6v5x1fNeyfwgB5zGJbteblvHqMhGOmbOelC1lzbvF+1Hk+79knNvwruScVb85qxZ6VfxbVK2SUjXcclaFllOw/NJWCmNaBAwbGKGhUfQkKA8aB8H0UuB3KYMDxBhAyQYmIke5o5gpGS8go5XMUY0DJxdSA6oOEm9OGuRlGzsSRtj2s4vGRkTJmbJyEgrcH42OCvHVfT0hpmx7uRterirTuqik7QeoO+lePtpwWaMe5RWPizbn9TsH3Q8zzqu+/POp0uRD1aS3Zb6R+3wadN31vEd1t2XrcjRnHe/YjuYcx3VnYdz9u2qaWNSvzWh3yqZt6cdO9Pug4r7cMp+UfMse7kHVuYHGf2fzkV+vVj45dbUB2ulw3o84ZELeEQmE4choFF4HBqLwqDhOEQfDtbb7SGFDN4b6m54QAe6goFGwbon8aBRMBIRy2SQRUKuSinR6eQ6nRxEJoC7YkAlwmmkYTp5mEWHcVnDAi5awEWLBBiRAMXnIll0GI0MI+NhZAKYSgLTyJA/jCE6BcykQZlsAodD4vOpfDa+kLDfP2gcLxePl/Ln86nTVuy8Fb+eTz5YSB1U3Kt5w/aE5aTiOav4z6uB+7XQe43I46r/YcX9qOx+MmV/VDQ9mbQ9mbI/K9nuZ3TnCdVhSLLh5swZWG2bYC9h2IgBO2nz8aT/eNq3PebbnQjulpPr46NzyWDGqYuaVX690CRnAkKGjMvg0chcEoFHJkroeBVjREyE0+ADBMhdCqKfhoEzcMMsPE5AJUtYDCWLDHCpAJdsFjHsMkZAJ4yapDGDOG1ijdvYBTMrb2AUTPQpG29cT0tIMSk5bkxDqhkZS07OmpO97KRvBjk7YfZOnL+d4K9H2PtxwXlRc1LSnVXMVw33RcNz2fQ/aAYezYcezYfuN0PH9cBFO3w+H7laiB83/fs19+6M/WDWeTjn2K6aNiZ1u9OmvbJ1Z9K6OWnbnnDsTrlO6uEFj2hLx3kQ0v94IvLTxtjT5emVyZjfJpNLaVQWhcwgDhMwCDwWi0Vj0IiR4UEk7G73tMfBgbsQcH+3n7QLRPdE2W7vD4mI5bBpSoVEr1MZDEqjUQWiECF08jCTimJSUUwqmkkbZjPgXDaCx0bzORghHy0SYPhcJJsxzKAg6WQ0lQRlUBEsOoJJG2ZQEQwqjEVHcJhIJpvA5RL5bLxKSNjrFD9+tHqynDtbLZx3Rk9bscuF1Hkrfr2QOm2GdiuuvWn7Ydl9NRe5motezYQe1kL3K977U+4HZdfDKdt70473ph0Px80Pc8bTiOIwJN3zitsWVlnPbTola1H9Tt61nXXvjAV2SoHtydD2VHyvmtssF+cLqXLMPxZwjrq1DiVHziBK6RQpk8mnUhgEHBkNZ6Ag/BEEHQ0jgO8xkWAJlSAkYQRErIxNVwtYJhHDKCBZxFS7jOVRcwN6QdKuyri0Wato1MhMGVgpHTOupOQMnKKJl1SRozJcWokvGxhLbsG6R7DqZq972ZsB5lqQuR5hbUbYm0HWbkK0l1OezdpPGsGTenh3ynU07bisua7m3Oez7sOa56gRuGwnzuZjR3P+/Zp3d8Z9WPce1Z17NdtO2bpfdhxVHXtTlvWiYaNk368G91uxkpEzo2btRu2nhcj+WDzv0OqkTKWczRfRSWwaljaCHEHD0AgUGo5BIzCIoWFYLww6CAH3g4d6IeBPbAWFhOGwSAwagRyGDiMgaBQcP4JmMakKuVijln1iKwwKkkXDsGhoFg3NomFYdCSHieBxhvkcFI+N5HORIgFGCGi/PAAAIABJREFUyMMIuFgea4TDwLEZKA4TzWGi2XQMh4HlMLDdCYOF53MJIjZyLAL8xbPNv3hv7Wo1e7WaPeskTuajF53kaSt6vZy8Xkyc1YP70/bDsvt0NnhZi1zOhq6r/ssp12XJcTVpvypZHo1bH45ZrvPGB2n9UVC+65Vu2Ph1E3PaLOwEtWsp00beuVsKrOS862O+jWp4dTK5NJlYLKXq2cTsaLycDJWitqRD6VLyjUKWkkXmk9CMETgTC5OTsXoeScuhyKkoORmtoGDUVLSCglKw8Ho+1SomuWREp5zmU7LDBlHCLst7deN+bcEtTZo5cSMrrmWEFORRIztnEWR0rISanNVSyiZWxynY8Aq3/MJVN3vNR9+KcteCzDU/bTPA2E3w93LK85rzdDF2shA/qgVPa97rpvfxQuh+M3BWDx63IseNyOFc6KgaOKgFTmrBvVnX9rRla8q6U3YeVj1HVdfehGG7ZNyeduxWAtszsYiaZRaSPCqOT8JW0vAiAlbIo/MFDA6fRmFT0EQUYhgCgw9+0kgMHYRAe2FD/eChPjCkDzrY9ykcIzgUDotEo+DdHQ4MGkEi4vg8lljElUq5YjEbxGFguUwclznCYeA5DByXieOyUHwuUsjDifhYkQAjEeGk4hGxAC/kEvlskphDEXIpAg6ZyyTw2SQ+m8RlErhMApuDZTPgCu7w5WrxX/705M8ft59sFR+sZS8Wk2edxEUneVALXnQSV0uJo0Zgd8p2VPFc1CPX9dj9WuTRXPBB1Xc95bgYM12Nmx6Mm++Pma4KxouU7iSiOvQrNs3cJZekEzGuZ93bY761omd9zNdO2jspx/JEcKde3JgdX5hItwqpyYivEHBU0/5KypWzKgMqjkFIkTOIIiJaSsIALLxDTNOLyUYR2cLCG6goIw2toyI1bIxNQvYpSSE1OQjQfGpyWMcatUkSNnHCLkk5xFEjK2ZgJgzMuJ6RM/PHLMK0kZvRM3IAeVJPq5tZiw72ho+3FeBt+rkbMf5qmLXkpaz5aTsh3kZKflBx7tUjh634+ULyoh29bHqv657rhv+iGT5rxg5mAgczgZN65KgWPKz5diuurSn75qRlY8q2OW3fmbQeTpr2S4bdKcf+XHCzGtRIyRgiHIOBYoYHiEgwk4RmMvF0BonOIJCpaBwOjET1wqF34JC7SHgfDDoIhQxAwH3dwmy3mQONguNHUH84rnwYg4Z3i7QYNIJOI3I5dB6PxuFSQQIuVsAd4bGxfA5OwB3hslA8NlLARQt5OLEAJxXhpSK8WIATC3BdPgTcERGfIBKQRXyCiE8Q8vB8Dk7AwrKZaBYTbgTIP3uw8C+/2PuHp4vP1jOXy7Gr5eTFSvJ6JXW5lLhcSly0o/vT9v0x82UtfNVKXTaT163Eo1bsuua/mnafjZkvisYHY6aHBeNVRncW0xxHVbshxZpDuBxUreTdG+P+jYJ3peBpJM0zMctc0r44Ht5pjG/Wx+dLidZ4vJoNl9P+RilUSTun/YasSRpUMK0cvJ6GMjHRdiHeI6O41BS3guDiYX2CkYSCmlBQg0pyTEePqAkRNSFpZEz6ZUWXcNTETdv4STMnqmdEdPQgQPNp6X6AFTfwC3Z5wSbJGPhZPScPMKaNjFkjecFO3w4KNzyMRS9zJcBZ9FCWXYTtEGtrVHpQtp3Mx84XkpcLyaM57+6k+XTGflB2HEy7jqvek5r/eC50uRg/bgZ3Zp3bM47tGcdO1bFX826VHdsTlt2SfjOn3SrZ92vh1cmAXECA4xFI/DAMA4UND2FwyBEyjkLGU8h4Ah6NRkMQiD44vB8K7YVC+qGQgW6lvisY3UobkYClUYkMOplOI9GoRAIeg8UMI4fhaNQwmURg0MksNo3NoYGEfLSQjxbwUCIBRioeEQkwAh5KwEMJeRixACcRjogF+C4oEuGIiI8V8jASMV4qIYgFOAkfK+SgRGyUgDlMp2NINLjbK/vlk7Xff7jzfz1Z+9XW2HsrmevV2MVa7Hw1frmevFiJX7Yie2PWvZT+dDp4UU9ftHOXnfRZPXw06Tyfcl9Puq4Kxuus/mHOeJnUnUeB4wSwFVWuBeTLSd3KmH+16F/OuebTjumwbipsmE07FoqRhYlEZzLRnojNT4Q7U9HlWnJlLrZYCXYKrnpUP24VprWMlIISk5MSKmpURQlpcCEFOibGFJTUul3U9khnXeKyjT9pYU5amLMeUTuiagRkFbe46hWNmdlpHTWsIjrkRA1/xCilOhWsqE5YsCqiKl5YwQoryFktsQRgqjpcQ09ctBJXfNwlJ3PNR1/24BfdmI0k/2DKdNqI7Ne8p83Q0Yx7d9J8VHUdVV2HU86zGc953X/eCJzOB/ca3q1Z59asc6Nq35t17NZcOzPunbL9YNKyV7JsjTs2p/2NgpVLhQzC74BRfb3Yvj50PxQNQWHheAyaiEOjUXAEfKgbOaGQga5mdOMnCgn9tHuDxaTwuGyhkC8U8vl8LoNBIxKJWCwWh8NhMBgcDsdiMQQCHkjARfPYSIlwpPv4JcIRARcr4v/7pURIkAgJMjFBKh6RiQlyGVEhJ8ukRIlwRCrAirgoERvFp8EZNBSFCjfqmfe3yv9wvfRPR42/XJ/46VL20fro/Y3Ry/XkyWrseDF6XA8cTDoOcuazaviykb3s5C/ao+f16EnZd1n2Ppz2XOSMF6PaB1nD9ajhKmU8SenXw8rVmGqz4FgrBRez7vaoo5G0lsPGiaBuZtS6OB7ujIcbec/ShG9zJrJRDR80ExfL2Yvl/FU7e93M7ua9q3FT26uZsYhLOl5By8oDjDE9q6zn103ijlnWtkpbNvmcVdzxyjYS+q2UcWPUsJ7St4Pyho/f9AgmTYyIDG3jD6uYwwYhyaVghTS8UUDsEdKcPJJXhIsrsSU9pgJgKyrUvH5k0cFomSltG7FlRS640AtB+npGcVj17M949mdcB2XH/rT9aMZ9POM+r3quav7LOf9lM3hY9+7MuXcanrWqba1s3Z2x78w692renbJ9f8J8OGXfnnJvVsLTST0Zew+K6EWgBvqG7w4g+2EoCBoDR8LAWCQcOQyFw4agkIHuq1q6ntLd7OrujhMJGCoFz+UwxEKRXC6Xy+VisZjD4dBoNDKZTKVS8Xg8jUbj87lSqRgklxClInz30HOFlCQTE7pMyCVEmZjQtZVPh0JKUSuoCjlZKiFIRXi5CC/mYcQ8jIiNYtHQLOawSorvlLwfb1X+dmvmL1enfjKffbZWfLJReLieuVxNnS3Fj+qh/RnPwbTrspm8aOXOm5nL9uj1wuj9+cRl2X1Vctwfs15m9fdzhstR/eWo8XTUsB5TbiS1+5O+9fFge9TVTDqmwobJgK4cNjaS5nbe2Sk4V0vuvWrwvB69biXeW8z+eKXwk6X8+wvZj+aLz2ZGn00nLrPuo7htw6/reFTzLnXLppi3yOZNoikJLc/GF4TkvIBUVjEXnLIVr2onpttP6rdjqo2QaC0gaFjpBSXGw4M4hCircMSnYIVV3IiS5xMzXHxyVznKFuKsAd8wEOoadE030jSR5gyYmgm16CHP2vF1P2ujYFrJAVsl896UbW/SsVtxHVacJ2X7xYz3vOo5rNj3qvbdmmN7zrFetezM2veq9r0591bFuT1tO5i07Y5bNyfca+VQ0qtAD/eAEYOIYTAEOQAZHhqC9ENggwjIIBQyAIMOdscfZKMfBh0cRkC6cOBHUN1jgUVCvlKu0Gg0AACoVKouH3Q6nU6n02g0DocjFgtlMglIJaepFXSZmCIVkRVSmlxClkvIMjGhC0d3dHGRiQkKKUUhJcmkRKmEIBMTlBKiTDgiF+FlfJyER+KxsQIeKu2VP2kVftUa/2Wj+MvF6fdWxx6u5u4vjj5YydxfTl8sxA4a3r1Z1+6s/2w+d71Y7K5yL1ux02nnxbj9atx8XTSdZYDjlPYiY7os2o6LlsOidW/SvVoMzo96ZlLOctwxEdSVI/rOqLmTNSwVzLtlz1k1cD0X+clS/mcLufdr8ZOMczWkX/JoNzz63YBpL2jc9AGrHs2ySzOnkYwLWCURvSSiJsgoHxLsQQ75MEN+IjhCg2X5mCklqWXlbPhFuyHJTki0FRTWLbS4GOHigs0cWEDFiGr4PgnTziW5BaQ0wMpqibNWWstBa5pI8wZ83Tgyp8fP6jAdO2nBTe34OesZ5WJaW7TS6hHxzoTlsOram7bvTlqPpqwn087jadv+pPGgbDmcc6xP6ber5t2qeWfKuFN1bEzZ1kuWzbx+PWNcHXOtVRNhh5yABSMwcCQKBkNBIPCBvv6e/oEeOGxwaLB3cKh3CNwHHuobGuwFD/WBh/qgkIFuO3E3alApBBaTLuQL5FIZoNEajUadTqdQKEQikUAg4HK5QqFQLpfLZBKVSgFSyWlKGVUuIYsFeJmYpFEy5BKyUkb+VDn+o37IxKQuHDIpUS4hqmVklZSkEBOkPKyENSJgoYV8tFqILJh4Zzn/e9X0B52J+2sTV6vFq+X09dLo9ULqshM7bPoO6+79ueBJK33SSh03IjsV70kteDzlOB13XE9Y709Yz4vGi4L5etxxNeE8GLdsZIDltGEh46mnPOMhy1jYknGpRq38+TiwkNItZfT7U+7zauC8HLiaCmzHjE2zYEpBT0tIOSl1UkKfljAmJbS8gJgVEPJiSpSG9WDhLjzMhhkywO+ZYH0m2D0LYsCMumtE3TGjeuyod0PU/gwf3tBTF13crYi645WWDPSgeNjCBLvFeJ+C4RUz/FJWSM5MA6yCnlKz0RfdrBU3e91NX3DR5/T4GS22Y6MtOhgLAd56VjMbFESVwxUf96Di3Bo37U5a90qWvZLlaNJ+PG07mjIflc3HNftaCdiaNuyVTXtTpu1py8aUbWPMvJbRrWWta6Xg2kwm5gAoRDQKj0OjkXDYEGSgd6jvbn9fz0B/T39fT//A3YH+u329dwYH7kEhA104kMNQDBqBwyIJeAyZRGDQ6GwmSyKSalRaAADUarVcLpdKpXK5XCaTKZVKrVYLABoA0IBUcoZKzlBIaUoZVSGlqRVMlZyhlNG7fHSB6GqJTIJXSElKGVkuI8mkRKkIr5QQlRKiQoiX8XFiJkHAGmGxUXwuQkodcHIxU27NXj1/ul46XR+/3iher2QuF1KnjcjBnOeo4TmcC21OB1envEfNyEEt2IXjYtJ9f9p+f9J2f9L2YMr5aMpzOeXaKRiX0upGRFkNGopuIGZRhkyypE2WtQqaUdVG1rxTtJ+U/afTwZWYcVLHjbBQfhLUTUUYyWAbA+FnYP00tAkzqEf26YZ7TXioeQQODA/J4H1SWK8M3qdGDWkxYAALkaN7JMi3pYi3pJAfyqGvq+E/tGDeDjAgOTl5XM8tmfh5A8MjGrZzkQE5LaTghhTcqIozqmVMWuhNN3PJw151szdc9I6T1jCSGkZSx0pdcjDmHLRZL3smwB+301px2faEZSWr3swD20XjdtG4P245njQflPQHE4b9smljHFhISzdLwHHFsjtt2ZiybZXs63nzRtG1OhFZKmfCXiOLTcVTyahhJBQyBO7vG7p3b+Du7Z47b93tebv33u3+vp67Pe/09/V0NzaGERAMGvFpLyCRMEKjUBk0JofFF/JFQqFYLBbLZDKpVKpQKNRqNQAAAACo1UqFQgZSyuhqOVur5GqVPK2Sp5Aw1HK2RsnSKBlKGVkmwStkRKWMrJAR5VKCSk5RKshKBUUhJcklRIWYoJKSlCK8XIBTcsh87giDO8wVIkUsqIwKltMQEynXwdbUzlLhcnPy/krxqpM6nQtdNIMnDf/RXHSzEl6ecO/VI4eN8Olc4LTsuah6LibtZ2PGi5LpUdl5Ne08mrCtZXTLaX07oa0GTAWfPmbVeHSymE0+7lZ0UtqDguV4KrJV8FWdcj9/xEiEGEcgSvhdKfSuADfAR95T4yAm4rAeA9VioUocRI0Gu9kkn5DpENJdSq5TxQVYeKeQlTHLYzaBjo9Q08Bm3rCC0CMefovT+wMB+HXF8ICFMJyQkWMKsoM77OAO+yTEoIIZVvJian7ewp/18pciwvWgYNvH3/AwVtzshoXSstHaVmrDQqmYqDUPv5GQtdOKxZx6vWhYLwCbY/qtccNGTrddNB+Pm08KuqNx/caYZiWvbCdFawXVdkGzPWnaKTu3StaVjHE9714eD9VLSY/TIBDx8VQqDIqE9kHBt+8N3nm39/ZbPXfe6rn7dv/A3f6Bu/19Pd0CLAw6iEJCsZjhLhZEPIFMpFDJNDKRQibRqVQ6lUpnMBhCoVAkEsnlcgAA9Hq9VqtVKGQSiQikkrE1Co5OzQfUHK2KrZKx1HK2VsnTKFlqBV0poypldKWsOyGrFVSVkqpUULq4yMQEhZigEJFkAoKcTxHyCRwhji/BCXjDCgFGxEX5Aprdzamd1bGLjYmzxfRpI3pS81/NR8/q/v2Z0G4tvlOLHMxFjuaip7XweSV4MRO8mHYd5g2XE5bHFdf9aedJybKe1q5ldMsZY8VvLLo1MbPMreAmjIJpr2IhrlyKqheipqSMpkHek0BuC6E9PPBdEXrIxCIHLEqDmGYSkuM2ec6pybq1XoBnEdLSDqCS9JbT/omML5dw+KzymAMYC9ozIYNBSWLh7kVtkowXsEvp5P43kK+/2Pfyi0Pff1FOgNgEBCMT7uSj/VKSW0T2S2hRJX3cKqx5RW0/fzXI341IDmKijQC37aA3rdQZHbGkxFYsjE5EvppWreaAjYJpe9y6njeuZvW7Rdtu3npYtF5OOU4mTLtjwEZRuzEOLKXlqznVRla1MWZcG7Ou5IzLeety0bNQilSLCbfbKJbwRwh4MBgM7h8Y6Onpvf1W3523e++929t3Z3Cwf2hoYHCwHwIZgkHBCDgUhRrGYtFEIp7BoLFYLDqdTqHQCAQSFkPA4fAjIyMkEonD4XC5XLFYrNVqAQBQKpUikYDLZYMAlRBQ8XUarlbF1KqYGiVLLeeo5TyNkqVRcDQKrkbBV8t5ajlHJaep5BS1gq6SU1QKskpBlksJcglZJqKJ+RSZgCQTkBQiklSAEwuxUvGIgIcyGrjry8WjjcmLjYnLxczFfPyyFbnfiV/NRw/r0Z3Z+FErfdJKHdZih5XgZS12PhO6mgmcTtjvT9s/aoaezniOi6advGFnzLI+5q2FDAUTL6thpGTkkpEz61NUvaKihe3ijUjhPULwbRG8nwvvFY0MO2SCVNA1OZlxuXQKGT1X8DQb2blaJhY1mgyi0YSzUopPj0VnJ5IzY/GIXScmocHvvPbO6y997zvf/PJnP99/97ZUxKXgMS98/ctfvAG6deMzINDN73ztSyP9t6U4sJ0zktIJk4AgZ+ZPOIQVh7jhk65E5Wsx8W5SvhMTrwX4C272vIMzZ+ZO6ZhVO68ZEC/HJStJ1Vbesp63LKZ0Cwn9ds6+n7Eej1qOi5b9Mf1WUbs1rtuaMK6P6VZywHpBvznhWBt3Lhct7YJlYcI3X45NjSesVoDNoaNRcAi4r6/3ds+dt3p73u7reffe3Xd7e+8ODg6CweChoSEoFAqHw4eHh/F4PJVK5XA4QqFQKBRyuVwajUYgEJBINAKBxGKxZDKZTqfz+XyFQqHValUqlUgkYrEYRCIeBKiEWiUPUHO0KiagZmlV7C4QXaMBVEKtQqKRi9VyjlrBVCuoWhVbo2SolRS1kqKUkxRSikLClAgZEhFZJaGpJBSFiCSXEBUyoliI1aiozUrsbKt8uTFxtZy+Xkg9XBx9uDh61Uke1pM7s8n9euqklb5o5y4aiQfN1Plc5MFc9P6M72HF+WEz8P6c/2LSfjLlOJ7ybBRdiynbtEuWB9hZFSurYY5q2S4+Soq/h7vzg8FXvol442XY26+p2BSnWsEn4FgkPJ9Df+fNH7zy0tdUCrbLoeEyRxCQO++++X0U5B4ZC8MjBtkENHMEOfDmq1977sYXQKDnQKCbN0C3boJAINBzz9187uatm6AbnwGBboCeB914/nkQ6Ptf+RwPcS+mYZYc8im3quyWz3ilzaC8HVKuJ1S7GfVGVLwS4KwEWMt+5nKA33QKqxbOlJk+62J2IvxORLqa0i0lgIWUaTlt3yv4tpPG04ztZMy6O6bbyKvXC8BKEVgu6Fbzhu2icTVvWsya1yccyxPOTslbnwhlUz6JlEum4JHDUPBQb1/v7Ts9b93tebuv592B/p7BoV4weBAGgyGRSMwfPng8nsFg8Hg8Pp8vEAj4fD6TySSTyXg8Ho/Hk0gkBoPRJUOhUIjFYqFQyOFwKBQSFov+dzh0GrZOwwbUHK2Sp1UKABUfUPEBlRBQirUKkVbJ06rYXYAANUuromvVNLWSopLTVDKWXMySSclKBU2tYqhVDLWKplXRNSqqSkEeTztPNspnq2NXS9nrhdT1Quqqk7psJ0/nM/v19PZMbH8mdtJIntfjl/XE6WzowVz0cT30+A//fXo44z0ve/fGnYujxuWMdT6qK1vFYzp+gE+2cYgiPHjohy9850uf+fJN0Jdv3fjcLdCr33vhtRdf+PytWzdBN56/cfOzN2584Sboa1/+7B99/vnPg0BfAIE+BwJ9/gbo8yDQV27d+pPnnv+T555/8fNffO1PvvHOd156+Wvf+cYXvvqF5z4HunELdPMW6MatG7dugkA3QaDnnn/u8y9+7Y9hP3pFR4aXnJK5kLrqkZRdormgbDGu2cjot0a1G3HFRlSyGhIu+hnzHmLHS6s7mLN25oydshDirWWky0n5akq3OmpYHrV0EubtvGsrYz7IWk8n7Hvj+p1x3fqYbmXcsFQ0rOYNm3njct68mLMt5izLY86FcU97OpaIODhcKpmCH0ZCoZCBocHegf673RUKeKgXChuEQsHDw8NYLHZkZASHw42MjFAolK5siMViqVQqEAiYTCaNRmMwGN37MplMLper1WqZTMbn89lsNovFGhnBwuHQT2wFUHMANasLB6Di/wc4+IBKCKiEWmXXd+hdOAA1Q6umaVRUtYKqkjOUUpZCStPIaHoVC1AztBqGRknTaRlqGSHsU28uFg+W8ucr2eul9GU7eTGfuF7IXC7mDpvpg0bquJ44mouf1qJns/Gz2eiDufDjeui9Od9HreCP50OPa/6rmcB+ybNTMG9mTXWvZFzHyanZYRGND+vteeEr3/78c1/8zK2bN0Ag0M1bt54HgUAgEOjGzec++5kvfemzf/StL3/jO1/+yne/+kcvfvWrL335qy9+8Y+//bkvfuPmZ17+0ldf+8qf/ODLX3v7m9+988LLPS+92v/9N9745vde/Mq3v/6Fr9y69fyNWzdBINAN0PM3btz66he/cu9Hb2LvvqsjIzMAc8bFb3iFraBoOaGej8jaUel2Qbeb1W8lNdsp9VpUsRBkLwTpK1HuSky0EhMthfjrcclSXNTwcZfiqvWMaXnUtJiybhZcuwX7bt66ndPvjev3J40bE8bFMd1qybw+blvNm1aK9oWia7FgXyi6FiYCnWoqlfCw2FQShYgdwSCRCDgUBoNAIZAhCGQIBh+CwSBwOByNRnc3wrtwkMlkDofTJUMqlXYfP4fDkUgkAABYLBan02m32/V6fXe3lEajEYn44WH44GA/SK8R6zVCvZan07ABNQtQc3RqgV4j1qkFOjW/C4pWKdAoOBolQ62gqhV0jZIBqBmAhg5o6BolTa1gKiRMjYyhVjCVCppGTdeq6Ho1Q6umKVQki4nXnkvtLeVPFkcvFlOnrdhJM3rRHr1ayp+0c8fzmcN6/LAWO61FT6rh05nIRcX3YNb/YSv0YSP4ft33eM57Xvbul1z74461UaDmFk0YeHkNa1TFE0B6er7xpe998fmvfua552+AboBu3rzxmVu3bt28+RwI9NxX/+jrr73w6g+/+8rbL778zksvvPPSC3e+890733nxna9/650//ua9b73Y/8LL/S9+f+ClV4Z+8HrfS68OvfJm7/deffkrX/3a5z7//K3P3ATd+MwN0Ne//OU3v/cDXE+/BI0x0Qh5Pb8VkNf93E5YsBDlLSfEa2nFUkKykVZv54CtUe1GUr0ckbUDnFaIthBmLce4K1HuQpC9EOAt+vgNN3dtFNjKW9fyju2Sd2vcs1lwrI3qF2Py7YJub8qyNmFq54DVcev6hH2jaNuYcK8U3Ut552LetTwRXqsXdtfaao2cQiPTGFQ8HjcyMoJGoxEIGAIJHx6Gw+FwBAKBweC6hoLFYjEYzMjISHfTs+ssXC6Xx+OJxWK1Wm232yORSCqVCgaDJpNJJpNxuVwikYhAwMDgwcHBfpDFoDDpJCa90ABwDQDXqBMYtCKDVmLQCvUaoV4j1qkkgFKsVfK6ytF1Fr2WpdPSAA1Vq6JrFBy1nKdSsLu+o1HStCp6V1qUCjIgp04XPAdL+dPF7PlC8rQVO25ErhYyV0vFs4Wxw+bo3mxkrxo+ngmfVkKns6HzsvfBrP/DVuTDRvD9Of/9qvNkyrFXdOwWbRtpbcsjrttFs2bhlFGcUfGMBMTIm69AfvC9V//4K1+8cRMEAoFugW7cuHHrxnPf/NrXf/Ct777zg1f7fvg6+I1XoT96Df2jNxGvvQF++Qewl19FvvJD4js9+Hd7YK/+EPLKa/BXf9j38vfufPeFOy9++1uf/9wXQDe+8YXP3X35u4S+ftkI2krGR3j0slm66JWu+nlrIc5OSrydFS8nuVt5yXZevVsA9seMGxmg4Rd1QorluGwpIV6Ki5ajwuUIr+1jz3v4awH5SlixmtKu5y3rY+7NknelYFvNWddHjasJzXpauz1hWR63LI2ZlwrmpYJ5bcy6Nu5cLrjaaevimKdZ9K03x/7yP/2kUp3kcrlCIZ/OIDOZzBECHjuCQ2HQEBgYhoDDEHAEAgGHw7uBFIEcRqFQOByOTCYzGIwuGUKhUCqVmkymaDSayWTS6XTEOLZaAAAgAElEQVQoFDIYDEKhkEajYbFYOBwKBg9CIEMgi15l1ktNeqFJzzfqeEadwKSTGAFpFxG9RqxXS/UasU7N12nYOg0TUDP0WpZBx9IDTJ2WAahZgIoHKMVdYwLULI2SplHSuolEo6IqxHifU7bWzJwsF847o8f12NFc9GIhf9rJHXdyh830cT11MBs9qobOauHTWvSyGnzSCH7QDn/UDvykHX5S952WPQcl596YfW1U0/YKFlzCtl1WN0o2w5Z5l8rPwFpxGP0IFtXz5le/+NmurTwPAn3zj7742gvffvulFwbfemXg9e/CXn2RePsN9KvfR77yMua1H+DeeB335g9H3voh+c7bjMF7GgpBiENoyNiQRiIYgfzoT75IvPeWmU70MqhBFmNaJVixKza9it2A6DDK30/wDwvCnZx4Oc5YjDD2CoqTCePBuGEzA3RCivmweiWuXkko2xFR3cds+5mLPn7HLd4K6XYS+vUUsJkxr2XtC1lrJ2PqpI1Lo9r1jHE9q1/N65YKpnbR2BkzdXLmVkrfShk7GctKwbM45msVAtud6b/5s48//vgXHo+HyxOwuRw6kzFCwA+jkDAEfAgChsCgUDgMDodDIJChoaHumgWBQCCRSAKBQKfT2Wy2SCSSSCQajcbj8cTj8Ww2m0ql3G63Wq3mcDgEAqGrOijUMBKJAFkMMrNe8ikcJr3QpBMbAVF3YtCKDFqRERAZdYIuHAYdy6jjGAC2TssANHRAzdBpuHqNQK/l6bWfpFqtiq5WUFUKslpJkUuIShm5UQ4fr+SO5hNHzchpK3bcHj1sjh42R48aqaO55EE1clSNnM3GT2ZjV7Xwe63w++3oTzrRn7bjz5rhR3Phi2nP4YRrI2Ps+MRLHnHbIWzZBMdZ+0nR1bTKc3zWmFKU1IhkZOw7r7z0wxdfeP2FbxMRkKjb6FAI4nZ1ABDQ+t7Avf0i6farqO9/C/3yd8hvvcrte9fKIEx7LO3RSDnoSllUYw79pMfoV3BMDFxYxk7LOdOAdNFh3A0YzmL6iwRwldE8KKgvi8rTceVuVrZXkG5nRTs52cG44aBk3cwb1zPGdsy4HNMuxxWtEK/qJM06CR0/d9EtWg8B26PGjYxxI2tdSFpmI0ArZV7M2Jdyxo2ibb1oWcrrF4umzphpsWiqJVTloKSZNLTT1oWccz7nao+FdhbKf/rzD3/3T789Pj2SymVsPo9AJSLQqEHwUG//PTAUMgQBg8FgGAwGhUKHhoYGBwehUGh38UIkEplMZjd8yOVyjUbTTRs+n8/pdGq1Wh6PR6FQumQQCAQymUgmE0FWk8Bi5Bt1HL2WpdeyDADbALANOpZBxzIAbJ2GqdOw9VqOUcfRaZg6LcOoZ5oMHJOe20XEALC7TBgArknPNwDc7mV3g1WtoMoVDKGIMBrVHyzlDubjB83IyXxsv5nYqUX25hLH9dTJTOKoGjmdiZ3NJo9mE4dzwauF8KOlxKPF+MNm+FEr8nA+dl717RVsqwlgOSTfiat34sq9pPrJTOBpI7E/5q7aFWWDsGGSt/SacaE4xGSbaZR6KvJsZ+G8OXk8m3/cmliL2yo2SSuoy2oYQS56EuA17IqmVdmyalpWYFIryyqE0zpF2aScsqnHTJJpq6zpUm5GjFc531Xe/qBof1RyXZcs50XjxZT1fNpyOKbdG1ccTqr3xjQH46bjKdde0bGVtSyOmhdi6sWEbD4lqEaoBReqEqB0osKVqHwtrVjNK5fSysW0rpnSNlPaTsbUyVmXC66lvHU+DXTyhnZRv1AEqhHxdEjcyVjao7b5tK2etrdL0e1O5efPHvz9b/7qd//4d5XKNJNJJ5DwcDj07bfffOedt+7cvd3Xd69rB1AoGAIZGhoagIAH4XAoCjWMw2EoFBKNRmEy6Ww2k8/nSiQipVKuViulUjGfz6VQSATCCJGIJxBGqFQyi8Xg8Nggm+Xf4TAAbJOe27WM7mXXR3QapknP7dJjMrAsJp7NLHRYxXaLyGLkmw08k57bjSx67SerHp2GrVUxdRq2QsURS+kuq6hTCR4vZfea0f1GdGcuvjUb3p4NH8xGj6qRk2r0dCZ2MpM4rCWOG+HLTuR6MfF0Of3eQuJBPXg1EzibdG2m9fMByXJIeprX35+yPpi2fdAMf7SYftSIn0yE1wKGzYBx3W9d9TlmbZa8WV9wmHNmZcmqnjKrW07DatC2kXSsJZ3LMfNSxLgRMq/7jfthx7bPse5xrPocmxHffsy/5DMuhU0Nr6YT1B7knBdjnkclz9Oq+0nV/ajsvp6wnhb155PmRzP2+2XT0Zj6eEJ7XNKdTFlOy57dMcdG1rqcsCxFNZ2ItBHhN2Pc2TC9FRespBSbaeNqWrWYkc8npUsZYDFvaiZ1rZSxU7Qv5B2dnLmZBjp5QzOtboyqZqPyalTeydk7WUctaarGTctT8cPluQ8enP3nv/6zf/rdb3/72994/R74MKzn3p3X33jtjTdfe+ON12/ffmdwsB8KBQ8Pw4eH4TAYBAYFw+FQJBKBRiNxOMzICBaHw+DxOAqFxGYzBQKeUMjnctksFoNKJZPJRDqdymYzhUK+SCIWSyUgi5FvMfK7SmDSc80GngFgdznQa1mfhgyzgWfUcYw6jsXEsZr5NovAauZ3b5r0fItRaDYIjDped+i1nK5+aFVMhYojlTPVCmohZtjr5Ddr8a1qZK+R2mskt2uxnXLwsBI+mY0dVSP7lehhPXnSiF+2E5ed2KOl1P16cCtn3C9ar8u+rVHtUli8nZBdT+ifzTmfzNh+PB/6xdroR8vZR83MadG/F7Vt+i3bQcda2LOcCXeSwdWEfzPm34v7T9PRy/zoeS56VoxelKIPJ+OPxqIPMoFnY4kPJzLX6ehRwr8XcR9EnOs+/XpIf5i2n5e8VxPes7ztsuh4b877tOl6PGt7WDE+KOuvp4AHE9qrkvY4pzwuaI5y2uMx/dmkbb9o30pb11KmlTiwGNe0ovJ2Qj6flLaTioW4cjmmWRlVtxKiZlzcSakXcob5tK6V0rdypnbWMp8xNtPAQsE4l1TVEvJmSjsTVc1G9a2ssz5qLkeA1anoyXrtycX+X/z5f/rtb3/z//z3f3v/w2cEEv6td9589847r7/x2ptv/+ju3TswGASJRGCxaAwGhUDA4HAoAgFDoYYxGBQGg0KjkSjUcPeyqxBsNpPDYdHpVAaDxmYzuVy2VCpWKGQKlVIDaEFmA89s4JkMnO6wmHifWoxe+0nq1ANMo55t1LO7P+jC0ZUcs0FgNgjMBpHFKLSaRBaj2GwQGQC+TsMF1ByFlCZXsGQKtkREthv47Upyq5ldr4R35hKbtfjGbGxzOrg7HT6uxo8qsYNq7GAucVpPXswnLtuJJyvZJ+3Y0aTzbNpzXfbt5/V7Wc1pQX09ATydMb83a/3ZQvBXW6O/WM18OJ+5ng4fjDp24/a1sGk1Zl9NezdGQ5el9ONS4WczUz8uTz4dLz4Zzz8sZR9Mpu6PRe9nQxcx9/1E4HE6chxw7Pqt+z7zVcz9KOs9TZqv8s4HE56HU777k66HM97H8+6HLfv9mvVqSndd1j0o659W9BcF2WledVkyXYwbz4r6szHjQc68nTSshtWrUe1yHGhFVa2oqpME5uOaVkixmtCtZ4H5pHQuLKqFxM1RVSev6+QNrYyulTa008ZO3rhQMNZT6saoZi6prka0swlzK+eqJY31pHFnNn6+Xnv/wdEvfvmT3/zmb37/+9//7//9v1ZXl+/evfPWWz+6ffudt999q7f3btdTEAjYJ8oBg3TnSCSi+w2DQSCQIRgM0vUaMpnIYjHYbCaPxxEIeCKRQKGQaTQqDaAF9DqQAeCaDQKrSWQ1CboyYNLzzQbBpxGkqx/dodeyzEZulw+LiWc28KwmkcUoNOn5Jp3YZpIbAZFWyVXL2UopUyFhSAQUHp/IE9LYXIJIQI74DFvtiZVKfKMSW6vG1qqRzUpkdzqyX4kdziSOZpOHc6mTxuhJPXbaiN5vpx+1YpezgctZ3+mE/ahgPMhrz8e0jyb1H9SsH9XtP+sEPl6L/Woz+/FK4dlc/GLCd1bw7I6aVyOGxYBuOWjciVpPEu7rVPA6FbxMhc9S/p2oeyvsPEp4r9KBy4T3Oul7mA6eJTy7QfN+zPqw4H865r/KOh4UnO9N+z5qRj5qht5vep+27NezxquK6UHZcDmhOS8qL8YVlwXJZUF1NWG8mjBfTphPxo3bac1WVrcUky5FlZ2oqhGWNyPKVkzdCCtafmk7KG+Fxa2EpJ1UNKKyRkreKWjbOaCdA+azulYGmM/q6ilNLaFqpHSzMV0tYqxETLNpW33UvJiznM+nr7Yq713v/exXP/2zv/7z3/7uH//tv/3rf/mv/+Jw2d965807d2/39t7t67vX/e4W3roQfEoGHA6FwSD9/b29vXfB4EEEAvYpHF1/EQh4UqlYLpcqFDK1VqM3GkBGPbvrJl1D6XqHUcfRA58YSnd0k4cB+HfxsJoEf6BKZDbwTDqJWS/VawRKKVMioPDZeC4Tx2XiGIwRCp3AYFPYbLJCypmdSG7Us6uV6Eo1vFQOrk8Ht6aC21PhvXJ0vxo/qCWP5pJ75dBu2X9ciV3MBC9nQ6dl1/G4+aio389pLsf0z8rWn7U8P5/3flj3/nwp/vFW9lerxZ+0k09nw/fHvadZy1bCsJUwbSWtuzHTdsS0F7KeJTyX+eBZzr8ed69FbJsx217cvhU0bQXNuxHbXty+GgBWw8Bh0nqasj4e9z0e931QCfy4EfmoEXhWC3zQ8j2pWR9WLY9nzA8rhqtJ7VFBcjEuu5jQnpR0+znNfk5zWDRuZbVbWfVqUrUSVy/E1I2wYi6krEXVzQSwnNC2/NLZQLdwr6mGRJWwYD6nbmVV9ZRyPqtvZXTzWV1jVFNLqGaiqkpYM+3Vl3y6yai+mbHuTPseLGUOF/Mne+1ffPzzv/zrv/iH3/39P//z7/7H//y3j3/1MywW3dNzu7+/t/vgu3wMDPR1EUEgYF04YDAIFAoeGOgbGhqAQsFwOBSLRf/H8CEQ8MRioVQqlskkGkCtM+hBBoDdjQ5dkeiS0Z134egKRjd8fAqHxczvhhWrRWg1icwGgUknNunEgIqvkDD5bDydPEzGDZKwAyQSkkLFcUVskVwokfITQftKLbs+E1+fia7PRraq8d1ycmsysjUZ2a0mduvJg7nEbjW2Uw7vTwfPqsGrWvhq1ndSsp1M2S7HzfcnLB/Muj5uB3/R8n9Y9/58If7rjcIv19M/XU58MB+/LLsvS47Lou0kY9wMazaj6rWIZi2oXg+q1wKqxYC64VXXPKpJI38S4E1pBXWTuOOQNl3SWZd4MarZzTlOxwPnBed1zv50wvfhbOD9mvfJrPu9mufJlP2qqL2e0l1P6c6LqoOMeC8vOR5X7Re0KwnpdkFzOGncnzQcTBnXi+qVtLwTkzUjylpY04wC7bh6IS5fjsuWkvJOUtGKyypB7myU18rKGhlxY1TczmvaOUNjVDsTk08GROWQejZirkUd5Yi9kra2cob9qu/+YvaondlaLD/96Qd/+ld/9jd//7f/9H/87v/8l9//z//3f83PN9+9805f7927d+/09NzuvdfTBWVosB8MHoTDoXA4tAtHFwsYDIKAQ6FQMBKJIJEITCadw2F1wwefz+Vy2Xw+VyKTqjRqkEnPNem5f1iUsj6dfBpFP/WUT+GwmvlWi8BqElhNAqtFaDOLLUah2SjVaYUqBYfHIRBH4ChEPwzcg0b0U2kEvoAllYv0Rq3FqndYNFPZ0NJMZm0muV6Pr89EdyrxnWpktxLZnY7sVWJ75eh+JbY3GT6cCJ1XwpfV4MW057hoOyvZz4vG65L56az7p/PBHzf9P54P/Xwh+euN3K/W0j9fSvx8KfW0Hn5QDVyXfSclx2ZK0wnJKg5uyUAvGegTFk7Jzht3icZc0qKZXzDxpx2KTsiwEDYsxY2ro6bNnGW/5Dme8BznbEcp82XO9mTS817V97Tqflp1PyxZT7La0zHgqmI5Htfs5GQbGdnemGYjo1hOSvbGdUdTpoMJw0nVulXULCclC1HBfFjYiirnY+pmRNGIiNtR8UJK2UmpWylFMyltjUoao+K5lKSZljQzylZGM5/VTofEBRdnOqioxQy1hG0m5ankfe2C5bDqu2oljhcLG0vVR88e/vrP//Q3//h3v/2Hv/v97//5v/73f/2///W/eEO+N2+/9e67b/f03O4b6AWDB8FDfd06HBQ2CIMPIYYhMPgQGNIPgw/BEWAEHNyNJv8fV28dFVf75Xty+0r3nZ7uvqunZ+bOzCsxgrtbgIQEhyrKlXKXc8rdDahCC3eN54274RJXEggECAQnIe6ZP+r9vd0zZz2r1jmr6r/6rL339/vsZ5/du1M84iU3NxsKzS8ogBQUQKDQ/AI4DI5EeHFZqL/0p8ca/8vI8sDhSSie+MFl/Vlw8LhILgvB46K4fDSPi+FxMUwWlkxG4PEFeXlpqalxCfFRsTERqSmJaDSWyWQDAKBWKw16lUYhtOhEDZXWrjpHV725u0Z/uMFwpFZztEJ5vFx9olx7olR9olR9qlx7qlR9ulR+rlJxwgmecYkvlvEvlXGuVHEvVQuu1gLDzdLrNcDVCmCsSX2jTXurTX+rzXizzdpbpzlfpdjv4LaYePUajlvBqVLyqjSCCh1QYRRVOWSVNkGNhddgEzTbRfuLFQfskiNF0tOlypPl0lMVsuMu4Wmn6FyJ6JSFdckp6q2UXSsFLpeJLpdLz5UIjhexTlcKj5fxDruYh0voJyu53VZihxF9zEU75mScKGOfqxYeL2cetBG79eh2NbJFg2rR4pu0xCZ9YYOW0KglNxroTUZao5HUYCDUaHD1BnKTmdZoJjfbaI1mcoUKW6bCVWqJbj2p2kAvMwnLHIrOUvH5GtWFRv3JzvJD+9v6+64+GX/wbHpyZmZ6bn52/c3Gx2+f5hZf4CnELTu3RcRGRkSFx8ZExMVHxSVGec7HRkeFxsWFJSZF/TkHPTk+JTkhOSXBU4WkpOzy8AGB5BUUQODwAgQCBoNBc3OzvTxM0MgQGhlCJuZSCvPoFCiLDmdQIR4+qKRcKinXAwqHCRdykAAXJfBIFS6Ky0dzeVgeH8flESkUJA4HhUAyUlMSYmMi4uJisrKyyBSGXKY2m+zlpWWlJTaHVWPQiUqL9a3VRV1NRe3V+p4a7QG38miV6lip8kiR7LBDctylPFYiP+6UnSmXXa7VXKxWXHLLL1cIL1ZxLrhZp6s4Z92Cq43g+QrWhTL2UJ18uEk51CAfqlXeaDb31upOuMQdFk6TgdVqAvaXaLtLdM12VX2RprZEXe1SOQ2cOju/vUTSViTvdMi7bZIjRdIjNuFBG+dUmfBclfB8mfByBXi+mHXBzrhSzL1qZ50rYl0oFVxwck8WM7uNhFY9psdGatIgW/Xobit+vw13vIxxopx5tpp3sV5woU540sk8bC7s0KCalLBaaUGtAlOvLqxRE9xKfI2aVKXAVSoQ1WqkW4Wp1RQ2m5h1enK9gVxvLKzS4Cu1xCpdoVtPcutJLhOvslh7tFp5rdl4vsFwoLHkQHfbUP/V8Qd3n0yMT01NPp+fWXm1uvH21def3+5PPsYU4rbt2BoTFx0TF+l5BWRcfGRUVFB4uH94uG90dGB8fHhycozn0FtqSuKu5HgPIh4vJCNjX0EBBIVCoNFIGAyanZ3p5Qkbnjawv9o1PFskHiDolPy/7j1wgDw0IMAIuGgeF8UTYARCAigiASCVxcITCLC8vH27dkXHxkQkJSVAIBAul280misqqmpra8vLSqwWvVYl1muk1WXm7qaSzhpzR6W6u0JxsEJ+0CXvtgKdZt6hYvERp/hkufRCjepirfJclfhanfyiG/jDSTtdwbzcILnUKDlfK7hWL+qtBQdrpYMN8mtVwLVyUZ9b1VulPmzmdBpZHWZmj014pER1wKHsLtG1l+iaStT1DolLx26yCTqLRK0WsMsqPuiQHrQBbWpSj7bwRBH9YjnrvJN+voRy2ow9bUReshF7i6mXSujnShhni+lnSqhHbIXdJux+C75anNtjxR91Ug86Ck+Usc/XABfrgUsNwnPVwuMu5lE7pVOPa1AgaqTwGjm2SoqpUmCrVYQaNalSjqlUIGq16Ho9sUFPqdOSymToCgW2Tk+qM1JqTfRKHbVcQ642UCssYF2F8XSj9nqr4VyTvqPa2t3WMDxwbfzB3ScTj6amJmdfzr1cW1p+tfr6/ea3nz8fTY4XoGB+fj5xCbGx8VGxMeFR4UERoX5hYT7h4b4REX5xcWHJyTF7did5zk/vSopLTIr9swrZlbh37568vBw4vAAOL4BA8rKyMrz+2kT9q1HDk0TolHyPMeqpTz2FKpeFANh/wiHkYfg8NF+IBcBCsYQiljDYbAKBAMvN3ZOUFBUTHbYrKQ4BL+ByuSaTqbq62u2uLC52qNQyNotKIqHVcl6j29JVb+90G7sqVT3lii6npNMOdln4PQ7BERd4tBQ845aerZacrBBcqBVdrBOfqwXOVAvO1QLnGkRna/hX68Br1cK+GnCgQdJbDVwu5V8oFpxzCA6qqQcMzEMO3iGH8EiR9ECR/HCZsafM2FasaSqW1dqB1iKw0w62GYUH7JJT5Zo/ioHDFvr5Es7VCtbVMvqFYuJJM+KoNvesCXK9GN9XRrpcTr1YRj/vop51Ui652ReruWcqOSfLmOdq+CfLOeeqgUv1kstNsgv1ojPVvGNORo+ZcMBC6jAQ6uTIOiW2XkOslGMrFYQqBaFaVVitwrtVKLcKVaPB1evIbiW+QoGt1VKaTMxGC73GSHMpiU5FYa2RXWMXNVcazjSqrjQpzzbrWytNPe2Nw0O9D+7ffvj4wcTEkxcLc/MrL1derW5+ePPx+9efP7/fuXNrX3Z6YHBAZFRoWGhAaJBvWLBPeIhvRIRfbGxwYmLk3yZzJO3ZvSs1JdEDh8cd+ctlh0LzIZC8zMz0P+HwrL/Cg8cH89QZHiY82oTPQQFclFiAlYqJUlGhWEQUS0kyOV2pYsnkbIGAQqNh8/L2JSZGxsVGpKYkIuAFLCZPq9W7XC6Xq8Rg0AkAPolCQKChFDLeYZR3Njlbqow9Nfp2l6TDKekplnQ5gM4i4IBLdLxSdq5OfapafLoKOOsWnKkFzzZIzzXKzjdITtYITtfyL7r5/bXAdTe/vxYYqAWul/OuOHkXHJzTVvbZYv75CsmZcvHZSsXJMvVRl+5oueFgma6nTHu42nCq1niySn+yQneqXHO6XHGuUnq1TjLSILvdKr3TCg64adcqSP3V1H43qb+CNOQm91bSLpdTe2u41xv4vY2Cvmawv012vU1+qVFyrha83CS73CS72CA5UcE9VcU74qR3mwldJkK7gVCnQtdr8LUaoltNcInRThGqUo6t1eLr9fhaLbpGg3GrMLUacoOB3mzmtNsFzVZuuZpUIseXqSn1Vl5DiaTNrTlTL7nUAJ6sVVXZ5e1tjQOD127dHr334O7Tp+Ozs88XVhdXXq2+/vDm/Y+vX35+/fHz+/nzZ8PDQwMCfUJC/cOC/SLD/CMiAqKjA+PjQ3ftiv4Ps60TU1MSExPioqIiPDInOjoyISEuLW13VlZGVlbG3r17vDwa5M+dNmYBh/X/UbYeofunauWihTyMRIiTAniJiCABiTIpWaGiqzUcnZ6v1ggAEZ1Kx+blpycmxSTER6em7IJC8shkqkgk0uk0Go0KBEFiIbkAicrMz83PzyUTUQ6TrL3B0V1j7K5SdzilXQ5xl0PUWSQ6UCo+UiE706A5XSs/VSs66RacrBOfalKda9GfbpCebAQvtSqu1omvVPD6avm9NbzeCvaVEsblEs71MkFvlehapfhSmehajeKCW36qTHm6QnfGbT5arjteYz3TWny+yXauznKhznqp2tBbqxtsUI00KEabZbfb5Q+7JLea+UO17L4a+rUK0tVyYn81tbeGPVAvHG6T9rWJL9Xz+toV/T26q+3Kcw2i8w2Ss3Wik9X8k9X84+XsP8rY+4uoh4tonUZckwrVqMI1akjlUrRTiiwRY4oBVKkYWSnHuFUYtwZbrcZWq/DValKdjtpoZDWZuHUGVpmSUqqiuA2sBivQ4lJ21WhO14gu1Qn+qJQU6XgtrfUDw9dv3Rl78ODexMSTudnni+vLyxsri69XX399/+Hnl+8/v3369MFiMe302eYf4B0eERQTExITExIfH7prV+Tu3fF705L37U3ZszvJM5g2JjoyODgwMNDf3983KCggPDzUo349pogXi1nAZsF4XCSHDedyEDwukstBcNj/bnt4LDIPGWKAIAOJMpAoE5NkYpJCTtXo2HqDwGgCVCoBl1uIxxdkZqbGxoRHR4UlxEen70tDwhEUEpnH4bJYLDypMB+B2JefF5+2JyV1z57du1CwDLdL291g66hUt7ukncWSzhJxl1PU4xQfqZQfq5afqlOfqlEcrxL/4ZafatKeaNb8US85Xie62CK73CjqqwPGmiXDTWB/HX+gijtYxh9zi241qkZq5derJMNNyt5qxVmX/LhTdqrSeKrCfrzacsilPlqqutRg720p6WuxDbdab7RobzVJbrXJbrcrbncqb7ZK+2t4Yy3g3S75/QOK2z3iG92S24dUY92K/g7phSbgVAN4oVV1pdN0tUN7vJJ3ukZ0ukZ02i047GL2FFO7LMROI75JhXCLIZVieLWKUCrBOUU4lxTjkmLKpNgKGcatwtRoMHU6Qq2msEZbWKei1KpYNWpGtZZepqZW6diNRqDFIW4uVXa4laeqwav1wgOlfKcF7O5puzZw/fbdWx44pmem5hZfLKwurr99tf7p9fuvH7/9+Prjx7eFhRdwBGTL1l9CAn1iIgN2JYSnpcampcWnpyel75T/FF4AACAASURBVEtN37d7b1pKSnL8rqS4iMiQoKAAPz8fPz+fgAC/4BD/sLCQ8PBQj5nmxWXDeRyExw7/d1+cg/jLKvVEDgEXLRLiJSBRLipUSkgqBVWjZKiUdLWGo9UJNFqhWMyk0FAwRNaePQmREcGeQ1cJ8bGpySn70vbm5OTk5ubuy0hPSdubuHt3ZFxiUlJSYkJMQkwwFZfXVW/vrjF2lSu6XdLWIkl7iazTJTvi1hyskP9RrTpWLT9SJT3qlh1v1Jxu0x+vl59ukJ6rF19tFI80yceaJaNNolstktsNotEq/ohbOFYnH6mVjzXIhpvlw426cy75QQPvgFV0uspyssZ4otpwvt5yvdXZ11w81GIdbbPcaNH+7eXyqjuduvs9+judmpsdqnuH9A//MD/4Q3/viP7WYd1wj3qgS325VX62QXqyTnq2SX6lVX22TnKklHPIyTlgZzTp8G1mcosB36BENiiRtUpUhQReIUOXSjAuMdolxZXLcOVyTIUMXSYtqNGg6gzEeh25RkVxKyhlUmKVmlqnZ1eoGW49r8kuaXGoO6p03TXyoxXsM5WsFmNhhU1y/NSR3qHrt+/eunfvzuPHDyeePX0+P7O4tvT6/eba+9fvvnz49P3z1+9ffvz8PnpjRKtTolGw1JSEhPio1NS4zMzUzMzUrOy9Gel79qalpKYkJibExMZGh4eHBgT4BQUFhIQEBQUFBAUFBAcHhoQEhYWFePFZcAEbIeQgPRoV4KJAHhrk/elx/UWGJ2xIRYVKCVktoyjlFK2KqdfxtDqBRgPIZDwOl45EQfelpyYmxYaGBgcGBgYGBgYHBwcHB4eGhkZGRkZFRYWHR4aGRYSERgaHRISGRQeHRAQFBcVEh+k0wvamoqYKfX2xvN4mb3Vqm4uVzQ5xR6l0f6W8p0J2uEp5qFp1uE51tE55sl51vlF9rV0/3Gm8222+3a660yp/0KG80yIdqRWO1ICjdfKRevVIg2G4zTzabr9cqTrpAM6WK682mK63Wy+32Pq7yoY6y4bbnTc7im612251GEbaFaNdqpEOdX+barhLd+OAqb9NNdSpHekx3OwxjnRobx+w3D5iH+kxXG9RXm9TXWlVX2hSna9XnalRHizmtxlpjRpSrZxYoyDWyAgVYkyVFFcpwZaBKKcAWSLEOAFskRBt58MdQmixCFIqK6jWouqNhXV6co2aUaWkVClJlSpSlZ5ZruVVankNVlGrDTjkBE6U8Y4Wc/Y7hVo+3GEWXrryx+DYwM3bN+7evT0+/mhyamJm7vni2tLq67XF9eX1t6/efHr38dunD18/fv/57fvPb0tLLwcG+sornBgsIjNrbz4kOyc3w3NoNiN9b0rKrvj42MjIcA8QHg/NQ0lkZGRkZKSXkIUUspAAGwWwUSAHDXLQIi5GxMUIeRhPrwafgwL4WE/YkIlJSglZq6ArZVStimk0CHR6UK0GRSCPSiNmZO6JjgkPCQ3YuXOHj4/3tm3btm7dumPHjp07d/r5+QUEBPn7B/r6BPr6BAb4h/r6BQcGhQcEBgcE+e5Oiyt36drr7PVOTbVZ3uDQ1FrldTZRs1PUWSZpLgJai0RH6vT7q1QHqhRnm4zn6rWDnfbRLvuNDsvdbtP9LsPDLt3tdsVQIzhQCwzWSseaDQO1hqsNpsF2+0CTub/GeMWtG+koGT1Y2dfl7O1wDXVX3jlc/fBw2e1u+2iHcfSAfrhHPdipHejQ9rdrBjt1g+3akS7DcLdhsF3b16IZ6NCP7LeMHbQN95j72nVXO7RnG6THq8THyiXdDk6VDF0uQldJCeUirINT4ODBi4RIGw9WIsTYuQg7F1EsxDr4aBsPVgzCSsTQUllBhRJRrcXV6cn1OrZbRa1WkqvVlDItvULPrTZwm+3CrmLxkSL2H0WU/UXMagOdT8ysLtVdPHdsYLR/7ObonTu3xscfPX06Pj0z9XJpYXFtaX55YWljZe3j5vqHzdcf3nz+8cUTQn7+/O5RMS5XCR6P9XR1ZGam7927Jy1td3JyUlxcjCdgeOAICQkKDw+NioqKiory+o9kiLiYv/j4/8HhCRtyCVklpWgVdJWcplOzTEah3iBSqkQ8LhONgSUmxYSEBgQF++3cuWP79q1btvy29W+Xt7e3j4+Pr6+/z84An52BPjsDfX0Cd3r7+/sH+gfs9AvYQsJDeppL2ytMtXZVhVHitkgbi2UNRcJmJ9DkENaauR2lMs9glott1vPNhqutpmst+uuNujsHih4etD88YL3Rru5vEvfXi6+5RVcqZKON5oE2x3BnyY2O0lsdlcNtZWP7q24da7rxR8Pw4ZqRI7U3DruHuxy9zdreVk1/j663XdXbqupv1w11GccOmMcOWK81K663KIe6jEPdpr4uU1+XaaDHMnTQfqldd6ZRccwt7CrhtdnZdXpyuRxTLsOVSnBWboGBkWvmQo1cmI4FsQtRZg7czIHbQWwRgHUIEMUgzCVBlMrgVWpMjbawQU+rUdGr1NQqNbVCSS5TUyt1jGoDtdHB7HAyDzkZh4oYHUVcsxAJUnIPdVadO3uif6Tv5u0bd+7cunfvzvj4o+ez0/MvXyytLy8szi9trCy+WVv98Hrl9dqHrx9fv9/88On99+9fPXx8+fLp7t27bnclj8fJz8/NyNiXnJzk2asLDw8NCwsJCwvxbNjGx8cmJCTEJcR7/UcyPHB4Hj1pxZNTQAHuLzi0MppOyfDAYTYJjCaRXClgMigweH58QnRQsJ+/v++OHdt+/fXXLVu2bN269ffff/fED29vb19ff1+fQF+foJ3eAf5+wd47/Xf6+AWFBAcG+8XFhVm04s56V1OpucqqqLHJ3Fag0sR2Wzj1dmG9HWxxKg5U6Y7VGU83Wc63WC+2Wi63mHo7bAPt1oFW01inZbjT2NeiulonuVghPl8q7a+zDraVjnZVjHaW3++pv3uwYbTLPby/bvhI/cBB98ChqrEj7r4265UGzUCnqb/bOLjf3N9t7m0zXm819HcYB7vM52qkVxvVA+3m3g7z5Vb95Vb9pRbdtf3Wyz3G002K/eVAk53l1lNKZBgbCLcI4UVinJELM3BgZj5Sz0GoGVATD6VjwdQMqJ4LM7AgBlaOXQApEcFdEmSFAutWEqvkheWywjIpsVxOdsoKnQqSS0msUGEbLIUtdmKntbDLTKvRUIXELBVIOn6s49yF04PDfTdvjt28OXbnzq3Hjx8+fz41+2JmcW1pYXF+fuXl7NrLpc21l2tLyxsrb95tvv/47tu3L1+/fv7549vPn99//vz548eP1dXVgYGBgwf322wWBALmIcMTMGJjoz09Y2n79u5O2+MlYCL4DLiQhfwLCw8of8lXDxwSkCgVFSplVL2CYVCz9CqmQcuxWkRmi0ShErKYVAQSsis5LijYd6fPtm3bf/v9919///3XX3/9dceOHb6+vn5+fv7+gYGBwf5+wX6+wX6+wT4+fv7+gf4BQSGhkeERMWFhIQhoRkOltaOmuN6ld5kAh4ZRrKZVmLjVFqDOLm0q1nRXmg9VW47WWE7WW690uK51ui63Oa53OK622a63Wwc6bP0d5oF280C7tb/FMtDq7G1zDXaU3jpQPdZWPtbpvtFdN3KguXd/Te/+8r6e0r7O0t5W22CHbbi7qL/D3Ndt7eu09bZarjWbLtXrrjeZzlYqzpRLLzbqLrcaT9erT9arTtSpTjZqzrQZTzRpO0uFdVa6S4W1gXA9J1/FyDbyCzSMPBUjT8eCqWj5SmqejgXVMiEaRp6OnadnZutZmQ4hxClGlMsI5TJCpaKwVIJzSrBlUqJThCsR44plRKeisNZAbtDimjWYRhWuWk7QMgvI0DSzRnL69JFLl08Pj/SP3Ri6devGvXt3Hjy49/Tp+LPpyZmF2bnFF3NL8zPL8y/WFhdWF+eXF15tbrx+vfHh0/tPnz58//71x49vf4siPz2fHz58mJ19fvHi+fLyUjqdCoXme/rHUlJ2pexO3ZeR7sUi57PI+VxagYCJELKQIi5GzMNKBXiREC/kYQA+VsBFA3ysVFQoE5PUCrpRxdSrmEYN26Tn2axim12p1cl4XCYWA9+9JykkNMDf33fnzh3e3t7btm3z9vYJDAwMDQ0NCwuLiIgKC4sICY4ICY4MDorw9/f39w8MDAoLDo4Oi0wIj4iKiwvjsjAN5RZ3iaayWO4yCYp0rBIdt9woKDcAbou0xanrKDMcdJuPNzrOtThON5jPNVuudZZe7XJd7ii52lF8rd1+tc3S11HU31Y82OHs7ywd7Cjrb3Pd6KnpbXYNtFX29dRd7aoeOFQxdKB0sKN0sL2kv8VyqU5zoUZ1sVF3oUF31q0+7VafrFT+USE/6pIcdUmOlcqPuiTddn53CXC4QnbAJTpYJukuFbY5BDVmerEcY+LB9ewCLROiYuRpmRAtE6KlQVSFOVpKroEFMXEgZl6ujZ9nAwscILQYLCiVYMplfwaMEjGuGEC5QEwRiCoS41wSoktCrNGQa1XYBgmkEiywCeA0eBIBkVHqKjpz5szVq1dHhvtHRwZu3hy7d+/O/ft3Hz9++Gx6cuL55PT8zOTs1NTL2RfLC7OLL2Zfzq2/WltfX11eXVp/tfbx43sPHD9+fPvxtyjy79f3Hx8/vp+fn7t8+WJjY71IBKAw6PTMDC8mJd+z2DQojwkHOWgxDyPhY8UAQSTEA3yskIeRgESlhCwXFWoVdIOaZVKzDTq22chz2MU2h8pgUAj4XDwBnZKaEBoWEBjk4+O73dt7u6+vb0BAQGhoaERERFRUVFRUTFRkXHhYdFhodHBQRGCAn5+/t59/iH9QZHBYfFh4dHhEMAyW2dxQ1Og2VZdrXVaBUU21a1gOFd+m4JYohWVqUa1Z0VNl6aky/dFg/6PedKzB+EeD/USL68qh+uuHqq91O690Fg90lw91lg91ll1tLe5tKb5SZ+1rdfa1Oge7qq52lp9ttl9odVxqtl5vslxvMF+rMZyrVJytVJwok50oVZyo0PxRpjpRoTnqUhwvV/9Rpuqxi3pswk4zp93M7ioSNJuYDQZ6g4FeoyG7VYXFIqRNAC8WoR0A2sCEmjlwExumpeVpyDlGJsTCgVq5ELsg3wHkFQO5JWKoU4woBlAlAK4EIDj4WAcfbRei7AKIQwArAjHFMqJLTikXkytBopuLcLGh8sJ0eFoki4xram49c+Hy1avXh4f6hof6bt0cu3//7r17dx4+fjA582xi5tn0/MzEi+npxbnpxbnZxReTs1MvVxdX1paXlxeXll6+fr3x5cunb9++/Ac4vntw8RDjefSg8vbt2/GnTy5duexFxWdS8Zl0YjabnMdnwAA2EmAjQQ5KyMP81WIuBghSCUkmJatVDKOGbVKzDVqO2cC3WcVWm8JgkAmFTBweGZ8QFRjkGxDgt2PHjm3btnmySWhosAeO6OjoqKiYsNCokOCIAP8Qf98APz8/b+8gH/8I/8DY4JDIkJAQqUQ4OnTmQGtpbbm23AEWWwSlZmGxRmhR8KwSTpGcX6oB6myKpiLVgSrT4RrzoWrTwRrrkcaiU21ll3sqrvaUXu1y9XaXXWspudRou9zsuNpi720qOlOuPec2Xmqwn6ozn22wnq+3nHPrzparL5RrLlfpz7qUJ4ukJ8uUJ0pVBx3SbitwqER2qER+qETebRO16jmtetYBB7jfDrQa2U06RpOOUaumVkgJpRJCEYhxCDHFQmyRAGNmIUxMuI2DsLLhNmZBMa+ghA8t4uUU87OdQKZTkuGU5BUBUBsPVizEO/h4Mwtl4yJtPJiVl2fjQU08uFmIsgE4Bxdjp0HLGRBTYSZ+X0hOYpBCLOzcf+DcpavnL18ZGuwduzF08+aYJ7M8fvJo4vnk5MyzmYXZ6fmZp88nx6eezi3NP5+fWV5d2tx8tby86Cld5+Zm1tdXP3368CcKP7///PndA8dfSefr188/vn/1IPLj508vGmYPFb2bgUvnFGYLaQUACwGwECIOSsTHivhYCUgEhDgRSJApqCoNU6lh6lVMvYKlU3NMeoHVLLHZ5QajWCAkY3CQpF2xgYGBO739t27x3bpl59atW3f6bAsM9A8LC/Ho5tDQ0MDAYH//QF9ffx8fb++dW7bv2OkfEBIQGOYfELR7z67TZw9fv/qH3SCoqdA2VGpdNnGZSViqA10aSYkKsMs5VimjTAvWWeVtLt3+CvOhStvBSktPheFItfVMY/HpetvFlqL+/ZXX211na03n6swnK7XnKvUnXao/iuXHy9VHK9QnawxnqnXn3LrzVQbPV0fsksM28UEbsN8CdFmEbUbegWJRd5G4QceqVtOqlBS3hlJnZtUb2TVaZq2GWS4rLBZhnSC8SAgvEsKLAZSVW2BmQ2w8mEOAsvGgNh7UwoE6BAiHAGXnIhx8tFOEKxURSsUkl6jQzkPZeAg7H2nnw618qIGZqaNlGpl5JjZMy4QYmDAjrUBDyFDh0jmwPbuCtmNy0ortugOHuy5cPHPpysXhkf6R0YGxsZFbt27cv3/30fjDJxPjT6aeTs9MTc1NP5udejr1bG7xxdTc9OyLmfX11bWN1bm5mfn5ubW1lcnJpzMz0682N75+//Ltx9cv3z5/+fLpy5dPnnDyZ1D58+bHjx8/vBj4PTRsKh2zh4XL4JJyhLQCkAEXc9EiPhbgosUAAQTwoJgoV9KUGqZMSdPKmToFS6/hmg2g1Syx2mQ6vVAgLMTiobv3JAUEBGzf5vPbr9t//WXbb79t2bp1q7f39p07d/r4+Pj4+OzcuXPnzp07duzYvn379u1bvXdu8fHx2b7dOygoxNvbW64Q37s/VuW2YBG7FeLCxiqD0wJWWkWVBlGpWuJUg0UankPBcqn5VQZRQ5Gys9zY7TK3WVXtdsUBl+ZQme5wqe5UreliS9HpOvPRCs2RctUpt/5Mpe6EU3nELjlWIj9aqjxWqTniUhxxSo+VyA+XyNpN/A4Tv8sMdFn4LTp2q4HbrGfWqSg1KkqtllEqwZWIcUViXJGC6FSQHCKCS0IqAbF2IaJIAHUIoXZ+gYWTb+VCHAJYMYBwCGAlILoERBcJkcUAys5HFgkwThDvFOFKAIJLRC4Rki0cjJ4B0dJzNbQMLWOflrHPxMq1smEGWp6SmKkkZiuJ2RJMGohMzU8MjvLfIeYxWhorT587cv7S6UvXLw+N9A+PDozeGLl5+8a9e3cePrz/aPzh4yePJiefTj1/Nvtibnrm+YuF+dkXMxPPnk5PT7/a3HjzbvPt282PH9+/fbu5trYy8ezp48nx6RfPX7959eHT+48f33/79uVvaeX7X/nl+88fXgx8KhWzi4ZOYeL2euAQ0gpAFgrkYfgsxJ86RUKSKagKFV2mpOkULIOKY9DyTHqByQDqDSK5gsPhENEY6J60XQEBftu27fjt122//7b9l19++/Vv1y+//PL7779v2bLF44xt2bLl961btu/4fedOXx8fPz/foLi4uOPHj/X2XZaI6Jm7Q+H5ibVlGrdLXWUTuy3Scr283CB2GYQuLd+p4hXJ2WU6QVORqtmuqTNJGy2SZpukxSLuKlYeqdAdq9IdLFe128B2K3CsTHXcpTxsFfUYBV0WYY9dtL9E1mMXdVmEBx3SLivQqGE2aVktWk6jhlUjp1eISGViYoWUVCYprFJQnWKCiVNg4sEtYoxTQbIIMDYu2s5H2nhQO7/AIYA5BIgiIdJjkHsCiVOEcopQThHGJcY6BIgiPrpEiC3io80shJmFMjBQWmqBmpKnKMyUEdMUpDQtY5+JlW9g5GvJ2UpChhSbLsLsFWLS8PvCdgX8Cs1Idpi1+7uaT184dfby+Yu9FweHekfGBkdvjIzdHL1999b9+3cfPLr/+MmjqanJ58+nnk1PTU1Nzc3NLS4vzc2/mJt/sbi89Obd5ubmq7/Wuw9vXyzN3xt/cPvBnZdLC99+fP3+89uPn9+/fPv84084fnhErxcNm0zDptJxu9nEDAE1H6DDADpMyEAIWQgeEwZwUWIQr5CRVUqaRs1Qa5kmLces4xq0HJ2ao1KwxWImj0eh0fAQaGZcfGRgoP+OHTt+++237du3b9269bffftuyZcuWLVt+//33bdu2bdu2zcPHtm3btm/fusP7dz+/gMDAYG9vHzab+fDR3ZbWenIhLCnGLzZ8m1XLqavQVVpF1VZZlVnmNsmqrTK3WVyqEThkLKuUXqoRlKmBMq2w2iSut4gbrJJOp+ZQme5wubanRNZk5teoGR02oMcG9hgFPUZBu5HXZQU67aIuh7hFz+2xi9sswjoNo1pJrVUzqpW0UrCwWIh3gsRyKcUpLiwREY1cuJ4L0/HgajbUBGAtQryJhzJxCgysHBMnz8qFFAMIpwjl2Y53ilDFAKIYQDhFmFIJrkyKLwGxLhGhBCCYWTAlMVtVmKehwFSkfCk+Q4LbKydmyIj7lKTd8sK9EnyaGLMbRCQL4cl8eAoDmpIZ67sr1EfIYVSVlxw+0Hnu4qkLl85eu35xYPD6yOjA6I2RG7fGbt25eefe7XsP7j4af/js2cTU82fPpqcmJycnJydfLMzPvph7sTC/sra6+fbN69cba2srKytLr16tb759/fbTu82Pb5/Pz9x+cOfRxOOVV6vvPr//9uPrjz9rkT8vLyYhjUXcyyZm8Mi5QhoEZMBBBlzMRIEcFMhBSfhYGUhQyilqJU2lpKmUNL2GbdSwdWqWWsGWSVh8Pp1CxqOQ0IzMtNi4yIDAnTt9tm7b/uvWbb9u3bp169btHkq2bdu2fft2Dxyexx07tvn67fB46iHBEfX19bdujxYVW5DIrPhI3x1b/5VNya8uVdc7ldUWSaVBVGWUuk2SarPUbZGW6QGbjGmTMR1qbrGKU2kES9U8l4pbZxY1mcRNRqBWx6k387qKJK0WYacFOGgRdeh5nRag3Qo0GrjtNrDZJGy3iVstwloNs1JOqVDQSsVEJ0i08XBWHtrEQ2mZBXoOQsGAqFgFajZMwYAoGAUyaoGMDFHR8vXMfCM718yGFAmRpWJ0CYh0CGAuMdolRpeI4CUgsgREezZji4VYMwuho+apCnOUxFwFESrF5YDoNACdAmKSQGwCgE4UYXeD6N28ggR2bgyISOYhU5F7ohKDt0L37baZzHW1VQcOdl66fvHc5bPX+64MDlwfGR24cWP05u0bt+7cvH331v2H9x4+fvD06fjk1MSz6anxp08ejT+emZudmZudfTG3uLy08frVxsbaxsba2trKxsbam3eb62823n5+/+bj26X15buP7vWPDo7euTG3+GJpfXn9zcbHzx++fv/2+fNnLxZxL6cwk0vK4pFzPQWHiImQsNBiLlLCQ0mFGLkIr5aR1EqKWknRaGh6LcugZqrkNAlI4bFJHjKyMvcm7YoNCw/089+xw/v3rdt+2bL1ly1bfvOg8Ntvv+3YscMjYf4WNrZ7Gg6Cg0P9/ALy8iDDw4Pnzp40mVTQ/D3xYb7/9s9embtD3KUKd5G40iQqNQIVerDKIHKbJFU2aaVVWmoEizQ8o5RuU7Jcan6xgmeTMQwg0cDHO+WMSgOvxshrNAlqNew6NbtFxek2gt0OWbtN3GTkNZoEjSZBo4HfbBK6lbRyKcXOx1u5WCsXq2eh1QyEjo2W02AgKU/OgCtZcDkTIqbm8PFZPFw2QMhT0QsMHJiVDy0SwksAhEuEKpVgPDnFyoXYeFCnCFMMoGw8mJULt3GRelq+kpgpx2dLsLlidC6IyuLDdvNgyQJEshCVzEclC9CpACoVgO8CC5KkmD1MaGJ6lF9iuB+tEO90Ojs724+cOnL22sUzF89e6bs0OHB9dOTf4bh15+a9B3cfPn7w+MmjZ9OTE88mHz8Zf/xkfHLq2fPZmdnZ2eezM4vLS6ury561sbH2+s2r129ebbx9tfp67c2nd28/v59feTk+9fT2w7u3H9wZvjV69/H98WdPxp8+8WIXpnHJ+3iUTB45G6BDxQyEmImSsjFiPkLMR8kEGKWYoJYS9EqyVknSqcg6JVUjpylENAGnkErCwGF5mRlpSYmxEZEhQcG+fv7bdvr+ut37/96y9f/ZuvX3LVu2bN22wxM/vL29fX19PWWpj49PYJBvaGhwUFBIWGiUXK58/Pjx4cMHRWLu7t2x8eE+/+f/+G8B2/9nmU1aZmC7NCyXhlOuF1bowQqjqNwAlJlEVXal0yyyqHk2FcciZxpBigEgGYSFag7awMeXKhllWrZTSi2X0mrlrEYVu0HNbjEDrTZRo0lQZ+K7dewKDbNCzXDKyMWSQj0brmMijBy8mo5W01EqJlrJxKjZODkDKaXBxRSIgJApwGWJSVAlA2HkoSwA2goiHQDSwS/wlKIlINLOLzCz82w8qKcUNTBytdQsHS1XScwUo/eKkWkAMpMHz2BB0hg5Sey8BA40gYtIApDJQuRuITIFRCQpkSmigjhMin984O9Ze5IAHr+4qPTQsT9Onj97+srF05dOXx+8OjR4fWx0cOzG0M3bNzx83L1/5/H4/cdPHk1OTTydnBh/+uTh40cTzyafTU/NzM1OPZ+ef7mwtPRycXFhfX11dX3l1ebG6/ebbz692/z49sO3Tx+/f95493rtzcbqu1fz60uPZycnXkyvvN5Y33ztxS7cxyNlCChZAmouyCiQMJESNkrGxYh4SAnPAwdOLSdqlSSlnKhQEBUyskxMAvhEcmEBBgPNzEhLiIuPCIsMCQkJCPTx9dvq4/fLdu//ucP79x07duzY7uvt7ePr6+vr6+vt7e3n5xcYGBgUFBQSEhIRGRIWFhISEpadnXvq1Kk7d+50drVSafjMzOTdCRH/+o//+f/4l/8qF+IrTHyzGG+REIpk9CIZyyFjlai5pUawxAQWm0GnVVysE1gVLB1INgBkI0jW8QkaNlrLwdgBUglIqZAwqqWsainLLaHXLlaZ6AAAIABJREFUqjjVKna5jFmmYDil1CIRyQ6QzDy8iYvRs5BaBlJLxyipSBkVIaMilEyMjIYEC6EgGQqQ8wSFOQAJomCgdVy8UYizCLEWXoGVW+DgwUuEKIcAYePBHDy4Q4Cw8aA2HkxHy5UT0mT4vTL8XgCezM2PZ+fvYuen0HKT6dmJjJwEVm48Jz+eC0vgIuP4qBQhJk2M2S1HpVDS/HOitu+NDCJgEUq5orSs6tS58yfPn73Ue+3s5fMDo31DnppjbPDGrTEPH3fv33n8+OHjJ48mnj2deDb5dHLiycTTyalnTycn5uZfzMzNLq0sr64uLy8vrq2tLK0srG0sv37/6vWHN28/v//w7dO7Lx8+fv/87suHN5/ebXx882JtcWFj+e3nj19+fPfik9NBaiZAywJoOSA9V8zMl3CgYl6BhA+TCgrkAFIpxiglRIWsUC4ji6UEEYgHhAQmHYNEQHKyM1NT90RFxYSEhAQFBfn7+/r5e+/02brTZ+tOn20+Pt4+Pj7+vn4Bfv7+vn6B/gF+fj6BwQFhEeHBoSGR0RFZWRkOh2NkZGRmZnp4eLCpuZZCQWMx8JSE2P/xD//tv/8Xr8KC1GqDsEhEsfLQejrSyCaYQapVwbTr+A6jsMQCOi1gsU7g0PDMMoZOUKji4DRcnFFQaOATDcJCC0hxiGgOkGoHKBYByQ5Si2TMYjHdKWXaAYpNSC4S0ewAxcwjmnlEPQurZWIVNIyMhpbR0FIqioXM4uFzJTSUiAwVkXOlNIiKBTdwkSYeQseC6Bg5Fg7Uzkc6BCgbD2FhFVi5cCsXbmBBFJRsMTGTg97NQCYzEKmFefEUaBILlsKA7qLlJtDy4hg5CYycBHZeAg+6SwBNBmCpSnyWCJVGz46H7QraFb4zNyONzWZqdYb6hpbzly+dv3zp+kB/7+DA4PDA0HDf4GD/4PCfatZTk95/eM+jWcafPnky8fTJxNOp59MeOOZfLiyvriwuLs7Pz61vLK9uLK5uLK5trqy/WXv98fXbz+/fffnw7suHD98+vf38/s2nd8tv1pdfrW68e/3p21cvgJIOUjPE9CyQkQXQssTMXAknH+Tkirh5Ej5EJiyQgkiJCCcCCaCYyAdwbD6SQkNisPC8vLzkXXtiY+PDwsLCwoOCQ/w9DUWBgYEhISGBgf6Bgf5+/t5Bgf5hocFBgf6REWHh4aEBQf5hEaFp+/aYLMZH4w9//Pjx48e3icnHg0O9zU21HA6JQibEx8X8b//0T//F6z9lxQeVyblOgFLEQWsKoRoyUsPGqYQErYxmUrOtWo5dw3Fo/swsehFFyyeq2TiDgGQUkPT8QqOQbBCQNBy8ioXVcgl6fqEJoJRIWUVihp6N17FwFgHZBlDNfJKZT9Iw0Ao6SkpFiMkwDjpLSMgXkQoAElRCQYrI+UomVMeDG/lwswBmE8AtnHwTB2LlI0ycAhMbZmLDjAyogQVR0XKk+AwhOoONTKcj9hKhKURYKi4vCZubiM+Ow2aEk3IiWQUJXESKAL4HQKRJ0RkKZK4cmS5BpDJzEjB7YvOSY5OiwjFouFKptjuKjx47funK5avXr/QN9A+NDA8NDY2MDQ+PDo2MDXvguHn7xp17tx88uu9xwzzV6MPHj55OTjwaf/xsemp65vnM3Ozc3Nzs7POV1Zdrr16uvXq5urmw/mZt88Prt1/evv383oOIJ9Gsbq4vri+vvF57//WjF0DJEFEyRbQsES1LSM0UMXIknHwRNw/k5Uv4UCkAk4JIMYgXCrACAMfiIil0OBqbm5uXsWdPamJiYlxcQkREREhoQGhosKdVJCQkKDg4MDg4MDQ0OCwsJCI8NCI8NDYmKjo60t/fNzY+xmDS37pz88u3rx5Vvbn56uGjO719lysrnCwWEYuBh4UH/ss//3cvr7+L8PvdJqY7wEIHH21hYTUUhJwMk9IRYhZSLSw0yek2Nduu4dhUHJuSbVOyrVKGUUg2Csk6HlHHJWjYOA0b57kx8AstINXAL/T8QP23r3RcgpqFVTIxMipCRIbycNliMkxCgUtpcA0XJ2MgpTS4gglTc+E6HtLARaqZ+Spajpaea2BB9Mx8DSNfw8hX0/PUlBwVOVtM2MeBJ9MhSVRIMgWWgstLwOUl4LPj8JmxqLQoTFoIOTuCVRDPgyULEKki1D4ZJluKypEg9vBy42gZ8ag9scnh/mmJcXwex+mqqKmtP332zJUrlwYG+voHBwaHh4ZGhkfGRsdujo7dHPWo2Ru3xu7ev+MpSCeePfXUHONPn3jgmHo+PT3zfHLq2czM3Nzc3OLSi9WNhfXXC2tvXq5trrz5uPnqw6vNj29fvd/0fL56v7nyanVxfXl1c/3Np3deACUDJGeA1EyAkiGgZID0bBErF+TkglyomA+TCOASIQYU4Pg8LJuDpTIQGEJ+HmTv3n27UlIT4uNjY2JiIiMjIyLCIiIiwsND/+pNjYgIi4qK8Jz1jo6OjIwMDwsLgSNhl65c/PTl4/ef35bX12ZfzDx7NjH+5MH9B7euXD1fWeEEQSYOj0xIjPnnf/l7L6+/2/Z//ZuChbOBJBsXbeOitVS4GJ8jxGfz8DliBkItIOhAklFCNcpoFjnTpmTb5SybhGEV041CsgcFHZfgQUHJxOj5hToeUcXGqDlYBQstpsKExDwhMQ8kQaR0hJyOUjBRMjpMxUTruHg1C6XlYAzCQoOw0AjgtXykmg3TchFqNkxJz1XSc9X0PBUtV0XLVVBy5eQcBSVXhE/nIVO5iBQGdBcVkkzMTcDlxOFz43FZsbh9UaR9cfScWDY0jg9LFMJTAcRuCSpdgsoE4PuEBbs52XGEPZG5CSG7wnzh+ZkWk7mhpb1z/4FT585e77s2ODzUN9A/ODrSPzzUPzgwMjY6MjY8NDL4p0/64O79h/fuP7z3+MmjJxNPHz8ZH3/6ZHLq2fjTJ8+mp57PzszOzb98ubS0tLS0PL+yPr+yPrfyen7l1dL6u/W1t2urm+urm+srr9devd9ce7Ph6Thc3VzfePfaC6Cke5aAmi6kZYD0bJCVLWRlg1yomAsX81EiPkbAxbKZaDIFjiNACmDZ6RkpySnxCYnRkVGhnv/ec7A/OjoyLi4mLi7GM5s9NjY6NjY6JCTIM6tKrVU9n51+9/n98/mZxxNPHzx5+PjJo3sP7o4/eTD+5P658yfr6qtkcmEhCbtnT+o//es/enl5/eN//fvCgqxiObsEINi4SCsHpaVBZKRsIT6bh8vk43PEVJiKT9AIC7Ug2SCmGgQkg4BkBqlWMd0mpltAqklItopoVhHNDFCMApKeR1RzsCo2RsFCyxhIOROlZGOUbIyGh1exMTou1iLEmwU4h5hkBglqNsIiJJr4eD0HpWRCFQyImg3TcOBqNkzBKFCx4AoqRFaYC+D2CfD7ANw+DiKFAd3FhOyi5SaRs+ILs+LwmbGYfVGEjBhqZjwnJ5UP2cWBxHEhCQBitxiZJkan86F7yFmJzOwkRnY8MjksLcw/e1csm0ZqbmzpOXjs+OkzV3qvX+/rHRweGhgaHBobHRoZ7h8cGBkb/guOW3duPnh0/+HjBw8e3R9/+vjJxNMHjx4+fPwnJY/GH0/PPJ+bf/HixcLCwsLCy5mXyzNLqzPLrxYWVl6sbK4srC0sv1pdXF9efrW6urn+6v3m0sbK/MrLlddra282vASUDICSAVAy+OR0ITUTpOcCjGwhKwdgwUA2UsBE8BhINgNBIUFR6CxIwV7PeNvEpNjYuIio6ODYuIjYuMi4+Ki4uBgPHJ5RZQkJcbGx0fHxsTAYVKWWnTl7YmFxbm5xtn+k7/pQ3/OF2bef3n378fnt+9dPnj68cXPo/IVTrW0NcgXAYBbmZGf+77/8m2doZFpKlIpPsILoUhm+SIBx8FAWFkxDgYoIORxMOhufLSBDRXSEjI1R8vByOuqv8uKvZRSQrCKaXcIwg1SjkGwUkIwAyQCQjCDZIqGbxTSziGICyQZhoQnA2kGsHcTbRQQTgNZxCkw8lEmA1LAgCgZEzUbIGXAxBSKmQERkqICQLcBlAbgMHnYfHZ5CgSZRoUkUSCIxJ5aYGUvIiEGmhqL2hhEzYxk5Sbz8VCAvjZefxMqNZeclCGApIDKVB0umZCeQs2JZean0zAR4UsieUD8iLNdq0nZ2HTh45MTFq9eGxkb7BvqHhkYGhgaHRoaHR0eGhoZGR4eHRgaHR4c8kePu/Tv3Htx98Oj+s+nJyalnj8YfPxp/7CHjwaOHE8+ePpuemph4Njv7fGZ2cm7h2cvl6aWN+fnVF8uvl+dXXq692VhYXVzaWFnaWFl/+2phdXF28cXSxsrK6zUvkJwOkv/kQ0DJENAyQVY2yMwRMKAiNlrIQLEpBTQiBIfJgkD3ZGQl792bnpSUFBsXGRsXFpcQHJcQGp8QHR8fn5AQl5AQFxcXsyspISE+NikpgUajHDhw4PnzqY8f33/68vHW/duX+66O3B57ubb0/sfnzz+/fvn2eWX1pQeOk6cOV7mdcrlQLOEVwPO37Nzm9Xf/ycvr7/y9fxcS82x8VJmUWAwgbDxYsQBjpEMUhBw+KpOO2EtHZzBx2UIKVMZASqkIOQ0pp6MUDLSWg9dy8Jr/sPQ8ogWkWkCqTUwrEjOK5awSBcchYVtFNAtINfGIFiG2WEZwSPBFYrwFQOm5MA0DqmbmKem5ckqujJYHUnKBwnwRqUBAhrLwOSxUOge1j4XcTYEmk3ITKfkpxNwE9N5oTFoEOjUMlxZJzIyl5iRy81KksHQVLEeBSZfj9oqQqQAijV+QXLgvnJgZy4Gnc6G7yfui8mL906MDRUyyu9x16Ngfx89cutI32Ds40Nv/Z8HhqTmGRgaHRgYHhwdGxgZv3h4duzl6595tj2B5MjE+9XzaU3N4ksv40ycTzyanpmcmn02/nF9YmJ+Znn3yfOHp3MrUzML0/OqL5y+fe2hY3ljx2KMLKy9fLC8sv1pdfrXqUSuZIDVTQMkQUjMBRjbAyBaxcvlMqIAJ59LgNCIEh8opyN+Xnp6cnBKfkJAQFxcTFR0WExsanxgWlxCakBjtOSDlmTcVGxudlZne3Ny4trby8+fP9+/fzsxMP5+dfrm6OPtybuX1mqc2/vT987sPb1+8mH3w8M7QcN8fxw+5q0rlMlAm42FxiKCIkP/89//Ny8vr3/7tf8XmJqmo0BIQXSSAOjiQEg7KzkDoiPkgNoeJSqehs2joDA4xT0CGAiQYQILxCRCABBOTYXI6SsnEqFhYOR3leVSzcXoe0QZQHADNAVLtQqpdSLUJyVYByczDWwC0Q4Kzg1iLAKXnFqiZeUpqjoqWo6TnSknZYGG2oDBLUJgjIOaxcFlsTCYLlc5C7KNBU8h5SaT8ZFJ+MiEnHpMZj94bTciIoeTsYkB20/NSBJC9SlSuHpWrweyTY1IBeDIfksLMSWBkx7LzdzELkmlZcZikkPQQb0xGapFB3d7WdP7ylYvX+q/09nnk6+Dw0OiNsdEbIx6p0j/YNzw65PE5PGnl3oO7Hp/Ug8VflcfTyYnp6ennszMzM3NLLxfnXzx/OvHw2fPHs/OTz2YnZl/OTL14PrMwO/tybml9eWl9eWlj5cXS/MLKyz/hENIyAEo6SNkLUvaK6VkgM4dDz2czC9gMFIMKJxOgOFROASQtMzM1NSUhLj4yKjI8NiYqJjo8KTEmISEiJiZkV1JsUmKsZ3xMbHwMi8W4e/f2jx/fZmefj4wM3bgxOj8/9+nLx3cf3i6vLi2uLW1+ePPx26dP3z+/2tyYmHhy796d0bHB4yeOVFa4lAqJViomkxGpGbH/8q//6OX1d//wD/9LclQgB7lLy8ouFsNLAISZBrHQYSY6QkGGisj5QmIWB7uHjUrlYvYI8BkAIQfE5QLYHCEmR4zLl+AhEjxEQoSqaCgNi6CkY7VMvIFDMHGIVi7RxiPYuYU2LtbKwVjYaDMHbubCTMwCHTVPR8vVUnPUpGwtJVdFzpUTciSEbBEhi4fJYCP3MhB7WKh0FiqdWrCbAdnNKkhjQfeQs+LxeyNI+6KYOXGCgiQAnsyHJnLz48XwFBVynxadocOlK/D7hPBkenY8LTcJwKSLMHs5eXGUjJjsuKDd/y9TXxkd53ltrbS3t7e9vb1t0tskbaCBxkkTxxRLsnhGo9FopGFmZhLOjHDEYLElixkMYcfhxDGLGYZZI2Y2xf5+PKnXt9aztEbzw8v27Nlnn332ed7T7yUrxPU1VR9+/NF3169/8+P1OwP9d/vvgAoCelfw+qnJMTYxCloVoElnTTMmk8lkMlksFrPVAtwwu9Nhd7tsLqd73uP1ucy2GZvb4p13ujx2r8/lmXN7fZ65ee/cvHd+ZWFlc9W7OOee9yytL8+vLPhpBDGJwpgUITxFCNdKkGoJSizCCcQkPp/OZGKJRAQKFQmHh0CgQUHBp0+d/tcHp44FnTkdGHAqOOg0eAJ2RHhQaEhgaNiZkLAzaRmpy8uLOztbd/pu9/XdsVrNO3vbT578vL6+urg4P7/oW11f2TvYffjzg/uPHyytLM7OTk9Ojt+9e/uTTz6qKC/NzEhLT4gX88loPOTFl/7s94zfr5/5z3de+RsXHZjMi0wXxxSqiQUqUq4EnyXA6nkYrQCfKsGkcBAaSriaHKamRsbTopNZKB0LnUiJSyTHaukYLR2TQsfoOAQ9l6znU1J45DQhOUtCy5GQ86SUXAk5R4zLFmIMfGwGNzaDi8wRYcHJFqKzeagMbmw6F5XKRmkZyCQaIp4cpSJAZfgIOQkmpyAEWKggLkyGgSowkTJUuBwVmkiAaEnQFFJEKg2WRAxPwIeC1+kMeAopQkUIkeJDpTiIioJMZmOTGdHq2AAG7IOg42+hkZDysqLW9ravv//h2u3b127e6h8ZAGxxt/8OAAfAytMmFuADMMeMcdpkMZrNZqPRaLFYbDYbGMKZnXbrnNvkdpg9dte8Z9Y+a3aYHF6n22P3et1ut9Pjcfl83oUF38LS/OLygnPOZfc4FlYX3QtePyUXHs9HJAmQKaLYRHGcSoKRinFcHoZMReGJ0bGoiCh4WGiY/5mgD077nzj1wfunTr7/walj/qdPBPifDAkOCA0JDA8LCgs9ExTsL5aKvD7P9u7WrVs3LDbz7v7O48eP9g/3llYWfT7v3JxnaWlhY2Pt4GDv/sN7O4e7c/Pe6dmp4eHBmzevX7nyWVnZ2dwcQ26aTiGk4wlRbx556Vf/4feMn9/zf/g9MuhdKSVUTYdkidElCbRCBTmTF6djI1PYcTo+Kk2I0rKiE6hQFQWqJEUmMmK1TFQyHZVCQ+mZ2FQWLpVN0HEIKRyink/R8chaDi6dRzSIiHlSkkGIyxZjcsXYXDHOIMQYROgCGTFXjMsWYbMEaIMAnc6N1fHidGykloFIpEUlUGHxlEg1CRJPgqnIcDkhSoaBqvHwBFJ0EjU6mRKVTIlKpkYmEcPTGfA0elQyMTyZGK4jR+qpED01MoEMUVMjUxhxWjZeQ4lVoMNEsBPowHdjgk5lJKl7OlovffzJjbsD127eut3fNzA6ODTS//+Do2/g7sBQP8DEyNgw4I9Z0wxwwKx2i81mM5vNNpvNarc5XM4Zs2nGbLJ5XNY5p8Xr8C75zA6L2WpyOu1ut3NuzuNw2Bx2q8ftBF9d97zH5XM7fW6QUvZT8BAqXoyaj9QIYtUClIyPEfKwdGoMFguLi4uIjg6FQM4EB58CT6YMDDgFHlga4H8y6Ax4mm1wWGgwi0lvamoA21dms3FjY+3Bo/t7B7ubm+vziz6n2+H2uhYWfGtrK9vbm/fvHx4c7K1urTlc9unZqZGRoTt3bn3zzVe1tefKy0srzpZoFHw6I/bYqTd/9R9+z/j96n9/8x//euM5YtRxNROeIcbky4iFclKeBJ/Jx+i42DQuJp2PzhKgM/koPSc2mR6TwkAmUaOTaQgtA6ljoFJoscl0lJaD03OJKRx8Ko+UziNm8ggZPHQGD53GicvixxkE6GwhxiBAZ/LisvioLD7K8O9f0zjIJHZMMjtGx4zRMuDJNHgSNSqZBkukwBIoCB0Lm8rCpTLRekZsKhOpY8BT6fB0ZnQ6A57BjE5nwPXUyHQGXEuB6qmQHD4qR4wziLFpXEw8OUaChcpQ4WzYacixNwRUfHvDuQ8vdH/19bcDoxM/3blzq//24PDAU7YAEOkf7ANq4yk4hkeHQEExmmdNFqPNZjOZTFbrLwVlxmwyWi0Wl8PidVjnnJ7FuVmrEVzfYHfaPB6X02kHKSGv1+1bmPMtzzvmXE6f27M4513y+Sk4UQpOtIKLVHDjJFyUgIViM+LIxGg0GhYdHR4eHhAUdDLA/8TpD46d/uBY4L9vLwR3wUAg4UQivrGx3uVyPHny8+b2htlqunfv4MmTnw/vH6xvrs3Pz7m9LpfHOTfvXVpZ3Nha3zvYvffg8ODe/vLqksNln5qZHB8fHRjou3r1SkNDXX39+eKivESNXCiiRESe/O3vf+3n96vfPvPMX5/9bWTAEQEhMpkTlyFA5YpxhXJioYKcI6cbROR0Hj6Tj8sRk7JFxHQuRs+KS6bBk8gwcFKoCC0DmcrCpPOIqRy8no1LZWHSOOh0LiqDG5vBQRm4sdk8VA4fZRCgs/gogIl0DlLHgOtpMC0dlsiMSmRGpdCjtP8+aYzoVHZMKjMum0vI5ZMymCgdFa6jwlKpURkMRAYzOoOFyGAhstgxGSxEDh+lZ0YbuLEFMkKelGAQYnRspJoYJcVFCtGQ2NP/ign5oCA77crnH3/xxRc37twdHB+/Mdg3MNR/t//WwFD/nb7b/YN9QyODd/puDw4P9A/+Mo8FlQUABZhgs7PTJpNpenrabDabTCaLzTplnDXZrLNOm9FlNbqsTp/baDcPT4xMzUyaLEabw2q3Wx0OG6gvc/PeuSWfw+t0+dyueY9jzuUXz4bLGXAJEylgoTgsNI2CIOAj0KhgOCI4MjI4NCQg6JcnHJ8MPHMqODgYCoWCWyypVHJpacns7CxIDd27d2CyGLd2NsHm3e7u9vrm2vLq0vLq0uLywsLS/NLK4ur6L2tYWzubvoU5q90yOj4yMjLU13fny6tXujrbKyrKDOn65AQll0eIRvg/95c/+vn96hk/v2f/97+C3n8dG3FKjIvQcmOyxZh8KT5Pgs8V0wvl7EI5M1tENAgJeWKygY/N4mHSOEgdI0rHgCdTIxNJkYBFtEwUOOlcVBonLp2HzOAiDQK0gRubw0XlCtA5ImyOGJcjwmQK4lLZMSn0KB0jKo2N0PNjdYJYPTs6lYNI4yAzeXHZQkyhCF8iIJeK6GfF1GweJo2GSCFCtBRoGiM6mxeXK0Dn8FHZ3NgcXlyBCFsgwhZLiEUKskGIS2PHpLJj4slRIhSEGBEAPfFOvIB1sav9m6++/u7ajZHJ2YHRib6hwcHhvr6B20B+/tv1ug28L0AbYxOjT5uUWdPMzMwUAIdp1mi32202m9lqmTYZZy1mq9tp87lsHodvZWFuyTcxOzkxNW63W+12q9VqtlhM8z6v1+teWJr3Lcy5fG7PgtcNwKFiwSSMKD4jhk1HU8kxBBwMFRsSAz8dFRUaER4UGhIQEuwfEuwfHOQPhYRDIsLCIsLj0KiikuKpmelHjx6BvOGTJ08AQf3888P79w+3tjZWVpbW11dXV5cXF+d9Pu/8/Nzy8uLK2vLWzub27tbaxuovNWVseHh48O7d2z98/+2Hly9WVZbnZKYlp8TLlWw2K+b40bf+41e/8fPz+/1//+btt15EBBznxIXF06NS2TEZwrgcETZXSC+ScUpV/FIV/6ySVyijFcoohTJKngSXxY/LYCHSGfB0ZnQqC6FnIdO5qHQuJp2LyRJgM/moDG5sJjsmV4DO5ccWiOIKJJgCMT5fQsqTkvKkhGwxxiDEGIQ4gxiboyBky/E5MpxBhM4RYfJF2CIJvlxOqZLRq8T0UgnlrIRYJMSlM6N1lAgDB5kvxIBTIieVqkhFUkK+CFsiJRVIyRkcVDINlkiByjFh5LCTkONvUWNgjdUVH3/40Tfffn+rb3B42nh7eHRweOjWnetDI/23794YGhkE1WRoZBC0soA5QDV5WlOmZ6eMxhm73W61Wh0Oh91uN1stk7MzM1azxWUzuW2zTovT555fWTCap4dHB2wOq9VqNhlnrBaTy+Vwe12+hTnnnMvpc7vmPU6f2+51+iloEDEdxmPEUmmxaGxUXBwUCQ9GwgKh0KCIiMDQkICw0MCw0DOQiDBoBAQdh8nMzBwcHto/PHj85MnPTx6Dn+ubG/2DfStryz8/ebS7v7Oz9wtt+BbmvD6P1+eZX/StrC2vb65t725t7Wyurq/YHFZg7Q0NDfT337127Ycvr16pranOzc5J1SdpU6VSOQkRFfanPz7n5/erX/3K76Xn/ww5eZQUGSDFBCeSI1JZUdk8VL6Ani9l5UvphTJGsYJVrGCUqplnNfQCBTFfiMkToLO5sZnsGKAhcsSEPCkpX0LKFuByRNg8CT5PiCkU44qluGIppkxJKlVSSjW0snjGWTUVnEI5KV9GzJXj81SkfDU5T4bPE2KKhNgSIa5MQqyRMCuFrFIxuVxMKhUTcwWYbD4yhxeXJ0AXiQnlSlptMqcmiV0oxhWIsAUyQpYUl8xFxJPDVegzAthx1MkjyIATRan6Ty9dunrly1u3+/sGx/rGJq/3Dw2MjN7pu9k/eOdu/63+wTtAcPz/Tcro+AggDBAgNZpnZ00zZrPRarWaTCZAGyaLeXJ2BmgOs8du8TpsHod73mM0zw6NDM4Yp02mWbPZ6LBbnU67Z849v+izue0un9s553L53Da33U/OgPEpkTQ8FBMbgY6FIaKh8MiQKGhwWHhQWHhQBCQkLDwoPCyIRMTn5Wb33+3b398HgPj5yeNHT548fPJ4cXXl2x+tSfSeAAAgAElEQVR/6B8Z2D7YAcvdO4e7a9vrvuV5UMAcXqd3cW5lc3V9c21ze2Nja31xecFiM0/NTI5PjvUP9g0M9N28ef27776pqanOyzcYslK1WqVSySUQYv/x6svP+Pk988yvn/3j/x5/+58w/6NsRFASNSqRAktnYzPY5Ew+JUdCzZNSckWkEjm1KplTkcLJV5NzpPgcMS5HhDWwYw3MmDwuqlCEL5ISCyWEswpKqZJaIieXqaiVGnqlhlqhplRqqJUJtKpEemUCrVxDKVNRKzT0cjWtVEkpVJIKVKQCFalIQSqRk8pkpFIxoVxKqpfRzsvpgD9KRJRcESFfhMuXYktUpOoUbo2OX6pmFsmpeWJyroiSzcVlM+P0FJgCGypEniFEnIj0P8plkC71dF679sPw6MjwyNj4xFT/8NjdwaHh0REgMvoH+55KjYGhfpALBAdkOMA8dtY0Y7GZwVQWDFZMFrPJZp0xm8x2m8XlsLqddq/b7LS7fXMzZtPd/r6J2UlANlar2eGwzc17F5bmXR6ny+P0zLlBD+HHZ0CYxHAKCoKBh8dGRiBgkNCwM+ERv9y2D4VGUKnk4uLCoaGBw8N9sNfw6PHDB08e7hzuzi35RqfGfrx5rW+4f2t/++DRPRA4W95cBaasZ8HrWPA4fe751cXNva3VrbXF5YX5RZ/b6zJbTRNTkyNjo0Mjw/2DfTduXf/pxvWWlpaqmrKK8pLkJI1YwqPScKeOv/PbX/v9yu/Xf/jtf7/x+ishp94jRgTI8LAEClLPIKSxKFo2Xs/D5UjIRXJqqZJancg6lyoo03PykxkGBcEgxOTxMcU87FkutkSAPSshlMiIJTJikZRQKMEXy4hlSkq5ilqhplWoKVXxlMp4YkU8uUJNKVWQy5SUSg29XEU9q6YWK8mFcmKhBF8owReIcQUi7FkJoVaCr5GTq+WMMgk7T0zNFZHOyqi1yazzKdyaRE51IrdCzSmSM3OFtBwBLZNJyiYjUzEQESKIFBkQeeYYFgVvaKi7efvGjbs3gUicmJocmxgfGRsdHOzvHxzoG+jvG+gfHB4aGBoEw/rh0ZHh0ZHR8bHxyYnxyYmpmWkwRpme/QUcVrttxjgLOliTzTprMRutFpPNanHYrU6HxWH3LS2a7ba7gwOjkxNj0+Mzxmmz2ehw2DxzboAJm8PqdDusdovb6/Jjk8MpmBASKgIdHR4Di4BFhsMiwyNhYRERYWQysbAwf3h48P79w6dx9UePH+7d31/dWps0Td/qvz0w2u+cc+zd373/+MHO4S6Y/y6sLc2vLnoX5+ZXFlxLc+5l38Lmyvru5tL6stvrcrjsdqfNaDaNTYxPTE0Oj470Dw5cv3njh2s/Xrx8qbW9raGxVq+PlysEQhErJgby3P/+4Rk/v9/9+tcvvvhn/6Nvxp05yUYEJVFiUygYPYOg4xDShcRsMalQRilT0aoSmFU6XmU6vyqNX5rEyBVjcwWYsyJCEQ+dz47N56GKJHiAj2IZsVhGLFfTKuMZFRp6hZpSqSFXxhMrNeQyJalMSalUM6riGRVqWqmSUqKiFCvJhaASSfBFUkKpglytpFWp6BVyepGcXqCgV2hYzXpRs1ZYq+Gc1/Br1bwqJbtMyiwQUHK55AwmTkeIVsaGcGGBSP93YSEncnJS++7cHRsba21vy83P+/yLKzPG2aGR4dHJibGJ8f6Bobv9fQNDgwNDg0Mjw2DqNjQyDH6dmJqcmJqcmpmenp35t2VustptFod96t/gMFotM2bTtMkIgGJ3u9y+uYWVZZvLeWegf2BkeHRywmieBclk0FS6vS670+b1ecA7fjRcGCkuFBMdEhcNQUZDo+GQSFgYGoXIzs4aHx8FbPH48aNHjx7t7u66XI5Zq9FoM/WPDk5bZn3L89sHO7v39vbu7+8/ONg+2FndXl/eXAUjvoXVxZXNVc/awtza4sLmysLakmfBC7Bpc1iNZtPo+NjIGBBft7//8Yevv/3mytUvuno66+qrs3NSNfFShVLIoJPePfLmb3/t9xu/Z/78x9++++bfIKffwUUcF2MgCeTYFBo6nUfM4OMMYnyBnFKkIJfF0yuTOVV6bl2GoCFDXBnPKBTj8nmoHGaMgYkwcJC5/NgiCb5Igi+SEoplxFIlpUxFrYxnVicwq+JplQmUinhquYpaoaJXaZhVCayqBFaJigoWYssTmGXxjHNJHMAopRpaiYZaGs8oTWRXJAsadOJmvahRw2nUcOpVnGoJo0JILeEQcunYLComlYBMwEQKEUF0WAA2/LRWI7r6xScjI0MXLlwik8lHj70fh0a1dbQDU2tkbHRkbHRgaBCkN+72A/t8CCADMMfk9NTUzPTk9BSIBposRpvDbrJZJ2dnZi3mp+AwWi1mu81stwHysLtdVqejf3jozkD/8PiY0TxrsZkdLrtnzg0KitVucXmc4E0/Kg6CRQTjEBB0TFR0ZAQGG5uZlXrr9rWDg4PHjx8/efLzz08ebW5veH2eyemxW3euD0+MWF225Y2Vvfv7u/f2du/t7Rzu3vv5/v6Dg829raWNlcX15afgWFxb8qzML2yuLG+uehbn7B6H3WmzOaxmq8loNgHaAJx5p+/urTu3v/3+u08+vdzZ1VJaVhSvkctkHJGIAQk78+z//O7Xv/L7n9//5uUX/+R//M2Y0BNkaICcGJ1ERemZ2Ew+JpOPyZUQi5WUikRWVQLrXBK7IY3flCaoT2ZXq6lFEmw2NyaLHZ3Jic7lxxaKccVSQomMeFZOqlDTquIZlWpGhZpWrqFUxFMrNPQKDb0ynlkZz6xOZFckcMoTOWcTGCXx9LIEZnkCszaFdz6Zdz5ZUK3jVqfyzqXxq/XCGq24SSuu07Ab5fQ2NbdRxqrmkUqZ+DwKOoeMySJhUolxCgxMiI6MCzulFrGvfHr59q2furs7mWzWmeDA4yePvfX2kcgoWGNj/dTUxOzs7NDI8ODwEPifuXHr5uDwEJAdI2OjAByANqZnZ0BlAQNYi80KRCiABWhlLQ77U2Q4vR63b25savJW392RsVEwywU8AXSG1W6x2i0Wm9nutPmRsVBCbAQyMphGxBqy0q7f+GFze+3Jk4c///xwa2dzbt5rd9qA6rG57fMrvoOH+1v7m1v729sHO6tba+s7G1v720CHru9sLG+uAud1YW1pYXXRuzjnXPQuba/5VhasbrvFabU5rA6X3Ww1TU5PTc/OTExNDo0MD4+OfP/jD1e/+vLTzz+7du2Hq1evNDXXpaSotDqJJkFAIsUeef2l//ovv78+9/sX/vK7N1//a9CJt1HBJ3goqJqASGVhMvmYdC4qR0wokJPK4ulV8Yy6JE6Tltui5zdpufU6brWWUazC5wqR2XxELj+2QIQF4CiREctV1Jok9rkEdnUCsyqBWZXALE9gVCaxa1N455I455I45/Xi2lRxpZZfly6tS5XU6kTn0ySNGfKWTEVTVnxztqYxR9ZoEDemieu1gtZETouSe15EO8enVnBIudS4NGKMjhSro8QlYuECDIyChPIpuE8/7JycGunu7ZJIRJGRkWFhIYGB/if9T58KCITCIs/V1gyPT/QPDkxOT41NjN++e+f23TtDI8P9gwMDQ4NAlExMTc4YZ4HmmDHOzpqMFpvVYrPaHHYgQk02q9lum7WYjVabxWE32axWp8Mz7/MtLfqWFmct5tt37wD6sdjM4OI5p9vhdDssNrPZagIWmR8qMoBJQOZkaO/cuH6wt//kyc8/P3mwvDnv8DrHZyYGRgcnjVOeBS9AwObe1tr2+vru5ube1ur2OgDH3oODvfv7T2e+7gWvd8nnXvC65z3ueY9nZd63vmRy26Yts8DYBwekUUbHxz757NO6hvrC4qL8woKsbINer29sqv36q89zc9OSksXaZIlUSIOGnXr2j7/+y7P/+corz7722vPH33sNHnKcADklxoSncdAGIcEgxGWLsNkSXImKWpvAbkjkNMazu3TCFj27Ts88n8YpT6IWqfClCnyxFFMgwhaK8MVSQpmCWiqnVGro1QnM6kRWdSLrnJZdq+dXp3DrUiU1WuG5FFGtTlKTIa/OkNWmyc7pxOf10iaDsjlb1Z6fdCFX25Ghbs6QtmSIWjJENfHMOjmrTsIqFZKKefhCJjqLGptMjNaQEDI8TIgJIyNCmSRUZ1v96Fjfl19fUSdp0FgMAh7zy3NcoZD33j/629/95wt/e7GgqHBsYnRyegpoi7GJcUCxo+MjE1OTo+NjgDDAF2zG+Evo3Gg2We02ID+BFAX8YXU6nmpS15zXNec12ay3+u6OTYyDbRcgPwE4AG3MGKdtDqtfTlri7Z++Pdjffvz40cOHD3d3t10eu3POvri2tLa9Dvai1rbXt/a3N3Y313c2NnY313c313c2AEQO7u3ff/Jwc29rcW1pfmVhfnXRNe/xLM7ZvU7QLntXF6xzzhmrcdoyO2OZnbHMWmxmi808PTvz3Q/fZ2UbSBQynclISEpM0Wk5PG5kZJTBkHnr9rXO7obEJJFCyZSIqER81Buv/eVPf/71628+/8+3X3777X8EnXgbGfQuM/qDBHKUnhWXzkVliTA5UnyRglSppNapaLVicrOa0ZzCrtexa1PZlSn0yhR6jZ5Vk0SvimeUKsilCnKFhlGhoVcnsio09OoUbq2eX5smqE0V1qdJz+vFjRnyxgxlbZqsNlNRl6OuzVTUpEobMpVteYnNOfHthvjezITudE1bqqRFy6tLZNao6PUyep2QVcwlZrHQ6Yw4LQMZz0DKyAgRCcHBRNCx0TVVpQODt698+Yk+U4cj49FYTBwSBYPB4HD4iVMn//rC87/93X/5PeP36quvVldXDw4PTUxNDgwNTk5PDY0MD40MAwk/PjkB2OL/Zw4wo7c7HbMWs8lmBQdAxGy3AZQYrRaby+n0ejzzvsHRkaGR4amZSZvDCmo9oBCTxWiyGEGuzG93c+3Jk4e7+ztgL3txeWFzb+Pw8eH9xw8Of76/fbi7dbADDsDEytbayu7Gxu7mxt7W1v72g0f3Dx4eAsvLs+D1Lc8751zueY9zzuVdnPPMuW1uu9FmmrUaTXbz1MykxWZ2eZxmq+nChR4ul33ixDEIBMJiseRyqVwuJRLx0TEw/4AT+tSkm7d+LK8oVKj4IhGDycQGBr730kt/evPNF06d+Oep914POvpmtP97mODjDJi/DBORRENkCfD5MnKxjHRWQjgno1SLSbUKWotW0JIqaMoQNqRxG9K4jemcxnROU4awIVVYn8przpA0ZUnBInWTQd6QJanLEjcZ5C056rp0aWu2uiMvoT0/qT0/qatI21Wk7S7UdhWkdOYntxg0bZnqnjRld6qsUy9uTxY0qJj1SsZ5CbWcR8xjo9PpMelMhI4BT6DClDQknxhNQUHStfF9/bd++unHmvPnhDIRBocFj2WEw2HHjh196aWX/vCHP/7ud//9m//43bN//uuZM8F19Y0Dg8Nj45OjYxPDI2MjY6NTM9PjkxNjE+OALaZmpgFnzJqMVrsNbLmZLGaLw253OoAEAXkOs91mdTocHvfc4oJ3YX5pbXVydqZ/cGBiatzmsLo8TqvdYrIYzVYTGOBNzUxa7Ra/x09+Xt9cm1tcWNlY339w8ODJwwdPHt57cu/g4eHBw8Ptw12w0bC6vb64trS4trS4vgwE5vruJljN3j/cW9tYXVlZAr0ysESdbodvYc7lctgcVjDmMZpnp2YmHQ6b2Wy8dOkClUo+efJ4QMBpCoXE53OFQj6Xy0ahYiPhwf9677V333urvLz01q0bxSX5Ygmfx2disYjjR9966/UXz5x4K/jYa+HHXo88/q9Y/9OE8EA+MkJNjE6hoTPYhDwhvkiILRUTK+WUcxpmk07YohO1pglb0/mtqZz2TH5Hrrg5U9ScIenMU7TlKpsN8maDvC1P3VGU0FqgaslXtuSp2vLUPSXJvSXJnQXxnfmJFwtTLhek9OYn9eYndWZrunMTunMTug2a7gxFp17cmszvSOS3qNn1SkalkJDDjEmnRqWRIjMpsAwqNIUIUeIjCVGBPDr+s497b9z8sampISVFR6EycTgCiYglkjBngj54+ZUXn3/++d/91//852/++3/+8Oybb7zz+utvwiIRNbUN4xMzY+PTo2MTo+NjoD2ZmpmempkG9obRbAKhHgAOEDp3uJx2pwMsrbg8bpfHDTjDNef1LsxbnQ7gdgwOD01MjQN5YbGZgZkGmAO48n6rmxvgaT8Pnzx68OTh/ccPHj55tHd/f+/+PqCHnXt7wNdaXFtaWF1c2l5b2d1Y2VrbPtw9eHh478Hh1s7m6uqyz+f1et0ejwu4bF6v2+m022wWk2nWaJwxmWZnZ6eNxhmn2/HVN1+KpSKwr4BGx3E4LPDoOQIBB4NBIdCQ947+8/U3XvH3/+DTTz/+5puv8vJyZHIhg0GAhge+9/arZ04dCT75Rsj7r0GPvY04dRwf5E+PDBbEhssx8ARSTAYHlcfHlAjxpWJipZJWG89tTOY364Utem6Lnt2Rxe8pkLUbpC2Z0vYcWVOWDCzdXyjVX6zQ95Sm9JYm95QkdxUlXjib0lUY35Wnac9T9+TFX8iL78mL787VdBiUHQZlZ7aqPUvRlippSuY1qlktanazin1eTiuXEIv5mEwqPJMK1+EjEtDBOiqcFxtGRoa1NFT29f3U0lqfk2MQCsUkIp1EolDIeAg09K0jrz3/wnN/+tOffvuf//3H/3nu5ZdeO/b+qZMn/I+89W5sHK6puWN4ZGJqenZkbHR4dARIUZAFBBCx2m1g/xHgw2QxO90uAA6bww7KDRjPAv6YNhndvjmLwz44PDQ+OQa6DTCdAYkh8Hp6dspv/8HB/w+L+48f7D842Lu/v3O4u7m3tbG3tXWws7G3tbK1tryxsra9vryzvrK7sbq9vvfg4OGTR/fuHayurywuzoNG2el2PH0BYAiwCQqK1W6ZnJ4oLC5AIKPBA8aYTDqTSUej4/B4bFwcMjo6Ctw698+3XnvllX9QqdRr165dunQhNy+TL2DExUGDA94L8X8beuZf4SfehJx4E3bybaT/UVzoSUZkgDAmTIWLSqbB9czobB6qSEw6K6NWyOl1CbxGLb9Zx2vWsdrSOe2Z/HaDtN0gb8kSN2XJ2vPUXUWJvWd1nYVJF0q1F0u1vSXJF4qSuvI0XTnqrhx1d66m99+nM1vVlilvS5e2Zsha0ySNybymBE6jmtWsYjUpGNViUqkIXyLA5vPQWXSkngJXYsLFGAg9Jjxbp/7p+896e1szslIVCplIJOJweBQqPSoq8t333nr5lRf++vyf//jHP/7+d3985eU33j966uSJgA9OBQaHRBw7fjoOhW9qbh8eGQOEMTk9BRbabA47oI2nfQpgDrALaXPYwTsOl9PlcZtsVpvLCcjDZLM6PG672zUyNjoyNgx2GsCaCADK010HPwALcA4f3du7vw8ynnv3958uym0f7m7sbW3sbW3sbi7vrK/ubW7sbR08unf/8YOdve2FpXmfz+v2uoC/5plz2502k8X4dCxktprA38Bqt3z/43dCsSAo5AwUGsFg0KRSMYVCio2NAY8Gio6OgkBDAgJPHjt29N1/HXvrn+9qU9Lu3r3b3tGclKxhMAjRkQERZ96JiTiGCH43OuDtyBNvIPzfxoS8Tw4/wYSeFiJDlfjIBApcz0Zl8YmFYkqZgl6j4TQk8ZpS+M06TpuW1ZrKadbzW1IFnTnyjhxlS7aiI1/TlhffnKVsz1N35qq7czUXC5N+wUS2useg7M5WdhkU3VmK7ixFR6asM0vemSFr0gnqEzlNCZwmDbtZxWqQ0yuFhGIOqpCLyubE6WnRifgoKS6SDD8jpKA/u9R27YfPSs7mK1RymUwilUopFBoMBvvXv95+482X/vb35/7yf//77LPPvvjCK8fe9w/wDwvwDzkTGBoaBg0Ng544GYDFkRqbWiamJgENPMUHSPQ8hQUQGaCsuDxuUFPAXpPRarG7XRaH3eZygp7Ft7Q4Y5wdHB4YnxwzmmdBEBUwB/jUZozTfkBkAGTc+/n+4aN7wNoChLG5v72+u/n0xfru5tr+1tb9vd37+/efPNy9t7e0sjg37/V63UBmms1Gm81iNM5MT08+TaCAX02mWYfDdvFiLw6HgUDCCQScTpcikYjweCwCAYfDYVBoBBwOi4qKCgkJOn369PFjp98+cvTdfx3PzSn84YcfGhprk1M0dDo2JOhdOOR9QmwgNuI4wv9txOm3kAHvYIOOEsNOMCIDJJjIBBpKz8alC8lFEnqpnFYmI59TMeoTOY0pnLZkZmsqpz1d1JYuasuStGcrOnJU3UWJXQVJXXkJnbnqjmxFd7ayJ0fVm6vuzVb1Zqm6sxSdWfJ2g7wnR3UhV9meIe7Olndny5v1who1o17FatJwGhWMGhGpgost5qCKeGgDOzaFilAR4HxcNAYeWpyTeuO7Kx9dai8ozE5KiU9MjOdxuDEI1IkTJ95849XX33jlr8//+S//96e///3v77x9NMA/JCw00v90UEgoJCg4PDQMGhwSEXgmFBoZVXO+dnh0BJjlM8ZZYJyDCgI0h93pcLicgC3m5n0uj9vt9YBd2SnjrM3lBLaYxWF3eNy+pUWz1QJyZVMzkyCiDHZuJ6bGZ00zv5QVoDB27+3tPzg4eHi4fbADWtat/W3QwW4f7gJkbB/ubt3f27q/t//w8P7jBxu7m4vLCx6Py+GwAaELnDWTxThjnAaQBAlH0DebrabqmqpYFDIqGqZQyMrLy+VyKR6PRyAQUGhERERYFBwSHR0NhcKCg8JPHA88djTw9dfeiYvF9fZcvnHjxvm6qrS0eBIBBgl7l44JpSFPYyOPxwS+hTnzLjrwXWzoMQrkFDs2RESIUjEwOh6xQMgokbCKZZQKFb0hgduYxK1LZDbG01v0/LZ0UZdB1pOj6M7V9OYndBUk9eQl9uYnXCpIvJAX35Eu681SXTZoLmWpLxlU3VmKboOsN0fWm6vszJJ2G2St6fzzSfQqJblWzahTMutltHNCYgUXW8JG5bGQmcyYeHK0jICgICBUAurjjy588dmHJWcL0jO0GZk6qVRMJFAhEVFHjhx5443X/v7SX/7vr396/oXnjhw5EuAfHBIMgUTAQ4IhEZCo8AgYNDI6OCQiPAIWeCY4MgpWWl52t78PVJOnxhc4Lo/b65uzOx0Wm9Vms9ntdqvd5vZ6gPiYnJ0Bc5ZpkxGUGM+8z+31PE0PgW1swBmAQqZmJv12Dne3D3YADkDjurG3tbq1trq9DtzP7YOdncPdrYMd8GL30eHOw4Pd+/vbh7srm6vziz6ABlC3gLkGOAPULRBIMVmMTrejb+CuLlUbE4tAY1GFhfm1tbVJSQk4HA6JRETCwsEzxhAIRFRUdHgY7OTx4GNHA4/883hoCNRgyPn622++uPpJTU1JZpoCg/RHw0/QMP5E5Ak85Bg6+CjS/11U8DFs6DEi9AMmMkxEiI5nYzO4pBwhOV9COSuj1igZDRpWo5rRqKE163gdmZILucqeHFVnlqI9S9GWq+rMVXdmq9rSpS2p4rZUSU+avDdNfiFdfiFD2Zkh68gQt6eL2tKEnRmynixZW5qwNoFRraTVqRh1Cvp5CaVaQCjn44rZ6FxadBoFFk+E81BQbGRoYV7WjZs/XrzUXVhkyM1LT0pW4/F4KAR+8uQHb7315muvv/z8C88++9wf33jjtYCAgOCg8PAwGBQSHR4WGQlDQKDwKDgSAoVHQKKCgkOPnzgVDonIzs3pG+h3ul0Wm/VpNTFbTaB8gDoCas1TXrHabdMm4+TsDHDT7W6Xb2nRuzC/uLw0NTN5++4tEFoGCYrp2Snw2U1OT/gd3Ns/uLe/s7e9u7+ztb+9srW2uL68uLYEtiXXdze3D3Y2djdBVmNnb3vn3t7eg4PDR/fWdzbmlnxgyjo9O2W1W0AAGrSsYxOjABwTU+MTU+Ng9Pf9j99J5RIimZCWkdrT09XYWJ+WriUS8QgEPDgkAAKJjImJRSLjIBFRgQGhH5wKPn0qzP906LH3P6BSmFVV5658/vHlD7tq64qTkvlY9Bl87Aka6jQ95jQZchwf8j4q6B1M0DuEiGMUmD8bGS7FRydRUWlsbDobm80llEoo1UraOSWpRkOp03Ia9IIWnbA9TdKZpWhLlzZnSNuzFB2Z8iadoCGF36gVNKUImrWCtlRxm07ckS5tT5O06IRNKfzOdGlHmqRFK6jVMM8r6fVKZp2UWi0glHMwJRxMLguVRkPEEyKFqHAqPISGje3p7vz++2/b2psqq86mpiXT6EQINDQoKPCNN157/fV/vPzy359//vkXXnjhxIkTERFQWCQiCoaMhsdFwWKi4XGwyJgoGDIKFhMJjQ7wDw4Jjjh58oMISGRqWsaP165bbQ6nywM+e9CtgAtbfvE2nA5w8xOoNQAcwAcDg/u5xYXl1RWLzXzz9o27/XeGRganZiYnpsaBGp0xTk9MjfsdHu7v7e1sbW3s7m5vbm+sbK7OrywAI3xla21pY2V5c3Vjd/Pw0b17Dw5393f2D/cePLp/78Hh8uqS1+cBzers7LTb65mYmgR0NzUzDby8yekpsKlnc1iN5tkPP74slooKiws++ezjzz77pLOzPSc3k8mixiCjQkIDEQgkBk1AowjwqNiQ4IhTJwM/OHUmNAR68kQAJAKem5nTcO7c1S8/u3Clu6alNEUv4dLgXEw4DxkoQARwo06SQ48Qz7xJCjpCDTnOgQaJkBAVLiqVhcnik7P45FwR6ayCXKkhn9Oyz6cLz6cK6pO5dQnsphR+q17UmiZuyZC0ponbM6StmdLmNElrmqTLoOjIVnRkypvSRI1afn0ytz6Z16ITtWpFjcn883J6tYB4jk+s4uHOMmJzKfBMWkwaHaUmIwWoCEZMaKSpcSwAACAASURBVFx4gIBB/erql1evfNHa0lRReVatkSNjo6CRoe8dPfLqP/722usvv/jii3978ZWj752IhEZHwWJikVh4VGw0PC4WiUHF4VFx+BgEGh6FjILFhIZAgoPCg4PCzwSG+gcEK5Txn3521WS2O10em/0XnQGmsmAAa3HYjVbLlHF2amZ6xmzqHx566qObbFan1zO/vLSwtGi2mm7evgFiiIA2nhaX8ckxv93d7c2Ntd2dre3tzbWN1bXt9eWNlY3dzYXNleWd9V+kxsHO7r293f2dvb2dg3v7ACULS/MOh81onJmZmbLbrRaHc2hsfGxqemRicmhsfHh8YmxqemxqGjSxNod1xjhdW1ejjlf1XOj++NOPLlzouXixt7yiRCzhodCISFg4Kg6Hx1GwGBIiGhUaAgkMCPngVGBoCCQsNDIwIJRBY6YlJ3d0tF39/ovuj9rO1RbmZCmUHAwfBxFiwtjRpymR7xLDjhCC3iIFv8+KCOTDg+VYiJaJSucQM3nkXDG1SEE6K8edjadUp/Jq9fz6ZG59IqcxiduqE3ZmyNrSJa16UUe6tDND1pYq7kiXXszV9BiUvbma9ixFBgMhgZ3IZiFbtaLuVFlHqrRFzTkvopzjESpY6CIqwkCG6SkIHQOjIMaJcHAaIgwefDpTn/Ltt992d3c3NNSVlRcxmBQINDQSFv7qP/726j9e+MdrLz3//POvv3YEComOi8VFw+PQKAIqDh+LxOBxZByWjEET4FFIZAw6Gh4bHhYJ8BERHhUcFHEmKJxG57S0dk5OGV1ur8vjnpv32Z0OgACHx+3wuMFsZWRifHB0BMxmwezebLcBQbq8uuJ0O27cun7rzk2gPMBCNohvjk+O+W1urm9tbWxtbayuLgML3Lvk8y75fOtLvvUlwB+be1ube1s7e9sAHPcf3lvbWF1cXgAKA+jQsanJsanJ8emp0cmJobHRydkZcIDBYrGZp2enyivL8gvzunu7uno6Ozraent7z9dVq9RSAhGNxiDxODKJyMRiiNHw2IhwWHBQRNCZ8PAwWEhwBCQiKtA/OA4Rk23I7L3U+cW3n3b3NpyvzS3OSVBx8AIslI0IYscFshGnmPAT9IhjrPAPuDB/ITJYTYzS0jEZXFKemFokJRdJ8GeVxBodr14vbNYK2/SiTp2kXS/pSJd2Zsnb0ySd/64gLTphR7q0K1PeY1B1Z6vSKDD2mSPpZFh9PKc1kd+SyG9QMetl9FohuZyNLqYjc+gxOgpSTY4Tk2KZsRAyIlwj5ly+0Pndd990d3eeP1+TZUjD4uKiEZGBZz546eX/+8drL77w4l/eeOMN/9NByBh0XCwWYIKAp6BReDyOjMOSsBgiMgaNisMhouMgEVGQiKhIaDQkAh4WGhkBiTp5KiA2DltRWX3j1k2z1QLulgQehtPrcXjc4LXN5QSDFaBD7W4XeN+3tLi0sry4vDA2MXrj1vXbd2+B5crJ6QmgT8cnx/w2NtbW11e9XrfDYXN5nGaHxTHnsnkc7mWfd3VhYW1pYW0JyNKNrfXd/Z3D+wf3HhyCVSXgmYDmeHh8bHh8bGJmemJmGkyNp03G8ekpi8VktZqdTvudO7eKiws7O9s7OtpaW5tbWpo6Ojoam85rdYlUGoFMwdOoLDqNQyEzUHG4SCgiNAQK8AGFwCPCYeGh0OPvH8OiMYnJmq6LHT9e+6qnq662qqDIkJwoZEipsXIGQogP4qE+YMKPsaDH+FGnxLFBSiwsiYTUM3HZfEqRhFqmop1LZJ3X8pvTJB2p0rZkYXuKqFMnadOJOzPk3ZnynixFd6YciIyOdOmFHHV3prxFJ2pI4jUm8hoTeQ0aVr2SeV7BqFcy6mX0c3xiKQtdyIzLZKKSqCgJEUVBRzOwSL1Kdq686PKl7q+/vdre2VJbe06pVFIoJCwu7t333nrp5f/7+0t/ee65PwcFhaDicAQ8BYshEvCUp+CgkBkkIp1GZeNxFDyOEg2Pi4IhI6EISAQcCokODYGGR8AiIFEQKDwCEilXKrp6uu/294Gy4vbNuX1zTq/nafrL7ZsDWAGCFMiO+eWl+cWFtY1Vo3n2h2vf37h1/eltDlMzk+CGU7/FxXmv1+102BwOm8Nlt3scngWvZ8HrWZmf31h+qjk2dje3djb3DnYP7u1vbK17fR7gqVlsZrBgMzAyOjY1PW0yT5vMJpt9YGR0dHJqymiyWs12u9Vkmv3ww0t1dbUffXT5/Pmamprq+vr6lpaW5ubG3LwsvoDF5tBZLA6LyWfQuUQCLRIaDYtEQCHw0BBIJBQRHgYLD4kMDAw6fcr/vffegyOiL17s/farz5ub6lpqqyty0vVyToqUpOHApZRQIdqfG3VcgPxAFBskR0M1hOgUGjqNic/jkYrk1HI1vTyBWZvEb0rityTyO5Il7UniDq24I13Wk6m8kKno1IvbtcKeVGlvmuxytro3Q96eJulIl3WmyVq0gpYkXr2ScU5KrRVT6iWMah6pmInJZaH0DJScjGJhkVwGNUef2lR97nx1xSefX/7o88ulVSWG/CyFQsZk0nF41BtvvvrSyy+88OJzbx15PS4ujkSkcdgCKoXFYvKJBBqbJSDgqXQah0xiMBk8EpFOJNCADouCISOh0TEIdBQMCY1EQCOjo+DICEhkJAyOJxIysjIvfHj52s0bsxYzGL0arRa3b84z71taWwXvAIgAFgHg2NhatzmsP/70w083rt3tvzM2MQqKC9h+8FtcnJ+b84DLkV0+99ySz+Vzzy3P+9aX5jeWwSr+6tba8urS1s7m3t7O7v6Ob2EOZMdByZicnhgaGRyfnhocHRkcHRkeHxscHbk7ODBlnJ0xW2aM0063Y2hksL6x7tPPP+m50H2+vra8sqyqqqqurra5pb60rFClFguEHJFIIpVoWEw+iUhDxqDhUchoeGwsEoNBEwDrwiIRISFhR48ee/nlV7Va7RdfXv3okw+7u9qqz+Zna1VpanaKDKNhQxWUECHulBB5TBATKMZA1PjoJFJsMhWVRsPmC0lnZfRyJaM6ntOQJGiO53YkCloThD1p6pYUcVM8tytZeDFV1pMqa0vidyULu5KF3SniVr24VS9uTxG1JPKb47lNSmaViFjFx1cKyKUcfCEzLpeNTaFjRESUhMMsyM9trmtqqquvqi5r6WyqbqzIKsjMLyzQaDQsFis8IviVV19868hr/3zrH9GISDabKxLKJGIFlyMUCqQsJp/HFdFpbB5XxGYJBHwpnydmMrg0KguDJqDicDEIFCoO90tHA0fGINHIWAwag0Nh4ohkAp3JSM3Mauvq/vbHa0Njo0/Bsbi6Mr+8NL+8tLi6Mre4AN5cWFmem/dt7WwuLfv6+m/dunO9b+Du0819cGu239LSgsfj8nhcnjn33LzX5XO75z2+5fn5jWXf+tL86uLc8vz8ysLi2tLm9sb+4d7m9gYYkYAhL8jI9w/29Q8P3bhzu29ocGhsdHx6aso4C6Ktbq/LYjP/cO373os9V65+3trecr6+tqS0uLi4uLKysrGxvqa2Up+apFRJ1ep4tSqJzRJQyEygTAl4Ko3K5rCFLCafxeQT8NS4WFxEeNQ7b7+PRhEaGls//OizixcvdrU31VXkFWQokqVYvRStF0UnMENlxAA5NlxBhCWSY5MpmBQqNpWKM3CIBSJyiZRSpWQ2x0s6E5XdiYqeFFW3Tt2hV3akiNrjub06yaU0eY9W3JHIb1axmpTM+nhOQxKvKZ7bmiRojuc2yZn1Elo1H1/BJ5XxifkstIGBiSfEpssFdTUVbV3d5+uaas/X1zTUNnQ1lTWUZZ81GApyFHINlUo/cfJoaJg/BouMjYOx2FSVSpEQr43XpIhFcqlEKZWoJGIlnyeWy9QioZzPk4Aj4EvZLAGTwaOQmUQCFXxh0BgCCo1HofF4AolKpzFYTBqDTmWy2HxBkk5/tqK8ub3t408/+fr77wZGho1Wi9PrAeThmvOCcrO4vLR/uLezuzFrnASydHB4AJDHL2XF5/O63U6Xy+F0O34ZqC7OLawu+lYW5lcXPQtel8/t8rnXNlb3D/cO7u2vrC0DrxNYGjPG6bv9d8CFh2MT48DtB1dhujxuk8U8NjH6zXdfX7x84fsfv/v4048amxuqzlXm5ucYDIaioqKmpobGxvrsnIzk5EStVpsQnwK+Rlwun8PhCYViuVyZmJis0SSkJKeKRXIOWxCLxAQHhYeGQPMLzjY2tbd3dH3ySW9bU0VFka48V23QkHOUKIMMlswISSFDE/ARycSoZHJsEgmpI6MMbEqOgFYoplWrWA1qfrtG0JMk6k2RdSUpetLUF1PlbRpOV5Lgol7akyLqSOA1KRitanZLArdRw2lO4LUk8BpUrEYFs0ZErhYQK0W0UgHNwMIlMjGZGmFbfeXFC13tvb2tnT0tre3N7W29H/e29rRU1lWkZej4fD4SiQgJDRSJeTQahctlazQqnS41VZ+VlKhTKuJVyoSE+BSNOikxQZucpE9MTFYoVCqVSiqVy2QKqUQpESuEAimPK6JSmAwml0Ak4wkkNIZAIlMZLCZfKKAx6BweVyARs3hcrlAgFIvU8ZoknTY7P6/6fG1ze9uljz/64uuvvv/p2p2B/vHpKavdtrSyuLK2bLIYr9/86cat6wND/eC+fbA65ffLbN1hBZl0sNyytLLoW5gD0TGQPt3c3ji8f7C2sQoCynanzeGyA3cc2BggKgKsGLPV4nS7xibGv/vh+8+/+Oyrb7784dr333z3de/Fntq6mqKSwtR0fWp6WvHZkpa21o6uzpLS4hRdcqYhS5eq1+p1Ko1akxCfkJSYkZWZlpGenZuTlW3ILyxITU9LSEqk0KixsajT/oGa+OSy8ura8/XNLXUN58vqKos+aq9pPqs9m0LNlcPPyuClvJg0XHAqJURHg+jZ0Sn06DQuIZPLLBDRy6TUKgmpVU3vTmJ1JfF6tcreVPVFneKiVtKTJGxWMtvVnA4Nt13Da4/ntmk4jXJ6Rzy/LZ7XqGbXyulnBfgyCaVCxs0X0JO5pMx0dWt3/cWPey9cunj5ow97L15oa+to7+zo6un8+NPLjU3nVSoFnUU+HXAShUGKpRIana1UJehTM9MzcjKzcrW61BSdNlmbokvV69NSc/Jys7INhpysFF1yalpKUrJGq0/RpeqTUpLj4xMTErUCoVQklrPYXDaHh8OTiSQKm8Pj8YVMFkcql8mVCrFUIpZKhGKRXKmQKeQKlRL84Yac7PLKirqG+q6e7ouXL125+sXN2zcGhwf6Bvqv37xx8/atkbFhkG4HP/0cLjv4sAEI3F7X/KJvYWne5XIYjTM2m8Xn8y4uL+zu72xub4B9JDBAMZpnwYQG3IAJFg4sNuvUzHT/4MDX337z5ddfXbv+0/c/fvfDte9/unHtm+++7uhqP19fW1RSqE/TZWRl5hcW1DXUt7a31dadz8o25ORl5+bnZWRlGnKyc/PzsrINZRXlZ8tKz9XWVFRVnqutKS0vyy8skCnkVBojNAxKJNEqKmurz9VW11Rd6O2+2Nn5eW/nd5ebLp7LrMkSlCSQymWEQn5cBguSyYJlsOFZHFQqA5vFpRaIqOVySoOa3RbP7Ujg9SSLu1OkF3SqizrZZb3sw1R5VwK/Q8PtTRZ1JQk6NNxuDa9Dye7QcNs0nCYNp1pOO6di1ChZpWJ2nphbna29cKHpoysXP/708seffvLRJx9evHyhubWls7vr4uULV65+3tBQp1LLUNiYd4++TaIQuTyBSKzQ6jLSM7JzcgvzC4oyDVm5+XnZuYacvOycvOzS8rLisyXFZ4uysjNz8rIyDWk5edlZ2QZDdm5GpiEzKzdFm6bTZ6g1CTK5ksMV0hksLk/A4fKZLI5IIlaolGKpRCqXSeUydbxGrlRoEuJTdNq0jPT0zIyyivLm1pZLH17u7u1p62hvbW+7cOni519c+eHaj9dv3gA7ZiA4MjYx7gdSQE/T6G6vC+S4QETd5XEuLi9sbK2D0TwwOienJ+703b5+86ebt2+A+6lu371149b1G7dufvPdt1998/U33317687tkbHRm7dvASX8408/XP3qi54L3fWNdYXFBSm6ZH2aLicvt6Kqsr6xobG5qbC4qLC4qKyitKT0bFlFeWV1VWl5WVNL8/n6upa21vrGhpa21qaW5rKK8qxsg0yuxOHJUfDYzKy8mprm8urasvJzbc1d337x5U9fff7TlUufd9Scz9OUKqmlCvJZJdbAghhY0HwhKoePzeHiCoSEUjG5TslsULFaVZyeZPElvfJyquqCVnohRXxJJ72QIu5JEl5IEXcm8rsS+N1qbqeC06JgtSi5jSputYxVLqLlC4h5YnZHSc6Pn1349quPP7/64edffPLRZ59+9vkXn39x5cOPP/r0888+u/LplaufV9dUCCXcU6eP/+Wvf46MiuDyeTp9RnpGdnZOQXZOYX5BUWZWdlFJcUlpMfjnV9ecqzpXXVldUXy2qLS8+GxZUXllWVFJcXlFVXFJaVFxWU5uYWFR6f9r6rua28qyc/Uf7oOrfF2uW3V/gB9u1VTZLpftGYdud4/USVJLYgJBkARIIhEgAIIgcs4555xzOAkHmZmUOo66laXuHnVP22Nfl+26T/dhaWCpUKcgANo656xvfetba++9juRQxucLdphc6tombX2Tsrq2tk5bW6exuaxNBn2bubPJoHN2ufQtBpPN2uXzJNJDAIcv4E9l0sVyqd5s1JsNBEM7vS6KYwTZhz1UsMD96sH9axA4Hj35FlboPHvxFCQFfP785bPf/vgDtPN68er51w+/QnEklUmms6l0NlUsF0qVYqvTbHWaCNYjh4OTs9Ojk2NYBHt0cjwcjwYjkhz2CRJvthvxZMzpdijVCi6Pw2TvCER7Wr3O7nS4vR6j2aTV65xulz/oC4YDwXDA7fVE47FgOJRMp6LxWDqbSaSSHp/XYrOK9g/oDOavr3+0Sd9xu8Mef0yts6uVFpfdF48mOrUa1qzl456IXmjeWzdxFgzr1+WLf69aecewfl29el2+9J5q5QPz5i0b47afuRjjUrMCOtBGXkjPCTYjO8uhrYXs3kaKT8vwN9LblCh92U9fdtNXrBvLhs1lFfWujLYQ1ikHlQLZqiCdaqNZxvAuRuC9Lo4ReLPd6qHIYNBvtWuH0v1Pbn/wv/73n/zRH/+Pv/vHv9lhbQMsFEqtSm3QaPVSucxkMdscdrfX43A5g+GQPxjw+j1Ot8PrdzndNo/PaXfafAG/0+UxWxx6g8Vktmu1eplMcSCR8/iiXd7exiZjfXNjg77O5rJ2WEzOLnebuQPg2GEx2VyOWHIglhyYrRZfwB9PJtLZTKPVbLZbCIa2Ou0eivQH5GQ2ncymsMD9/mcPrsHK9DksYGn446ePoCfQd9+9/Ld/+/2//uu/vHr14tGjbx48uBqMyGK50EO7eB8bTYZHJzN4qsPVg/v3P3vw5ddfwZQK7LMYTcZ4HyOHfXLYrzWqgZDfaDbIFFIuj8PiMHf5XLlS5nA5PT6vzWG3Ox3xZCKZTqWzmWQ6FY5G0tlMLBFPpJLJdCqTy2Zy2XA04gv4DUbzoVS5QqHdvHXX7vAGwimrPaxS2uVSg0ymi4QTtWqxWiv0SpGYTekQb9nY93Rr1/W0X+to76pW3lGuvK+iXNevf+zYWfSyqAEmJcFbS/HWc4LNgoiREWwkuWtJLjXBWY2wloNbi7GNpegmJbxNc25SVJR7+5S7csZa3mUlqpVerdJtVfskSpLEaDSYTI+ms9PheISR/Wa7lU4npVIJjUZ9/8Y7//NP/+j//OLP1jepu3yeXKFVKAwqtV6rM5ssZo1Oa3PYbQ6rPxgAy0XjsVgiHgwHovGQL+AOhgNevy8UjgaCYbcn4HL7bVaXzerSat4QiUKpFgj32VzOLp+7y+du7WxzdrmM7S04CkRCNpezfyAGzREIBQulYq6QrzXqlVq10+t2kV6n10UwdDwdDcej+Y7c/wYHRBZQprDv6PHTR//8+5//6//95w+vv4f09ehkNjueYgQK1fjxdDSZjS/vn93/7AJm2i6uLh98/tnF1eXx6QlsciRInCDxLtIpVYrBsM9k0csUEr6Ax+Zy2FwOOI3b63F53HDS+WIhV8hnctloPJYr5NPZTDafS2czmVwWImUqkw6GIja7e09wsEJZFwgl8UQ2GIjpdTa51CAQSA1GazAcSmcTzW6nU83mPAbPwY5l67aOdkOx8o8Hi38rp7yvXn1ft3HLwqS4OTQ/ixpmL8a2l+Ical7ISHOoKT4tK6DH2auRnSXv5i0vbcG3seraXrPQqQrqkoLDSHnt/W4dbdcJpDMc9GfT8Wg0qjcbsUTcZnfz+IJdPm+HxdzaYSwu3VmhLLzz7t/9xV/9YmH50z3hrkR6qNObFUqdWmPU6kwWq91gNLu9Ho/PHYoEQ5FwOptJZZLZfC6ejCXTiUgsGE/GQpFgNJaIxhLBUCwSTQaCUX8gYrU57A6XyWw1mixyhUqhVMuVCpFYyOay+II9JpvF5e1uM3dAzIKod7pdvoA/V8gXy6VWp91oNQEcPRRBMHQ4Hg1GQ9ij+gYcT58/efTkW9jqBBD55tHDx08f/fi71//+H//3n3//87MXT7/6zZdXDy6nR5PJbNwfEOPpaDwdjSbDyWwMZRMgorOL86sH92GTJ4pjeJ/A+1gX6bS7rWw+Ewj5DSb9oUzCF/AgEO4fiJVqlc1h9wcD8WSiXK2UKuVSpZwvFmKJeLFcKpSKmVw2m88Vy6VytQJXlUpno7GExeqUylRLSysOh6uQK3o9QYPRdiBRiKUyrdFgdTut0WimmCVquapbFxCsGTY+lq29f7jyD5q195RrN1RrN/X0BQdzJcBdj/Mocc5iYpeS4tMSnNUkby2zt5naXYuyV/yMu971Zc8GxbSxpKQtGvZYjXziaEJOxuR0Oh6Px+Vy1WZz8PkC6urGhx/d+uDDj3994/rC0uIGfZPN5dC3NinUpV/9w1/fW7rN4e1I5QcyhRzAYTTZ9Qarw+mGy4c7AC6RyqRzhXyukM0Vstl8JpvPZHLZZDqVzRXiiUwqnY/F0/FExusLBEMRj9fv9QWsNofD6TaYjHKlQrgvEoiEnF0ugGNPKIBbfXAosTsdXr8vlUkXSsVmuzVHBkbgPRQhyP5gNDy7OD85Oz27OL8Gm2ihojXfJ/nNo4evvn/5088//vwvv4OefzDZf3J2PBwPMAIdjgejyRA6El1cnUMF/eLqHJ5aOBwP+gMCxZHheNBDu51eu9VpZnLpQMivN+rEkn3eHh+SK7HkAMARS8QzuWy1XqvWa7VGvVqvZXLZSq0KgChVys12q9luVeu1erNRLJdy+WIkGne6PPxdnmCPl06motG4ze7UaI180b5Kp1XqjDKHyxGKFDLpTj7ejJjd4jXFxvuajX8yrb6vWf9Qt3lHv71k3lnxcNcjXFqMtRJmLoWZS7HtpQRzJctdTbCWwtuLAfpd/ybFvr6iWFuwiXaJaunB5clsOuyh7Wg8IpEerlJpH39y6/r1D959970bNz68d2/x3sLSxiaDxebu8vZ2WMybtz/587/8xSaDJtznK9UKhUqp0xsVSq3V5jJbHC631+VxR2LRWCIO8bRYLoEzFErFUqVYqhSL5UKpUs7mc/lCKZnKZLL5ZCqTzRWisUQ2V4jFk4lk2h8IBcMhyOy0ep1cqdg/EAv3RSwOe08oEIiEIvH+waHEaDYFw6FUJl2qlButZrvbabZbkEO0ux3AB3RLPj49uQabV0GEwhF06Hc/vHr9029hoRes+Tu/PBtNhqPJEOZppkeTs4s3bXXhkTBXDy5Pz08GIxIjUIxAIU9BsF6jVS9XS9l8JhQJmq2m/QMxnKtwXwQJrcPlzOZzpUoZNtrXm412t1OpVRutZqPVrNSq1Xqt1Wl3kV6r0+70uu1up9Vp54uFaDzmcDnZXI7BYMjn89FYwu3xKZRqlUYtk4oNJr3V6fCHI+l8rl7PluJWr5Lh4HwUpt60Uj40b95Sby0otpe1W8uBnQ33JtWzsRxhriZZqxkOJc28m9q5E2bc8dBuWTcWDVvrUYt2NiROjifFUtZhMe8JOGu0lU8/vfXpp5/evHnz7t27t2/fXlxcXFhYoq3ROdy9fbGUxeZtbTP/5pd/++577/AFe4cyqd5oUGs1RrNJo9M6XE6Xx+0PBkB0Z3LZQqlYLJdKlTIQZKFUBGcoVyvgNvVmI18slKuVYrlUqVWz+Vy1XssXC6VKOZ5MZHLZRCoZioRB2OqNBigOHRxKROJ9qVwmU8j1RkMoEk6mU7lCvlqvgcuB5uihCIpjGIGDMj06Ob4Gaz/hBVPwT58/gS5Nr3/6LSwb/vLrLy6uzqdHE4LE+wOSIPvQLgK29kLB5OLq/PT8ZDwdIVgPwXo9tIsRKIojPbRbb9YqtWqhVPQF/Babdf9AvCcUiCUHB4cSmUJuMBl9AX+5Wmm2WxiBg+F7KAIQgXoJXABG4F2kh2AoZF/Veq1UKRcqZb3RIBLvp7OZWqOeLxYisajdbldplGqNXGfW6+1ORyCcyWV7jVQppvMcUN3rt8ybN7WrN1QrHxk37hkZ9+zri1YGxcNcDbGp4Z3lOHMxzVmIbt8JMu4FtheN9OWiw3w5xOrlglarZrC26JvrlJUF6uoKlbK6ukJdW1ujUCjLy8tUKpVCoTB3uByuQHKoFO0fUtc2f/mrv2dsb6k0apVGbbFZTRaz0+2y2Kz+oM8f9CVSyUwu+weeKJerFXjB+1qj3mg1S5UyiMdmu1UoFcF/6s1avpir1ivlaqnWqBZKRQBNNp+LJxNQPXJ53GarxWKzanRavdGg1essNiukfjAO3NseioAghduL4thoMp7MptdgK9wcGbCn9uV3L376+Udo+Pebb76GqbXheECQOEbgKNu+/wAADaJJREFU0Kp9PJ1MZtPT8zNoBwDowfsYiiMojnSRTg/tdpFOs92oNarVeq1QKnp8Xp1Bf3AoAWQoVEq90eD2emKJeLVe6yI96NIBaTdkWQCILtLD+wRB9jECJ8g+3id6KNLudtrdTqPVDISCUB1pdzsojjRa9Ww+k0jEbHajzWHVGC06p9vpC2aTsXIhXo7b3fwlw8aHhpUPDMvXreuf2Jn3bNsLVvaCl70cYC2HmEvh7cU4ezm0vRRgUpwsSt6p61dzIadpj89hsJk7Qt4Wh0XfWmcwNmk02tLSEo1Go9FoVCp1g7ZOp2/s8feFosM9gZjD3fvk5p1Pbt6Wyg9NFqNWr4Fqnj8YcLpdiVQylojniwVwfXj9oUBSA2PD+1KlXK3XytVKu9uB+kSz3Wq0mvNaBTQoaLZbQDOQjMD4oUjYF/A73S6n2+X2eiAHzBXyQMytTrvWqLc6bXBI0B8ojoGJr4EUhT1xoEOhDvbD6+9hHwqsGANwkMN+D0VGkzEgY3o0+wMyLmfH08lsPBiRgxGJYL0u0kGwXrPdKFdLlVq5VCkn0ymv3weZm1Kt0ui0RrPJ5XGDBAPaAPMDsyEYiveJ/oDECBzvE8PxCLQ0HMnhgBwOCLLfQ5FiuZRIJcWSg3Q2A4FvMCJxgiyVc8l0yu7xWwIBiy8QjsQSiUSpmEl5DtRbH6lXrluW/sm18p5/+46Ds2Tc/tSxtRDcWQkxl0PMJT9zMbC75uGulfTKRjJkM6r3RTy+SMgVCvcODlgc9gZ9bZOxQafTKRQKjUajUCirq6sbtHU2mynYE4v2pTy+aIfJvn7jwx0mW6lWWGxmvVFnc9g9Pi/Ub3KFfDafK5SKAIhmuwVoALYolIq1Rh3el6uVerNRa9S7SK9ar0G0bXXa1XoN5AKEY6ABwE2lVgWogWgDNQO1LwAc4KCL9EB5gDJttlsQvvsDcjgeXZuv1IJmUND+59X3L7/74dWcNiaz8ex4CqzQbDcGIxI6zkD/IehPBeCArLXdbQFzVGrlUqUIYTKdzUTjsUAoaHc6LDarx+f1BwNQ5K816iiOQZEOiGEwGs5f5HAAn4wmY0D0aDImh4PRZHx0cjyaDIFvbA67w+UESpxOp9OjGUG0kT6ar9Rz5Xq0UEsUyvFMoVRu1Et+t2xLu/aBa+26f+X9yNYtN+eOgXnLsXU3wFr2Mu962Ise7qqFvV60aJBEwGZUC0R7Eumh+EDO5ovYwn02j0/f2oQ/VCptZ2eHSluj07fW1zeFQuGhVHkoVe2LpZv0rcWlVcmhTKlW2Z02i83q8rg9Pm8qkwY7FculuQBvddqgu8vVSrVeARBU67VOr1ssl9rdTq1RB0kOxSuwK2gFMC2gpIt0IDS3Om0gG8BNpVaFzzECn5dE8T4B8bo/IMnhABLaLtKDtOUaIABmWOD45NnjH15///zls28ff/P5l5+dXZz2BwTwAYojCNYbjIbj6WR2/KbLzMXV5dnF+ex4Sg77jVa9Wq80WvUu0un02tV6BQIhxNFCqRgMhzw+byAUTGXSIMFAh2IEjuIYEAMEvPF08jZPwOfzI2Dl5Ox0ejQbjkf9AVlvNsxWSywRf/OsvOMpMSa7BNJBkT457KBEs4M1Gmir0SY6lbRPZ+etebZvOWm/9m1+5GPecrMWYL2xl7sSEq0799YDCiGaiKRcLpVSKpYeymXqPZGMJzjk7gp2OOytLTqdTmcwGHT6FovFYTC2mUwmi8WSSCRyuVIuUx+I5SsU2i6fZzSbjGaDL+AHzojGY0AYtUYdVMWcDOYgaHXa9WYDCKCL9MrVCnwyDx9vYwIi7FyNwZ0EVgCyASRV6zX4djge9VAEvGt2fDSn5PF0AiiBI94nrs3LGxBWvnn08PnLZ6++f/n46aOH3/7m8v7F0clsOB4MRiRB4gjWI0gcBjo+PTm/vLi8fwUlr8GIBHnRbDcarTocIaDMY1uxXEpl0vliIZPLQhxttJr1ZgP0BIpjEKpmx0fToxk5HAC5Qfh4mznG0wnAZTKbksPBZDbF+wQ5HCRSSavd1uq04blXk9PjXh8lSHw8HBEEOR0fTwezdgsZI12kHHdIto1bH1kZNxzUGz7qx0HGgpe77OUtxcXrXh7Fukur+hzNeNRjMWmNBrXRqNGaRCL5vkh+KJLtcnjb2wwmk7m9vc1ms5lMJpfLFQqFh4eHSqVaqdAeSpQcrmBjc1unN/qDgVAkDKW8fLEAsIAaFMjwt8NEp9etNepwhM8BLo1WE5K1OVuAcpxHByCAeVxGcQzB0Ga7NVdvrU4bWAHqT9M/PC5uejQ7OnnzJChyOAC2Bs+89sVXn4MghWnVR0++ffndi+cvnz1++ujrh18BOMbTEUHi/QHRQ7vD8aA/IAF0ZxfnDz7/7MHnn02PZpCytjrNLtKB2RYobzRaTQByD0WA6+YiaH6dwA0w8QNJNpzunCf6AxLOGGAOL2Av+D1cVbPdCkcjdqcDcDM7PcGHxGg06BMYhqCjwXA2GhMdYtxuE7VcUC/Wbd+2MW/a124EKR/H6XfDvCUfbyEipHoEtLRV0YgH/Daj3Wg0WKwGq8NosikVOq3GpJBqhHuivb29/f19kUgkkUj4fL5YLBaLxUqlUi5XKhVaoeCAzeFrtHp/IAQVrWq9BkEEXKJYLkHUgDIDOPfbaRoAAr4FFgGqgGQeAAHggNwNClngYxBngVEwAm912iiOQUCBO4kRONxh6AkD3H96fgaeCS46moyvzfcjQafBJ88ev3j1HMpi9z+7gux0MhsjWA9KF5PZeDQZwyiX96+gIxE5HMA5gYrE+wSKY2DvLtIDDiDIPpDVHPJAhiiOQWINY0J/o+PTE5iaAYYA20NTuTkHTmbTk7NTgDwACGa8DCZjoVSENHs8nUwmI4LAULTX63VGo1EPwXpou92ppMMOFZNi2Lrt2Pk4uHMzxr4T310I7S47uIs+OauZ9CQDdptR7bKajGaT3eEymUxmq8Vssak1ukOZVCqVajQauVyuVqsPDvYVCplEIlGpVFK5TK5U7PL2pDJFNB4rlIrVeqVSK0Me0Wy3ao16vdmAogUYew6LOT2ALeHbHoqATmx12qAcoVQFVIFgKEH2290OcAb4ISgJYIu3mQPu9pykx9PJ0cnxydkptGWDSVOI1HC89vDb33z59ReQpAA+Xn734sWr57By+PzyDCrlCNaDotbseAr+enx68vmXX8C8PJh/fgSjgqMDzYwmY4Lsww/wPgHFWoA2gAOQAa02oafi2+QB4gOuB0aDz+E3EGjgNyiOJVJJjU7b6XVhQPgK/kcUx5A+io77WL9bS0ftQo6DsxLcvRvm3fJt3/Ayboa4q5bdlZRLlY867WaV02GxmPUWm9Vst1lsZrPVZDQbNDq1SqNUadRGswnKSnKlTKNTq7Uak8WsVCvUWpVAJHR53OVqqVQpNtuNar1SbzZglmuefM7rkhAUwIoAEbDlnCfmCgOqESDO4HJAPQD7gpxHMBRyPQDQfEZ+Xg4A/4TbNb/tcMOPT08AImcX59Oj2RtBChP00I7nh9ffP33+5OuHX51fnp2en8ACMryPDUYkgGMymx6fnkALIvBOYKE5z0P3XbAZmBMcfZ6AgJfPIT8cj+bdeqH/JkzqQlycE8a8uDI9moEKeaMtZlP4zWQ2hWBsNJuMZhN0aCSHg6OT4/6AxDCs2+3ifQyZDPp9HKkUfCqRi08NC5ei/AUf4wPXzoKDvRZS8CsJj89ldNstJrPVZnfanQ6TxWyymM1Wi1avUaoVeqPBYDLCqhyj2aQzaA0mvcVmtTnsVrvNZDEbzaZQJAxis9NrN1p1CCIQNYAh5rIRhCQAgiD7IBRAIswrOpBigIFBVAJKABwAF8j8ARxQ65xPmgCvA6Tm2d9cc5ycncJkCvAHqMnp0ewatCZ9+vzJt4+/ef7yGTz+4ptHD7/46vOLq/PxdNRFOrAmA1Ayno7AilcP7oMhYXQomELogka7c0POowDgAxQDRuBwrqA6ARBnF+cwJpwlIGwODuAMgBHw0NuPTZzr08FoWKqUZSplKpOGEWbHR6PRqN/vdzqdNtpp4BhGoHizFDXLjcyFsGAltbec21+JyVk+GS/r1OXCfpvV7HA4zDa33eF1ON1Gs8nhdLvcXovNqtSpTBYz1Do9Pq/ZarE7HQ6XHfKRWCLuC/jdXk82nwMxgWBoo/UmAQGRCNwAyhGiAHgzZG0AC2ARMH+r0yaHA8hU5yEbuAHMDMFiDgso/8ALqkTwr/A+0el1wTnBl+bOPL//4Odvwgro0MdPH7149fz1T7/98Xevn7989vXDr64eXB6fHo0mQ7yPQflrDg6YzwX7wYgwNCQv55cX4PTQrhuce+76w/EI7DqPAm8/iBtWL8KwoDwAXvMRyOEA/goaFgAH/3wwGgJugD8SqaRGo8Ew7OTsdHw0mx7NUByBQn61122jrUYxmfeaZWu3TPSP47zFrIwakbNiZmk56gm73Caz3WB1mOxuk91tdTosNqPL43a5vVa7xWIz22w2l8dttdsisajH543EojDVDvlINp+JxMKlSvktJf4m7wCeAMSA688rv6AYUBwDYdFst8DeEBFAKMyNTZD9Tq8LMg7AAf3B4WfwHgDRH5DA0wBEEH/A38DocMPn0WR+w2fHR/8fU1XficSQ/x0AAAAASUVORK5CYII=&quot; imageanchor=&quot;1&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Em 1941, enquanto milhões de
homens e mulheres derramavam seu sangue pela liberdade nos campos da Europa e
da União Soviética, a elite dos círculos financeiros dos Estados Unidos já
traçava seus planos para o pós-guerra. Como afirmou Nelson Rockefeller, filho
do magnata do petróleo John D. Rockefeller, em memorando que apresentava sua
visão ao presidente Roosevelt: &quot;Independente do resultado da guerra, com
uma vitória alemã ou aliada, os Estados Unidos devem proteger sua posição
internacional através do uso de meios econômicos que sejam competitivamente
eficazes...&quot; (COLBY, p.127, 1998). Seu objetivo: o domínio do comércio
mundial, através da ocupação dos mercados e da posse das principais fontes de
matéria-prima. Anos mais tarde o ex-secretário de imprensa do Congresso
americano, Gerald Colby, sentenciava sobre Rockefeller: &quot;no esforço para
extrair os recursos mais estratégicos da América Latina com menores custos, ele
não poupava meios&quot; (COLBY, p.181, 1998).&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Neste mesmo ano, Henry Luce,
editor e proprietário de um complexo de comunicações que tinha entre seus
títulos as revistas Time, Life e Fortune, convocou os norte-americanos a
&quot;aceitar de todo o coração nosso dever e oportunidade, como a nação mais
poderosa do mundo, o pleno impacto de nossa influência para objetivos que
consideremos convenientes e por meios que julguemos apropriados&quot;
(SCHILLER, p.11, 1976). Ele percebeu, com clareza, que a união do poder
econômico com o controle da informação seria a questão central para a formação
da opinião pública, a nova essência do poder nacional e internacional.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Evidentemente para que os planos
de ocupação econômica pelas corporações americanas fossem alcançados havia uma
batalha a ser vencida: Como usurpar a independência de nações que lutaram por
seus direitos? Como justificar uma postura imperialista do país que realizou a
primeira insurreição anticolonial?&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
A resposta a esta pergunta foi
dada com rigor pelo historiador Herbert Schiller: &quot;Existe um poderoso
sistema de comunicações para assegurar nas áreas penetradas, não uma submissão
rancorosa, mas sim uma lealdade de braços abertos, identificando a presença
americana com a liberdade – liberdade de comércio, liberdade de palavra e
liberdade de empresa. Em suma, a florescente cadeia dominante da economia e das
finanças americanas utiliza os meios de comunicação para sua defesa e
entrincheiramento onde quer que já esteja instalada e para sua expansão até
lugares onde espera tornar-se ativa&quot; (SCHILLER, p.13, 1976).&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Foi exatamente ao que seu setor
de comunicações se dedicou. Estava com as costas quentes, já que as agências de
publicidade americanas cuidavam das marcas destinadas a substituir as
concorrentes europeias arrasadas pela guerra. O setor industrial dos EUA havia
alcançado um vertiginoso aumento de 450% em seu lucro líquido no período
1940-1945, turbinado pelos contratos de guerra e subsídios governamentais. Com
esta plataforma invadiram a América Latina e o mundo.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Com o suporte do coordenador de
Assuntos Interamericanos (CIIA), Nelson Rockefeller, mais de mil e duzentos
donos de jornais latinos recebiam, de forma subsidiada, toneladas de papel de
imprensa, transportada por navios americanos. Além disso, milhões de dólares em
anúncios publicitários das maiores corporações eram seletivamente distribuídos.
É claro que o papel e a publicidade não vinham sozinhos, estavam acompanhados
de uma verdadeira enxurrada de matérias, reportagens, entrevistas e releases
preparadas pela divisão de imprensa do Departamento de Estado dos EUA.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
A vontade de conquistar as novas
&quot;colônias&quot; e ocupar novos territórios como haviam feito no século
anterior, no velho oeste, não tinha limites. No Brasil, circulava desde 1942, a
revista Seleções (do Reader&#39;s Digest), trazida por Robert Lund, de Nova York. A
revista, bem como outras publicações estrangeiras, pagavam os devidos direitos
aduaneiros por se tratarem de produtos importados, mas solicitou, e foi
atendida pelo procurador da República, Temístocles Cavalcânti, o direito de ser
editada e distribuída no Brasil, com o argumento de ser uma revista sem
implicações políticas e limitada a publicar conteúdos culturais e científicos.
Assim começou a tragédia.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Logo chegou o grupo Vision Inc.,
também de Nova York, com as revistas Dirigente Industrial, Dirigente Rural,
Dirigente Construtor e muitos outros títulos que vinham repletos de anúncios
das corporações industriais. Um fato bastante ilustrativo foi o da revista
brasileira Cruzeiro Internacional, concorrente da Life International, que
apesar de possuir grande circulação, nunca foi brindada com anúncios, enquanto
a concorrente americana anunciava produtos que, muitas vezes, nem sequer
estavam à venda no Brasil.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Ficava claro que os critérios até
então estabelecidos para o mercado publicitário, como tempo de circulação
efetiva, eficiência de mensagem e comprovação de tiragem, de nada adiantavam. O
que estava em jogo era muito maior.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Um papel importantíssimo na
ocupação dos novos mercados foi desempenhado pelas agências de publicidade
americanas. McCann-Erickson e J. Warter Thompson eram as principais e tinham
seu trabalho coordenado diretamente pelo Departamento de Estado. Para se ter
uma ideia a McCann-Erickson , nos anos 60, possuía 70 escritórios e empregava
4619 pessoas, em 37 países, já a J. Warter Thompson tinha 1110 funcionários,
somente na sede de Londres. Os Estados Unidos tinham 46 agências atuando no
exterior, com 382 filiais. Destas 21 agências em sociedade com britânicos, 20
com alemães ocidentais e 12 com franceses. No Brasil atuavam 15 agências, todas
elas com instruções absolutamente claras de quem patrocinar.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
No início dos anos 50, Henry
Luce, do grupo Time-Life, já estava luxuosamente instalado em sua nova sede de
70 andares na área mais nobre de Manhattan, negócio imobiliário que fechou com
Nelson Rockefeller e seu amigo Adolf Berle, embaixador americano no Brasil na
época do primeiro golpe contra o presidente Getúlio Vargas. Luce mantinha
fortes relações com os irmãos Cesar e Victor Civita, ítalo-americanos nascidos
em Nova Iorque. Cesar foi para a Argentina em 1941 onde montou a Editorial
Abril, como representante da companhia Walt Disney, já Victor, em 1950, chega
ao Brasil e organiza a Editora Abril. Neste mesmo período seu filho, Roberto
Civita, faz um estágio de um ano e meio na revista Time, sob a tutela de Luce e
logo retorna para ajudar o pai.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Poucos anos depois, o mercado
editorial brasileiro está plenamente ocupado por centenas de publicações que
cantavam em prosa e verso o american way of life. Somente a Abril, financiada
amplamente pelas grandes empresas americanas, edita diversas revistas: Claudia,
Quatro Rodas, Capricho, Intervalo, Manequim, Transporte Moderno, Máquinas e
Metais, Química e Derivados, Contigo, Noiva, Mickey, Pato Donald, Zé Carioca,
Almanaque Tio Patinhas, a Bíblia Mais Bela do Mundo, além de diversos livros
escolares.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Em 1957, uma Comissão Parlamentar
de Inquérito da Câmara dos Deputados, comprova que &quot;O Estado de São
Paulo&quot;, &quot;O Globo&quot; e &quot;Correio da Manhã&quot; foram
remunerados pela publicidade estrangeira para moverem campanhas contra a
nacionalização do petróleo.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Em 1962, o grupo Time-Life
encontra seu parceiro ideal para entrar de vez no principal ramo das
comunicações, a Televisão. A recém-fundada TV Globo, de Roberto Marinho. Era
uma estranha sociedade. O capital da Rede Globo era de 600 milhões de
cruzeiros, pouco mais de 200 mil dólares, ao câmbio da época. O aporte dado
&quot;por empréstimo&quot; pela Time-Life era de seis milhões de dólares e a
empresa tinha um capital dez mil vezes maior.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Como denunciou o deputado João
Calmon, presidente da Abert (Associação Brasileira de Empresas de Rádio e
Televisão): &quot;Trata-se de uma competição irresistível, porque além de
receber oito bilhões de cruzeiros em doze meses, uma média de 700 milhões por
mês, a TV Globo recebe do Grupo Time-Life três filmes de longa metragem por dia
– por dia, repito... Só um &#39;package&#39;, um pacote de três filmes diários durante
o ano todo, custa na melhor das hipóteses, dois milhões de dólares&quot; (HERZ,
p.220, 2009).&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
O Brasil e o mundo estão em
efervescência. A tensão é crescente com revoluções vitoriosas na China e em
Cuba. A luta pela independência e soberania das nações cresce em todos
continentes e os EUA colocam em marcha golpes militares por todo o planeta. A
Guerra Fria está em um ponto agudo.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
É nesse quadro que a Comissão de
Assuntos Estrangeiros do Congresso dos EUA, em abril de 1964, no relatório
&quot;Winning the Cold War. The O.S. Ideological Offensive&quot; define:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&quot;Por muitos anos os poderes
militar e econômico, utilizados separadamente ou em conjunto, serviram de
pilares da diplomacia. Atualmente ainda desempenham esta função, mas o recente
aumento da influência das massas populares sobre os governos, associado a uma
maior consciência por parte dos líderes no que se refere às aspirações do povo,
devido às revoluções concomitantes do século XX, criou uma nova dimensão para
as operações de política externa. Certos objetivos dessa política podem ser
colimados tratando-se diretamente com o povo dos países estrangeiros, em vez de
tratar com seus governos. Através do uso de modernos instrumentos e técnicas de
comunicação, pode-se hoje em dia atingir grupos numerosos ou influentes nas
populações nacionais – para informá-los, influenciar-lhes as atitudes e, às
vezes, talvez, até mesmo motivá-los para uma determinada linha de ação. Esses
grupos, por sua vez, são capazes de exercer pressões notáveis e até mesmo
decisivas sobre seus governos&quot; (SCHILLER, p.23, 1976).&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
A ordem estava dada:
&quot;informar&quot;, influenciar e motivar. A rede está montada, o
financiamento definido.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
O jornalista e grande
nacionalista, Genival Rabelo, exatamente nesta hora, denuncia no jornal Tribuna
da Imprensa do Rio de Janeiro: &quot;Há, por trás do grupo (Abril), recursos
econômicos de que não dispõem as editoras nacionais, porém muito mais
importante do que isso está o apoio maciço que a indústria e as agências de publicidade
americanas darão ao próximo lançamento do Sr. Victor Civita, a exemplo do que
já fizeram com as suas 18 publicações em circulação, bem como as revistas do
grupo norte-americano Vision Inc.&quot; (RABELO, p.38, 1966)&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Mas é necessário mais. É preciso enfraquecer,
calar e quebrar tudo que seja contrário aos interesses dos monopólios, tudo que
possa prejudicar os interesses das corporações. A General Eletric, General
Motors, Ford, Standard Oil, DuPont, IBM, Dow Chemical, Monsanto, Motorola,
Xerox, Jonhson &amp;amp; Jonhson e seus bancos J. P. Morgan, Citibank, Chase
Manhattan precisam estar seguros para praticar sua concorrência desleal, para
remeter lucros sem controle, para desnacionalizar as riquezas do país se
apossando das reservas minerais.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Várias são as declarações, nesta
época, que deixam claro qual o caminho traçado pelos EUA. Nas palavras de
Robert Sarnoff, presidente da RCA – Radio Corporation of America – &quot;a
informação se tornará um artigo de primeira necessidade equivalente a energia
no mundo econômico e haverá de funcionar como uma forma de moeda no comércio
mundial, convertível em bens e serviços em toda parte&quot; (SCHILLER, p.18,
1976). Já a Comissão Federal de Comunicações (FCC), em informe conjunto dos
Ministérios do Exterior, Justiça e Defesa, afirmava: &quot;as telecomunicações
evoluíram de suporte essencial de nossas atividades internacionais para ser
também um instrumento de política externa&quot; (SCHILLER, p.24, 1976).&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
É esclarecedor o pensamento do
delegado dos Estados Unidos nas Nações Unidas, vice-ministro das Relações
Exteriores, George W. Ball, em pronunciamento na Associação Comercial de Nova
Iorque:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&quot;Somente nos últimos vinte
anos é que a empresa multinacional conseguiu plenamente seus direitos.
Atualmente, os limites entre comércio e indústria nacionais e estrangeiros já
não são muito claros em muitas empresas. Poucas coisas de maior esperança para
o futuro do que a crescente determinação do empresariado americano de não mais
considerar fronteiras nacionais como demarcação do horizonte de sua atividade
empresarial&quot; (SCHILLER, p.27, 1976).&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
A ação desencadeada pelos
interesses externos já havia produzido a falência de muitos órgãos de imprensa
nacionais e, por outro lado, despertado a consciência de muitos brasileiros de
como os monopólios utilizam seu poder de pressão e de chantagem. Em 1963, o
publicitário e jornalista Marcus Pereira afirmava em debate na TV Tupi, em São
Paulo: &quot;Em última análise, a questão envolve a velha e romântica tese da
liberdade de imprensa, tão velha como a própria imprensa. Acontece que a
imprensa precisa sobreviver, e, para isso, depende do anunciante. Quando esse
anunciante é anônimo, pequeno e disperso não pode exercer pressão, por razões
óbvias. É o caso das seções de &#39;classificados&#39; dos jornais. Mas poucos jornais
têm &#39;classificados&#39; em quantidade expressiva. A maioria dos jornais e a
totalidade das revistas vivem da publicidade comercial e industrial, dos
chamados grandes anunciantes. Acho que posso parar por aqui, porque até para os
menos afoitos já adivinharam a conclusão&quot; (RABELO, p.56, 1966).&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Não é difícil perceber o quanto a
submissão aos interesses econômicos estrangeiros levou a dita &quot;grande
mídia&quot; brasileira a se afastar da nação. A se tornar, ao longo dos anos,
em uma peça chave da política do Imperialismo. Em praticamente todos os principais
momentos da vida nacional se inclinaram para o golpismo e a traição. Já no
primeiro golpe contra Getúlio, depois, contra sua eleição, contra sua posse,
contra a criação da Petrobrás, contra a eleição de Juscelino, contra João
Goulart, contra as reformas de base, apoiando a Ditadura, apoiando a política
econômica de Collor, apoiando Fernando Henrique e suas privatizações, atacando
Lula.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Hoje, ela novamente tem lado: o
das concessões de estradas, portos e aeroportos, o dos leilões de privatização
do petróleo e da necessidade da elevação das taxas de juros, do controle do
déficit público com evidentes restrições aos investimentos governamentais, ou
seja, da aceitação de um neoliberalismo tardio.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Porque atuam desta forma? Genival
Rabelo deu a resposta: &quot;Um industrial inteligente desta cidade de São
Sebastião do Rio de Janeiro me fez outro dia, esta observação, em forma de
desafio: &#39;Dou-lhe um doce, se nos últimos cinco anos você pegar uma edição de O
Globo que não estampe na primeira página uma notícia qualquer da vida
americana, dos feitos americanos, da indústria americana, do desenvolvimento
científico americano, das vitórias e bombardeios americanos. A coisa é tão
ostensiva que, muita vez, sem ter o que publicar sobre os Estados Unidos na
primeira página, estando o espaço reservado para esse fim, o secretário do
jornal abre manchete para a volta às aulas na cidade de Tampa, Miami, Los
Angeles, Chicago ou Nova Iorque. Você não encontra a volta às aulas em Paris,
Nice, Marselha, ou outra cidade qualquer da França, na primeira pagina de O
Globo, porque, de fato, isso não interessa a ninguém. Logo, não pode deixar de
haver dólar por trás de tudo isso...&#39; Outro amigo presente, no momento, e sendo
homem de publicidade concluiu, deslumbrado com seu próprio achado: &#39;É por isso
que O Globo não aceita anúncio para a primeira página. Ela já está vendida. É
isso. É isso!&#39;. &#39;E muito bem vendida, meu caro – arrematou o industrial – A
peso de ouro&#39; &quot; (RABELO, p.258, 1966).&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
(*) Delegado à Conferência
Nacional de Comunicação, Secretário Municipal de Comunicação em São Carlos
entre 2007 e 2012 e membro do Partido Pátria Livre. Artigo publicado
originalmente na Carta Maior.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Referências:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
COLBY, G; DENNETT, C. Seja feita
a vossa vontade: a conquista da Amazônia, Nelson Rockefeller e o evangelismo na
idade do Petróleo. Tradução: Jamari França. Rio de Janeiro: Record, 1998.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
HERZ, D. A história secreta da
Rede Globo. Porto Alegre: Dom Quixote, 2009. Coleção Poder, Mídia e Direitos
Humanos.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
RABELO, G. O Capital Estrangeiro
na Imprensa Brasileira. Rio de Janeiro: Civilização Brasileira, 1966.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
SCHILLER, H. I. O Império
norte-americano das comunicações. Tradução: Tereza Lúcia Halliday Petrópolis:
Vozes, 1976.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Conferência Nacional da Classe Trabalhadora&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Opinião&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Panorama da conjuntura econômica brasileira&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Governo comete erro ao atrasar gastos
públicos&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Tabela normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/5589791872852453698/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/5589791872852453698?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/5589791872852453698'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/5589791872852453698'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2013/06/uma-breve-historia-da-luta-da-grande.html' title='Uma breve história da luta da grande mídia contra os interesses nacionais'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-4904790343059632631</id><published>2013-06-07T10:38:00.001-03:00</published><updated>2013-06-07T10:50:05.862-03:00</updated><title type='text'>Crescimento: Desafios do Governo, Empresários e Trabalhadores</title><content type='html'>&lt;div class=&quot;im&quot; style=&quot;background-color: white; font-family: arial,sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;div style=&quot;font-family: arial, sans-serif; font-size: 13px; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Estive no dia 28/5, na 8ª Jornada Nacional de Debates do DIEESE-DF (na sede do CONDSEF), representando nossa entidade. Onde fui muito bem recebido pelo Econ. Clóvis Scherer, responsável pelo DIEESE, este fez questão de elogiar a nossa presença no evento.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: arial, sans-serif; font-size: 13px;&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;O a explanação de conjuntura tinha quatro eixos principais, das quais ire resumidamente repassar aos colegas, a seguir:&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;margin-left: 38.5pt;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;1.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Crescimento Econômico;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 38.5pt;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;2.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Inflação;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 38.5pt;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;3.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Mercado de Trabalho;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 38.5pt;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;4.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Negociações Coletivas.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Crescimento Econômico:&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;A análise conjuntural identificou como promissoras as atitudes do Governo Federal, na busca pelo crescimento econômico, as desonerações de impostos em alguns setores da economia e também da folha de pagamento, pois resultaria no aumento do folego financeiro dos setores abrangidos, e no momento posterior seria revertido no aumento dos investimentos e consequentemente no aumentando a produção.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Indicando também, uma grande participação da União em investimentos, seja de forma direta ou de empresas estatais, e dos Munícipios e Estados através dos repasses federais. Partindo de 2003, praticamente dobrando no ano de 2012.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Os juros foram abordados, “en passant”, se reportando apenas ao patamar mais baixo da historia em caráter nominal mas, sendo alto se olhando pelo prisma real. Sendo que assim ainda não está atraente ao empresários, com intuito de incentivá-los a investir.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Inflação:&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Os resultados apresentados mostram que durante os últimos 10 anos foram mantidos os índices dentro do regime de metas, apesar do resultado do ano anterior estar no teto da meta.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Mercado de Trabalho:&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;No tema, mostrou a tendência de redução do desemprego e no aumento do número de vagas novas se manteve, mas estão perdendo folego, principalmente no ano passado. Sendo que temos 47 milhões de estoque de emprego na economia nacional, com uma margem de 10% de desemprego (no DF aproximadamente de 13%).&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Negociações Coletivas:&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;A explanação chama a atenção, durante os últimos 4 anos o PIB obteve o crescimento médio de 3,5%, e o acréscimo real nos salários no mesmo período foi de 1,5%.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Na análise do ano de 2012, nas categorias acompanhadas pelo DIEESE, 96% destas conseguiram alcançar aumentos reais em suas negociações salariais.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Conclusão&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;font-family: arial, sans-serif; font-size: 13px; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Após os dados e análise conjuntural apresentado, foi aberto ao debate e concedida a palavra aos presentes, onde teci minhas considerações contribuindo e enriquecendo os temas discutidos, principalmente .&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;background-color: white; font-family: arial,sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-family: arial, sans-serif;&quot;&gt;Verificamos a existência de um aumento do excedente econômico nos últimos anos, e também a constatação de uma disputa árdua por quem fica com este, em diversos setores da economia, pelos trabalhadores, empresariado (produtivos e financeiros), governo. E o resultado da análise, que a maior parte fica com o empresariado, aumentando seus lucros e não&amp;nbsp;revestindo&amp;nbsp;na economia - conforme a explanação onde a média de crescimento dos últimos 4 anos do PIB, foi de 3,5% e o aumento do&amp;nbsp;&lt;/span&gt;salário&lt;span style=&quot;font-family: arial, sans-serif;&quot;&gt; real foi de 1,5% em média no mesmo período,&amp;nbsp; não alcançando 50% do crescimento aos trabalhadores -, como espera o Governo.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;im&quot; style=&quot;background-color: white; font-family: arial,sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;
&lt;div style=&quot;font-family: arial, sans-serif; font-size: 13px; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;&amp;nbsp;Discutimos que os preços nominais não são flexíveis, pois não há interesse da classe empresarial em reduzir suas taxas de lucro, principalmente se tratando da economia brasileira ter na sua maioria ser comandada por empresas&amp;nbsp;multinacionais&amp;nbsp;&lt;wbr&gt;&lt;/wbr&gt;focadas em repassar os lucros, obtidos aqui em solo brasileiro, á suas matrizes combalidas da crise internacional.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: arial, sans-serif; font-size: 13px; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;&amp;nbsp;Portanto, fica claro os erros estratégicos do Governo Federal, em se manter o juros altos (para ajudar os banqueiros), e reduzir os impostos para apenas aumentar os lucros empresariais (capital estrangeiro), pois resulta apena num&amp;nbsp;sacrifício da classe trabalhadora (privada e pública)&amp;nbsp;através&amp;nbsp;de arrochos&amp;nbsp;salariais&amp;nbsp;e perdas de direitos trabalhistas em nome de uma &quot;competitividade&quot;, para se manter o sistema econômico mundial.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: arial, sans-serif; font-size: 13px; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: arial, sans-serif; font-size: 13px; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Ficando clara a importância da presença de representante do profissional da Economia, nessa plenária, abrindo portas para parcerias e eventos futuros.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Flauzino Neto &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: arial, sans-serif; font-size: 13px; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/4904790343059632631/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/4904790343059632631?isPopup=true' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/4904790343059632631'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/4904790343059632631'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2013/06/crescimento-desafios-do-governo.html' title='Crescimento: Desafios do Governo, Empresários e Trabalhadores'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-8023987083606987533</id><published>2013-06-04T10:50:00.000-03:00</published><updated>2013-07-12T11:16:32.862-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Assemda"/><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="politica"/><title type='text'>Evento da ASSEMDA em Prol da Agricultura Familiar</title><content type='html'>Dia 17 de Abril: Luta pela Terra &lt;br /&gt;
&lt;br /&gt;
&lt;a class=&quot;BLOGGER-object-element tr_noresize tr_placeholder&quot; data-original-id=&quot;BLOGGER_object_2&quot; href=&quot;http://www.blogger.com/%3Cimg%20src=&quot; id=&quot;BLOGGER_object_2&quot; img2.blogblog.com=&quot;&quot; img=&quot;&quot; style=&quot;background-color: #b2b2b2; height: 340px; width: 640px;&quot; video_object.png=&quot;&quot;&gt;&quot;&amp;gt;&lt;object codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=9,0,124,0&quot; height=&quot;340&quot; width=&quot;640&quot;&gt;&lt;param name=&#39;movie&#39; value=&#39;http://tvt.webtv.digitalsk.com.br/static/white/swf/newplayer.swf?idContent=12967&amp;amp;playAuto=false&amp;amp;base_url=http://tvt.webtv.digitalsk.com.br/&#39; /&gt;&lt;param name=&#39;allowFullScreen&#39; value=&#39;true&#39; /&gt;&lt;param name=&#39;allowScriptAccess&#39; value=&#39;always&#39; /&gt;&lt;embed src=&#39;http://tvt.webtv.digitalsk.com.br/static/white/swf/newplayer.swf?idContent=12967&amp;amp;playAuto=false&amp;amp;base_url=http://tvt.webtv.digitalsk.com.br/&#39; allowFullScreen=&#39;true&#39; type=&#39;application/x-shockwave-flash&#39; pluginspage=&#39;http://www.macromedia.com/go/getflashplayer&#39; width=&#39;640&#39; height=&#39;340&#39; allowScriptAccess=&#39;always&#39;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/8023987083606987533/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/8023987083606987533?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/8023987083606987533'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/8023987083606987533'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2013/06/evento-da-assemda-em-prol-da.html' title='Evento da ASSEMDA em Prol da Agricultura Familiar'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-3463832152190227773</id><published>2010-08-04T11:02:00.004-03:00</published><updated>2011-04-13T11:46:15.234-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ITAPEVA"/><category scheme="http://www.blogger.com/atom/ns#" term="Política"/><title type='text'>Itapeva-SP o Paraíso do Nepotismo</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;O Ministério Público Estadual (MPE) deu prazo de 30 dias para que o  prefeito de Itapeva (SP), Luiz Cavani (PSDB), exonere seis parentes de  vereadores empregados em cargos de confiança na prefeitura. De acordo o  promotor Hélio Dimas de Almeida Júnior, embora os servidores não sejam  familiares do prefeito e de secretários, a contratação caracteriza  nepotismo cruzado, proibido por lei em todo o País. &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;O  MP determinou ainda que seja dada ampla publicidade à recomendação para  que as autoridades municipais fiquem cientes de que o não cumprimento  levará ao ajuizamento de ação civil pública. &quot;A partir da publicidade da  presente recomendação, todos estarão cientes da conduta irregular e  qualquer omissão importará em conduta dolosa, podendo inclusive  caracterizar ato de improbidade administrativa&quot;, informou o promotor.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Conforme lista divulgada hoje pela prefeitura, a medida atinge os  servidores&lt;/div&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt; &lt;span style=&quot;font-weight: bold;&quot;&gt;Arlete Machado Corrêa Gonçalves, esposa do vereador&lt;/span&gt; &lt;span style=&quot;font-weight: bold;&quot;&gt;Sidnei  José dos Santos (PMDB); Elizabete Domingues dos Santos e Elcio Renato  Bonifácio de Azevedo, respectivamente esposa e cunhado do vereador Paulo  Roberto Tarzã dos Santos (PSDB); Armando José Rosa, irmão da vereadora  Áurea Aparecida Rosa (PTB); e Claudinéia Aparecida Fogaça e Claudinei de  Araujo Fogaça, irmãos do vereador Antônio Marmo Fogaça (PSDB).&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;Segundo Almeida Júnior, a lei antinepotismo - em vigor desde 2008 -  impede que os cargos comissionados ou funções de confiança de órgãos  públicos municipais sejam ocupados por cônjuges, companheiros ou  parentes até o terceiro grau do prefeito, do vice-prefeito, de  secretários municipais, diretores municipais, chefe de gabinete,  procurador-geral do município, vereadores ou servidores detentores de  cargos de direção, chefia ou de assessoramento.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;fonte: Agência Estado&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/3463832152190227773/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/3463832152190227773?isPopup=true' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3463832152190227773'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3463832152190227773'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/08/itapeva-sp-o-paraiso-do-nepostismo.html' title='Itapeva-SP o Paraíso do Nepotismo'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-985684061870134471</id><published>2010-07-30T10:40:00.007-03:00</published><updated>2011-04-13T11:50:08.628-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="anseefe"/><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><title type='text'>Economistas e Estatísticos na luta pela ANSEEFE</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKYNxR7r7keTfc0xc61FaOu2e5jKnSP4_BEXEW_r54TVeql7P2lVwT54SpJ2qgLBSYFsr6yw0ykINfzYL8jLGgtjeVlspZ9MFZYqljd5EZW8NzUACvD1Y3ONbFaIqmrLq76bNolWrzqmI/s1600/anseefe.jpg&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5499698261011791426&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKYNxR7r7keTfc0xc61FaOu2e5jKnSP4_BEXEW_r54TVeql7P2lVwT54SpJ2qgLBSYFsr6yw0ykINfzYL8jLGgtjeVlspZ9MFZYqljd5EZW8NzUACvD1Y3ONbFaIqmrLq76bNolWrzqmI/s320/anseefe.jpg&quot; style=&quot;cursor: pointer; float: left; height: 137px; margin: 0pt 10px 10px 0pt; width: 320px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;Da luta pela aprovação  surgiu a Associação Nacional dos Economistas e Estatísticos do Poder  Executivo Federal (ANSEEFE) - que será oficialmente fundada no dia 13 de  agosto. Vários responsáveis pela iniciativa reuniram-se com a  presidência do COFECON no último dia 21 em busca de apoio e realização  de atividades conjuntas na valorização do profissional Economista.&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;font-weight: bold; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;Além do presidente Waldir e do  vice-presidente Mário Sérgio Sallorenzo, estiveram presentes o  presidente do CORECON-DF, José Luiz Pagnussat – que inclusive cedeu uma  sala do Regional para as reuniões da ANSEEFE; e os economistas Flauzino  Antunes Neto, Sérgio Luiz Rodrigues Torres, Pedro Ciarlini, Francisco  Wandercley Menezes da Silva e Roberto Carvalho Costa Filho, todos  atuantes em Ministérios.&lt;/span&gt;  &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;font-weight: bold; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;&quot;Nós percebemos que enquanto estivéssemos  agindo individualmente na luta pela aprovação do Projeto de Lei, não  chegaríamos a lugar algum. A partir do momento em que nós passamos a  falar como Associação, as portas dos gabinetes se abriram para nós&quot;,  afirmou Flauzino. &quot;Agora queremos trabalhar junto com o COFECON em busca  da valorização do Economista&quot;.&lt;/span&gt;  &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;“O COFECON vê com bons olhos a formação  destas associações e dá apoio a iniciativas como esta, que inclusive  culminou na aprovação da Lei 12.277/10. Parabenizamos os economistas  pelo esforço”, afirmou o economista Waldir Pereira Gomes, presidente do  COFECON.&lt;br /&gt;
&lt;br /&gt;
fonte:&lt;a href=&quot;http://www.cofecon.org.br/&quot;&gt; Cofecon&lt;/a&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/985684061870134471/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/985684061870134471?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/985684061870134471'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/985684061870134471'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/07/economistas-e-estaisticos-na-luta-pela.html' title='Economistas e Estatísticos na luta pela ANSEEFE'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKYNxR7r7keTfc0xc61FaOu2e5jKnSP4_BEXEW_r54TVeql7P2lVwT54SpJ2qgLBSYFsr6yw0ykINfzYL8jLGgtjeVlspZ9MFZYqljd5EZW8NzUACvD1Y3ONbFaIqmrLq76bNolWrzqmI/s72-c/anseefe.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-4284399672483483057</id><published>2010-07-15T15:09:00.003-03:00</published><updated>2011-04-13T11:50:44.574-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Reflexões"/><title type='text'>Tempo de Retiro</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Passei por um período, de 21 de junho a 06 de julho que são duas datas minha nascimento, de ostracismo intelectual com um retiro espirtual comigo mesmo. Uma data é a oficial a outra proviniente de um acidente, que algum dia irei contar aqui.&lt;br /&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Mas o período acabou, e, junto com ele a Copa do Mundo. Então vamos que vamos, pois, a eleição está aí. Com ela futuro econômico e político de nossa nação está em jogo.&lt;br /&gt;
&lt;br /&gt;
Nada que um recomeço  no dia da Revolução Francesa, para retomar os temas necessários para o nosso país!&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/4284399672483483057/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/4284399672483483057?isPopup=true' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/4284399672483483057'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/4284399672483483057'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/07/tempo-de-retiro.html' title='Tempo de Retiro'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-1903144928762911486</id><published>2010-06-14T14:20:00.002-03:00</published><updated>2011-04-13T11:51:12.834-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil"/><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="Política"/><title type='text'>Banco Central na Contra-Mão da História.</title><content type='html'>&lt;h2&gt;SABOTAGEM DO COPOM&lt;/h2&gt;&lt;a href=&quot;http://www.radarsindical.com.br/blogdoneto/?p=3962&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-medium wp-image-3963&quot; height=&quot;109&quot; src=&quot;http://189.21.133.203/blogdoneto/wp-content/uploads/2010/06/Logo-CGTB-300x109.jpg&quot; title=&quot;Logo CGTB&quot; width=&quot;300&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
A decisão do Comitê de Política Monetária do Banco Central (Copom) de  elevar a taxa de juros para 10,25% ao ano é uma ducha fria no setor  produtivo brasileiro que começou a se recuperar da convalescência  causada pelos reflexos da crise econômica mundial.&lt;br /&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;O triste posto de primeiro lugar na taxa de juros é extremamente  negativo para o Brasil, pois aumenta o gasto público com o serviço da  dívida, limita os investimentos privados, restringe a geração de  empregos e freia o crescimento do país.&lt;br /&gt;
Além de não levar em consideração o anseio do setor produtivo, a  decisão tomada hoje pelo Copom é mais uma prova de que seus integrantes  são agentes infiltrados e estão realmente empenhados para tentar sabotar  o governo, suas conquistas e a continuidade de um projeto de  desenvolvimento sustentável como vem ocorrendo.&lt;br /&gt;
&lt;b&gt;Antonio Neto&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Presidente da CGTB&lt;/b&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/1903144928762911486/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/1903144928762911486?isPopup=true' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/1903144928762911486'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/1903144928762911486'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/06/banco-central-na-contra-mao-da-historia.html' title='Banco Central na Contra-Mão da História.'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-7380029266316675539</id><published>2010-06-09T16:25:00.001-03:00</published><updated>2011-04-13T11:52:48.984-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil"/><category scheme="http://www.blogger.com/atom/ns#" term="Política"/><title type='text'>Política para o Futuro.</title><content type='html'>&lt;span style=&quot;line-height: 18px; text-align: justify;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;(*) A alta política olha para o futuro. Não um  futuro abstrato qualquer, mas o tempo determinado onde a realidade será  melhor que nossa existência atual. É essa a condição essencial para se  fazer um grande debate nas eleições deste ano. E isso é o que o país  deseja. O momento propício para discutir sobre que nação queremos ser é  quando políticos estão em contato com o povo, trocam esperança, sonhos,  pedidos de necessidades mais básicas, cobranças enormes, sugestões para  grandes projetos, críticas, afagos e ideias.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Depois de anos com crescimento pífio, o Brasil volta a  ostentar índices chineses de desenvolvimento. Não só do ponto de vista  das frias estatísticas da economia, mas também da evolução social.  Evoluímos ao fazer crescer o bolo com melhor distribuição de renda e  riquezas. &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;A responsabilidade e a  noção de que é fundamento básico fazer esse momento perdurar exige  tornar o crescimento em algo sustentável. Dias passados recebi delegação  da Assembléia Popular da China. Disseram-me que lá crescimento  econômico menor do que 10% é catastrófico, afinal há muita desigualdade e  milhões deixam de ser incluídos no processo produtivo se a curva  estatística do aumento da riqueza não for dessa magnitude.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;O Brasil ainda está longe dessa condição.  Terá de se preparar antes de poder alcançar esse patamar de crescimento.  Há muitos brasileiros a serem incluídos na economia formal e no  processo produtivo, maior garantia de estabilidade e evolução social.  Mas não se pode arriscar todos os ganhos conquistados nos últimos anos.  Por isso, freios foram acionados pela área econômica para conter o  consumo e inibir o crédito. Este é mecanismo a ser usado para evitar  gerar antigos problemas: inflação e desabastecimento.&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 18px; text-align: justify;&quot;&gt;Está provado que a inflação é um do piores  impostos sociais, principalmente quando recai sobre parcela mais carente  do povo. Os mais pobres sempre sofrem mais os efeitos da alta de  preços. Empresas e ricos investidores conseguem sempre mecanismos para  se protegerem. Seja pelo repasse de aumentos ao consumidor, seja por  investimentos indexados pelos índices de inflação que a classe média e  os mais ricos têm a seu dispor.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 18px; text-align: justify;&quot;&gt;Este  é, portanto, bom tema para debate: a construção da economia do futuro.  Não se discutem os fundamentos da economia, mas importante olhar como se  criará infraestrutura para continuar a gerar empregos, e que postos de  trabalho serão criados? Como se garantirá base sólida para a evolução  social que vem sendo alcançada nos últimos anos? É preciso discutir a  necessidade de investir em segmentos que demandam mão de obra  qualificada. Vejam os exemplos de falta de engenheiros que hoje o  mercado enfrenta em vários segmentos da produção nacional.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 18px; text-align: justify;&quot;&gt;Há muitas faculdades abertas, muitos cursos  em funcionamento formando advogados, jornalistas, odontólogos,  pedagogos etc. Mas não há mercado para os profissionais que se formam  porque os cursos estão fora de sintonia com a realidade. Entretanto,  faltam profissionais qualificados em mineralogia, engenharia civil,  eletromecânica e vários outras atividades laborais. Esse é um ponto para  se discutir, para o governo induzir o mercado a se adaptar às reais  necessidades do país. O debate deste ano precisa se voltar para o  futuro. O Brasil tem urgência em estar pronto para crescer ainda mais.&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 18px; text-align: justify;&quot;&gt;(*) Michel Temmer: Presidente da Câmara dos Deputados&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;line-height: 18px; text-align: justify;&quot;&gt;&lt;/span&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/7380029266316675539/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/7380029266316675539?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/7380029266316675539'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/7380029266316675539'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/06/politica-para-o-futuro.html' title='Política para o Futuro.'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-3182428626948248439</id><published>2010-06-04T11:16:00.002-03:00</published><updated>2011-04-13T11:56:17.941-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><title type='text'>Não Existe Venda a Prazo Sem Juros!</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Não  existe venda a prazo sem juros. É simples assim: n-ã-o e-x-i-s-t-e. Se  alguém te falar nisso, se você vir isso numa propaganda, não acredite.  Você pode até encontrar algum bom negócio em uma promoção dessas, só não  pode ser ingênuo.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Escrevo assim porque recebi um  e-mail falando sobre o assunto depois da coluna passada, cujo tema era a  mania brasileira de comprar televisores novos às vésperas da Copa do  Mundo – mesmo tendo de pagar juros por isso. O Luiz escreveu assim:  “Hoje em dia só paga juros quem quer. Você pode comprar pela internet ou  em grandes hipermercados, tudo em 12 vezes sem juros, vai me dizer que  você não sabia?”&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;script type=&quot;text/javascript&quot;&gt;
   ultima = 0;  
&lt;/script&gt;    &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Infelizmente, Luiz, essas promoções que apregoam 12 vezes  sem juros são falsas. Os juros estão embutidos, e há uma lógica nisso. &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Os juros não foram criados por pura maldade. O objetivo deles é  remunerar o dono do capital, dando a ele uma receita que compense o  tempo em que fica afastado de seu rico dinheirinho. Ele troca a  disponibilidade presente do dinheiro por um benefício futuro, que são os  juros. Foi assim que surgiram os bancos e os empréstimos a juros, num  passado distante. Isso fazia sentido para os ricaços de Florença, no  século 16, e a regra continua valendo para os varejistas brasileiros dos  anos 2010. Se o comerciante está oferecendo a seu cliente a  possibilidade de ter mais tempo para pagar, é por uma única razão:  ganhar mais depois.&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Ficando clara a lógica dos juros, vamos a um exemplo bem atual. É só  dar uma olhada no gráfico acima, que contém informações coletadas na  terça-feira da semana passada em dois sites de comércio eletrônico de  grandes redes varejistas. O Extra.com.br (braço virtual dos  hipermercados Extra, do grupo Pão de Açúcar) oferecia um aparelho de  tevê Sony Bravia, de 40 polegadas, por R$ 3.599,00. A compra poderia ser  parcelada em 12 vezes sem juros. Valor da parcela: R$ 299,92.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;A rede Fast Shop oferecia pelo site Fastshop.com.br o mesmo aparelho  por um preço à  vista menor, R$ 3.173,67. As opções de parcelamento são  duas: até cinco vezes sem juros ou em 12 parcelas com juros de 1,99% ao  mês. A surpresa está no valor dessas mensalidades – exatamente o mesmo  do Extra, até nos centavos.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Ninguém é bobo no grande varejo. O preço básico praticado pelo  fornecedor (nesse caso, a Sony) é, provavelmente, o mesmo para esses  clientes muito importantes. Sabendo disso, e partindo desses dados,  posso tirar três conclusões:&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;• o preço do Extra inclui, sim, juros embutidos. E eles são de, pelo  menos, 1,99% ao mês;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;• se alguém resolver comprar à vista no Extra, sem negociar antes,  vai perder dinheiro;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;• se a Fast Shop divide o preço à vista em até cinco parcelas, é  sinal de que ele também inclui juros embutidos. Se for comprar à vista,  peça desconto e não aceite a resposta de que “esse é o menor preço que  nós podemos fazer”. &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Concluindo: sempre é melhor comprar à vista. Se você poupar o mesmo  valor das parcelas, pode adiar um pouquinho o sonho de consumo, mas  acabará por realizá-lo a um custo menor. &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Informação é a melhor arma para o consumidor. Por isso, não abra mão  de pesquisar os preços antes de fazer uma compra – mesmo que isso tome  muito tempo. Na hora de negociar a sua compra à vista, lembre-se de ter  nas mãos os preços dos concorrentes (se possível, anotados pelo próprio  vendedor ou impressos dos sites). &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Precisa comprar?&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Só mais uma palavra sobre as compras de tevê às vésperas da Copa. Se o  leitor já vinha pensando mesmo em trocar de aparelho – se o atual está  velho ou não se adapta mais às necessidades da família –, pode ir às  compras sem medo. O erro está em comprar por impulso, sem analisar todos  os custos e (pior!) caindo no conto da venda a prazo sem juros.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Sobre ações&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;O leitor Karim pergunta quais ações estariam subvalorizadas neste  momento, já que a bolsa tem experimentado quedas consistentes desde o  início do ano. Repassei a pergunta ao consultor financeiro Raphael  Cordeiro. Ele acredita que é provável que algumas empresas estejam  baratas, embora seja difícil dizer se o movimento de queda não vai se  acentuar ainda mais. Pegue o caso das preferenciais da Petrobras, que se  desvalorizaram em 25% este ano. Ela perdeu bastante valor, mas também  sofre com incertezas quanto ao processo de capitalização que deve  ocorrer este ano, sem contar a influência internacional. “O problema é  que a gente nunca sabe quando é o fundo do poço e quando é o pico”,  resume.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Por isso a recomendação de Cordeiro para quem está pensando em entrar  ou ampliar um investimento em ações é ir com calma. “Você está pensando  em destinar R$ 5 mil para a bolsa? Então comece com R$ 1.500 para  sentir a temperatura do mercado. No mês que vem, entre com mais R$  1.500, e assim por diante”, aconselha. &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Cautela, pois.&lt;/div&gt;&lt;tt class=&quot;creditoh&quot;&gt;Publicado em 25/05/2010 | &lt;i&gt;Franco Iacomin - Gazeta do Povo.&lt;br /&gt;
&lt;/i&gt;&lt;/tt&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/3182428626948248439/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/3182428626948248439?isPopup=true' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3182428626948248439'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3182428626948248439'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/06/nao-existe-venda-prazo-sem-juros.html' title='Não Existe Venda a Prazo Sem Juros!'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-9030688135595515798</id><published>2010-06-02T15:44:00.000-03:00</published><updated>2010-06-02T15:46:09.687-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil"/><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="Política"/><title type='text'>Lendas dos Tucanos</title><content type='html'>&lt;meta equiv=&quot;Content-Type&quot; content=&quot;text/html; charset=utf-8&quot;&gt;&lt;meta name=&quot;ProgId&quot; content=&quot;Word.Document&quot;&gt;&lt;meta name=&quot;Generator&quot; content=&quot;Microsoft Word 11&quot;&gt;&lt;meta name=&quot;Originator&quot; content=&quot;Microsoft Word 11&quot;&gt;&lt;link rel=&quot;File-List&quot; href=&quot;file:///C:%5CDOCUME%7E1%5CFLAUZI%7E1.NET%5CCONFIG%7E1%5CTemp%5Cmsohtml1%5C01%5Cclip_filelist.xml&quot;&gt;&lt;o:smarttagtype namespaceuri=&quot;urn:schemas-microsoft-com:office:smarttags&quot; name=&quot;PersonName&quot;&gt;&lt;/o:smarttagtype&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate=&quot;false&quot; latentstylecount=&quot;156&quot;&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if !mso]&gt;&lt;object classid=&quot;clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D&quot; id=&quot;ieooui&quot;&gt;&lt;/object&gt; &lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;style&gt; &lt;!--  /* Style Definitions */  p.MsoNormal, li.MsoNormal, div.MsoNormal 	{mso-style-parent:&quot;&quot;; 	margin:0cm; 	margin-bottom:.0001pt; 	mso-pagination:widow-orphan; 	font-size:12.0pt; 	font-family:&quot;Times New Roman&quot;; 	mso-fareast-font-family:&quot;Times New Roman&quot;;} @page Section1 	{size:612.0pt 792.0pt; 	margin:70.85pt 3.0cm 70.85pt 3.0cm; 	mso-header-margin:36.0pt; 	mso-footer-margin:36.0pt; 	mso-paper-source:0;} div.Section1 	{page:Section1;} --&gt; &lt;/style&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable 	{mso-style-name:&quot;Tabela normal&quot;; 	mso-tstyle-rowband-size:0; 	mso-tstyle-colband-size:0; 	mso-style-noshow:yes; 	mso-style-parent:&quot;&quot;; 	mso-padding-alt:0cm 5.4pt 0cm 5.4pt; 	mso-para-margin:0cm; 	mso-para-margin-bottom:.0001pt; 	mso-pagination:widow-orphan; 	font-size:10.0pt; 	font-family:&quot;Times New Roman&quot;; 	mso-ansi-language:#0400; 	mso-fareast-language:#0400; 	mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;b style=&quot;&quot;&gt;&lt;i style=&quot;&quot;&gt;Mais Lendas tucanas&lt;o:p&gt;&lt;/o:p&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;b style=&quot;&quot;&gt;&lt;i style=&quot;&quot;&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;&quot;&gt;&lt;span style=&quot;&quot;&gt;            &lt;/span&gt;O embate político visando às próximas eleições tem alcançado temperaturas elevadas. Diante da falta de projetos para o País, os tucanos apelam para a estratégia de repetir &lt;/span&gt;&lt;i style=&quot;&quot;&gt;ad nauseam &lt;/i&gt;&lt;span style=&quot;&quot;&gt;algumas lendas. A idéia é incutir no eleitor que as administrações do PSDB, desde 1995, significaram um sucesso extraordinário.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;&quot;&gt;&lt;span style=&quot;&quot;&gt;            &lt;/span&gt;Em artigo na imprensa local, um prócer tucano volta à carga neste repeteco cansativo que consiste em glorificar seus líderes e se apropriar de méritos alheios. Já escrevi vários artigos mostrando por que tudo (ou quase) não passa de lendas. Porém, como insistem na difusão das mesmas, resgatemos mais uma vez a verdade. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;&quot;&gt;&lt;span style=&quot;&quot;&gt;            &lt;/span&gt;&lt;b&gt;Primeira lenda – &lt;/b&gt;“&lt;/span&gt;&lt;i style=&quot;&quot;&gt;Como ministro da Fazenda, FHC tira o Brasil da tragédia da hiperinflação ao criar o Plano Real&lt;/i&gt;&lt;span style=&quot;&quot;&gt;”. Assertiva falsa: quando a lei 8.880 de 27/5/94,&lt;/span&gt; que instituiu a Unidade &lt;i style=&quot;&quot;&gt;Real&lt;/i&gt; de Valor (URV) – base do Plano Real –, foi assinada por Itamar Franco e pelos ministros Rubens Ricúpero e Ciro Gomes, FHC sequer era candidato. A propósito, José Serra (por oportunismo ou não) foi contra o Plano desde o início; até mesmo quando FHC o encampou!&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;&quot;&gt;            &lt;/span&gt;Cantam eles loas ao Plano Real porque este teria tido o mérito de ‘estabilizar’ a economia. Ora, durante a ‘Era FHC’ o Brasil quebrou três vezes e teve de recorrer, em todas elas, ao FMI, aumentando consideravelmente nossa vulnerabilidade externa. A dívida pública pulou &lt;i&gt;de R$ 61,3 bilhões para R$ 623,2 bilhões&lt;/i&gt;; a dívida externa passou &lt;i&gt;de US$ 128 bilhões para US$ 280 bilhões&lt;/i&gt;. Pergunto, que “estabilidade” é essa que promove o desemprego, pauperiza a população e privilegia os banqueiros nacionais e, fundamentalmente, os internacionais?&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.4pt;&quot;&gt;&lt;b&gt;Segunda lenda &lt;/b&gt;– “&lt;i&gt;José Serra foi o deputado que mais propostas aprovou&lt;/i&gt; na Constituinte de 1988”. Ah é? Como explicar então que o DIAP deu nota 3,75 para o Serra e nota10 para o Lula? Mais, quem desfigurou a “Constituição Cidadã”? Respondo: FHC, que com a ajuda de Serra a transformou numa colcha de retalhos para que o patrimônio nacional pudesse ser, em grande parte, açambarcado por monopólios estrangeiros. &lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.4pt;&quot;&gt;Atendendo à cartilha neoliberal, o governo do PSDB pôde então entregar aos interesses externos quase todas as empresas nacionais estratégicas. Só não fez mais porque não teve tempo e porque o povo não deixou. Vendeu 88 delas ao preço de U$ 100 bilhões (só a Vale do Rio Doce valia US$ 130 bilhões!!). &lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.4pt;&quot;&gt;&lt;b&gt;Terceira Lenda &lt;/b&gt;– “&lt;i&gt;Serra foi o ‘pai dos genéricos&lt;/i&gt;’! Falso: Jamil Haddad, ministro da Saúde de Itamar, é que o foi; “&lt;i&gt;O Seguro Desemprego é de paternidade tucana&lt;/i&gt;”! Falso também: tudo começou com o governo Sarney quando os tucanos nem existiam ainda. Bom, há várias outras lendas cantadas em prosa e verso por líderes do PSDB.&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.4pt;&quot;&gt;Uma última questão. Diz o prócer tucano local que José Serra ostenta “&lt;i&gt;uma carreira político-administrativa altaneira e fecunda&lt;/i&gt;”; e insinua que Dilma Roussef só faz “&lt;i&gt;bravatas juvenis&lt;/i&gt;”. O grande problema é que o cidadão não comprova nem uma coisa nem outra. “Altaneira e fecunda”? Onde? Quando? Apelemos a Diógenes de Sínope. Quem sabe ele, com sua lanterna, possa nos ajudar a encontrar as respostas.&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 247.5pt; text-align: justify;&quot;&gt;&lt;b style=&quot;&quot;&gt;Emerson Leal – &lt;/b&gt;Doutor &lt;st1:personname productid=&quot;em F￭sica At￴mica&quot; st=&quot;on&quot;&gt;em Física Atômica&lt;/st1:personname&gt; e Molecular e vice-prefeito de São Carlos.&lt;/p&gt;  &lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/9030688135595515798/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/9030688135595515798?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/9030688135595515798'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/9030688135595515798'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/06/lendas-dos-tucanos.html' title='Lendas dos Tucanos'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-7522393754577044443</id><published>2010-05-31T11:56:00.002-03:00</published><updated>2010-05-31T12:28:36.198-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil"/><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="politica"/><title type='text'>A Previdência é Superavitária (II).</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhENKfKBuCMOwhCavojWiFs7iUXxscsY9tpPExB1MOC6-DdDUXs_Ya-sabyu9N5L-yZOIP9iLCDmPOp9ftm_jpvZa_bYBTx42KZ5HAPy_JGrAdGuW1-xRNbkSZvws8XoYWHEo-qJyztFGg/s1600/lindolfo1.jpeg&quot;&gt;&lt;img style=&quot;float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 150px; height: 100px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhENKfKBuCMOwhCavojWiFs7iUXxscsY9tpPExB1MOC6-DdDUXs_Ya-sabyu9N5L-yZOIP9iLCDmPOp9ftm_jpvZa_bYBTx42KZ5HAPy_JGrAdGuW1-xRNbkSZvws8XoYWHEo-qJyztFGg/s320/lindolfo1.jpeg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5477448555024351570&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;meta equiv=&quot;Content-Type&quot; content=&quot;text/html; charset=utf-8&quot;&gt;&lt;meta name=&quot;ProgId&quot; content=&quot;Word.Document&quot;&gt;&lt;meta name=&quot;Generator&quot; content=&quot;Microsoft Word 11&quot;&gt;&lt;meta name=&quot;Originator&quot; content=&quot;Microsoft Word 11&quot;&gt;&lt;link rel=&quot;File-List&quot; href=&quot;file:///C:%5CDOCUME%7E1%5CFLAUZI%7E1.NET%5CCONFIG%7E1%5CTemp%5Cmsohtml1%5C01%5Cclip_filelist.xml&quot;&gt;&lt;o:smarttagtype namespaceuri=&quot;urn:schemas-microsoft-com:office:smarttags&quot; name=&quot;metricconverter&quot;&gt;&lt;/o:smarttagtype&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate=&quot;false&quot; latentstylecount=&quot;156&quot;&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if !mso]&gt;&lt;object classid=&quot;clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D&quot; id=&quot;ieooui&quot;&gt;&lt;/object&gt; &lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;style&gt; &lt;!--  /* Font Definitions */  @font-face 	{font-family:Verdana; 	panose-1:2 11 6 4 3 5 4 4 2 4; 	mso-font-charset:0; 	mso-generic-font-family:swiss; 	mso-font-pitch:variable; 	mso-font-signature:536871559 0 0 0 415 0;} @font-face 	{font-family:Calibri; 	mso-font-charset:0; 	mso-generic-font-family:swiss; 	mso-font-pitch:variable; 	mso-font-signature:-1610611985 1073750139 0 0 159 0;}  /* Style Definitions */  p.MsoNormal, li.MsoNormal, div.MsoNormal 	{mso-style-parent:&quot;&quot;; 	margin-top:0cm; 	margin-right:0cm; 	margin-bottom:10.0pt; 	margin-left:0cm; 	line-height:115%; 	mso-pagination:widow-orphan; 	font-size:11.0pt; 	font-family:Calibri; 	mso-fareast-font-family:Calibri; 	mso-bidi-font-family:&quot;Times New Roman&quot;; 	mso-fareast-language:EN-US;} @page Section1 	{size:612.0pt 792.0pt; 	margin:70.85pt 3.0cm 70.85pt 3.0cm; 	mso-header-margin:36.0pt; 	mso-footer-margin:36.0pt; 	mso-paper-source:0;} div.Section1 	{page:Section1;} --&gt; &lt;/style&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable 	{mso-style-name:&quot;Tabela normal&quot;; 	mso-tstyle-rowband-size:0; 	mso-tstyle-colband-size:0; 	mso-style-noshow:yes; 	mso-style-parent:&quot;&quot;; 	mso-padding-alt:0cm 5.4pt 0cm 5.4pt; 	mso-para-margin:0cm; 	mso-para-margin-bottom:.0001pt; 	mso-pagination:widow-orphan; 	font-size:10.0pt; 	font-family:&quot;Times New Roman&quot;; 	mso-ansi-language:#0400; 	mso-fareast-language:#0400; 	mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center; line-height: normal;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:16pt;&quot;  &gt;Seguridade Social:acesso à saúde, à previdência e à assistência social.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center; line-height: normal;&quot; align=&quot;center&quot;&gt;&lt;i style=&quot;&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:12pt;&quot;  &gt;Pelo fim do fator previdenciário&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; line-height: normal;&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:10pt;&quot;  &gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: right; line-height: normal;&quot; align=&quot;right&quot;&gt;&lt;i style=&quot;&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:10pt;&quot;  &gt;Lindolfo Luiz dos Santos Neto (*)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; line-height: normal;&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:10pt;&quot;  &gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.45pt; line-height: normal;&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:10pt;&quot;  &gt;Instituído no período neoliberal de FHC, o fator previdenciário é um mecanismo nefasto que subtrai em alguns casos mais de 40% do valor do benefício da aposentaria dos trabalhadores que iniciam o trabalho mais cedo. Diante desse descalabro para com os aposentados e com as mudanças que vivencia o país, ficou clara a necessidade da remoção desse entulho neoliberal. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.45pt; line-height: normal;&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:10pt;&quot;  &gt;As propostas apresentadas até o momento, como a formula 85/95, não atendem aos interesses dos trabalhadores, pois penalizam quem começa a trabalhar mais cedo. Tanto o fator previdenciário quanto os outros redutores estão sob a lógica do pseudo “déficit da previdência”, alardeado com o objetivo de tirar direitos adquiridos pelos trabalhadores na Constituição de 1988.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.45pt; line-height: normal;&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:10pt;&quot;  &gt;No Fórum Nacional da Previdência, a bancada dos trabalhadores e aposentados demonstrou que a Seguridade Social é superavitária e resgatou o conceito baseado na Constituição de 1988, que estabelece a pluralidade e a exclusividade das fontes de financiamentos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.45pt; line-height: normal;&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:10pt;&quot;  &gt;Em &lt;st1:metricconverter productid=&quot;2008, a&quot; st=&quot;on&quot;&gt;2008,  a&lt;/st1:metricconverter&gt; Seguridade Social teve aumento das suas receitas em relação ao ano de 2007, em função do crescimento econômico, do aumento do mercado interno, da ampliação do emprego formal, da renda das famílias e da diminuição do desemprego.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.45pt; line-height: normal;&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:10pt;&quot;  &gt;Com R$ 364,9 bilhões de receitas e de R$ 312,6 bilhões em despesas, o orçamento da Seguridade Social - baseado nas contribuições sociais sobre a folha de salário e o faturamento e o lucro das empresas - apresentou um superávit em 2008 de R$ 52,3 bilhões, mesmo diante da perda da CPMF, que daria uma receita adicional de cerca de R$ 40 bilhões, segundo a Associação Nacional dos Auditores Fiscais da Previdência (Anfip).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.45pt; line-height: normal;&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:10pt;&quot;  &gt;Esse resultado foi possível em função do crescimento econômico dos últimos cinco anos – com decisiva participação do consumo das famílias -, mesmo com a crise financeira iniciada no último trimestre do ano passado. Fica demonstrado que é possível não só manter como ampliar ações e programas que beneficiem a população mais pobre do país, contribuindo para o crescimento econômico.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.45pt; line-height: normal;&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:10pt;&quot;  &gt;Através de um modelo econômico nacional-desenvolvimentista, serão assegurados os recursos necessários para financiar e melhorar a Seguridade Social no Brasil e não cortando os direitos adquiridos ou aumentando o tempo de contribuição dos trabalhadores. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; line-height: normal;&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:10pt;&quot;  &gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify; line-height: normal;&quot;&gt;&lt;i style=&quot;&quot;&gt;&lt;span style=&quot;;font-family:Verdana;font-size:10pt;&quot;  &gt;(*) Diretor-financeiro da CGTB e membro do Fórum Nacional da Previdência&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;  &lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/7522393754577044443/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/7522393754577044443?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/7522393754577044443'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/7522393754577044443'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/05/previdencia-e-superavitaria-ii.html' title='A Previdência é Superavitária (II).'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhENKfKBuCMOwhCavojWiFs7iUXxscsY9tpPExB1MOC6-DdDUXs_Ya-sabyu9N5L-yZOIP9iLCDmPOp9ftm_jpvZa_bYBTx42KZ5HAPy_JGrAdGuW1-xRNbkSZvws8XoYWHEo-qJyztFGg/s72-c/lindolfo1.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-4017877581335847620</id><published>2010-05-26T07:37:00.000-03:00</published><updated>2010-05-26T07:38:24.691-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil"/><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="Política"/><title type='text'>A Previdência é Superavitária.</title><content type='html'>&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-family:Verdana;font-size:130%;color:#000080;&quot;&gt;“Seguridade Social é e  sempre  foi superavitária”, diz Lindolfo Santos&lt;/span&gt;&lt;/b&gt;&lt;/p&gt; &lt;p class=&quot;MsoNormal&quot; style=&quot;margin: 0pt 10px; text-align: justify; text-indent: 20px;&quot; align=&quot;center&quot;&gt; &lt;span style=&quot;font-family:Verdana;font-size:85%;color:#000080;&quot;&gt; &lt;img src=&quot;http://www.horadopovo.com.br/ModelosNovaEdicao/P4/FOTOSpag4/p4b.jpg&quot; align=&quot;left&quot; border=&quot;0&quot; width=&quot;300&quot; height=&quot;254&quot; hspace=&quot;10&quot; /&gt;“A  Seguridade social brasileira é superavitária, sempre foi superavitária”,  afirmou  Lindolfo dos Santos, diretor de finanças da Central Geral dos  Trabalhadores do  Brasil (CGTB) e representante da entidade no Conselho Nacional da  Previdência.  “Em 2008, houve um superávit de R$ 40 bilhões e em 2009 ela fechou o ano  com  saldo de R$ 22 bilhões, apesar da crise”, ressaltou.&lt;/span&gt;&lt;/p&gt; &lt;p class=&quot;MsoNormal&quot; style=&quot;margin: 0pt 10px; text-align: justify; text-indent: 20px;&quot; align=&quot;center&quot;&gt; &lt;span style=&quot;font-family:Verdana;font-size:85%;color:#000080;&quot;&gt;O sindicalista destacou  que a  Central tem travando uma luta contra todas as tentativas de se impingir  um  suposto déficit nas contas da Previdência, que na realidade são gastos  criados a  partir da Constituição de 88, destinados a assegurar direitos à saúde, à   previdência e à assistência social.&lt;/span&gt;&lt;/p&gt; &lt;p class=&quot;MsoNormal&quot; style=&quot;margin: 0pt 10px; text-align: justify; text-indent: 20px;&quot; align=&quot;center&quot;&gt; &lt;span style=&quot;font-family:Verdana;font-size:85%;color:#000080;&quot;&gt;“O que existe é uma  contabilidade  que apresenta só os recursos da Previdência, oriundos da folha do  trabalho, do  salário e da contribuição do empregador”, ressaltou, lembrando que o  orçamento  da seguridade inclui outras fontes de financiamento, como a Contribuição  Social  sobre o Lucro Líquido (CSLL) e a Contribuição para o financiamento da  Seguridade  (Cofins).&lt;/span&gt;&lt;/p&gt; &lt;p class=&quot;MsoNormal&quot; style=&quot;margin: 0pt 10px; text-align: justify; text-indent: 20px;&quot; align=&quot;center&quot;&gt; &lt;span style=&quot;font-family:Verdana;font-size:85%;color:#000080;&quot;&gt;Lindolfo denunciou que os  ataques  à Previdência partem de “um sistema financeiro que quer desvincular os  recursos  que a União deve destinar à seguridade, para atender o superávit  primário”.  “Queremos reafirmar o nosso compromisso com a luta para a seguridade  social no  Brasil continuar cada vez mais nas mãos dos brasileiros”, destacou.&lt;/span&gt;&lt;/p&gt; &lt;p class=&quot;MsoNormal&quot; style=&quot;margin: 0pt 10px; text-align: justify; text-indent: 20px;&quot; align=&quot;center&quot;&gt; &lt;span style=&quot;font-family:Verdana;font-size:85%;color:#000080;&quot;&gt;Várias lideranças  sindicais e de  inúmera entidades sociais, amigos e parentes se reuniram sábado passado  (22), no  Clube Tietê, em São Paulo, para comemorar o aniversário de 59 anos do  sindicalista. A confraternização teve ainda a presença de dirigentes do  Partido  Pátria Livre (PPL), PDT e do PT, que homenagearam a extensa trajetória  sindical  do aniversariante.&lt;/span&gt;&lt;/p&gt; &lt;p class=&quot;MsoNormal&quot; style=&quot;margin: 0pt 10px; text-align: justify; text-indent: 20px;&quot; align=&quot;center&quot;&gt; &lt;span style=&quot;font-family:Verdana;font-size:85%;color:#000080;&quot;&gt;“O Lindolfo é um  companheiro que  tem dedicado sua vida à luta em defesa do povo, à construção de projeto  de  desenvolvimento que traga justiça social e progresso ao nosso país, além  de  garanta a soberania nacional”, destacou o ex-vereador e vice-prefeito de  São  Carlos, Emerson Leal.&lt;/span&gt;&lt;/p&gt; &lt;p class=&quot;MsoNormal&quot; style=&quot;margin: 0pt 10px; text-align: justify; text-indent: 20px;&quot; align=&quot;center&quot;&gt; &lt;span style=&quot;font-family:Verdana;font-size:85%;color:#000080;&quot;&gt;Para o presidente do PPL  no Estado  de São Paulo, Miguel Manso, o sindicalista é um dirigente sindical  exemplar, que  liderou greves e os movimentos sociais de resistência à ditadura e  sempre esteve  presente nas batalhas pela redemocratização do país. “O Brasil só será  verdadeiramente livre, se os trabalhadores estiverem cada vez mais  organizados e  bem representados em todas as instâncias da sociedade”, disse.&lt;/span&gt;&lt;/p&gt; &lt;p class=&quot;MsoNormal&quot; style=&quot;margin: 0pt 10px; text-align: justify; text-indent: 20px;&quot; align=&quot;center&quot;&gt; &lt;span style=&quot;font-family:Verdana;font-size:85%;color:#000080;&quot;&gt;O dirigente da Força  Sindical e do  Sindicato dos Metalúrgicos de São Paulo, Tadeu Morais, lembrou o  compromisso de  Lindolfo e a dedicação que tem emprestado às bandeiras dos  trabalhadores, como a  luta para aprovar a emenda constitucional que reduz a jornada de  trabalho para  40 horas semanais.&lt;/span&gt;&lt;/p&gt; &lt;p class=&quot;MsoNormal&quot; style=&quot;margin: 0pt 10px; text-align: justify; text-indent: 20px;&quot; align=&quot;center&quot;&gt; &lt;span style=&quot;font-family:Verdana;font-size:85%;color:#000080;&quot;&gt;WALTER FÉLIX&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin: 0pt 10px; text-align: justify; text-indent: 20px;&quot; align=&quot;center&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin: 0pt 10px; text-align: justify; text-indent: 20px;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-family:Verdana;font-size:85%;color:#000080;&quot;&gt;&lt;a href=&quot;http://www.horadopovo.com.br&quot;&gt;publicada aqui&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;      &lt;!--webbot bot=&quot;Include&quot; U-Include=&quot;../indiceGeralBca.htm&quot; TAG=&quot;BODY&quot; startspan --&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/4017877581335847620/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/4017877581335847620?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/4017877581335847620'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/4017877581335847620'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/05/previdencia-e-superavitaria.html' title='A Previdência é Superavitária.'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-2539870132488537142</id><published>2010-05-24T23:15:00.001-03:00</published><updated>2010-05-24T23:17:51.977-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil"/><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="politica"/><title type='text'>Comparações de duas Eras</title><content type='html'>Comparações entre os governos Lula e FHC:&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: &#39;times new roman&#39;, &#39;new york&#39;, times, serif; &quot;&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Dados do Governo&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;FHC&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;LULA&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Risco Brasil&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;2.700 pontos&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;200 pontos&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Salário Mínimo&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;78 dólares&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;210 dólares&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Dólar&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;R$ 3,00&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;R$ 1,78&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Divida FMI&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Não mexeu&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Pagou&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Indústria Naval&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Não mexeu&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Reconstruiu&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Universidades Novas&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Nenhuma&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;10&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Extensões Universitárias&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Nenhuma&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;45 &lt;/strong&gt; &lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Escolas Técnicas&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Nenhuma&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;214&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Valores e Reservas do Tesouro Nacional&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;185 bilhões de dólares negativos&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;209 bilhões de dólares positivos&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Créditos para o povo – PIB&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;14%&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;34%&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Estradas de Ferro&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Nenhuma&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;3 (em andamento)&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Estradas Rodoviárias&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;90% Danificadas&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;70% Recuperadas&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Indústria Automobilística&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Em baixa de 20%&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Em alta de 30%&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Crises Internacionais&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;04 arrasando o país&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Nenhuma pelas reservas acumuladas&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Câmbio&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Fixo: estourando o Tesouro Nacional&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Flututante: com ligeiras&lt;/strong&gt; &lt;strong&gt;&lt;br /&gt;intervenções do BACEN&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Taxa de Juros SELIC&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;27%&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;8,75 %&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Mobilidade Social&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;2 milhões de pessoas saíram da linha da pobreza&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;23 milhões de pessoas saíram da linha da pobreza&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Empregos&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;780 mil empregos&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;11 milhões de empregos&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Investimentos em Infraestrura&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Nenhum&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;504 bilhões de reais previstos até 2010&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Policia Federal&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;80 prisões&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;2.750 prisões&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Rombo no Estado Brasileiro&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;30 bilhões (ou mais) nas privatizações&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;200 milhões de reais pelos Mensaleiros&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Mercado Internacional&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Sem crédito para comprar uma caixa de fósforo&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Investiment Great&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Economia Interna&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Estagnação total com desinflação inercial&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Inclusão de consumidores e surgimento de investidores&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;strong&gt;Reformas Politica, Administrativa e Tributária&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Nenhuma&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;td&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;strong&gt;Nenhuma&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt; Obs.: O Presidente e mais alguns aliados conseguiram ainda os dois maiores eventos esportivos do planeta: Copa do Mundo de Futebol, em 2014 e os Jogos Olímpicos, em 2016. Não por acaso, mas pela respeitabilidade e confiança no Brasil da era Lula. Apesar de alguns “críticos de carteirinha”, estes eventos gerarão investimentos da ordem de U$ 70 bilhões e cerca de 2 milhões de novos empregos diretos e indiretos.&lt;/p&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/2539870132488537142/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/2539870132488537142?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/2539870132488537142'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/2539870132488537142'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/05/comparacoes-de-dua-eras.html' title='Comparações de duas Eras'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-4451665698588557264</id><published>2010-05-21T14:12:00.005-03:00</published><updated>2010-05-21T14:38:52.551-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil"/><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="Humor"/><category scheme="http://www.blogger.com/atom/ns#" term="Política"/><title type='text'>Jingle de Campanha do &quot;Mrs. Burns&quot;</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzQE2EfAGrpRnspqPLR8TrQiJYdy3LgV6GtsrimO1JLxfBBjFhqxze6vvrv5LhLamcrxq6I1D6oGSsYqSBLzZggHseAOVXhy6kgJg8-YD21mlzd5JNCS2q_xx8Vtprmg1KbetjWdNPxyw/s1600/burns.jpeg&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 130px; height: 130px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzQE2EfAGrpRnspqPLR8TrQiJYdy3LgV6GtsrimO1JLxfBBjFhqxze6vvrv5LhLamcrxq6I1D6oGSsYqSBLzZggHseAOVXhy6kgJg8-YD21mlzd5JNCS2q_xx8Vtprmg1KbetjWdNPxyw/s320/burns.jpeg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5473774845055763618&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt; A bela música de protesto do, grande Raul Seixas, cabe como música tema do Tucanato e da Campanha do Mr. Burns.: Pois os tucanos, em vez de governar o Brasil (pois não tem capacidade para tal) preferem privatizar, vender e alugar tudo.&lt;br /&gt;&lt;/div&gt;&lt;p style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;font-style: italic;&quot;&gt;A solução pro nosso povo&lt;br /&gt;Eu vou dá&lt;br /&gt;Negócio bom assim&lt;br /&gt;Ninguém nunca viu&lt;br /&gt;Tá tudo pronto aqui&lt;br /&gt;É só vim pegar&lt;br /&gt;A solução é alugar o Brasil!...&lt;/p&gt; &lt;p style=&quot;font-style: italic;&quot;&gt;Nós não vamo paga nada&lt;br /&gt;Nós não vamo paga nada&lt;br /&gt;É tudo free!&lt;br /&gt;Tá na hora agora é free&lt;br /&gt;Vamo embora&lt;br /&gt;Dá lugar pros gringo entrar&lt;br /&gt;Esse imóvel tá prá alugar&lt;br /&gt;Ah! Ah! Ah! Ah! Ah! Ah!...&lt;/p&gt; &lt;p style=&quot;font-style: italic;&quot;&gt;Os estrangeiros&lt;br /&gt;Eu sei que eles vão gostar&lt;br /&gt;Tem o Atlântico&lt;br /&gt;Tem vista pro mar&lt;br /&gt;A Amazônia&lt;br /&gt;É o jardim do quintal&lt;br /&gt;E o dólar dele&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3CQHub85upBkr9SRpJp2zxgK6ZVkYXKskRsc1sLmNgmVtAw7CM9Gj6cROHshOG2wy2-Kq8T-IfsDkjb5ShVcGA1A2oj449p9mUT6VupIFNn7QJNmtRBvYfxjsFx833tfhu2xoS27USJM/s1600/burns+serra.jpeg&quot;&gt;&lt;img style=&quot;float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 92px; height: 130px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3CQHub85upBkr9SRpJp2zxgK6ZVkYXKskRsc1sLmNgmVtAw7CM9Gj6cROHshOG2wy2-Kq8T-IfsDkjb5ShVcGA1A2oj449p9mUT6VupIFNn7QJNmtRBvYfxjsFx833tfhu2xoS27USJM/s320/burns+serra.jpeg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5473775140413526642&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Paga o nosso mingau...&lt;/p&gt; &lt;p style=&quot;font-style: italic;&quot;&gt;Nós não vamo paga nada&lt;br /&gt;Nós não vamo paga nada&lt;br /&gt;É tudo free!&lt;br /&gt;Tá na hora agora é free&lt;br /&gt;Vamo embora&lt;br /&gt;Dá lugar pros gringo entrar&lt;br /&gt;Pois esse imóvel está prá alugar&lt;br /&gt;Alugar! Ei!&lt;br /&gt;-Grande Solução!...&lt;/p&gt; &lt;p style=&quot;font-style: italic;&quot;&gt;Nós não vamo paga nada&lt;br /&gt;Nós não vamo paga nada&lt;br /&gt;Agora é free!&lt;br /&gt;Tá na hora é tudo free&lt;br /&gt;Vamo embora&lt;br /&gt;Dá lugar pros outro entrar&lt;br /&gt;Pois esse imóvel tá prá alugar&lt;br /&gt;Ah! Ah! Ah! Ah!&lt;br /&gt;Nós não vamo paga nada&lt;br /&gt;Nós não vamo paga nada&lt;br /&gt;Agora é free!&lt;br /&gt;Tá na hora é tudo free&lt;br /&gt;Vamo embora&lt;br /&gt;Dá lugar pros gringos entrar&lt;br /&gt;Pois esse imóvel&lt;br /&gt;Está prá alugar...&lt;/p&gt; &lt;span style=&quot;font-style: italic;&quot;&gt;Está Prá Alugar Meu Deus!&lt;/span&gt; &lt;span style=&quot;font-style: italic;&quot;&gt;  Nós não vamo paga nada!&lt;/span&gt; &lt;span style=&quot;font-style: italic;&quot;&gt;  Nós não vamo paga nada!&lt;/span&gt; &lt;span style=&quot;font-style: italic;&quot;&gt;  É tudo free!&lt;/span&gt; &lt;span style=&quot;font-style: italic;&quot;&gt;  Vamo embora!&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;a href=&quot;http://www.youtube.com/watch?v=RU-gpUJug6I&quot;&gt;&lt;br /&gt;Escute aqui&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/4451665698588557264/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/4451665698588557264?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/4451665698588557264'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/4451665698588557264'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/05/jingle-de-campanha-do-mrs-burns.html' title='Jingle de Campanha do &quot;Mrs. Burns&quot;'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzQE2EfAGrpRnspqPLR8TrQiJYdy3LgV6GtsrimO1JLxfBBjFhqxze6vvrv5LhLamcrxq6I1D6oGSsYqSBLzZggHseAOVXhy6kgJg8-YD21mlzd5JNCS2q_xx8Vtprmg1KbetjWdNPxyw/s72-c/burns.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-2757537061247472104</id><published>2010-05-19T12:53:00.006-03:00</published><updated>2010-05-19T13:02:13.950-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil"/><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="eleições"/><title type='text'>O &quot;Mrs. Burns&quot; não é Economista</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp7Bc9FaWcU4ClmURHoCDB1zDSLPImhHhEVrsHDsFeuPKAFx7THZ34727KD4w5lGjzFxkPu4Uxwjzzmd4kR0HGenQq82wPSfD6jt4_Lcn6Cm9FCrd4TL1hLAzSCZZ0VKM1XtVqJxL-A4o/s1600/serra+economista+de+araque.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 298px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp7Bc9FaWcU4ClmURHoCDB1zDSLPImhHhEVrsHDsFeuPKAFx7THZ34727KD4w5lGjzFxkPu4Uxwjzzmd4kR0HGenQq82wPSfD6jt4_Lcn6Cm9FCrd4TL1hLAzSCZZ0VKM1XtVqJxL-A4o/s320/serra+economista+de+araque.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5473011229662182610&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;O Serra, não é economista:&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a style=&quot;font-style: italic;&quot; href=&quot;http://cloacanews.blogspot.com/2010/05/serra-e-denunciado-como-contraventor.html&quot;&gt;SERRA É DENUNCIADO COMO CONTRAVENTOR POR CONSELHOS DE ECONOMIA (via Cloaca News)&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Candidato tucano à Presidência pode pegar até três meses de cadeia&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Artigo do jornalista e membro do Instituto Histórico e Geográfico da Paraíba, Sitônio Pinto, publicado no jornal A União, de João Pessoa, abrigado no site do governo paraibano, informa o seguinte:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;“O Conselho Federal de Economia nunca se manifestou sobre o pedido de interpelação judicial e o conseqüente enquadramento do candidato José Serra no Art. 47 do Dec. Lei. 3.688/41, feito pelo Conselho Regional de Economia da Paraíba e endossado pelos Conselhos Regionais do Rio de Janeiro, Rio Grande do Norte, Piauí, Alagoas, Maranhão, Rondônia e Tocantins, e por dois membros do Conselho Federal de Economia. O pedido teve por motivo o uso indevido da qualificação de economista pelo candidato Serra, que não tem bacharelado em economia nem é registrado em qualquer Conselho Regional de nenhum estado brasileiro. O procedimento do candidato caracteriza falsidade ideológica e charlatanismo, em prejuízo dos que exercem legalmente a profissão.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;O Corecon-PB fez a sua parte, denunciando a irregularidade e pedindo providências à entidade competente, – no caso o Conselho Federal de Economia, parte legítima para uma iniciativa jurídica, pois congrega todos os Corecons do Brasil, onde, hipoteticamente, Serra deveria estar inscrito como economista.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href=&quot;http://anti-tucano.blogspot.com/2010/05/apos-denunciar-serra-que-pode-ir-pra.html&quot;&gt;&lt;br /&gt;Veja o que aconteceu com o denunciante:&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/2757537061247472104/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/2757537061247472104?isPopup=true' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/2757537061247472104'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/2757537061247472104'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/05/o-mrs-burns-nao-e-economita.html' title='O &quot;Mrs. Burns&quot; não é Economista'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp7Bc9FaWcU4ClmURHoCDB1zDSLPImhHhEVrsHDsFeuPKAFx7THZ34727KD4w5lGjzFxkPu4Uxwjzzmd4kR0HGenQq82wPSfD6jt4_Lcn6Cm9FCrd4TL1hLAzSCZZ0VKM1XtVqJxL-A4o/s72-c/serra+economista+de+araque.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-1282841014880460437</id><published>2010-05-18T08:44:00.001-03:00</published><updated>2010-05-18T08:45:48.195-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil"/><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="internacional"/><category scheme="http://www.blogger.com/atom/ns#" term="Política"/><title type='text'>Social-democracia Neoliberal e o Contraponto de Lula.</title><content type='html'>Um momento importante na construção da hegemonia neoliberal foi quando o  governo de François Mitterrand, na França, depois de um primeiro ano  com o programa tradicional da esquerda, de fortalecimento do Estado,  nacionalização de empresas, conquistas sociais, etc., deu uma virada  radical no segundo ano, incorporando elementos essenciais do Consenso de  Washington. Era um elemento novo. Um governo social democrata, ao invés  de se opor ao modelo neoliberal pregado e colocado em prática por  Reagan e Thatcher, se somava a ela, aderia às privatizações, ao ajuste  fiscal, ao Estado mínimo, etc.&lt;br /&gt;&lt;br /&gt;Foi seguido por Felipe Gonzalez,  na Espanha , e foi se generalizando para a própria América Latina, onde  os socialistas chilenos e a Ação Democrática na Venezuela, entre outros,  seguiram o mesmo caminho, até que FHC se somou à lista.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;FHC  queria que Collor fosse a Thatcher brasileira, fazendo o trabalho sujo  do programa neoliberal – privatizações, cortes nos gastos sociais,  abertura da economia, precarização das relações de trabalho -, para que  ele aparecesse como “terceira via”, no estilo Blair. Mas o fracasso de  Collor fez com que FHC tivesse que vestir o tailleur da Thatcher e  assumisse as tarefas mais duras do neoliberalismo.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;O  governo FHC  foi dos mais regressivos que o Brasil conheceu do ponto de vista  social. Depois da melhoria do poder aquisitivo produto do controle  inicial da inflação, a desigualdade retornou com força, conforme a  maioria dos trabalhadores deixou de ter carteira de trabalho, os níveis  de desemprego e sub-emprego subiram muito, a inflação retomou, no final  do governo FHC, no bojo da maior recessão dos últimos tempos, a  desigualdade se tornou maior do que quando haviam assumido os tucanos.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Na  crise que o Brasil enfrentou recentemente, vimos a diferença flagrante  entre as atitudes de FHC e de Lula diante da crise. FHC tomou a atitude  tradicional de elevar a taxa de juros a 48%, aprofundando a crise,  aumentando o desemprego e a recessão. Lula agiu na direção oposta:  diminuiu a taxa de juros – que já era mais de cinco vezes menor que na  crise anterior -, manteve e estendeu as políticas sociais, o nível de  emprego e de atividade econômica foi retomada rapidamente. Agiram em  direções radicalmente opostas, contraditórias.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;O pacote que o  primeiro ministro espanhol de Zapatero anunciou esta semana não se  diferencia daquelas tomadas por seu antecessor, Aznar, de direita, na  mesma linha do que haviam feito Mitterrand, Felipe Gonzalez, FHC, entre  outros. Aderir à idéia de que o Consenso de Washington seria a receita  inevitável diante das situações de crise.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Depois de negar,  reiteradamente, que faria cortes na sua política social – seu  diferencial principal em relação à direita tradicional – Zapatero foi ao  Congresso anunciar o maias duro pacote de cortes que se conheceu desde  que a Espanha saiu do franquismo. Redução de 5% do salário dos  funcionários públicos, congelamento das aposentadorias, corte nos gastos  com dependentes, eliminação do cheque-bebê (feito para incentivar a  natalidade): com esse pacote, Zapatero se desmente, muda a orientação  central da sua política. Nem bem recebeu o telefonema de Obama – que fez  questão que se soubesse que o havia chamado e o sentido da sua chamada:  urgência de um duro pacote de cortes dos gastos públicos -, Zapatero  cumpriu com os requerimentos solicitados pela União Européia e atendeu  os critérios do FMI, da mesma forma que o havia feito a Grécia pouco  tempo antes.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;O fenômeno da social democracia aderida ao  neoliberalismo não foi essencialmente brasileiro. FHC seguiu seus  mestres europeus, que romperam com o Estado de bem estar social, com o  Estado regulador, com a prioridade das políticas sociais. Seu governo  foi continuidade do governo de Collor e similar aos de Menam, Carlos  Andrés Perez, Fujimori, Carlos Salinas de Gortari, dos governos da  Concertação no Chile.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;A reação popular não se faz esperar na  Espanha, da mesma forma que na Grécia, onde o também social democrata  Papandreu tomou as medidas que o FMI ditou como condição da liberação  dos empréstimos, como contrapartida da Carta de Intenções – que  conhecemos até o passado recente.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;A diferença é que agora  governos como os da Espanha e da Grécia pertencem a uma nova categoria –  os PIIGS: Portugal, Itália, Irlanda, Grécia e Espanha – a que teríamos  estado condenados, não tivéssemos derrotado o bloco tucano-demista e  assumido uma orientação política e econômica nova, antagônica,  contraditória com a herdada por Lula.&lt;br /&gt;&lt;br /&gt;Emir Sader - Sociólogo&lt;br /&gt;&lt;/span&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/1282841014880460437/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/1282841014880460437?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/1282841014880460437'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/1282841014880460437'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/05/social-democracia-neoliberal-e-o.html' title='Social-democracia Neoliberal e o Contraponto de Lula.'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-2064474277515801766</id><published>2010-05-14T17:02:00.002-03:00</published><updated>2010-05-14T17:10:56.783-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="blog"/><category scheme="http://www.blogger.com/atom/ns#" term="Reflexões"/><title type='text'>Eu voltei! E agora é pra ficar....</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;... Porque aqui é o meu lugar! (Roberto Carlos)&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Depois dessa introdução, do Rei, que tudo tem haver com este momento. &lt;span style=&quot;font-weight: bold;&quot;&gt;Pois, estou retornando ao Blog, da onde não deveria ter saido.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Senti falta desse canal de comunicação, entre este autor e vocês leitores e amigos internautas!&lt;br /&gt;&lt;br /&gt;Por motivos de batalhas políticas, fim de ano, artigos a escrever, seminários para apresentar, e, principalmente a mudança de vida e de cidade, tive que priorizar outras coisas e deixar de lado este espaço.&lt;br /&gt;&lt;br /&gt;Espero que agora, com a vida estabilizada e arrumada, possa enfim escrever e pesquizar em paz! Assim consiga desenvolver este Blog.&lt;br /&gt;&lt;br /&gt;Obrigado aos meus amigos leitores!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/2064474277515801766/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/2064474277515801766?isPopup=true' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/2064474277515801766'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/2064474277515801766'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2010/05/eu-voltei-e-agora-e-pra-ficar.html' title='Eu voltei! E agora é pra ficar....'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-2596917574255140879</id><published>2009-09-06T11:31:00.001-03:00</published><updated>2009-09-06T11:33:40.564-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="História Econômica"/><title type='text'>A História e Evolução da Escola dos Pós-Keynesianos</title><content type='html'>&lt;div style=&quot;width:477px;text-align:left&quot; id=&quot;__ss_1958852&quot;&gt;&lt;a style=&quot;font:14px Helvetica,Arial,Sans-serif;display:block;margin:12px 0 3px 0;text-decoration:underline;&quot; href=&quot;http://www.slideshare.net/flauzinoneto/pos-keynesianos&quot; title=&quot;Pos Keynesianos&quot;&gt;Pos Keynesianos&lt;/a&gt;&lt;object style=&quot;margin:0px&quot; width=&quot;477&quot; height=&quot;510&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://static.slidesharecdn.com/swf/ssplayerd.swf?doc=pos-keynesianos-090906083730-phpapp02&amp;amp;stripped_title=pos-keynesianos&quot;&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;&gt;&lt;embed src=&quot;http://static.slidesharecdn.com/swf/ssplayerd.swf?doc=pos-keynesianos-090906083730-phpapp02&amp;amp;stripped_title=pos-keynesianos&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;477&quot; height=&quot;510&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div style=&quot;font-size:11px;font-family:tahoma,arial;height:26px;padding-top:2px;&quot;&gt;View more &lt;a style=&quot;text-decoration:underline;&quot; href=&quot;http://www.slideshare.net/&quot;&gt;documents&lt;/a&gt; from &lt;a style=&quot;text-decoration:underline;&quot; href=&quot;http://www.slideshare.net/flauzinoneto&quot;&gt;flauzinoneto&lt;/a&gt;.&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/2596917574255140879/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/2596917574255140879?isPopup=true' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/2596917574255140879'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/2596917574255140879'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2009/09/historia-e-evolucao-da-escola-dos-pos.html' title='A História e Evolução da Escola dos Pós-Keynesianos'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-3252374449156420064</id><published>2009-08-25T14:47:00.003-03:00</published><updated>2009-08-25T14:57:19.114-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ITAPEVA"/><category scheme="http://www.blogger.com/atom/ns#" term="São Paulo"/><title type='text'>Mais um concurso fajuto de Itapeva-SP</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;Este&lt;/span&gt;&lt;span&gt; &lt;/span&gt;&lt;span&gt;texto fora extraído &lt;a href=&quot;http://ricardorossin.blogspot.com/2009/08/concurso-teatro-municipal-de-itapeva-sp.html&quot;&gt;de um blog&lt;/a&gt;, onde o proprietário é de São Paulo, mestre em arquitetura (Ricardo Rossini)&lt;/span&gt;&lt;span&gt; e, critica o tão falado concurso de arquitetura para construção de um teatro em Itapeva-SP, pela mídia chapa branca deste município, se esse concurso inocente é  &quot;mandraque&quot;  imaginem os outros... ( dessa vez a crítica não partiu deste escriba aqui):  &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&quot;Olá pessoal!&lt;br /&gt;&lt;br /&gt;Tem passado o tempo e eu não atualizo o blog não é...coisa feia!&lt;br /&gt;&lt;br /&gt;Passou o Ópera Prima, com projetos muito bem feitos por alunos de arquitetura de todo o Brasil e eu não comentei nada. O prêmio também mostrou que a hegemonia das faculdades públicas não é mais a mesma, já que muitas universidades particulares estiveram entre os premiados.&lt;br /&gt;&lt;br /&gt;Falei que iria comentar do concurso do MIS, vencido pelo DS+R, mas não falei. Comentei também que iria falar do projeto do Museu da Unicamp, e mais uma vez não falei.&lt;br /&gt;&lt;br /&gt;Droga!! Queria voltar a ter tempo de postar bastante coisa por aqui, mas é que estou fazendo a casa que comentei com vocês e está complicado me concentrar e postar algo.&lt;br /&gt;&lt;br /&gt;Hoje vou comentar rapidamente sobre o Concurso para o novo Teatro Municipal de Itapeva.&lt;br /&gt;&lt;br /&gt;Ok, sei que não é Paris, nem Barcelona, mas é um concurso nacio....ops...não é nacional...O concurso é restrito ao Estado de São Paulo.&lt;br /&gt;&lt;br /&gt;Querem outras notícias? Vamos lá...&lt;br /&gt;&lt;br /&gt;O Concurso não é só para arquitetos, mas engenheiros podem participar também...Imagina só a criatividade dos projetos? Sensacional...&lt;br /&gt;&lt;br /&gt;Nada contra os engenheiros, mesmo porque em equipes multidisciplinares a presença deles é importantíssima para alguns assuntos, mas levar a cabo sozinho um projeto de um Teatro, não acho que o resultado final seria tão satisfatório quanto o de um arquiteto.&lt;br /&gt;&lt;br /&gt;Mas vocês devem estar pensando que apesar de tudo isso, o prêmio é significativo...Certo?&lt;br /&gt;&lt;br /&gt;Não...não...Pensaram errado. O prêmio é de 8 mil reais. Da vontade de rir!&lt;br /&gt;&lt;br /&gt;Não sei qual é o problema do Município de Itapeva, mas esse concurso já nasceu todo errado.&lt;br /&gt;&lt;br /&gt;Porque não um concurso nacional? (acabei de ler no site “concursos de projeto” que o concurso é aberto a todo Brasil, desde que o ganhador, no final, seja filiado ao CREA-SP).&lt;br /&gt;&lt;br /&gt;Porque no edital não existe nenhuma informação sobre o preço que será pago para a elaboração do projeto executivo?&lt;br /&gt;&lt;br /&gt;Um concurso para o projeto de um Teatro deve mesmo ser aberto a Engenheiros? (novamente, uma das pessoas que penso eu ser responsável pelo edital, diz que o concurso é aberto a todos, inclusive técnico em edificações, pois eles não estão tratando ninguém com diferença. Segundo suas próprias palavras: “...E se o fizerem com projetos de qualidade que venham a ser selecionado, qual o problema?(de ganharem óbvio)...”&lt;br /&gt;&lt;br /&gt;Triste!&lt;br /&gt;&lt;br /&gt;Olha, realmente é complicado, pois a gente critica tanto nosso IAB, que quando paro e penso em um concurso desses, que não foi organizado pelo órgão que representa nossa classe, vejo que se é ruim com ele, é muito pior sem ele.&lt;br /&gt;&lt;br /&gt;I ai, alguém se habilita a tentar o tal concurso?&lt;br /&gt;&lt;br /&gt;Sem querer falar, mas se alguém for querer apresentar algumas perspectivas eletrônicas, com boas plotagens, painéis e mais o custo do envio, os 8 mil reais não dá nem para pagar isso. Esses 8 mil é somente 0.16% do valor total do projeto.&lt;br /&gt;&lt;br /&gt;Que valorização da nossa profissão!!&lt;br /&gt;&lt;br /&gt;Uma pena!&lt;br /&gt;&lt;br /&gt;Tem algumas coisas que poderiam ser melhores, mas não adianta! Tem pessoas que não se esforçam em nada para essa melhora!&lt;br /&gt;&lt;br /&gt;Quem sabe o projeto vencedor seja realmente bom...não torço contra, mas que tudo caminha para um final triste, isso é fato.&lt;br /&gt;&lt;br /&gt;Saudações.&quot;&lt;/span&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/3252374449156420064/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/3252374449156420064?isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3252374449156420064'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3252374449156420064'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2009/08/mais-um-concurso-fajuto-de-itapeva-sp.html' title='Mais um concurso fajuto de Itapeva-SP'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-3417113399040285923</id><published>2009-08-19T14:04:00.000-03:00</published><updated>2009-08-19T14:05:48.727-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Reflexões"/><title type='text'>Porteiro de Prostíbulo</title><content type='html'>&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: &#39;times new roman&#39;; border-collapse: collapse; &quot;&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;i&gt;Não havia no povoado pior ofício do que &quot;porteiro do prostíbulo&quot;. Mas que outra coisa poderia fazer aquele homem? O fato é que nunca tinha aprendido a ler nem escrever, não tinha nenhuma outra atividade ou ofício.&lt;br /&gt;&lt;br /&gt;Um dia, entrou como gerente do prostíbulo um jovem cheio de idéias, criativo e empreendedor, que decidiu modernizar o estabelecimento.&lt;br /&gt;&lt;br /&gt;Fez mudanças e chamou os funcionários para as novas instruções. Ao porteiro disse:&lt;br /&gt;- A partir de hoje, o Senhor, além de ficar na portaria, vai preparar um relatório semanal onde registrará a quantidade de pessoas que entram e seus comentários e reclamações sobre os serviços.&lt;br /&gt;- Eu adoraria fazer isso, Senhor - balbuciou - mas eu não sei ler nem escrever!&lt;br /&gt;- Ah! Quanto eu sinto! Mas se é assim, já não poderá seguir trabalhando aqui.&lt;br /&gt;- Mas Senhor, não pode me despedir, eu trabalhei nisto a minha vida inteira, não sei fazer outra coisa.&lt;br /&gt;- Olhe, eu compreendo, mas não posso fazer nada pelo Senhor. Vamos dar-lhe uma boa indenização e espero que encontre algo que fazer. Eu sinto muito e que tenha sorte.&lt;br /&gt;&lt;br /&gt;Sem mais nem menos, deu meia volta e foi embora. O porteiro sentiu como se o mundo desmoronasse. Que fazer?&lt;br /&gt;&lt;br /&gt;Lembrou que no prostíbulo, quando quebrava alguma cadeira ou mesa, ele a arrumava, com cuidado e carinho. Pensou que esta poderia ser uma boa ocupação até conseguir um emprego. Mas só contava com alguns pregos enferrujados e um alicate mal conservado.&lt;br /&gt;&lt;br /&gt;Usaria o dinheiro da indenização para comprar uma caixa de ferramentas completa.&lt;br /&gt;&lt;br /&gt;Como o povoado não tinha casa de ferragens, deveria viajar dois dias em uma mula para ir ao povoado mais próximo para realizar a compra. E assim o fez.&lt;br /&gt;&lt;br /&gt;No seu regresso, um vizinho bateu à sua porta:&lt;br /&gt;- Venho para perguntar se você tem um martelo para me emprestar.&lt;br /&gt;- Sim, acabo de compra-lo, mas eu preciso dele para trabalhar ... já que ...&lt;br /&gt;- Bom, mas eu o devolverei amanhã bem cedo.&lt;br /&gt;- Se é assim, está bom.&lt;br /&gt;&lt;br /&gt;Na manhã seguinte, como havia prometido, o vizinho bateu à porta e disse:&lt;br /&gt;- Olha, eu ainda preciso do martelo. Porque você não o vende para mim?&lt;br /&gt;- Não, eu preciso dele para trabalhar e além do mais, a casa de ferragens mais próxima está a dois dias mula de viagem. Façamos um trato - disse o vizinho. Eu pagarei os dias de ida e volta mais o preço do martelo, já que você está sem trabalho no momento. Que lhe parece?&lt;br /&gt;&lt;br /&gt;Realmente, isto lhe daria trabalho por mais dois dias... aceitou.&lt;br /&gt;&lt;br /&gt;Voltou a montar na sua mula e viajou. No seu regresso, outro vizinho o esperava na porta de sua casa.&lt;br /&gt;- Olá, vizinho. Você vendeu um martelo a nosso amigo. Eu necessito de algumas ferramentas, estou disposto a pagar-lhe seus dias de viagem, mais um pequeno lucro para que você as compre para mim, pois não disponho de tempo para viajar para fazer compras. Que lhe parece?&lt;br /&gt;&lt;br /&gt;O ex-porteiro abriu sua caixa de ferramentas e seu vizinho escolheu um alicate, uma chave de fenda, um martelo e uma talhadeira. Pagou e foi embora. E nosso amigo guardou as palavras que escutara: &quot;não disponho de tempo para viajar para fazer compras&quot;.&lt;br /&gt;&lt;br /&gt;Se isto fosse certo, muita gente poderia necessitar que ele viajasse para trazer as ferramentas.&lt;br /&gt;&lt;br /&gt;Na viagem seguinte, arriscou um pouco mais de dinheiro trazendo mais ferramentas do que as que havia vendido.&lt;br /&gt;&lt;br /&gt;De fato, poderia economizar algum tempo em viagens. A notícia começou a se espalhar pelo povoado e muitos, querendo economizar a viajem, faziam encomendas.&lt;br /&gt;&lt;br /&gt;Agora, como vendedor de ferramentas, uma vez por semana viajava e trazia o que precisavam seus clientes.&lt;br /&gt;&lt;br /&gt;Com o tempo, alugou um galpão para estocar as ferramentas e alguns meses depois, comprou uma vitrine e um balcão e transformou o galpão na primeira loja de ferragens do povoado.&lt;br /&gt;&lt;br /&gt;Todos estavam contentes e compravam dele. Já não viajava, os fabricantes lhe enviavam seus pedidos. Ele era um bom cliente.&lt;br /&gt;&lt;br /&gt;Com o tempo, as pessoas dos povoados vizinhos preferiam comprar na sua loja de ferragens, do que gastar dias em viagens.&lt;br /&gt;&lt;br /&gt;Um dia ele lembrou de um amigo seu que era torneiro e ferreiro e pensou que este poderia fabricar as cabeças dos martelos. E logo, por que não, as chaves de fendas, os alicates, as talhadeiras, etc.. E após foram os pregos e os parafusos...&lt;br /&gt;&lt;br /&gt;Em poucos anos, nosso amigo se transformou, com seu trabalho, em um rico e próspero fabricante de ferramentas.&lt;br /&gt;&lt;br /&gt;Um dia decidiu doar uma escola ao povoado. Nela, além de ler e escrever, as crianças aprenderiam algum ofício.&lt;br /&gt;&lt;br /&gt;No dia da inauguração da escola, o prefeito lhe entregou as chaves da cidade, o abraçou e lhe disse:&lt;br /&gt;- É com grande orgulho e gratidão que lhe pedimos que nos conceda a honra de colocar a sua assinatura na primeira página do Livro de Atas desta nova escola.&lt;br /&gt;- A honra seria minha - disse o homem. Seria a coisa que mais me daria prazer, assinar o Livro, mas eu não sei ler nem escrever, sou analfabeto.&lt;br /&gt;- O Senhor?!?! - disse o prefeito sem acreditar. O Senhor construiu um império industrial sem saber ler nem escrever? Estou abismado. Eu pergunto: o que teria sido do Senhor se soubesse ler e escrever?&lt;br /&gt;- Isso eu posso responder - disse o homem com calma. Se eu soubesse ler e escrever ... ainda seria o porteiro do prostíbulo!&lt;br /&gt;&lt;br /&gt;Geralmente as mudanças são vistas como adversidades. As adversidades podem ser bênçãos. As crises estão cheias de oportunidades.&lt;br /&gt;Se alguém lhe bloquear a porta, não gaste energia com o confronto, procure as janelas. Lembre-se da sabedoria da água: &quot;a água nunca discute com seus obstáculos, mas os contorna.&lt;/i&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; style=&quot;margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; &quot;&gt;&lt;span lang=&quot;pt-br&quot;&gt;&lt;i&gt;Autor Desconhecido&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/3417113399040285923/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/3417113399040285923?isPopup=true' title='3 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3417113399040285923'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/3417113399040285923'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2009/08/porteiro-de-prostibulo.html' title='Porteiro de Prostíbulo'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8185225774595432562.post-5757668429147596330</id><published>2009-08-13T15:53:00.004-03:00</published><updated>2009-08-13T16:09:01.656-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Economia"/><category scheme="http://www.blogger.com/atom/ns#" term="Homenagem"/><title type='text'>Homenagem ao Profissional de Economia</title><content type='html'>&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 13px; line-height: 15px; &quot;&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-size:85%;&quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verbum Domini Hebb;font-size:100%;&quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;Prezados(as) Colegas,&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-size:85%;&quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verbum Domini Hebb;font-size:100%;&quot;&gt;&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-size:85%;&quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verbum Domini Hebb;font-size:100%;&quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;Apenas para demonstrar que a vida nunca foi fácil para os economistas - mas exatamente por isso é que devemos comemorar as vitórias - transcrevo, abaixo, trecho do discurso do economista Ubirajara Dib Zogaib, ao tomar posse como primeiro presidente do Conselho Regional de Economia da 2a. Região - São Paulo, no dia 16/11/1953, no auditório da Biblioteca Pública Municipal de São Paulo (fonte: livro &quot;História do Conselho Regional de Economia - 2a. Região - São Paulo&quot;, 2008, p. 27-28): &lt;a href=&quot;http://flauzinoneto.blogspot.com/2009/08/profissao-economista.html&quot;&gt;Quer saber mais sobre a profissão de economista leia aqui. &lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;&lt;/span&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Times New Roman;font-size:130%;&quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;font-size:100%;&quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&quot;Segundo os trâmites normais, o Projeto 618/47 [que deu origem à Lei 1.411/51] passou pela Comissão de Constituição e Justiça e na Comissão de Educação e Cultura, onde sofreu&lt;/em&gt;&lt;/span&gt; &lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;font-size:100%;&quot;&gt;apreciação mais profunda e recebeu parecer favorável de seu relator, o deputado Barros Carvalho, que apresentou um substitutivo, que foi amplamente discutido pelos membros da comissão e aprovado com emendas numa das últimas reuniões da sessão legislativa de 1947. As nossas principais reinvindicações foram mantidas.&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;&lt;/span&gt;&lt;/em&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;Fundidos na Comissão de Finanças os dois projetos, o substitutivo foi para o Senado em dezembro de 1948, de onde só voltou para a Câmara em 1950 e com diversas emendas.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;&lt;/span&gt;&lt;/em&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;Em 2 de junho de 1950, o projeto com as emendas é distribuído ao deputados Carlos Mediros para receber parecer na Comissão de Educação e Cultura da Câmara. Em 8 de junho de 1950, isto é, seis dias após, a comissão aprovava o parecer do deputado Medeiros, apenas aceitando uma das emendas do Senado.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;&lt;/span&gt;&lt;/em&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;O ano de 1950 foi o mais renhido da luta para a aprovação do projeto. É que se encerrava a legislatura. O projeto, se não fosse aprovado, seria arquivado e a renovação da Câmara traria a necessidade de começar tudo de novo, perante novos deputados que não haviam acompanhado a matéria. &lt;a href=&quot;http://flauzinoneto.blogspot.com/2008/08/dia-do-economista.html&quot;&gt;(Já escrevi neste blog mais homenagem ao dia do economista)&lt;/a&gt;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;&lt;/span&gt;&lt;/em&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;Porém, com o parecer da Comissão de Educação e Cultura vai o projeto a Plenário no dia 15 de junho de 1950. Estava no Plenário para discussão única e votação final no dia 22 de junho de 1950, quando as &#39;forças ocultas&#39; voltaram a agir e são aprovados dois requerimentos, no sentido de ser enviado o projeto para audiência às Comissões de Constituição e Justila e de Economia.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;&lt;/span&gt;&lt;/em&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;Eis que 29 de junho assinala um dia negro para a classe dos economistas brasileiros. O projeto de regulamentação profissional é, nesse dia, distribuído ao então deputado Eduardo Duvivier, na Comissão de Constituição e Justiça, para relatar.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;&lt;/span&gt;&lt;/em&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;Esse ex-deputado, cujo nome ficou marcado como do maior inimigo de nossa classe, apesar de todos os apelos que lhe foram dirigidos de todas as partes do país, por todas as classes sociais, só se decidiu a manifestar-se sobre o projeto no dia 3 de novembro de 1950, mais de quatro meses após receber o processo, para proferir o mais nefando parecer contra o projeto e contra a classe dos economistas, injuriando até gratuitamente com torpes ironias o maior batalhador por esta causa, o Dr. Reynaldo de Souza Gonçalves.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;&lt;/span&gt;&lt;/em&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;Nesse mesmo dia foi aprovado o parecer do sr. Duvivier, no qual se declarava pela rejeição do projeto, mas, como isso era impossível nessa segunda fase de tramitação na Câmara, que se fizesse o maior mal possível ao projeto: que se aprovassem as emendas supressivas do Senado.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;&lt;/span&gt;&lt;/em&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;Mas, Deus está sempre com as boas causas, e houve prorrogação dos trabalhos da Câmara, e, em 15 de janeiro de 1951, foi o projeto a Plenário para discussãio e votação final. mesmo assim, o suplício dos economistas não terminara. Estava tendo início a discussão das emendas quando foram encerrados os trabalhos da legislatura.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-size:85%;&quot;&gt;&lt;/span&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;Reaberta a Câmara, com os novos deputados, tivemos a felicidade de ver entre eles o economista Fernando Ferrari, que desempenhou papel decisivo na fase final de aprovação do projeto, que não foi arquivado porque já estava em Plenário ao encerramento da legislatura.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;&lt;/span&gt;&lt;/em&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;Aprovado, finalmente vai à sanção Presidencial, tendo decidido o Sr. Presidente da República apor o seu veto a alguns dispositivos, veto esse que foi aceito pelo Congresso. Assim, no dia 3 de agosto de 1951, o sr. Presidente da República sanciona a Lei número 1.411, que dispõe sobre a profissão de economista. No dia 31 de dezembro de 1951 é assinado o Deceto número 30.353, que cria uma Comissão para regulamentar a Lei número 1.411 e no dia 17 de novembro de 1952 o Decreto Federal número 31.794 aprovava esse regulamento. Estava completada a legislação sobre a profissão do economista e superada no Brasil a fase de empirismo nos estudos econômicos&quot;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;a href=&quot;http://flauzinoneto.blogspot.com/2007/08/13-de-agosto-dia-do-economista.html&quot;&gt;(se quiser saber mais, leia aqui)&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;em style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;&lt;/span&gt;&lt;/em&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;Saudações, &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;&lt;/span&gt; &lt;/div&gt;&lt;div style=&quot;line-height: 1.22em; &quot;&gt;&lt;span style=&quot;line-height: 1.22em; font-family:Verdana;&quot;&gt;Pedro Afonso Gomes&lt;em style=&quot;line-height: 1.22em; &quot;&gt;  &lt;/em&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Obrigado!

Prof. Flauzino Neto&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://flauzinoneto.blogspot.com/feeds/5757668429147596330/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/8185225774595432562/5757668429147596330?isPopup=true' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/5757668429147596330'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8185225774595432562/posts/default/5757668429147596330'/><link rel='alternate' type='text/html' href='http://flauzinoneto.blogspot.com/2009/08/homenagem-ao-profissional-de-economia.html' title='Homenagem ao Profissional de Economia'/><author><name>Prof. Economista Flauzino Neto</name><uri>http://www.blogger.com/profile/18361559863527091254</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_LLYM05iENVQ/TD-Hn9ZdwgI/AAAAAAAAAVg/Nguu3A5zieY/S220/Flauzino+blogger1.JPG'/></author><thr:total>1</thr:total></entry></feed>