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		<title>Windows 8 – Saiba tudo sobre o Windows 8</title>
		<link>http://www.eletronicaetk.com.br/windows-8-%e2%80%93-saiba-tudo-sobre-o-windows-8</link>
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		<pubDate>Thu, 05 Jan 2012 16:56:21 +0000</pubDate>
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				<category><![CDATA[Sistema Operacional]]></category>

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		<description><![CDATA[Conheça o novo sistema operacional da Microsoft O sucesso do sistema operacional Windows 7 já traz especulações a respeito do futuro sistema operacional da Microsoft: o Windows 8. Apesar de ainda não se saber a data exata do lançamento do Windows 8 (estima-se que isto acontecerá no final do ano de 2012), algumas informações já [...]]]></description>
			<content:encoded><![CDATA[<div>
<h1>Conheça o novo sistema operacional da Microsoft</h1>
</div>
<div>
<p>O sucesso do sistema operacional Windows 7 já traz especulações a respeito do futuro sistema operacional da Microsoft: o <strong>Windows 8</strong>. Apesar de ainda não se saber a data exata do lançamento do <strong>Windows 8</strong> (estima-se que isto acontecerá no final do ano de 2012), algumas informações já vazaram na internet. <strong> </strong></p>
<div><img title="Windows 8" src="http://www.downgratis.com/wp-content/uploads/2011/01/windows-81.jpg" alt="Windows 8 – Saiba tudo sobre o Windows 8" width="670" height="302" /></div>
<h2>Algumas novidades do Windows 8</h2>
<p>A primeira mudança significativa que deve receber o novo OS da  Microsoft é em relação ao uso do Kinect (acessório que capta movimentos  corporais e transforma em comandos para o Xbox). A expectativa é que  usuários possam realizar tarefas no PC através de movimentos. Imagine  só, com o <strong>Windows 8</strong> você vai poder navegar por diversos sites na internet sem precisar usar mouse ou teclado.</p>
<p>Mudanças na interface do sistema também já podem ser vistas. Acredita-se que o <strong>Windows 8</strong> será mais parecido visualmente com os sistemas dos tablets. Isto será feito para o <strong>Windows 8</strong> poder ser usado neste tipo de plataforma. Além disso, o sistema de  login também receberá novidades. Especula-se que será feito através da  leitura da retina dos usuários.</p>
<h3>Novo OS vai garantir economia de memória RAM</h3>
<p>Ao contrário dos sistemas operacionais antecessores (que necessitavam cada vez mais de memória do computador), o <strong>Windows 8 vai consumir menos memória RAM</strong> que os sistemas atuais. Isso se deve à modificação de alguns sistemas de dentro do próprio<br />
sistema operacional.</p>
<p>Nos Windows anteriores, alguns recursos eram obrigatórios. No novo,  eles são opcionais. Em testes realizados pela Microsoft, o Windows 8  gasta 281 MB de memória RAM. Só para ter uma comparação, o Windows 7  gasta 404 MB nas mesmas condições<br />
que as aplicadas na avaliação do novo OS da Microsoft.</p>
<h3>8 segundos: Windows 8 promete ser o mais rápido de todos os sistemas<br />
operacionais</h3>
<p>Outro trunfo do Windows 8 é em relação à velocidade. Em um vídeo  postado no blog dos desenvolvedores do novo sistema operacional da  Microsoft, um notebook é ligado e em (pasmem) <strong>8 segundos o Windows 8 já está pronto para ser utilizado</strong>.</p>
<p>A rapidez da inicialização do sistema operacional se deve ao  desenvolvimento de uma ferramenta que faz com que o computador fique em  um estado semelhante ao de “hibernação” quando é desligado. Comparado  com os outros sistemas operacionais da Microsoft, o tempo de  carregamento da página diminuiu em até 70%.</p>
<h3>Sistema de reconhecimento de voz no Windows 8</h3>
<p>Esta novidade do Windows 8 promete facilitar muito a vida dos usuários do sistema operacional. O aplicativo chamado <strong>Microsoft Tellme</strong> vai permitir que os usuários consigam <strong>fazer tarefas no computador através do comando de voz</strong>.  Desta forma, o mouse e o teclado seriam só opcionais para serem  utilizados no computador. O sistema será feito para também ser aplicado  em outros suportes como Tablets e telefones celulares.</p>
<h3>Novo sistema operacional da Microsoft promete ser seguro como o Linux</h3>
<p>O maior trunfo dos usuários dos sistemas operacionais baseados na  plataforma Linux (como Ubuntu) é em relação à segurança. Se depender  disto, o Windows 8 promete acabar com a concorrência. O sistema de Boot  Seguro vai deixar o Windows 8 com um nível de proteção contra malwares  semelhante ao do Linux. Desta forma, vai ser difícil o sistema  operacional em software livre garantir espaço no mercado. Será o fim do  Linux?</p>
<h3>Windows To Go vai poder ser iniciado a partir de um pen drive ou HD Externo</h3>
<p>Visando a praticidade, o Windows 8 terá uma versão chamada Windows To  Go, que servirá para ser carregado em um pen drive e poderá ser  utilizado em qualquer computador. Para garantir a segurança de dados, o  sistema será “congelado” quando o disco removível foi retirado. Isto vai  evitar que os dados do usuário fiquem no computador utilizado pelo  Windows To Go.</p>
<h3>Detalhes sobre o Internet Explorer 10</h3>
<p>Além de trabalhar no Windows 8, a Microsoft também está investindo  pesado no Internet Explorer 10. O navegador será o oficial do Windows 8 e  promete trazer algumas novidades para os usuários. Uma delas será em  relação à velocidade. Neste item, o Explorer tem sido inferior aos  concorrentes. A versão 10 contará com acelerador que garante suporte  total para HTML 5.</p>
<p>Haverá duas versões para o Internet Explorer 10: a para computadores e a para Tablets.<br />
Além disso, o IE10 não vai mais utilizar ferramentas em Flash.</p>
<h3>IE 10 não vai utilizar ferramentas em Flash</h3>
<p>Tal como os navegadores da Apple, o representante do Windows 8 não  vai mais dar suporte a plugins em Flash (tecnologia da Adobe) na versão  Metro (a feita para Tablets). Ao invés disto, vai oferecer tecnologias  personalizadas e que tornem possível a<br />
navegação com as mãos.</p>
<h2>Veja um pouco como será o Windows 8:</h2>
<p>Este vídeo mostra alguns detalhes interessantes da nova versão do Windows. Veja logo abaixo:</p>
<p><iframe width="500" height="281" src="http://www.youtube.com/embed/kr50jLfHn8A?fs=1&#038;feature=oembed" frameborder="0" allowfullscreen></iframe></p>
<p>Este outro vídeo oficial da Microsoft mostra alguns detalhes de como será o novo Windows:</p>
<p><iframe width="500" height="281" src="http://www.youtube.com/embed/p92QfWOw88I?fs=1&#038;feature=oembed" frameborder="0" allowfullscreen></iframe></p>
<p>Estas informações só aumentam a expectativa em relação ao <strong>Windows 8.</strong> Resta saber o que acabará se concretizando e o que é apenas sonho de consumo dos usuários.</p>
<h2>Deixe seu Windows atual com a cara do Windows 8</h2>
<p>Enquanto você aguarda o lançamento oficial do <strong>Windows 8</strong> poderá usar temas para Windows com as mesmas características do novo sistema operacional da Microsoft. Veja abaixo:<br />
<a href="http://www.downgratis.com/programas/windows-8-transformation-pack/"><strong> </strong></a><a href="http://www.downgratis.com/programas/windows-8-transformation-pack/"><strong>Windows 8 Transformation Pack &#8211; </strong>http://www.downgratis.com/programas/windows-8-transformation-pack/</a><br />
<a href="http://www.downgratis.com/programas/windows-8-temas/"><strong>Temas do Windows 8 para Windows 7 &#8211; </strong>http://www.downgratis.com/programas/windows-8-temas/</a><br />
<a href="http://www.downgratis.com/programas/tema-windows-8-para-xp/"><strong>Temas do Windows 8 para Windows XP &#8211; </strong>http://www.downgratis.com/programas/tema-windows-8-para-xp/</a><br />
<a href="http://www.downgratis.com/programas/windows-8-simulator/"><strong>Simulador do Windows 8 &#8211; </strong>http://www.downgratis.com/programas/windows-8-simulator/</a></p>
<h2>Download do Windows 8 Preview</h2>
<p>A Microsoft disponibilizou dia 13/09/2011 a versão prévia do novo Windows,  não é a versão completa, mas já da pra ter uma noção de como será o  novo sistema operacional.  Você pode fazer <strong>download do Windows 8 Preview</strong> em primeira mão no <a href="http://www.downgratis.com/">http://www.downgratis.com/</a></p>
<p>Para gravar a imagem ISO, é necessário o Nero ou o Freak Burn.<br />
<strong>Requerimentos:</strong><br />
Processador 1 gigahertz (GHz) ou superior 32-bit (x86) ou 64-bit (x64)<br />
1 gigabyte (GB) de RAM (32 bits) ou 2 GB RAM (64 bits)<br />
16 GB de espaço disponível em disco rígido (32 bits) ou 20 GB (64 bits)<br />
Placa de vídeo com suporte ao DirectX 9 com WDDM 1.0 ou superior<br />
Para o uso da tecnologia de toque, é necessária uma tela que suporte multi-touch</p>
<p>&nbsp;</p>
<div>
<h1>Microsoft fala mais sobre o login por foto do Windows 8</h1>
</div>
<p>A <strong>Microsoft</strong> relatou em seu blog oficial detalhes sobre o sistema de reconhecimento por fotos do<strong> Windows 8</strong>.  A partir desta versão do sistema operacional, o usuário poderá logar no  computador com o uso de uma fotografia. O sistema é destinado,  sobretudo, a dispositivos touch, onde o ato de digitar uma senha é  desconfortável.</p>
<div><img src="http://s.glbimg.com/po/tt/f/original/2011/12/16/win84.jpg" alt="win8" width="620" height="349" /><strong> </strong></div>
<div><strong>Login com foto no Windows 8 (Foto: Divulgação)<br />
</strong></div>
<p>No login via fotografia, o usuário escolhe uma imagem e define gestos  específicos que serão a assinatura para liberar o sistema. Você poderá,  por exemplo, escolher uma foto de família e definir círculos e gestos  que serão a sua senha para liberar o dispositivo para uso.</p>
<p>O sistema funciona fragmentando uma imagem em diversos quadros. Cada  quadrinho representa uma posição específica e, desta forma, o Windows  mapeia seus gestos. Para um login de sucesso, você precisa não apenas  descrever os gestos na ordem e dimensão correta, como também realiza-los  nos pontos exatos da imagem.</p>
<p>A grande questão é que um sistema desses não pode exigir precisão  cirúrgica dos dedos do usuário, porque tornará a experiência de logar no  sistema impraticável. Mas também não pode ser muito impreciso, porque  sujeita o dispositivo a ser acessado por qualquer combinação de gestos  que algum curioso arrisque na tela.</p>
<p>Por conta disso, a Microsoft chegou a um número: 90% é o índice de  precisão que seus gestos terão de atingir para um login bem-sucedido.  Além de acertar a distância do gesto, será preciso fazê-lo no local  exato e na ordem correta. Caso a ideia não agrade, não tem problema: o  sistema é opcional e você poderá optar pelo uso de uma senha comum.</p>
</div>
<div>
<h1>Microsoft detalha sistema de proteção da identidade do usuário</h1>
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<p>&nbsp;</p>
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<div></div>
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<p>Em um recente post no blog de desenvolvimento do Windows 8, a Microsoft revelou detalhes do novo sistema de segurança de identidade do usuário.  Segundo um dos desenvolvedores da área de segurança, Dustin Ingalls, um  usuário comum usa em média seis senhas diferentes para cada 25 contas  na Internet. E isso é preocupante.</p>
<div><img src="http://s.glbimg.com/po/tt/f/original/2011/12/15/win1.jpg" alt="win" width="620" height="506" /><strong> </strong></div>
<div><strong>Sistema de proteção da identidade do usuário no Windows 8. (Foto: Reprodução/ Neowin)<br />
</strong></div>
<p>Segundo Ingalls, há duas abordagens para o problema e o Windows 8 dará  suporte para ambas. Uma delas é permitir que o sistema operacional  administre as múltiplas senhas do usuário para diversos serviços e sites  da Internet. Desta forma, segundo o desenvolvedor, será possível criar  mais senhas diferentes, porque elas serão gerenciadas pelo Windows. Com  isso, o usuário não terá mais que lembrar as senhas sempre que for logar  nos sites.</p>
<p>O Windows permitirá dois métodos de gerenciamento de senhas. Em um  deles, o sistema se oferecerá para salvar as senhas, permitindo ao  usuário criar diversas opções para cada site, tendo a certeza de que  estarão previamente salvas. Outro método de gerenciamento funcionará  vinculando as senhas e credenciais ao Windows Live ID.</p>
<div><strong>saiba mais</strong></div>
<p>Mas senhas são relativamente fáceis de descobrir. Por isso, a Microsoft  trabalha em outra forma de encarar o problema: simplesmente abandonando  o uso de senhas. Na avaliação da empresa, há métodos mais seguros de  identificação do usuário que não são adotados na Internet simplesmente  em virtude de custos ou da crença de que seriam mais complicados para a  usabilidade dos sites e serviços.</p>
<p>Um desses sistemas é a troca criptografada de chaves (keys). O sistema  de troca de chaves públicas/ privadas impede que hackers consigam reter  os dados da credencial do usuário. Funciona assim: quando você tentar  logar em algum serviço, ele envia para você uma requisição. Você assina a  requisição com a sua chave privada e o serviço usa a chave pública para  validar o login. Parece complexo, mas é semelhante ao princípio de  alguns sites bancários.</p>
<p>A grande questão é que este método exige hardware específico: cartões e  leitores específicos para que a autenticação – e isso explica por que  as senhas são ainda tão populares, afinal, são mais baratas. O recurso  tende a ficar restrito a usuários que tenham dados corporativos ou  informações sensíveis demais para guardar num primeiro momento. Mas a  Microsoft acredita que com o tempo o novo sistema será popular e estará  ao alcance dos usuários domésticos.</p>
<p>&nbsp;</p>
<div>
<h1>Retrospectiva 2011 dos principais sistemas operacionais</h1>
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<div id="materia-letra">
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<p>2011 foi (e tem sido) um ano de grandes novidades para os principais  sistemas operacionais do mercado. Tivemos lançamentos importantes da Microsoft, Apple e das distribuições Linux e, conforme 2012 se aproxima, já podemos até fazer algumas previsões sobre o que esperar dos próximos meses.</p>
<p>O <strong>TechTudo </strong>acompanhou de perto essas mudanças.  Noticiamos &#8211; e inclusive testamos &#8211; os grandes lançamentos, que devem  tornar-se cada vez mais comuns nos notebooks e desktops em 2012.</p>
<p><strong>Lançamento OS X Lion</strong></p>
<p>O<strong> OS X Lion</strong>,  o sistema operacional dos computadores Apple, foi um dos dois grandes  lançamentos da maçã deste ano. Assim como aconteceu mais recentemente  com iOS 5, presente no iPhone, iPad e iPod touch, o Lion fez bastante  barulho ao ser disponibilizado no dia 20 de julho deste ano. Somente no  primeiro dia foram mais de<strong> 1 milhão de downloads</strong><a href="http://www.techtudo.com.br/noticias/noticia/2011/07/os-x-lion-tem-mais-de-1-milhao-de-downloads-no-primeiro-dia.html"><strong> </strong></a>.</p>
<div><img title="Mission Control do OS X Lion (Foto: Reprodução)" src="http://s.glbimg.com/po/tt/f/original/2011/07/20/os_x_lion.jpg" alt="Mission Control do OS X Lion (Foto: Reprodução)" width="620" height="400" /><strong> </strong></div>
<div><strong>Mission Control do OS X Lion (Foto: Reprodução)</strong></div>
<p>Uma das grandes jogadas da Apple para garantir maior adesão ao seu  sistema foi mantê-lo a um preço razoável. O Lion foi vendido na novata  Mac App Store por US$ 29,99, o que equivalente a aproximados R$ 55 reais  segundo a atual cotação (14/12).</p>
<p>Os usuários acostumados com os produtos da maçã logo notaram a semelahança entre ele e o iOS.  Entre as novidades mais bacanas estava a possibilidade de interagir com  o sistema com uma gama ampliada de gestos de múltiplo toque. O <em>touchpad</em> dos Macbooks (nas linhas Pro e Air, além do extinto White), em certa medida, ganhou um espectro <em>multi-touch</em> ainda maior do que vimos nos iPhones nos últimos anos. Para os iMacs,  as novidades puderam ser reproduzidas tanto no Magic Mouse Multi-Touch  quanto no Magic Trackpad.</p>
<div><img title="Multi-touch Mac OS X Lion (Foto: Divulgação)" src="http://s.glbimg.com/po/tt/f/original/2011/12/14/mac-os.jpg" alt="Multi-touch Mac OS X Lion (Foto: Divulgação)" width="620" height="543" /><strong> </strong></div>
<div><strong>Alguns dos gestos multi-touch do Mac OS X Lion (Foto: Divulgação)</strong></div>
<p>O OS X Lion também incluiu um recurso para deixar os aplicativos em  execução em tela cheia, eliminando a até então insistente barra de  ferramentas. Melhor para navegar e trabalhar. O Mission Control deu aos  usuários a capacidade de gerir os aplicativos, sendo possível inclusive  alternar entre eles com simples toques. A integração com a Mac App Store  é outro destaque: com ela, o ato de comprar novos softwares tornou-se  mais simples e intuitivo.</p>
<p><strong>Windows 8 Developer Preview<br />
</strong></p>
<p>Embora a Apple tenha feito grandes mudanças entre o <a href="http://www.techtudo.com.br/tudo-sobre/mac-os.html"></a>Mac OS X Snow Leopard e o Lion, o novo sistema operacional da Microsoft foi mais radical. O Windows 8 developer preview<a href="http://www.techtudo.com.br/downloads/windows-8-developer-preview"><strong> </strong></a> foi lançado em 13 de setembro. Mesmo em versão de testes, a Microsoft  experimentou uma gigantesca quantidade de downloads nos primeiros dias,  de usuários ávidos para testar a nova interface Metro. Foram mais de 3 milhões de dowloads entre o lançamento e dezembro.</p>
<div><img title="Estilo Metro no Windows 8 (Foto: Reprodução/TechTudo)" src="http://s.glbimg.com/po/tt/f/original/2011/11/04/windows8-metro.png" alt="Estilo Metro no Windows 8 (Foto: Reprodução/TechTudo)" width="620" height="465" /><strong> </strong></div>
<div><strong>Estilo Metro no Windows 8 (Foto: Reprodução/TechTudo)</strong></div>
<p>O substituto do Windows 7, ao menos em sua versão de desenvolvedores,  se mostrou como um ótimo integrador entre tablets e computadores. Para  facilitar a migração entre um sistema e outro, a Microsoft tornou o  Windows 8 integralmente compatível com os softwares do seu antecessor.</p>
<p>Outro ponto interessante são os requisitos mínimos: é preciso ainda  menos RAM do que exigia o Windows 7 para funcionar. Por isso, não será  preciso um desktop superpotente: a companhia promete fazer necessários  apenas 280 MB de RAM. Assim, o número de máquinas aptas para receber o  novo sistema e executá-lo com certo sucesso salta consideravelmente.</p>
<p>Embora a interface Metro tenha sido o centro das atenções, algumas  questões vindouras também merecem destaque. O Windows trará um antivírus integrado,  que será constantemente atualizado. Segundo a companhia, os softwares  de segurança terceiros deixarão de ser necessários. Se as intenções se  confirmarem, será uma excelente tacada para este que é o sistema  operacional alvo da maioria das ameaças “do mercado”.</p>
<div><img title="Lock screen do Windows 8 (Foto: Divulgação)" src="http://s.glbimg.com/po/tt/f/original/2011/09/13/lock-screen.png" alt="Lock screen do Windows 8 (Foto: Divulgação)" /><strong> </strong></div>
<div><strong>Lock screen do Windows 8 (Foto: Divulgação)</strong></div>
<p>Há também novas maneiras para<a href="http://www.techtudo.com.br/noticias/noticia/2011/12/windows-8-tera-novo-sistema-de-gerenciamento-de-hd.html"></a> gerenciar o HD, <a href="http://www.techtudo.com.br/noticias/noticia/2011/08/windows-8-microsoft-detalha-suporte-nativo-iso-e-vhd.html">suporte nativo para arquivos ISO e VHD</a> e até uma<a href="http://www.techtudo.com.br/noticias/noticia/2011/09/tela-azul-da-morte-do-windows-8-mostra-carinha-triste.html"> “tela azul da morte” mais, digamos, amigável</a>.  Talvez apenas a ausência do clássico menu Iniciar seja incômoda para  alguns usuários habituados com o Windows. Mas isto já foi inclusive <a href="http://www.techtudo.com.br/dicas-e-tutoriais/noticia/2011/11/como-colocar-o-menu-iniciar-classico-no-windows-8.html">burlado por alguns desenvolvedores</a>.  E, por fim, a Windows Store, que será lançado com o Windows 8 Beta, em  fevereiro, deve mudar um pouco a maneira como baixamos e compramos  aplicativos.</p>
<p>O<strong> TechTudo </strong>testou o Windows 8. Durante os últimos  meses, preparamos uma série de tutoriais para auxiliar aqueles que  pretendem testar e querem tirar máximo proveito do novo sistema  operacional. É possível acessá-los diretamente do nosso <a href="http://www.techtudo.com.br/guia/guia-completo-do-windows-8.html">Guia do Windows 8</a>.</p>
<p><strong>Linux</strong></p>
<p>Este também foi um ótimo ano para o Linux. Tivemos lançamentos  importantes das que hoje são as duas maiores distribuições no mercado: o<strong> <a href="http://www.techtudo.com.br/downloads/ubuntu">Ubuntu</a></strong> e o<a href="http://www.techtudo.com.br/downloads/linux-mint"><strong> Mint</strong></a>.</p>
<div><img title="Unity do Ubuntu (Foto: Reprodução/TechTudo)" src="http://s.glbimg.com/po/tt/f/original/2011/11/03/unity.jpg" alt="Unity do Ubuntu (Foto: Reprodução/TechTudo)" width="620" height="386" /><strong> </strong></div>
<div><strong>Unity do <a href="http://www.techtudo.com.br/tudo-sobre/ubuntu.html">Ubuntu</a> (Foto: Reprodução/TechTudo)</strong></div>
<p>O Ubuntu, que completou sete anos recentemente, ganhou sua versão  11.10, a Oneiric Ocelot, no dia 13 de outubro. Ao contrário dos outros  grandes lançamentos do ano, parece que a Canonical optou por não adotar  nenhuma mudança muito drástica.</p>
<p>Comparado com suas versões anteriores, o Ubuntu 11.10 ficou mais  pesado. A preocupação da Canonical em tornar o sistema mais bonito e  intuitivo para os usuários acabou resultando em uma queda de desempenho.  <a href="http://www.techtudo.com.br/noticias/noticia/2011/09/ubuntu-1110-tem-o-boot-mais-lento-que-versoes-anteriores-o-que-aconteceu.html">O <em>boot</em>, por exemplo, ficou mais lento</a>. A interface Unity também foi alvo de críticas de boa parte dos usuários, que encontraram formas de migrar para <a href="http://www.techtudo.com.br/artigos/noticia/2011/10/conheca-5-alternativas-interface-unity-do-ubuntu.html">a</a><a href="http://www.techtudo.com.br/artigos/noticia/2011/10/conheca-5-alternativas-interface-unity-do-ubuntu.html">lternativas como o Gnome Shell</a>.</p>
<p>Apesar destes problemas, o Ubuntu ganhou o prêmio de <a href="http://www.techtudo.com.br/noticias/noticia/2011/12/ubuntu-ganha-premio-de-melhor-distribuicao-linux-pelo-setimo-ano-consecutivo.html">melhor distribuição Linux pelo sétimo ano consecutivo</a>.  A revista digital Linux Journal considerou o Oneiric Ocelot à frente de  seus principais concorrentes, embora a popularidade do sistema tenha  caído. Em 2011, <a href="http://www.techtudo.com.br/noticias/noticia/2011/11/mint-ultrapassa-ubuntu-como-ditro-mais-popular-do-linux-no-ultimo-semestre.html">o Mint ultrapassou o Ubuntu como a <em>distro </em>mais popular</a>.</p>
<div><img title="Linux Mint 12 (Foto: Divulgação)" src="http://s.glbimg.com/po/tt/f/original/2011/11/25/linux-mint-12.jpg" alt="Linux Mint 12 (Foto: Divulgação)" width="620" height="388" /><strong> </strong></div>
<div><strong>Linux Mint 12 (Foto: Divulgação)</strong></div>
<p>Por falar no Mint, o Linux Mint 12, batizado de Lisa, foi lançado no  dia 26 de novembro. O foco no design e na experiência do usuário são os  principais destaques. O GNOME 3 foi escolhido como o gerenciador de  janelas padrão, o que representou uma via interessante para aqueles que  querem fugir do formato Unity.</p>
</div>
</div>
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		<title>Queima do transistor BU808DFI</title>
		<link>http://www.eletronicaetk.com.br/queima-do-transistor-bu808dfi</link>
		<comments>http://www.eletronicaetk.com.br/queima-do-transistor-bu808dfi#comments</comments>
		<pubDate>Thu, 05 Jan 2012 16:31:19 +0000</pubDate>
		<dc:creator>eletronicaetk</dc:creator>
				<category><![CDATA[SEMP TOSHIBA]]></category>

		<guid isPermaLink="false">http://www.eletronicaetk.com.br/?p=227</guid>
		<description><![CDATA[MODIFICAÇÃO NO CIRC. SAÍDA HORIZ. CHASSIS U14, U15, U16 QUEIMA DO TRANSISTOR BU808DFI SEMP TOSHIBA REF. BT 08/2004 1)          TESTAR C406 (47mF 50v) e trocar por 47mFx100v, Q406 (STX112) Q419 (2SC1815) 2)          ALTERAR C463 DE 2,2KpF PARA 100KpF 3)          NO LUGAR DO JUMPER JP0001 USAR BOBINA DE CHOQUE cód. TEM2011 4)          ALTERAR R426 (ORIG 0,33R [...]]]></description>
			<content:encoded><![CDATA[<p>MODIFICAÇÃO NO CIRC. SAÍDA HORIZ. CHASSIS U14, U15, U16</p>
<p>QUEIMA DO TRANSISTOR BU808DFI</p>
<p>SEMP TOSHIBA REF. BT 08/2004</p>
<p>1)          TESTAR C406 (47mF 50v) e trocar por 47mFx100v, Q406 (STX112) Q419 (2SC1815)</p>
<p>2)          ALTERAR C463 DE 2,2KpF PARA 100KpF</p>
<p>3)          NO LUGAR DO JUMPER JP0001 USAR BOBINA DE CHOQUE cód. TEM2011</p>
<p>4)          ALTERAR R426 (ORIG 0,33R PARA 0,47R 1W</p>
<p>(NO CHASSIS U16 O C463 JÁ VEM ALTERADO DE FABRICA)</p>
<p>FEITO ISSO COLOCA-SE O BU808DFI OU BU808DFX, NOVO ORIGINAL.</p>
<p>se voce ja fez as alterações acima e ainda continua danificando o transistor, deverá testar o(s) capacitor snubb (largura),o fly-back e a bobina defletora</p>
]]></content:encoded>
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		<item>
		<title>Indutores, capacitores e filtros</title>
		<link>http://www.eletronicaetk.com.br/indutores-capacitores-e-filtros</link>
		<comments>http://www.eletronicaetk.com.br/indutores-capacitores-e-filtros#comments</comments>
		<pubDate>Thu, 01 Dec 2011 13:48:25 +0000</pubDate>
		<dc:creator>eletronicaetk</dc:creator>
				<category><![CDATA[Diversos]]></category>

		<guid isPermaLink="false">http://www.eletronicaetk.com.br/?p=224</guid>
		<description><![CDATA[Pelo seu comportamento elétrico, os indutores e os capacitores podem ser usados em muitos circuitos que envolvam sinais de determinadas freqüências. Dentre esses circuitos podemos citar ois filtros, capazes de permitir a passagem de sinais de determinadas freqüências, bloquear sinais de determinas freqüências, etc. Os filtros encontram aplicações gerais importantes que serão analisadas neste artigo.&#160; [...]]]></description>
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<td width="100%" align="right"><a title="Imprimir" rel="nofollow" href="http://www.newtoncbraga.com.br/index.php/eletrotecnica/1814-indutores-capacitores-e-filtros-el001.html?tmpl=component&amp;print=1&amp;page="></a></td>
<td width="100%" align="right"><a title="E-mail" href="http://www.newtoncbraga.com.br/index.php/component/mailto/?tmpl=component&amp;link=aHR0cDovL3d3dy5uZXd0b25jYnJhZ2EuY29tLmJyL2luZGV4LnBocC9lbGV0cm90ZWNuaWNhLzE4MTQtaW5kdXRvcmVzLWNhcGFjaXRvcmVzLWUtZmlsdHJvcy1lbDAwMS5odG1s"></a></td>
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<td valign="top">Pelo seu comportamento elétrico, os indutores e os capacitores podem  ser usados em muitos circuitos que envolvam sinais de determinadas  freqüências. Dentre esses circuitos podemos citar ois filtros, capazes  de permitir a passagem de sinais de determinadas freqüências, bloquear  sinais de determinas freqüências, etc. Os filtros encontram aplicações  gerais importantes que serão analisadas neste artigo.&nbsp;</p>
<p>De acordo com suas propriedades os filtros podem ser classificados em quatro grupos:</p>
<p>&nbsp;</p>
<p>a) Passa baixas</p>
<p>b) Passa altas</p>
<p>c) Passa faixas ou passa-banda</p>
<p>d) Rejeitores de faixa ou banda</p>
<p>&nbsp;</p>
<p>Os primeiros permitem a passagem de sinais cujas freqüências estejam  abaixo de determinado valor. O segundo permite a passagem de sinais que  estejam acima de determinada frequência. O terceiro permite a passagem  de sinais que estejam dentro de uma determinada faixa de freqüência e o  quarto rejeita os sinais que estejam dentro de uma determinada faixa de  freqüências, deixando passar os demais.</p>
<p>Os filtros comuns normalmente são projetados com base em dois componentes passivos: indutores e capacitores.</p>
<p>Neste artigo daremos uma idéia geral de como funcionam esses  componentes para depois analisarmos suas aplicações nos filtros,  propriamente ditos.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>Capacitores</strong></p>
<p>Os capacitores são formados por dois conjuntos de armaduras  condutoras separadas por um material isolante, denominado dielétrico.</p>
<p>Quando aplicamos uma tensão a um capacitor, as armaduras se carregam  com cargas de sinais contrários. A presença do material isolante impede  que qualquer corrente circule entre as armaduras e com isso as cargas se  esgotem. A figura 1 mostra o que ocorre.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>Isso quer dizer que, uma vez carregado, num circuito de corrente  contínua, um capacitor representa uma resistência infinita. Nenhuma  corrente pode circular através dele.</p>
<p>Nos circuitos de corrente alternada entretanto, o comportamento de um capacitor é outro.</p>
<p>Ligando um capacitor a uma fonte de tensão alternada, conforme mostra  a figura 2, o capacitor vai carregar-se e descarregar-se acompanhando  as inversões da polaridade da tensão aplicada.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAggAAABUCAIAAABoTViRAAAgAElEQVR4nO1deUwT2R+fEEJISBpCQgghhBAIMRCMgWg0aCBqFo1gVo1nBIHgfeF6rAcqrniLeOKxiheKLAqIgoIcglbxQnGrWK4CclQLcgilLe283x/fX7/7mGnLpVz28wcZptPpmzfvfe+DIUYYYQQPLMuyLEsI0Wg0cKBWq+HACCNGPJjBHoARRgxpdHZ2dnZ2DvYojDBiQGFkDEYYoQM69QO1Wj0ogzHCiAGGkTEYYYRusCwLugLLskaWYMQvBSNjMMKIbqBSqUB7UKlUgz0WI4wYCBgZgxFG6IZCoYADpVI5uCMxwogBhpExGGGEDrS3t2dkZGRkZGRnZz98+PDZs2clJSWDPSgjjBggGBmDEUboQF5e3qhRo8zNzcePH+/k5GRubu7r65ubmzvY4zLCiIGAkTGMHGAUjUajwTNgDwHfaVtbG/2pEQZw//59hmGio6MJIW1tbampqQzDODs7S6VSegI7Ozsx48EIol2E4IzRaDS00x49NBj+a7TR9RkwhxqNho6l1mg09Jz3Z6cbGcOIAp83FBUVRUREnDx5srm5mRCiVqvb29uNhKxbpKWlIWMghDQ0NMydO9fKyqqxsdEYpGQAmBWIbEClUtHE64eQLSMAOtchznZ/trmRMYwo4GbDg3379jEM4+TkJBQKiTESv8e4ePGimZnZkSNHysrKhELh8ePHbWxstm7dCloXKAqDPcahCFhguMyePXsWFRUVGxv7+fNnQgjLsu3t7fCRMW2w/6AVVoVC0dHRQbR6Qz/vbGQMIwd0FQc4U1lZ6e7ubm9vb2pqeujQIZZl4SPjnuwWYDtydHScM2eOq6urpaUlwzAPHz6Uy+WEksWwWsZgjnVIoq2t7dq1a6NGjTIxMREIBDNnzkxKSsJAL1AjjOG/fYZKpSorK0tMTExJSbl3797Lly8lEgl+ylmffYCRMYwcID+A/aZSqeLi4hiGOXr06NixY/38/MCkK5fLjdJutzh16pSDg8P58+clEklJScmbN29mzpzp6ura2NhIXwYpDsb55OPmzZsCgSAgICAhISEmJsba2trGxuaff/6BT4G/GtEfxMbGMgwzevRoOzs7hmE8PDyioqK+fPlCXwMiSx/Wp5ExjBwgYwC57MuXLwEBAaNHj66srDxw4IC5ufmzZ89I/yyPvw6io6MZhrlx4wb6906cOGFpaVlfX09XyzDKvBzAXH369GnChAlBQUENDQ1w/uXLlx4eHitXrmxtbSVGHavfUKlUx44dGz169MuXLysqKtLT01evXi0QCJKTk9HzT7Svw8gYjCBEuxrevXtnZ2e3fv36+vr6xMREKyuryMhIjgnYCH04deoUwzCxsbHwb2tra1hYmKOjY1NTE6GsdsaZ5ADWXlRUFMMwOTk5hJDv37/DXD169CgvLw8uUygURp7aTxw8eNDNze3r16/w74cPH9zc3ObNmyeVSklXlmBkDL8ugEKBmMCyrFKpzMrKYhgGgixtbW0Zhpk9ezbQNWNASLeIiYlhGMbc3NzCwoJhGCsrK+ATuN9wqomRPVCACQkMDHRycioqKsKZwQPkB8bgrv5ArVbv2LFjzJgxra2tEBDR0tIyZcoUhmEgE5MOBf65jIHloW/fMtpkfwaQVIGhQ6FQTJw40dnZed26dZs3b96zZ8+ECRMYhnn69Cn5ta1JCoWCpub61mdycvKBAwfWrl27cePGsLCwbdu2PXr0iP4iHZhkFH5pqFQqf39/BweH4uJilUoF06VSqVQqVUVFBR2u+iuvw/5jy5Yt48ePr6mpgWns7Ow8ffo0wzBCoZDOZOrbzRn8PgQJwIvsg0TZWwZg+Hogc2oKfXu84Qt6KnrCTfFTEGnFYrGjo+PChQuBT3R0dNy/f18gEERFRf2a80m0wfW06KpvEbJdg7sIIUqlkkPRYJt0dnYa1S8+duzYAUFc8C84vbZv3z5jxgxQI4zSYT+hVqs3b97s5eX15csXVhuuumXLFoZhXrx4QfptFfiPMXCoDwTD8kkSfaWGQm8ZQw+BP9TP+ww70IwBSHm3k0m/u8OHDwsEAjTpEkLq6upsbW3HjBkDJshfEziNKP3oW7c6ZS7M1cKTarXaqC7QAPb5+vVrFxeXDRs21NXVQeLCq1evGIb5/fffZTIZfaURfcbGjRtdXV0hQUSj0VRWVtrZ2U2cOLG4uJj0e3oZnRSnDwTdgPDVK4bRf14yMkDzQlCeup0ZuuTAsWPH9u7dS7rmoJ44cWLr1q1fv379BfcknVfFaj1y3dJ0lH5oPo1/OfHBRiA6Ozv37NnDMIyrq+vMmTPXrVvn4ODg7e1dUFCA1xh3en/AsuzGjRvd3d1fvnxZW1srkUgyMzMtLS2PHz/+7ds3Qjkd+7bZGZpMs1oDDkfLxhIcP5CgaPRAp+z2C2oMvX1kVuvKgwjxxsZGcEnRaGtr+2Xjx7Fa1LVr1w4cOHD58uUbN27cvHkzXT/S0tIePnyYnZ2dmZl59+7dlJQUOJmTk5OUlJSenp6amlpXV0eMCYNdAWyysrLy4MGD48aNc3JyYhhm7ty5mZmZbNe2FkaG2meo1eoNGzYwDGNqagoxJm5ubs7Ozh8/foQLUHbp2+L8z/ncWwbOdnUD9OG3jegtDLwjZJ/0ZqPFZEw6Jb+wFl9eXj5r1iyGYQQCgampqZmZGWMQphRMTEzgpEAgYBjGxcWFYZgrV64Ynag0aEFTo9GUlpaKxWKhUFhfXw8n6fX5y67D/kOtVl+6dMnX13f8+PFeXl7h4eFpaWkymQyTGDg6bm/BjUoCwVOlUnE06G7RW1OSYajV6s7Ozp7YT0YwWJbFcAA8Y+BiPFYqlW1tbay2MyW9/X7ZIj9IjyoqKsrKyqqrq8vLy8vLyyV6UF5eXlVV9fnz58rKysrKyqqqqtLS0qKiosLCwhcvXuTl5d29e9fJyenUqVOD+1xDDazWEQqCCEdtRSGSFlOM6BtaWlqkUum3b99aWlpI123ef8rZxcegUCgaGhokEklxcfGnT5/EYnFpaWlZWZlEIoFNUlNTI5VKv379KpPJYEBgnejo6FDrgUIPWvSgsbGxoaFBJpM1Nja2tLTAnfvzhMMXGo1GLpe3tbUpFAo0sum7mNX6VGkbOnyENFGtVkN08y+owrNajwLWIe92XbFd3f74L5rs/Pz8oqKifv7YhxPYrtkJKFzSagQxMoZ+Q6lU4pSiYYDOESGUsN6H2WaI9lVBnMbZs2cZhjEzM0PTlbW1tbu7+7hx40aPHu3k5ASai7e399SpU6dPnz5z5szZs2fPnTt38eLFAQEBS5YsCQkJWbZs2cqVK1evXr127drg4ODFixcvWrQoODh49erVq1evXrJkyezZs/38/Hx9fX18fCZMmAD39PHxmTp1qre3t4uLy5QpU9zc3JYvX44DpQWNpqYmyPcDSjfcRWB0J3z//h3/VSqVnZ2dX758sbKyOnXqVEZGxqdPn9RqdX19/d27d2/evPno0aP8/PwnT548ffr0+fPnb9++FYlExcXFIpHo06dP1dXVwFwbGxvlcrlCocCEF3zdoI4QQiDmkj+NHFaE6wz/HUTbOr8aIMtLmJJKpdXV1aABSKXSiooKQjm3gINylO6eaMn4Q35+fufPn/+xzzXUQL9xfraa4W/RXkN8U3S4F997z3+Jvwg4CYAcwYWz9XoImN6+uRUZQrEXtVp95coVf3//rKwskUgEinNRUZFIJBKJRIWFhQUFBc+ePRMKhU+ePHn8+HFOTk5mZubDhw8fPHiQkpJy9+7d1NTU1NTU+/fvp6WlgQfvwYMH9+/fv3fv3oMHD7KysrKystLT05OTkzMzMzMyMh4+fHj//v3k5ORbt25dvXo1NjY2Jibm+PHjx48fHzVqlJeXF5AznJG6urr4+PhZs2ZNnz796tWrQElBLyFaeZkMK9slTDtSbTQcwSPLZDKoPgZFsvLy8iIiItzd3RmGsbCwMDc3Ryu5hYWFnZ2ds7Ozi4uLq6urp6enl5fXpEmTpk2bNnfu3Hnz5i1atGjFihXAmzdt2rR79+6dO3cePnyYUxWOUPH+nIXIp5uDyJKRgrAsi2UB8SSskxkzZri5uYFTbuLEif7+/rt3766pqeGPv1cbj2YM586d++GPNtTAsiwq7iqVqltCwzEL40k4AGqFTlGOPoFb+FdDT9YezW47OzvR2M75LpoN+kMG/9MY4ODChQsrVqzQeSkGPuIr5zifWV0gXYUOHDqH7rAsq1KpOjo64GRbW9vixYtdXV1ZbVKfSqUqKiqaN28ewzB+fn7jx48XCARBQUF0NUG2a8OyYQFWa+JoaWlBja+2tvb27dsuLi7+/v7AFczNzY8fP15TU6PRaCQSiVgsrq6urqqqgr9gNy8rK6uoqAABGQ6qqqrEYnFJSUlxcfGHDx/EYjEcfPr06e3btydPnvTw8KisrIQfRaIPL4I/hz0UqAcM2MSKdPW2ZWdnL168WCAQODs7x8XFff78WSKRJCQkeHt7jxs3ztra+uXLl0TXIuktY5g+fXpMTMwPfKIhDpVKdfPmzUmTJo0dO3acFmPHjh07dqynp6enp6eHh8eECRMmTpw4ZcoUPz+/efPmLVmyZPny5SCL7N2796+//jp48GBMTMy5c+du3LiRk5MDNVoIxSGG1BobSACtJ5SM3/N5QGpMui5sICl9UBr+zxiQN5w5c2batGmdnZ1KpVKn2NjzgRoG0SOm4UgWLlxobW1N3zA6Ohp6p7As29bWdvPmTYZhDhw4QFcTHI7+ajTpEEJaWlqePn1qY2MDecsfP368evUqwzDr16+HspTgeKDd0axWT2e16bhgJtLHHfF15+Xlubq6YvUk2lBA35/2V/Pf1+CC1ZojoEUJISQrK8vW1nbGjBlgbKQzk5uamsRi8cSJE8eOHVtaWgpihE6pxbAPBn/U19f3zJkzP+O5hg6Q7xJCVCrVvXv3lixZMn/+/Hnz5s3VYs6cObO18Pf39/Pzm6GFn5+fv7//zJkzgVVMnTp1xowZ8+fPX7hw4aRJkxiGKS8v55OzXxkNDQ1nz57dt29fVFTU+fPnr1+/Hh8fD+HR2dnZeXl5YD3OycnJycnJzs7OyMi4d+/enTt3bt68ee3atdjY2GPHjh09ejQ6Ovr8+fOnT5/uW//U/0clqbWJoLGxsT4+Pj3UFvsfrsryApDwVoGBgXZ2dkRbiLGsrMzKymr79u2oaba3ty9atGjPnj0Q+YDazHBcYeAGaG1tjY2Ntbe3P3DgQEFBATzRixcv4uLiIF8UzeLwLQN6N63V6UyJkMvlOTk51tbWwG+Idg1wCKUB38PgMgnaO4L/vnnzhmGYP//8s7y8nBCiVCpRXMDt0djYuHLlytmzZ0skErhDH4QJuO3UqVN/hagktVrd3t4OsqdGo8FiUwCOwKdSqZRKJSfSBF4EmKFQ3BQKhba2tu/fvzcyBkIpB01NTRcuXNi/f39UVFRMTMzBgwcPHz589OjRqKioqKiow4cPHzhwIDIycv/+/QcOHICPjhw5cujQoX379u3du/fo0aPbtm0LCwtbsWJFUFCQhYVFWVlZH6xz/5XEgK117dq1KVOm8BPckAHoowh4ASdJDWVYGgbIjVqbXrdkyRIXFxei1YbEYrGpqWlubi4hpL29HR61oqICTOSwvckwXF4sy2JK2rhx4+zt7dPT0zkXwAEnEUHTNR1a54Pz6zfQDgyhUOjg4PD161e6SSytHNCvie+kHVyVH5VOouUKLS0tvr6+y5Ytg6QzolUjcJAQPkcI+fbt25QpU+bMmYN6Bt6zh08El02ePPn48eNDSoX6eeDokZxPuxUUILIOb0UIKSoqYhimqKiIPglL+tdMaIUkAdK1hAHf6g7QeYYj2NXV1c2fPx+avfcWDEqUQGsuXbo0fvx46Bev82XrS1HW9wPIWvichkNr0GcCJ4ODg4ExwIr5/Pmzg4NDZmYmOJxJ15hL/NZwXFJAnu7du+fq6pqcnEy0fBo9SEi/MCqcpvWsNowS70bHp3J+CAVnhUKRkZExfvz4hoYGta7Qcjrstb29HW5Lv6+ek9GfBM67vnr1qouLCyhASqUSJw2C+TCkD2agsbHRysrq+fPndFSbpsdF8eArPj4+0dHRI54x0ASd7arW6wMtTfJlCHg1//77r5mZGTIGpIn9sUAMX+iTlflX8vcdRxDHT1UqlZ+fX0tLSx+oIsN2rRhz5cqV8ePH0wSIHoQBcsDhE8g/dP6qYUYCB8HBwQ4ODnhGIpEwDJOVlUW0YUgqlaqhoSExMZFTlmB4BenDHigoKHBzc4uLiyO88aupRgvwKccfAAesNrFIKpXKZDL6W0DilUol5sIA0tPTJ02ahFFJFRUVUMmdviEhpL29vby8vLW1taOjY+jwXSToMF1lZWW//fbbtWvX+FfimIE34IwtW7bs999/r6iowHxR0mOlAa7x9vY+duzYyGYMsHLo9abhFR+EnY6yLUd2pO9Gr20oq1dYWKjRVqul7/9rgmVZCMChBRQDa5LlAc4rFAp4F9OmTetjuCptp5bL5XFxcRMnTuSo2D8DyNz4NA5WT3BwsLOzM14PPobTp0/DvzDm7du3W1tbQ/tApIxDc6Oi9M1PQiGETJ061d3dnXaWwAPSx4afC2cvPDz8xYsXsEtRFYU7eHh4ZGRk4MWPHz82NTVtaWmBf//4449FixaRrhIiHDAMc/HiRU3X1KRunbQ/BMjh6DwMfNdEK8ZevnzZ1NQUmBxfwoWdRjNLlUollUotLCzs7e0PHz4M13NMT/qA9/fx8Tly5Aj+kE780Mn4kdApSOEbRyuCgTvoe/vYcpzw1FAkLBqN5s2bNxYWFoWFhfgprH9Wq/rjZmG1Jgc1L5RxKMyzhqpTiYuTnjoc3gDwPAzVg40/c+ZMjPvqFf7LY4Db3bp1y9PTk19/7eeB40HF4w0bNjg5OcHYINtr06ZNdnZ2J06cUCqVzc3NN27cMDc337FjB72fh2zJB3pNwIrHpdPU1LRkyZI3b97wL6afpVv9Grx8x44dy8/PJzwCp9FovLy8/v77b9y3WVlZdBXu/fv3BwQEECrFBkVyOzu73bt3w2Vg4xowBwP+CkslLtDzAyfPnTu3ceNGXDzIBnTeTaVSnTlzJjg4GFJAoqOjW1tb8aNuJSz8dW9v74MHD5LhZsBEWw2K50C+UQpRazsR9ZAx0LKdUCg8efIkZJbgu4PVHhsbe+vWLXQivnv3jmEYsVgMxtLCwsLExES5XM6xMCuVyqamJtrxxg6fkFY1FVnDDkhcDE3MfwBjwEUQFxdna2sLhVt/Klgq8JY+iceRkZEuLi60WF1UVOTp6ckwzOrVq+fMmWNubu7h4YE2SrxyyK4Y+p2hPi6Xy69du8Yw/38RKFLRM4OxAAZuHhsbGxQUtGfPnkmTJoWEhFy4cCE2NhaSuWpra9PT0+/duzdu3LidO3e+f/++tLQUGcOTJ08qKytLSkqg74dYLC4rK0OvQ01Nzfv3701NTVetWlVSUiIWi+lhDECtVlpo4KsyKJD++eef0BYG5TXYjSgocL779etXoVDo5eXFMMzjx49JD/gufxiTJk2KjIwkPVAyhg7gMemESo7wQRt2DIBekLAMsNvz6NGjgWd8//4dHf6EEGdnZ29vb/z6s2fPbGxssGVIREQExshBLBOOQSqVBgYGchSUXslMPxsc3UXNyzsb+BUCL3HWrFm09bjn4IarXr582cTEZAAYA4C2/OCBQqHo7OyMioqCBDfakCIUCiMjI21sbJycnKKiosRi8cCM80dB5/qAyvWcjzjFHuDAwAY4evTotGnTVq9ezTDM5MmTN23aFBERUVlZybJsQUHBwoULly1bxjDMhAkTwsLClixZwrJsfn4+wzCRkZEbNmxYv369jY2NlZXV2rVrN23a9OHDB0JIQUGBn5/f8uXLoaQohKuDuQbc0T9kTgwDRBYOUeDUg2psbBw7dmxBQQFtO6Kvh+XNr/YsEonc3d1fvXpFtJYxOvxBH/BTLy+vXbt2EYNZOz9iDn4kcFR0jj143aHSDG0q7Mn4UYErKSmpra09dOiQr69vZWVlcXExJJ+qVKry8vKysrKJEyfOnTtXJpNVVVURQp49e2Zubl5WVgbe0YiICAsLC04ePkSafPv2bcOGDaRr2DGrq6LGwANmiY4j4l/DaoMtB5KBwY/Omzevb+YfhqMFX7t2zdbWtm85Eb0CLkqIY1N3LQtBCDly5MjYsWOJrrnOysoCygXARxjKGj0q7/gXHlOpVG7fvj0yMhLc6biG8Iu0CGzg/kqlEnISN23a9OzZM0KZ4AkhED++YMGCEydOwGbr7OzMz893c3NDIeDgwYOenp60NR/pAsMwe/bsaWpqgnZROJIBWCcApFYo4eKC0Wg0JSUlo0ePfvXqFVzGL5/FN3ooFApgbBkZGWDNgPNsd917aIo/fvz4rVu3DkHqbxj0IzQ3N1+9enXdunUrVqxwcHCYPn36xo0b09LSekJqcQvDfebPn+/u7j5q1CiGYWbPni0QCBITEwkhpaWlLi4uHh4ekMA/bdo0T0/P1tbWT58+MQzz8ePHdevWrVu37vfffwcxZfXq1bC7P3/+vHfv3tOnT0dERDAMc/LkyU2bNtXW1sJbHhjLTLdA1Z8QolKpoKoxocIFaeP2ADOGzs7ORYsW9THBjRYcOjs7L1y4YGVlNQA+BlpVRH8gzQPCw8O9vb3V2jJ5MMsQWIJSIadW6NDforimCSFqbRzqzp07nzx5AhfQ1nNN1+ZIPTH4siy7ZcsWdOhx3K0ODg5QwgHO5OTkMAyDNUXCw8PBooXGBGRjDMNs3LgRfws+GsiePxxPKe5Doo2mTU5O5kdzyeVybEQBSwWWE46cliRofmygGiVNVceNG7dx48ahQJ56BVZbOaaurm7ZsmUuLi7r1q3Lzc398OFDYmLi7NmznZycYmNje3IfQs1VQkLCrVu3pk+fLhAIDhw4sGPHjrdv3xJCmpubd+zYERcX5+joaG9vv3379pCQkIaGhvfv3zMM8+rVq8jIyF27dvn7+zMMc+nSpfDw8KKiIogOiImJuXPnztmzZxcsWJCbm3v//v26ujr8xaFTVYmz9jAjATFgMisqUiDiBAYG9m19/ud8ho104cIFGxsbugDRz0NhYSGUAn337p1YLC4sLHz16lVubi4U1/P393dzc0tMTLx7925aWlpSUlJaWtrNmzdTUlIePXqUm5sL/ih0VAx9roBhfzKZrK2tra2t7cuXL2KxODo6+uPHj52dnTU1NS0tLc3NzbW1tdgat6ampq6uTiqVdmu6USgUcrn87t27paWlTU1NQL412mplHR0dYWFht2/fxuuzs7Otra2xVlJCQsLixYtxiaNLv62tzd/f//r16/gUGLIyADSRr2MRQgoLCyUSSWlpaXFxMabOEkKePXv29u1brAqFF4vFYvCdlJWVqVQqUFKLi4vr6urEYnFVVZVEIoGLKysrKyoqDIwHuALMgKen57p163D5DRdTEhBWmUwWEBBgbm6elpZGtIwTWObz588nT5584cKFbm9FqJcC342JifHx8YFQN41GQ+twrq6us2bNIlpe8uLFC4ZhRCIRWAv37dvn7OzMdjUdt7S0sCxbWVmJmhnH+KzW4sfPVM8AY0DtHBaeWCyWSCSVlZV0JagBY2PIGBQKRUBAQN/mhyFdRdF79+7NnDlzAGx23759GzduHPbDgirfZmZmlpaWDMNAO0D6vLm5ORybmprCV8zNzYVCId4Q1QgyVJkEzLNUKg0NDXV3d3d1dYVnSU1NJdpyDtbW1k5OTiYmJtevX4fSAmvXrmUYxtnZGTawAXACBJVK5aNHjw4cOBAdHX3q1Knk5OTbt2/fvXv3wYMHUBb30KFDDMPExcVlZmbm5OQ8efJEKBTm5+dnZGTk5ORkZGTk5+dnZmbSdhjO4h4YOQgpLFYE27Vrl6en59SpU52dnWfMmAFF8cRi8aRJk7DP2uzZs4HY+fn5wRmoRJuUlEQIqa+vNzc3ZxjGzs6OYRgwWioUChsbGw8Pj24Hg4xhzZo1MCf6+o789NnpE6Ans6mp6b1794jW0ggfwZifPHkyZcoUlAb44FA63Hf37993cnLCXyFdo3tDQkLw/OvXryGPAT49dOiQubk5XdgG6ZJMJps6dSqhjFc0yRo6BuT09HR7e3sLC4vFixePHTvWwcEhKCgoPz8fhZuBoUv4Ljo6OhYvXgwVSHt7E24RPX4Uh856Cf2HWq2eNGkSbE6GYXA/m5mZ0d0gENbW1lhrGr5lYmICGWE/BPokPrU2dZPfAIfVFVht4P5wIJPJ8vLyEhMTk5KS7t69m56eXl1drVAoJBJJRkZGQkJCQkJCfHx8bW2tRqNpb29/8uRJTExMbGzs+/fvDT8Cx/Sv0WjAOtQrYBtLfAWlpaWDK5HpRFNTE/RAl0qlEK3Q2NhYVlb26tWrgoKC58+fQ4kYhUIhEonS09MzMzNTU1MzMzOrqqpYlm1oaHjy5ElycnJWVtadO3cgVlihUDx//vzly5foydixY8fevXsPHz68b9++v/76a8+ePUePHt2yZUtkZOT69eutrKycnJxWrVoVFha2du3aVatWLV26NDg4ODg4eOnSpatWrVq7dm11dTXRyrlDQWqB7SwSiWxtbfPy8liWxagVOiWtra3t8uXLDMPwc2gMS6CNjY0ymQyCiyQSiVAo/PDhg0gkev369c2bN5OSkt68eVNWVlZbW5uUlGRhYZGXl6dQKJqamtLS0jIzM6F+AxbPZ7XBBR8+fBjcxFV96xAt+MnJyQzDXLt2TSQSsSzb2NgYHx+/fv16hmFonewHgo4n5kwO6lWLFi3C4pv0sDmPhhIMxgEz6q6phmjXBu0PhUT2J7h6oLwiTZKQPRggW/S/ly9f7u2P4pOjVIIZ6XwAACAASURBVGI4JpofeUa0ZhY6I7Qn4iHeBC6G29Lfopkx2sHBq9xtUDnNpVitjr99+/beMgYE8myRSDSIe1LfhiRdK8IC0LBAi8AYj4QqP15MtFON96ELikilUltbW4aSWnBaLCwsQG1ltCqvubk5Z/WamJiYm5sfOnSI5Ulag8sblErl+vXr//zzT6wuA8BJgC0vFosnT56ck5PTW2cvqw2gOHnypIuLi5OTk6Oj48SJEz09PSdPnuzt7e3m5ubl5QXuaBcXFz8/v+nTp0+YMOG3336bPn36tGnTFixY4O3tvXDhwtTUVIyeIIPKUw2sQ0JIQkLCb7/9RpMj8Jh+//49MTHRyckJ4kF+IJDNtLS04GpXKpXfv38HcgGNP4ODg4uKir58+QI26m/fvslkMqlUWldXV1NT8/nzZ05gJxL8/3o+66xggU+Opuofhc7OzgkTJjAMY2lpCTuKryWYmJiA6IofwbbE7jRXrlzp5zBoOU4nNFTZYTSvE2qf0yzBMG/QdC17RyilD9Q9nZycH6Gk70E4P6RUKrdu3WrSS/DfAkhAPZnMnwF974VjTKDDiuivc7g+yj2gZNBXcgo/EELq6uqsrKxMTEwsLS1xydGL09ra2srKCv7lq7mmpqZmZmZ+fn60m4Q/pAFGZ2enWCy2tbUtKCgglD2aJnO4jM+ePRsUFIRFCUkPSDO9wqOionByYPNyptHKysrU1NTCwgJ4LRhRaVJw9uxZ2rU2NNdhbW2tg4MDWC/4/s6Ojg47O7v169f/cLuiWq0WiUTjxo2zsLCwsrICo6izs7O5ubmdnZ2ZmZmbmxtMsr29va2trY2NDaxYgUAA78LU1DQgIAAq49GLn2VZhs8P9PGAH76gZ86cCeOG1dCtuoCA5WViYtKT2AkO+MTXMOiLgazQIVsc+11v54ejjmi0rdP4V3ZrKKRfGdK4P//8s4dTioBdSk/1u3fvevVQPxYGGDarlcShwwlLaUv8O0CgCNuVK6MRXKedWiKRcGYDCBbqUj3BmjVr4G46E1MGBSkpKStXrsSINVSnCK8SxocPHxiGoVlITwI9cDJjYmJgrsAYgBsc6BROEbgV6a3NMIyDg4OJicmFCxeGSOkzA/Th4MGDM2bMAJshoXR3DLxMTU0VCAQ5OTk/fFQVFRU4bzCNMMm4ROm5RYD8BzZ5rC7BmWeGdI0TRQMiCrCwqfTtuj5DLpcHBAQwFD/ANaTTpkTLGqjOD0A1fKAmQJehLcTevXvv3LnDr0VqeAUDxeczV1ZXfj/auGgx07DEQQu8OJLly5f3VmPAhYVSW0FBwSASMsMMm0Po6fN8vs4/yfJyROAtw0disZhedaAi4Aqk2QPnMnr1rly5Eu48RGLnVCrV3LlzIWpZpwtXrQ3AVygU379/t7e3v337NssLDTcA2AsajebEiRP0tPDnCgCqFQRiIBGAj6ClNooCP2VGegZ967CtrU0gEMTFxbFdg3dpFZZl2YCAgI0bN/7ANAC4f01NDVBCWoIxMzOzsbGBeQY1giPf0HBzc6PHicPmJrjpBN+Y239Awb6IiIjjx4+fOHHizJkzp06dOnr06K5du3bu3BkeHr5jx45t27Zt3bp1y5YtW7ZsWb16dXBwcGBg4LJly5YtWxYUFLRixQo6+LJXMEA1dBIghEgkYhjG0dHx5MmTRUVFNLHm24I49+cc0Eo3Z4bpREqaPRt+KE7gQGdnJ5YD6i2Q6gkEArqI08BD33tRd+38ARPIb2TEKVFFtCyW71Pl85vi4mKkYpwoCQyNwwP8lOavDMP4+PioqA6DZACjU3QCSEliYiLdIIEGPWkqlSo6OvrSpUv4aU/MBrhioeWiiYkJWgUgvBDpFx6DQQn/NTc3ByYBtmKNrkKtAwx96zAsLGzixIkQlop0Hzwi9ItOT0+3tLSkjXI/ZEglJSX8bUvLJdAYmNGKMnyZ28HBQaVScXJaWTAlwSmJRCIWi+kMsvb2drr76A9/MR0dHTQLBa2WnnS0CKu1BV7gArC890fHVGsz1MGMYIDtAblBov/x40d6z0dHR3/69Amu7ImphxZOaeUdQM8wP2UG0rUM/AS+VI22MuXNmzcX9hKLFy8OCAgIDAxcuHBhaGhoWFhYWVnZIIZd9pBhI2jVDW1EHGmdXml4wCl0rNFoxGKxvb09mo/6YEdiGCY8PJz/Kn/GRPUQRUVFbm5uZWVl8C+HF9J/CSEqlSonJ2f16tXYzYJ0l2iJ1lGFQhEZGckXNQAcIVcfoHMqyxOqBh761uGoUaN8fX0xfZIQAj1lCSEY1NDa2goCpeEUmT4MqbS0VCAQWFtboywCLJZmujqBDsUpU6YQXers/01JKSkpjo6OZmZmly5dAu4HcX5FRUVIu3+sKkfTONrG0u3OJxRJ7YMek52d/eDBg5SUlNu3b9++ffuOFol6kJSUlJKSkpSUdP/+/ZSUFCh4x1Da7vz584VCYbexaPoc+xzGQHNE0jVa3PCc4FeA9wD1ofdzz6Gm6rpALOOAlb7go1vGwD/Pdg0ZIFQAUrckhr5ALpcfPXr00qVLsbGxiYmJd+7cuXXrVlxcXEJCAqyZf/75B45TU1MTExPhX8Q///yTmJgIeXZonmIHu5BDSkrK7NmzOzo61F07K8CoOC2h1Gp1YmIio62BivJZTwg0y7IxMTEeHh7u7u5OTk42NjZo32AYxtLSEhiDSdeILwsLCzxjZWUVFRWl1kZIkkHlqfrW4eTJk8HTCXsEYkOBJbBaQyUhpKWlJSAgQCKR/MAhaTSaf//9F2ePttGBosa32vHh4ODAdrVGwNpgVCpVQ0MD+IL8/PxsbGxCQ0OTk5MVCoWHh4e1tTWWtfpJmXtQoZfwqkHQWxSpJJ+M6rst5yONRgO1EMaNG4eWYnpRGjC4c6JNaFaMPrTo6OiBLBGhE2zXvAo0FqPHgp4xfQudM289IQEjFRwTkIEZY6nuNBzglHI8Rj978JzdzmoDo/Py8iDLjFBsgLN0USyQy+VJSUkMw0DZO07MNKcCFcdwBzpueXn5p0+fKioqIJuhqKgIChy8fPmyoKCgoKBASOEphby8PKFQWF9fD8PG0iaDCHyDeNDY2Ojn50d4WhTdaRgv3rp16+7du9FygBfT/i3kJbQID//SexNtxWlpaaNHj2a0XgR7e3vaHEcfW1paQpVMcDvDMcMwixYtoqOWcUkwhJDCwsJFixZB9/nz589DGSyIMqZrhBkmxH0Ap8aDYdsrvbtA6ze8UPiMAWohfP/+XSaT1dTU1NfXy2SyL1++SKVSqVRaW1tbXV1dVlYmEolevXqVn5+flZX18OHDO3fu3LhxIy4u7sqVKzExMatWrYKJdnZ2hkkXCAQrVqyABM7BFQYRal6KMh/6CByyE9oIM0QiQwYeLBV5QfrEJlF7GxQWm5mZuX79+j179uzduzcmJubbt295eXmenp5xcXG5ublCofDRo0f//vsvXFxeXv7ixYvKykraqhwfH29iYpKeni4Wi4VCYXZ2NgTbyGSyBw8e5OXl3b179+bNm2A9V1NtaFmtM9bwptDHYok2S4v24v60eeoeam3xXTzT1NR08OBBCwsLjuhAk3WalAcFBZmbm9OzQSv0qJS3t7ejgku6OrEJJSVjckltba1UKm1tbYWD+vr6mpoaoG/0cVVVFRTXAbrX1NTU2NgolUpBo6XHDDSWgVXb3NxMF6IJCQlxcXE5fPgw6D4/KfJaKBRmZWU9fvz48ePHGRkZ6enpDx48iI+Pj4uLu3z5cmxs7JUrV65fvx4XFxcXFwdpk4mJiaiq37lzBwQZnaDfCueF0YZ+oovh0WuUaF8JvLkPHz6gJ83JyWnjxo15eXnAcgd34dLSHB5AyRqOxtATBo/S7qCrQYMFjtih1tXSsieAryPt0FAp9D8VIAadPHkSBEkTExNnZ+ecnJzy8nJOjZD58+dXVVUplcq///4bpEgLC4tZs2Y9fvxYo9GAxjB+/PjffvvNxsbG29sbNh30XfDx8bG3t/f09MTiNIaZKNL9bhehzlka3PLaeAykoLOzExJIMd2VvhLpOB5s2rTJ1taW5dnE6Cs5PIaOJCbUlNKeV3SqsbokeAPzzFJp25zxsCzLEIpQ4mZobm4uLi5G5v8zKolLpdIFCxbwbV4G7GJo+YEDCwuLQ4cO6bt/T7Yr/3oDA4bJgZKQDMMsXbo0Ozubdp4PwG43DHXXzGe5XB4fH79t27bw8PC//vrr8OHDJ06cOHfuHHBcA7h+/frVq1evXLly48aNxMTEvjX6GBmAKsogLRq2/+hbaainI0UYSLWyqqrq4cOHOTk5aWlpqampUJmxqqoqMzMzOzsbzufm5sKjSSQSENSEQuH79+9hbV+8eNHe3j49PV0qlVZUVECirFqtbmtrg+KDz549e/HiBdAKfbYyAwTdwH4k1KSpetCr6qcCfrqhoSErKys6OvrYsWOnT592cnI6ffq0QqF49erVuXPnYmJi/v7775iYmFu3bsEjv379GlpmXbt2bcyYMQKBgGXZurq627dvp6am5ufn37lzB/Mb3r17988//7x+/To9PR1b8DY0NDx48CA1NfXRo0epqakgqauo5qmEZ0M2AI2uHFud+bkM8g2W8nPSL7I/CVyGsXDhQproG3aVgGkMj+Fg3759+m6ujxmgtIIhTzpzC+gLMAhSpVK9fPly586dUP4X5+f79+8w3YPopKUBj1NXVzd//nx9aYOmesB0tU66ubkNbubzYAGaTYaGhi5fvnzt2rVhYWFr1qxZtmzZWj1YqQfYV06tq7bKTwWtQeLu5hgi8GIYG1h+kHaoVKpLly7Z2NiUlpaSrkIxEhGWEk5BekVBUyqVQp3RsrKy0tJSqG5bUVFRVVX1+fNnMGvU1tbW1dWBcaOtrQ272MMNUSgZIisQeEBKSkpCQgL8hRG+ePEiNjb2zJkzZ86ciY6OvnLlCti6k5OTQ0NDQ0JC/vjjDx8fH/D0FhQU+Pv7u7i4jBkzxsrKavPmzS0tLR0dHadOncLdOm3atOrqapVKde7cuTFjxsBJc3Pzs2fPohJPk3iaj/YcnOvpcvT/ld3Gv2hcBvc0/c0fKOywLAutOSDWCqgSONNpVoHcAsIV4F+BQADOFgMaA+nKG/if0szTwIRyGGxrayvWJKelv4Hf9hxw3M6EkObm5jlz5vC1LhNddS9oQBQ5/isSiQbroQYXT58+xUkwMzOzsLAwPG86sXXr1o6ODo7xZIBztfiyHYqcrNZMylIBICxl2T9//jzDMB8+fGC1dkUIudFom3yAaYijEwBN379/v7Ozs729vb29vR0FBwcHJycnFxeXUaNG2dnZ2dvbwxlnZ+dRo0a5urq6ubk5OzuPHj3a398ffJ8DM1E9AQ6GlgJpRxRt/0HJEqphQmdTlmW/fPkC1AM4InyxsbHxy5cvjY2NUJMfWI5cLpfJZDKZrKGhQSaTcUy7379/r6+vb9Ti69evMpkMjuFbeFxfXw/V+xsaGr5+/VpdXS0Wi0UiEV0rSaOtvMCyLIMLAn6STqBFGCCvfYZCoZgxYwajq0SSAdBFk0xNTY8cOdKrH6UfgRP4hKZPnV+k7Yb8K/ktzwYe4JBnqQi5jo6OwMBArFarT3Xgw8TERCAQIKuWSCQDTMiGCIqKiiAkvJe8oAtWrFhB24jRrToA40cbNCcSgdWVRQyLh/aFwJaXyWSBgYF0kiOSAs72IV3Xv1qt3rJlC86DlZUVhKjyK0pxcsVpWFpaPn36FH9uEIM71NrKjHSRCIwOoq+k5TPMo2RZtqSkxNnZGYI84QyyEyjdyGrd9YSQV69enThxgmYDSHzU2siojo6O8+fPY4wlvX9p8Zozt9bW1vb29ij5bd68mc5dw7KsXVoNy+Xyx48fFxUVIaWDcfwMusCy7OzZs+nhwgE/L4N+MMjwRuzfv79Xv8h2TYvliNj8KzEcnt4J6BbjaAw/yUXfc9A7R6PRtLW1zZ07Vze50g96tqEyV21t7ZAS2QYGarW6sLAQFySnBkbP8ccffwzWI9C7mGhFB5r0E16WJastKgX/qlSqpqYmHx+fiIiIhoYGQonD9H04XAF9oZs3b2Z6UwMNdFlIzgKTgJWVFTTbGDqAKaJ3BCcGCbQEfknaqqoqT0/Pc+fOQa4D0cXq4B21tLQsWbKEYZjy8nLCiwOmf+vixYswdZaWlqjo01VH8RirPdI2eRMTE09PT1brksRnUalU/5mSCCHQhTU0NHQAYlGUSiVoDCCRcdIgTbRl9fB5ALSJg+nOlPQLgl5nGo1Gp3sfQG8/UBHgPMeR4+TkVFpaShMU+ocGUYL72dBoNCKRyMTEBMsz6JxDzgEfO3bsgBvS1oZhNG/t7e2hoaEMw9ClhcGuoHNJ0DwGq75Dug9dgIvRVWafE10Ccy4SiTjazLADypGOjo5QO4vupoV/1drckd27d0PN6YiICMN3PnfuHMwYP40cUha61XcnTJhAKEUBXao6GMPy5cu77SLZf6jV6tOnT4eEhAQGBs6fPz8kJCQ4OHjDhg3bt2/fvn37H3/8YWVl5ebmtm3bNqiVtGbNmtDQ0HXr1i1dunTZsmWBgYHBwcG3bt362eMcLuDYkTUajUwmmz59uuFlweiqVQAH1tbWZmZmY8aMAccj/+f43GKE4ePHjzgtAoHA0tKSI5fY2Ng4ODgYtoVu27aN7oJCBqol6g9EXFych4cHGKNVKhVteSDaAH+OusyyrEKh2LhxI3oNaYuHpaUlv9g+XSSDNoC8ffsWZmx4qa20zwYgl8tnzJgxb948sC9hyA98ijbGly9furi4wLMvX75c3/1BzuAUNoeFysnbZXiCC53AO3nyZMKLxiZ0z2dCSHFxMcMwa9euHRgbKFjWOKFQyDYjIyPPnj0Lz09XdgSG1tnZ+QNLFY4AcNwncCY1NXXfvn07d+7cvn37jh07IiIiIiMjd+7cCUmYwDZ27NixdetWaE8WERERHh4OFQw3b968bt26/fv3S6VS2rYwuOayAQPEn9DVoRGcKAlOET1w6uCnsbGxdMVNVlcx3SGOoqIihmF2797Nr7ZG9MebqtXqjRs3MpT2D3/pQtAcRksDaJmlpSX27h6wnsk/BLS3j2ilgbNnzwoEAjCOAfliWRYz2jDHOzk52cbGZsOGDdCG1gCOHj0KTJdTlFpnuXh6laIHcerUqRyPEaALY4Dy65s2bRoA5sxPieSoKWvWrDl69Cgc6xz6oKfIDylwEnTR7sl3hGA8SVxc3MKFC+k6iRwlgGVZeCnAm+n3BWbWka0xNDU1QZfsZC2gLFJaWtqDBw8uXrxoZWUVGBiYkpKSlpaWlJSUnJycmpp67969e/fupaamJicnJyUlcaI+BvFx+gYwl2/ZsmXs2LEQRN/Z2YlmJc4T0S055XL5oUOH3NzcINwIwhloeRa5As1H6Y9MTEzc3d1fvHgBVXOG4+zREhUhRCKRWFpanj59mvMp7fhta2s7fvz41KlTeyL4QplCmr/SPMDKygoMSvq4L8MwQUFBNCHVrTGIRCJTU9Pw8PABVnVptQuJ2tKlS48fP06orltI7DTa6qHDS/L6qeDETdGJ0KBjIbPHeTt37pyNjY1MJgNJkH7pWMCK7VpyBzT6Ac7SGhTQHjmdHzU2Nk6YMOHYsWNwUmc2jEZPachht25lMpmbmxtQNFpyxwLmqM3T32psbIRKDJ8/f66pqYFjSGsQi8WxsbGWlpZCobC4uLikpOTjx49isVgsFhcXF4vF4pKSktLS0n///ZdO4xq4B/5B4DAGQsi2bdvmz5+PeWrISjXa9mgymczFxeXq1auku0cGbwSyVUtLS4j9tbS0hAhgZA+Ojo7Quw3at0GFcwhWvHHjBiqyhAowY+jRv3//3szMbO/evQPzDjgiJ7IEmMQVK1ZcvHiR6CrRxdlmRiCampqkUinKGjTvBONbe3s7Jg1dvHjR1dUVC7a0t7c3NzdjIypkLa2trY2NjdXV1XSd3eFoEukV6JWJKS+wMkHCUqvVo0ePhlZRcrlcH2MgunjG8GKr8LyHDx/28PCIj48nhNTX1+MqArGDH9dHJzfQUgtOxdOnTx0dHWtqajiqAJ3zgQRhOO53DdUKE2Mgi4uLnZycwsLCQBcHGYsuFH/kyBE3N7fq6mrouKnv5nBn6ORMtBp8U1OTTCZrbW2Vy+XV1dXR0dETJkxISUn5/PlzVVVVVVUVFMIqLy8vKysrKSkRi8VSqZToqq7G0DpaUVERtC//4XPEB7xpjPKkwz1hNaxatQraqBrRQzQ0NBw8eNDLy2vOnDlZWVl0BZVv377FxMT4+vrOnDkzJiYGWjtcv37d19e3paVFoVCkp6evWLFi7Nixc+fOpTPa5HJ5REQElGaEKmxEy8KHo2rfK/B1Jgy80Wg0CoXC09MTmtggLeNY3tFEQN9zeFlF8Nmbm5t37do1YcKE1NTU0NDQK1eu8GulgILFeUCcQLoYNSHk+fPnzs7ONTU1+EP09ueU5Qdj5vDyP3OK0WJCyenTp318fDIzM+E8Ohja2tpycnJsbW2xY3G3jIGTfotzCOszNjbWzc3t9evXnO+yVFkHHAPXx8BhDBYWFmjZ/6ng51RzIqxXrlwZHx/PkTLo5gScef/FAZP27t279PT0+/fvg+CPuqpSqSwoKLh79+69e/dyc3PBRhwXF+fv7w+Jly9evEhISADjeHNzM/06kpOTz58/Hx4enpeXx6nqNbz8gb0CS5WK4bgQidbyPmXKFFD5DYM2hgxTNQtetEKh2L17NzowOT1fFQqFWCw+efJkeHj4lStXqqqq6FVUWVmZk5Pz6NGj9+/fQ5KXUCh0cnKqr68nhGAOsFwu51ejG44zRihqy3HOEUJ27Njh6+ubkJAAWjjQcej1smnTppaWFs5GMwx+VjL8bnx8vKWlJbTs5gNlF9pyg3yFwes0Gg2EH1y7dq0nG57tip48QK8wf/78O3fu/PDbDnf8kNkGCnXz5k1wPQ1f2/fAAyUVhUIxderUf/75Z7BH9NNBazz19fVBQUHg7ZwyZcqrV68IFYFTXFw8Y8aM8ePHh4WFYTQR0LiCgoIFCxZAjXrI23r37p2Xl1dtbS0h5OXLl6Ghob6+vnPnzv3777/RikAISU5O9vf3nzNnTlRUFNg9hjVgMltaWmJiYtzd3V1dXUNDQyMiImxtba2traOiooBr9kenxF0cGxtrbW1dXFzch7sxtBIB/eewsXUPB4FykE5WwT/fLeAxli9fDgXI6GaNRmBkUQ/nGZQGEHU51yckJISGhtINuYyMoVsgY1Aqlb/99hsEFI7seWO1BrGWlpbXr1+vWrXK19fX39/f19f3zp07UPmOE6FA8xJUs1paWtra2tC2npub6+XlBRoDIeTbt29gTsHaQWhjAQkaE4aHNWg7R3Fx8dGjR+fMmTNz5szdu3fn5eWhGY126fcKGm1dd7VafeHCBYFAIBKJ+mBZ+X9UErz7Dx8+mJqaJiYm9vz7OolRbwfBAThkQkJCsrOzSXcNfH419HCSe3JZUlLS6tWr6ekdRrbvwQIyBpVK5evrm56eTkY0Y1DzCk0i0W9qauI8OG07gp5reAGnjATLsnl5eRMmTGhsbKRd0zTAqUA7eEaGgEj3ume1ihGWZ+cEffX25izVa+vChQuWlpYfP37sO2OA1wnNBuLj4w3cCCXQHlpLe6Ii6GQqy5Ytw+4fRvQcPWfSqampf/zxB32NkTF0C5wutVo9Y8aM3NxcMqIZA4ClPJF8ZkD7YHQWTaDXlUKhgH+FQuH06dO/f/+OsVtKpVJnh3N1D/phDBfQGifOG4aKQlQInOxzDX/8idjYWHt7+5KSkj7cpEu4KlQNu337dk9+m6Vc2wYYSW8ZAwoFy5cvx/pZI0NSGBTgC6KjAAHp6elbt24lvLx8IwwA55BlWSgKTUb0vOlLZGO7qhGs/lArpBX0SbVanZeXt2jRImgySF+MMUgjld3Sk4YKGWYOkX4XTcH7XL161cnJqaysrA836VJdtbCw0MbGBjsK9Qo6SU8fABFXGo0mKCjo9evXxrijHqLnM49XPnjwIDw8nBgZQ29Az/OsWbOKiorIcMtL6ANYXQGO9L/8wBi65SRf7NNoNJmZmXPmzKHrhRCevUhDddP6yY84cOAY3DhTR6cU9C3qD9g2y7JXrlxxdHQUi8V9cT7T/xQVFQkEgpiYmOfPnz/Rg4KCglevXr19+1YkEpWUlEgkEugx3dLSAs4lqFreH8eASqWSy+VhYWGfP3+GMyN+4/Uc9DYDLzTsHPQw88uZ6cPDhw937dpFuoowg/NUwwc0Y5g9ezb2Uh/UQQ0o+FSGzkDirD3Ot1DPYFk2Ly9vxYoV/Nxy/iLsv7g5dKDvQTh1HPrsUGGpkhBxcXEuLi5isbiPPga030ERPeh5oK/1o6mpqYWFhbW1taOjo5ub29ixY728vCZNmjRp0qTJkydPmzbt999/X7BgwZIlS5YuXbp8+XJ9LQ8NICgoaN++fVZWVhUVFThNfZijEQkoG/Dp06diLT5+/Pjx40eRSCQSiT5+/IgVBaCTIrBtmUzW3NwMFkzcww8fPty9ezfhNZwwwgBoIjVnzhwoPTuy1yc0CeBk+QE4hiYQ/zFRmdYS+A0M8vLyQkJCiDYIR81rVIk6BPxLF9wcvkCRTt0VyDg5tXj7APxiQkLCmDFjysvL+7Cv/9MYVCpVbW1tQUHB/fv3k5KS0vUgJycnNzf38ePH+fn5QqHwxYsXb968KSwsLCoqKioqEolEQJjKysokEkllZWWFfkgkEsjPLi4uLiwsFAqFubm5Dx8+vHfvXkJCQmpqKoQ9GKkVjdWrV7u5uQkEAihMBi0roPgJ9FewtLS0srKysbGxtbW1tbV1dHSEjonu7u6enp7jx48HRj5u3Dg3Nzes/dmrhJrhCHi0xsbGKGyugAAABMtJREFUJ0+e5OfnFxUVvX379vXr19XV1VDJp6amBvoP19fXQy9inZBq8enTpylTpnz69OlXWKJoNdJoWz32GeidzsvLW7t27Q8Y3AgCym2ka34fH/o+IhRjOHv2rK2tbVVVVR9GwnAcHT33e3D2Aye4nh6oTvDthhpt1zpCiEqlwoT7kWRe7D8KCwuTk5Pj4+MTExNjY2PPnj177ty5EydOHD9+/MSJEydPnjx16tTp06fPnDkTExMTExNz6tSpM2fOnDt37tKlS1evXo2Li7t161ZCQkJOTs79+/ch1Yjw6tiMSMjl8oyMjJCQEB8fH39//wULFoSEhAQEBAQEBAQGBi5ZsiQ4ODgkJCQ0NDQ0NHSRHsycOXPy5Mne3t7Lli3z8fGB/KwRPG+c4halpaUPHz5MT0/PysrKysrKzs5GSTGPQn5+/pMnT4RCoVAofPbs2bNnzzIyMvLy8t6+fQuiZH5+/vHjx7GLkRGE6rzd3NyMDeD0XayP0uKBSqU6ffq0nZ3dx48f+2CV+n9Uklqb/dSrJW6AAfThbgBOVBy/Y60RWNISZ9jA6zPwFuja+iOYtAHU2j7YdXV1jY2NOIe0QENfr1McY1m2o6OjpaWltra2pqYGHAwspf6PYLAs29zc/OTJk5iYmKioqK1bt27evHnDhg1r1qxZtmxZUFDQ4sWLFyxY4O3tPXHixHHjxrm7uzs7O9va2mKrZ2gDAHVAra2t3dzcjIyBBpBvmUx2+PDhdevWHTp06K+//jquB9HR0dHR0SgOgkR46tSp6OhokAhPnDjh7+9vZWVVVFTUR+cz2zV1GcIJ9G0MfZxKH7r9Fqt1osJ5fkKNETRoay8d26AzHZoPnG08g1bOkT3h/A4zWGxcrSeZXCc4FfFIP+LNhwX4xe2hFh7+q1arlUqlXC7//v07FPtsampqaGj48uVLbW1tdXW1RCKpqKj4/PlzaWmpWCwWiUT//vvvixcvXr9+bey1RQMWUk1NzdatW2fNmrV27doVK1b8oQc7d+7ctWvX7t27IyIi9uzZs3fv3sjIyMjISDi5adOm3bt379q166+//pLJZH0YDKPvA30EXV9Mqs6QGAMwzDDUVP2GPjvoRzw49Wj1XWOA6iE/gPSinz3goQAM5oN/9S1CtR4QLT+ANUnz6ZENlmes0HeZPvmPVv3ZX0PN6hVwfpqbmzs6OlhtfJFOGKa3aKjvcx2R/zMGWN9Ijg2sdf77ZnXltuh7Hp3kifNF8gv0mu8z6AAGeto1etDt3eCA1RYTHakwTM56BUy1Ib+AAwwXG8cp2Id9rdY2V+in+3oEg0N4Dc+nzk/BRoofabStpHs7kv8X0UPGgL/aK0LDZxUsz2TRLeiv4BoiRvZgEJzFYXij4nvBCBP+GhrxgJwPVmuu1LnIDSw5jsdLnwI9YoB2NrQ3GkanfuANWa3KZdzaCE44Ly7Cbidc337XUG2C+gBGp3JggEbo1F/6sDH0ES8Ap95Wb28+skFTLk4UGX+hdEu56I9G8EalfVf954VQTxQ33i/CU0lXg5JhwqQTtFlYZ1WlXxa4OIkuv06vQBOHPt9Er4/BCCOMMMKIXxNGxmCEEUYYYUQXGBmDEUYYYYQRXWBkDEYYYYQRRnTB/wB871htyELSuQAAAABJRU5ErkJggg==" alt="" /></p>
<p>&nbsp;</p>
<p>Isso significa que, ao contrário da ligação em corrente contínua em  que a corrente não circula, teremos sempre uma corrente circulando para a  carga e descarga do capacitor.</p>
<p>&nbsp;</p>
<p>A intensidade dessa corrente depende de dois fatores:</p>
<p>a) Valor do capacitor</p>
<p>b) Frequência da corrente do gerador</p>
<p>&nbsp;</p>
<p>Se o capacitor for pequeno, a quantidade de cargas elétricas que  devem ser movimentadas para carregar o capacitor é pequena e com isso a  intensidade da corrente será menor. A intensidade da corrente está em  proporção direta com o valor do capacitor.</p>
<p>Por outro lado, se a freqüência do gerador for maior, teremos uma  velocidade maior de carga e descarga do capacitor e com isso a  movimentação das cargas será maior. A corrente estará na proporção  direta com o valor da freqüência.</p>
<p>Podemos imaginar um capacitor como um componente que apresenta  certa  &#8220;resistência&#8221; à passagem de uma corrente alternada, mas que na verdade,  não tem cargas passando através deles. Diremos, em termos mais  próprios, que o capacitor apresenta uma &#8220;reatância&#8221;, e como se trata de  fenômeno ao capacitor, dizemos &#8220;reatância capacitiva, conforme mostra a  figura 3.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>Na figura 3 mostramos um gráfico que relaciona a reatância capacitiva com a freqüência,</p>
<p>Uma fórmula permite calcular a reatância capacitiva de um capacitor, a qual é medida em ohms:</p>
<p>&nbsp;</p>
<p>Xc = 1/(2 x p x f x C)</p>
<p>&nbsp;</p>
<p><strong>Onde:</strong></p>
<p>Xc é a reatância capacitiva em ohms</p>
<p>f é a freqüência em hertz</p>
<p>C é a capacitância em farads</p>
<p>p = 3,14 (constante)</p>
<p>&nbsp;</p>
<p>Veja que, realmente, a resistência que um capacitor apresenta à  circulação de uma corrente alternada é inversamente proporcional à  freqüência e à capacitância, conforme explicamos.</p>
<p>&nbsp;</p>
<p>Na tabela dada a seguir, damos alguns valores de reatâncias e  capacitâncias associadas, para o leitor tenha uma idéia da sua ordem de  grandeza:</p>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="104" valign="top">f (kHz)</td>
<td width="104" valign="top">1 uF</td>
<td width="104" valign="top">1,5 uF</td>
<td width="104" valign="top">2 uF</td>
<td width="104" valign="top">2,5 uF</td>
</tr>
<tr>
<td width="104" valign="top">10</td>
<td width="104" valign="top">159,236</td>
<td width="104" valign="top">106,157</td>
<td width="104" valign="top">79,618</td>
<td width="104" valign="top">63,694</td>
</tr>
<tr>
<td width="104" valign="top">20</td>
<td width="104" valign="top">76,618</td>
<td width="104" valign="top">53,079</td>
<td width="104" valign="top">39,809</td>
<td width="104" valign="top">31,848</td>
</tr>
<tr>
<td width="104" valign="top">30</td>
<td width="104" valign="top">53,079</td>
<td width="104" valign="top">35,836</td>
<td width="104" valign="top">26,539</td>
<td width="104" valign="top">21,232</td>
</tr>
<tr>
<td width="104" valign="top">40</td>
<td width="104" valign="top">39,809</td>
<td width="104" valign="top">26,540</td>
<td width="104" valign="top">19,905</td>
<td width="104" valign="top">14,924</td>
</tr>
<tr>
<td width="104" valign="top">50</td>
<td width="104" valign="top">31,847</td>
<td width="104" valign="top">21,230</td>
<td width="104" valign="top">15,924</td>
<td width="104" valign="top">12,740</td>
</tr>
<tr>
<td width="104" valign="top">60</td>
<td width="104" valign="top">26,539</td>
<td width="104" valign="top">17,693</td>
<td width="104" valign="top">13,270</td>
<td width="104" valign="top">10,616</td>
</tr>
<tr>
<td width="104" valign="top">70</td>
<td width="104" valign="top">22,748</td>
<td width="104" valign="top">15,165</td>
<td width="104" valign="top">11,374</td>
<td width="104" valign="top">9,098</td>
</tr>
<tr>
<td width="104" valign="top">80</td>
<td width="104" valign="top">19,905</td>
<td width="104" valign="top">13,270</td>
<td width="104" valign="top">9,953</td>
<td width="104" valign="top">7,962</td>
</tr>
<tr>
<td width="104" valign="top">90</td>
<td width="104" valign="top">17,693</td>
<td width="104" valign="top">11,795</td>
<td width="104" valign="top">8,847</td>
<td width="104" valign="top">7,078</td>
</tr>
<tr>
<td width="104" valign="top">100</td>
<td width="104" valign="top">15,924</td>
<td width="104" valign="top">10,615</td>
<td width="104" valign="top">7,962</td>
<td width="104" valign="top">5,370</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>Um capacitor de 1 uF, na freqüência de 50 kHz, por exemplo, se comporta como uma &#8220;resistência&#8221; de 31,847 ohms.</p>
<p>&nbsp;</p>
<p>Exemplo de Aplicação da Fórmula</p>
<p>Qual é a reatância capacitiva (Xc) apresentada por um capacitor (C) de 1 uF para um sinal de 2 kHz?</p>
<p>&nbsp;</p>
<p><strong>Temos:</strong></p>
<p>Xc = ?</p>
<p>C = 1 x 10-6 F (convertendo microfarads para farads)</p>
<p>f = 2 kHz = 2 000 Hz ou 2 x 103  Hz</p>
<p>&nbsp;</p>
<p>Aplicando a fórmula:</p>
<p>Xc =1/(2 x 3,14 x f x C)</p>
<p>Xc = 1/(2 x 3,14 x  2 x 103 x 106 )</p>
<p>Xc = 1/(12,56 x 10-3 )</p>
<p>Xc = 0,0796 x 103</p>
<p>Xc = 79,6 ohms</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>INDUTORES</strong></p>
<p>Os indutores ou bobinas apresentam um comportamento bem diferente dos  capacitores, quando usados num circuito de corrente alternada e de  corrente contínua.</p>
<p>De fato, se considerarmos um indutor perfeito, em que a resistência  do fio usado no seu enrolamento é nula, conforme sugere a figura 4,  vemos que uma corrente contínua pode circular através dele sem encontrar  resistência alguma.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>No entanto, num circuito de corrente alternada, o comportamento de um indutor é outro.</p>
<p>Para ilustrar o que ocorrem vamos imaginar um circuito em que um  indutor é ligado a um gerador de corrente contínua através de um  interruptor, conforme mostra a figura 5.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>No momento em que o interruptor é fechado uma corrente é estabelecida  no circuito. No entanto, essa corrente não atinge sua intensidade  máxima de imediato.</p>
<p>A corrente, ao circular pelas espiras do indutor, cria um campo  magnético cujas linhas de força, ao se expandirem cortam as outras  espiras do mesmo indutor.</p>
<p>O resultado é a indução de uma corrente que tende a se opor  justamente àquela que está sendo estabelecida. Com isso, a corrente não  pode aumentar instantaneamente até o máximo permitido pelo circuito. O  indutor se opõe a uma variação rápida da intensidade da corrente.</p>
<p>O gráfico mostrado na figura 6 mostra que a intensidade da corrente cresce segundo uma curva exponencial suave.</p>
<p><img 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" alt="" /></p>
<p>&nbsp;</p>
<p>Podemos dizer que &#8220;os indutores tendem a se opor às variações rápidas a corrente que neles circular&#8221;.</p>
<p>Num circuito de corrente alternada, a tensão aplicada a um indutor varia constantemente e com isso à intensidade da corrente.</p>
<p>Assim, nesse tipo de componente, a corrente deve aumentar até atingir  um valor máximo e depois, acompanhando as variações da tensão deve  diminuir para depois inverter o sentido de circulação, atingindo  novamente um máximo.</p>
<p>Se ligarmos um indutor a uma fonte de tensão alternada, conforme  mostra a figura 7, a variação constante da tensão aplicada implica numa  oposição igualmente constante por parte do indutor à circulação  corrente.</p>
<p><img 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" alt="" /></p>
<p>&nbsp;</p>
<p>Do mesmo modo que no caso dos capacitores, essa oposição, denominada &#8220;reatância indutiva&#8221; depende de dois fatores:</p>
<p>a) Valor da indutância do indutor</p>
<p>b) Freqüência da tensão aplicada pelo gerador</p>
<p>&nbsp;</p>
<p>Se o indutor for pequeno, ou seja, tiver &#8220;poucas espiras&#8221;, o campo  magnético produzido terá pequena intensidade e as suas loinhas de força  não conseguirão induzir uma corrente maior para se opor à circulação da  corrente direta. A oposição será pequena.</p>
<p>Se a freqüência for elevada, por outro lado, as variações da tensão serão rápidas e a oposição maior.</p>
<p>Enfim, a oposição será tanto maior quanto maior for a indutância e maior for a freqüência do sinal aplicado.</p>
<p>Também medimos essa oposição à corrente ou reatância indutiva em ohms.</p>
<p>Existe uma fórmula para calcular a reatância indutiva de um indutor ou bobina em função da indutância e da freqüência do sinal:</p>
<p>&nbsp;</p>
<p>XL = 2 x p x f x L</p>
<p>&nbsp;</p>
<p><strong>Onde:</strong></p>
<p>XL é a reatância indutiva em ohms</p>
<p>f é a freqüência da corrente em hertz</p>
<p>L é a indutância em henry</p>
<p>p é 3,14 &#8211; constante</p>
<p>&nbsp;</p>
<p>Veja que, neste caso, a reatância é diretamente proporcional à  freqüência, o que indica um comportamento oposto ao dos capacitores.</p>
<p>Fazendo uma comparação entre os dois componentes vemos que:</p>
<p>* Enquanto os capacitores oferecem uma menor oposição à passagem dos  sinais de altas freqüências, os indutores oferecem uma oposição maior a  esses sinais.</p>
<p>* Os capacitores não deixam passar as correntes contínuas, o que não ocorre com os indutores</p>
<p>&nbsp;</p>
<p>Damos a seguir uma tabela de reatâncias indutivas para alguns valores  comuns de indutâncias e freqüências, para que o leitor tenha uma idéia  de sua ordem de grandeza:</p>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="104" valign="top">f (kHz)</td>
<td width="104" valign="top">10 mH</td>
<td width="104" valign="top">20 mH</td>
<td width="104" valign="top">30 mH</td>
<td width="104" valign="top">40 mH</td>
</tr>
<tr>
<td width="104" valign="top">1</td>
<td width="104" valign="top">62,8</td>
<td width="104" valign="top">125,6</td>
<td width="104" valign="top">188,4</td>
<td width="104" valign="top">255,2</td>
</tr>
<tr>
<td width="104" valign="top">2</td>
<td width="104" valign="top">125,6</td>
<td width="104" valign="top">251,2</td>
<td width="104" valign="top">376,8</td>
<td width="104" valign="top">502,5</td>
</tr>
<tr>
<td width="104" valign="top">3</td>
<td width="104" valign="top">188,4</td>
<td width="104" valign="top">376,8</td>
<td width="104" valign="top">565,2</td>
<td width="104" valign="top">753,6</td>
</tr>
<tr>
<td width="104" valign="top">4</td>
<td width="104" valign="top">251,2</td>
<td width="104" valign="top">502,4</td>
<td width="104" valign="top">753,6</td>
<td width="104" valign="top">1004,8</td>
</tr>
<tr>
<td width="104" valign="top">5</td>
<td width="104" valign="top">314</td>
<td width="104" valign="top">628</td>
<td width="104" valign="top">942</td>
<td width="104" valign="top">1 256</td>
</tr>
<tr>
<td width="104" valign="top">6</td>
<td width="104" valign="top">376,8</td>
<td width="104" valign="top">753,6</td>
<td width="104" valign="top">1 130,4</td>
<td width="104" valign="top">1507</td>
</tr>
<tr>
<td width="104" valign="top">7</td>
<td width="104" valign="top">439,6</td>
<td width="104" valign="top">879,2</td>
<td width="104" valign="top">1 318,8</td>
<td width="104" valign="top">1 758,4</td>
</tr>
<tr>
<td width="104" valign="top">8</td>
<td width="104" valign="top">502,4</td>
<td width="104" valign="top">1 004,8</td>
<td width="104" valign="top">1 507,2</td>
<td width="104" valign="top">2 009,6</td>
</tr>
<tr>
<td width="104" valign="top">9</td>
<td width="104" valign="top">565,2</td>
<td width="104" valign="top">1 130,4</td>
<td width="104" valign="top">1 695,6</td>
<td width="104" valign="top">2 260,8</td>
</tr>
<tr>
<td width="104" valign="top">10</td>
<td width="104" valign="top">628</td>
<td width="104" valign="top">1 256</td>
<td width="104" valign="top">1 884</td>
<td width="104" valign="top">2 512</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>Na freqüência de 2 kHz um indutor tem uma reatância indutiva de 251,2 ohms.</p>
<p>&nbsp;</p>
<p><strong>Exemplo de Aplicação de Fórmula</strong></p>
<p>Qual é a reatância indutiva (XL) apresentada por um indutor de 100 mH na freqüência de 5 kHz?</p>
<p>&nbsp;</p>
<p><strong>Temos:</strong></p>
<p>XL = ?</p>
<p>L  = 100 mH  = 100 x 10-3 H</p>
<p>f = 5 kHz = 5 000 Hz = 5 x 103  Hz</p>
<p>&nbsp;</p>
<p><strong>Aplicando a fórmula:</strong></p>
<p>XL = 2 x p x f x L</p>
<p>XL = 2 x 3,14 x 5 x 103  x 100 x 10-3</p>
<p>XL &#8211; 31,4 ohms</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>Combinando Indutores e Capacitores em Filtros</strong></p>
<p>Os capacitores oferecem uma pequena oposição aos sinais de altas  freqüências enquanto os indutores oferecem uma pequena oposição aos  sinais de baixas freqüências. O que acontece se interligarmos esses  componentes de modo que seus efeitos se combinem?</p>
<p>Obtemos circuitos que passam a ter comportamento específicos diante  de sinais de determinadas freqüências. Temos então o que denominamos  &#8220;filtros&#8221;.</p>
<p>Basicamente podemos ter os seguintes tipos de filtros:</p>
<p>* Passa-baixas, que oferecem pouca oposição aos sinais de baixas freqüências mas que bloqueiam os sinais de altas freqüências.</p>
<p>* Passa-altas, que oferecem forte oposição aos sinais de baixas  freqüências mas que deixam passar os sinais de altas freqüências.</p>
<p>* Passa-faixas ou Passa-Bandas, que deixam passar com pouca oposição  os sinais de uma certa faixa de freqüências, mas que bloqueiam os sinais  que estejam foram dela.</p>
<p>* Rejeitores, que bloqueiam os sinais que estão dentro de uma certa  faixa de freqüências, mas deixam passar, com pouca oposição, os que  estão fora dela.</p>
<p>&nbsp;</p>
<p>As aplicações para tais filtros são inúmeras. Podemos dar alguns exemplos:</p>
<p>&nbsp;</p>
<p><strong>1. Filtros Contra Interferências</strong></p>
<p>Intercalando entre a rede de energia e um aparelho receptor de rádio,  telecomunicações, TV ou FM, um filtro passa-baixas , conforme mostra a  figura 8, podemos eliminar as interferências que se propagam via rede de  energia.</p>
<p><img 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" alt="" /></p>
<p>&nbsp;</p>
<p>Os sinais interferentes, de alta freqüência, encontram forte oposição  do filtro, não chegando ao aparelho que está tendo seu funcionamento  afetado.</p>
<p>A tensão da rede, de 60 Hz, de baixa freqüência, por outro lado, não  encontra praticamente nenhuma oposição para chegar até o aparelho e  alimentá-lo.</p>
<p>&nbsp;</p>
<p><strong>2.  Filtro para Alto-Falantes</strong></p>
<p>Em série com um tweeter (alto-falante de agudos ou altas  freqüências), ligamos um filtro passa-altas, que deixa passar apenas os  sinais de freqüências elevadas que devem ser reproduzidos.</p>
<p>Em série com um woofer (alto-falante de graves ou baixas  freqüências), ligamos um filtro passa-baixas, que deixa passar apenas os  sons graves que devem ser reproduzidos.</p>
<p>Finalmente, em série com um mide-range (alto-falante de médios),  ligamos um filtro passa-faixa, que deixa passar os sinais apenas da  faixa de freqüências que esse alto-falante reproduz melhor.</p>
<p>Na figura 9 temos o circuito de um sistema divisor desse tipo.</p>
<p><img 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" alt="" /></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>3. Filtro de Antena</strong></p>
<p>Filtro passa-faixas possibilitam a conexão a uma mesma antena de  receptores AM, TV e FM, separando os sinais de modo que capa um receba  apenas a faixa de sinais com que devem trabalhar.</p>
<p>Na figura 10 mostramos o circuito de um filtro desse tipo.</p>
<p><img 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" alt="" /></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>4. Filtro de Equalização</strong></p>
<p>Na entrada de um amplificador de áudio podemos ligar diversos tipos de filtros com a ação controlada através de potenciômetros.</p>
<p>Assim, cada filtro determinará a proporção com que sinais de uma  determinada faixa de freqüências podem passar, conforme mostra a figura  11.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>Esses filtros são especialmente importantes para se adaptar a curva  de reprodução de um amplificador ao tipo de sinal que deve ser  reproduzido.</p>
<p>Por exemplo, ao trabalhar com a voz humana, onde predominam as  freqüências médias, para se obter maior inelegibilidade, o equalizador  deve reforçar as médias freqüências e atenuar as altas e baixas  freqüências, como mostra a figura 12.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>Por outro lado, ao trabalhar com música orquestrada ou efeitos de som  num filme, os graves e os agudos (baixas e altas freqüências) é que  devem ser reforçados, com o ajuste mostrado na figura 13.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>É comum vermos em auditórios um ajuste errado das curvas de  equalização, resultando o uso de um microfone por um palestrante ou  apresentador de tal forma que não se consegue entender o que ele fala.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>FILTROS NA PRÁTICA</strong></p>
<p>Existem diversas configurações práticas de filtros usando capacitores e indutores.</p>
<p>O número de capacitores e indutores usados num filtro, assim como sua disposição determinam o seu modo de ação.</p>
<p>Esse modo normalmente é expresso pela forma como ele atenua as  freqüências a partir do ponto em que ele deve fazer isso. Essa atenuação  é medida em &#8220;dB por oitava&#8221;, ou seja, em quantos dB (decibéis) é  reduzida a intensidade do sinal para cada aumento de 1/8 do valor da  freqüência.</p>
<p>Os filtros mais simples possuem poucas seções, ou seja, conjuntos  básicos de capacitores e indutores, enquanto que os mais elaborados  podem ter muitas seções.</p>
<p>Damos a seguir alguns tipos práticos de filtros que podem ser encontrados com freqüência nos equipamentos eletrônicos comuns:</p>
<p>&nbsp;</p>
<p><strong>a) Filtros Passa-Baixas</strong></p>
<p>Existem três tipos mais simples de filtros destinados a deixar passar  os sinais de baixas freqüências e que são mostrados na figura 14.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>O primeiro (a) é denominado &#8220;filtro T&#8221;, sendo formado por dois indutores e um capacitor.</p>
<p>Os indutores são ligados em série, de modo a oferecer pequena  oposição à passagem dos sinais de baixas freqüências e maior oposição à  passagem das altas freqüências.</p>
<p>O capacitor é ligado em paralelo de modo a curto-circuitar os sinais  de altas freqüências que ainda conseguem passar pelo primeiro indutor.</p>
<p>O segundo  (b) é um filtro mais simples de &#8220;meia secção&#8221; usando  apenas um indutor e um capacitor. Esse filtro também é chamado &#8220;L&#8221; pela  semelhança com essa letra invertida.</p>
<p>Seu funcionamento é semelhante ao filtro anterior: o indutor oferece  forte oposição à passagem dos sinais de freqüências mais altas enquanto  que o capacitor curto-circuita os sinais que ainda possam passar.</p>
<p>Temos finalmente em (c) um filtro &#8220;PI&#8221; que utiliza dois capacitores e um indutor.</p>
<p>Neste circuito, o primeiro capacitor funciona como um curto-circuito  para os sinais de alta freqüência. O indutor ainda dificulta a passagem  dos que não forem curto-circuitados e o segundo capacitor curto-circuita  os sinais que ainda conseguem passar.</p>
<p>Esse tipo de filtro é muito usado em fontes de alimentação para  eliminar as ondulações que restam após o processo de retificação.</p>
<p>Nos transmissores, esse tipo de filtro é usado para eliminar harmônicas e sinais espúrios.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>b) Filtros passa-altas</strong></p>
<p>Na figura 15 temos as três configurações mais comuns para os filtros deste tipo.</p>
<p><img 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" alt="" /></p>
<p>&nbsp;</p>
<p>O primeiro (a) é um circuito T em que temos dois capacitores e um  indutor. Neste circuito, os capacitores dificultam a passagem dos sinais  de baixas freqüências, enquanto o indutor coloca em curto os sinais de  baixas freqüências que ainda conseguem passar.</p>
<p>O segundo é um filtro em &#8220;L&#8221; em que usamos um capacitor e um indutor. (b)</p>
<p>Nele, os sinais de alta freqüência passam com facilidade pelo capacitor e não passam pelo indutor.</p>
<p>Finalmente, temos em (c) um filtro em PI, com dois indutores e um capacitor.</p>
<p>As configurações que mostramos podem ser ampliadas com a repetição de diversas secções iguais de modo a aumentar seus efeitos.</p>
<p>A ação de um filtro é medida em termos de atenuação do sinal a partir da freqüência para o qual foi calculado.</p>
<p>Assim, um filtro típico pode ter atenuações de 6 dB por oitava, 12 dB  por oitava, etc, dependendo do modo como são construídos. Vejamos  melhor o que significam esses números.</p>
<p>A atenuação do sinal para um filtro passa-baixas, por exemplo,  expressa em dB por oitava (decibéis por oitava), indica quanto o sinal  diminui de intensidade na saída do filtro quando a freqüência aumenta  1/8 de seu valor a partir daquele para o qual o filtro é  calculado.</p>
<p>Por exemplo, se elevarmos de 2 000 para 2 250 Hz (1/8 de 2 000 é  250), a intensidade do sinal diminui de 12 dB para um filtro cuja  atenuação é de 12 dB por oitava, conforme mostra a curva da figura 16.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>Filtros Divisores Para Alto-Falantes</strong></p>
<p>Uma aplicação interessante que já citamos, para os filtros é na  separação dos sinais de diversas frequências de áudio para os  alto-falantes que devem fazer sua reprodução.</p>
<p>Existem diversas possibilidades para a conexão desses filtros:</p>
<p>&nbsp;</p>
<p><strong>a) Série</strong></p>
<p>Nessa configuração, os alto-falantes e os elementos do filtro  (indutor e capacitor) são ligados em série, conforme mostram os  circuitos da figura 17.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>O número de capacitores e indutores (que são iguais) determinam a  eficiência do filtro, ou seja, a separação dos sinais em faixas  apropriadas à reprodução dos alto-falantes.</p>
<p>No primeiro caso, usamos um capacitor e um indutor, obtendo uma  atenuação de 6 dB por oitava. No segundo caso temos uma atenuação de 12  dB por oitava e no terceiro 18 dB por oitava.</p>
<p>Colocando as atuações desses filtros num gráfico, temos as curvas  mostradas na figura 16.  Veja que,m quanto maior for o número de  dB/oitava, melhor é a separação dos graves, médios e agudos.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>b) Paralelo</strong></p>
<p>Nos filtros paralelos, os indutores e capacitores são ligados em  redes paralelos de modo que todo o conjunto fica em paralelo com os  alto-falantes.</p>
<p>Na figura 19 mostramos três tipos de filtros paralelos com atenuações de 6, 12 e 18 dB por oitava.</p>
<p><img 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GE8wzC0PYpodOSMUCh0cXHx9vb++PEjuYXQiXQ2ot+STghEH1dMjKO7w/3JyclcLjcgICA2Nvb27dtBQUF8Pt/X17e/v59hmBENkdOugzIMU19f7+joCN6Ic07A02Mx1ii/SqWKi4s7cODAiL/OBtDKN013DoeTlJSEMR4YGLh48SJCyM3NDegYGRnJ5/NFIhFcT2/+oDkDigD4eObm5hoYGJSUlLBEO9noyCoVkH7itRiV7vACKGhcXJyuru69e/dICTZu3IgQqq6uxpR3NesJ4+4wmBQYhqmurra1tYVlpllIiAmCJQjgwzMMExsbGxgYCB9vFiozmGI84WJTU5Ourq6rqyvDMBKJ5Ndff4XxH+x1sKcWavTp06fTp09HR0fL5XJClRcvXhw9ejQyMhLE/7Nnz6ytrXk8XmJiYm9vr1wuLywsTEhISE5OBl9/jHFtbW12dnZ6enp+fr7q273LE2m0UelOb42LiYnR0tKKi4vr7e3t6enp7u729/e3tbWtqalhNQf+YZoMwzCVlZWWlpYSiQRTw9y0v+gHgawVEK6T/Sjwb2lp6YMHD1hrT7MNhOhExoWEhCCEWlpaMjMzLS0tg4ODPTw8nj171tnZuXbt2sWLFwuFwpSUFHd3d+gJnp6e2dnZGOPnz5+7uLjAyeXLl8NOCfDoDgwMrK+vv3HjBpfLXbRoEUJIR0fn6dOnGOPo6Gi4JSoqqr29HVNa1kS0iQlNVRMSEuAdsMEC9sCnp6eT18AegqamJpa7zzTSkWGY8vJyU1PTnp4ePAfpDsuHxMxMz9VILchE/6eUcGwQvZm1tigQCPT09Lq6uq5du4YQunbtmouLyy+//PLp0yeE0IsXL4aGhhYsWBAUFDQwMFBWVsblcoOCgmpra11cXNzc3Nrb258/f87lct3d3aVS6cqVKxFCUqm0ra3NysoqMjISY/z69Ws3N7fg4GC5XH7u3Llly5alpKSA1MOT9CQd3+4uk8kuXrzI4XC8vb3Pnj179uxZ2E1cXFwMgryhoUEgEDg7O5ubm0dHRwuFQmJjml66l5WVGRsbA92BN3OI7gAy4LLmXrSpF89KVY3Y4mhKqdXq8vJyhNCNGzd8fX03bNjw8ePHNWvWODg4JCUl6erqVldX37x5k8vlPn78GG4/ceIEQujkyZMWFhaHDx/GGMvlcoFAoKWllZycfOLECT6fL5VKb9y4oa+vHxcX9+LFi/LycldXVxMTk4aGhuPHjwcHB2PKMQFTCsW47TaOZQY+z/nz5xFC9+/fh87d1tamp6e3fv162Hm5efNmXV3dyMjI2NhYbW3tzZs3w2xy2lWa58+fGxsbz1HLzH8VIpHIwcEBtphFR0djjJOTkw0MDEARqK2tFQgEpqamsOVFJpMFBwcjhIKDg42NjYklCjZ5nDx5MigoyMDAQCQS7d+/HyHk4eFhYmKydOlS2ArX2tp67Nixc+fOTZlaE1pVjYyMNDQ0fPXqFfzb1tZmbm6+YMGC3t7e/v5+BweHCxcuYIzVavWFCxcQQq9fv4Yrp1cTffbs2TzdZxvkcvmBAwdA0b1///7Q0NCjR49gs+XJkycVCgWY9e7cuQObWZcvX66rqxsSEqKnp7d//36McV9f3+nTpxFCeXl5x44dQwgxDCMQCExMTDIzM3t7ez9+/Hj06NFffvmls7MzMDDw/PnzUy7tqHQne40HBwf37Nmjq6sLm4jVanV3dzdseayrq3vy5AlC6M2bN3BXaWkpn8+vrq7+EYPyv//+a2RkBJvt5zF7AFO77du3w9xRLBZ7eHgghOLi4jDGnz594nA4BgYG9+/fhyvv3r3b3t7u6OiIEMrNzb137x5MPdva2nbs2IEQwhiLRCInJycvL6/Xr18fO3bMwMDgjz/+kMvlERERly5dmvL0ZixlhujfqampkZGRnz59UqlUUqm0r68vOjr6woULEokkPz9fT0+vqqoK7srLy+NwOO/evWPtX54W5OTkGBoa0qEs5vHTwTBMbW3t77//npWVRcw1cXFxp06dqqiogDPZ2dl79+49efLkzp0779y5AztTS0pKgoODV6xYsXbt2t9//x0G7fz8/Li4OLgrPT39l19+4XK5zs7OQDaM8du3b2tra3+UMkPMkRBhgp6ew46E7u5uFxcXWB8RCoV+fn5ubm6NjY1w+/R6j2VmZurr64PdHc/K+dz/LEggSBUVZ4oGWU+AiFR4WJ52dXWR4Zr51vtQrVb39/e/ePHi69evcAEY47+nnGPZ3WHCyzKTYQ1XmaioKAMDg0WLFnl6evJ4vIyMDFL67ykZCwzD3Lt3T09PTyKRTLvZZx5TBsSQwZRNiVifgJoMw2j6h9MWHrIWAco9Hk7soxmwhEjb6VdmaMMwvIB2SyA1gdLk5+cHBwdnZmZ++PCB1IHlCfSdYBgmOTlZV1e3p6dnnu6zCiyJrlKpSORHmtZSqRS8a8mHk8vlJCchuYzuBni4M4CvCjDwezTksZQZzYGDtYzMWushITknta47QTAMk5iYOE/32QaWc4tqOPoNTUqGYegwO7R2AAfkLkzJUExt8Juu0k5lazbZcDWT4VBUKlVCQgKXy4XdTCRS7owVYB6TAuH3aGvGJIDFTPpNTDESAfNtvOkZELRqtfrWrVvgnoFn8erjPFggDCEaAa3PzDCmsnkPUzybSfkaExODEGpoaMBU881jlmNEVZuW6LNauuPhMJ/0BHlmtJorV64Qr2M8W71k5wEg7p9EMpJ/iXm6p6eH5FiemVJNMc4MPbnGM6VUXL9+HSH09u1b2p9nHnMCJPAGsezNZEwugqkoM52dncHBwX5+foGBgXv37s3Pz5+ZWI2wBA2emHi2OsrOg2A0jffly5ehoaEHDhzIyMjo6OiYySJNRbr7+PgghGJjY1+8eOHm5qatrT0z8bmzs7PBhRrPwaB5/2tQUTk8aGtMQUGBtbW1m5ubr6+vqalpUFAQZPiYmVJNmu737t1zd3evqqqCOrS1tS1evJjkIfpxYBjm2bNnXC63oKAAz4v2uQOivkul0tLSUoTQ5cuX4afXr1+7urqeO3duxgozabq7ubndvn0bD9tNyXb0S5cuxcfHp6WlpaSkJCcnp6am3r17VyAQJCQk3Llz586dO4mJiYmJifHx8bGxsdeuXfvnn39u3boVGxt748aNmzdv/vPPPxAG/6+//rp+/XpMTExcXFxKSgqE0L97925ycvKBAwesrKyCg4MhSr9AIIiLi4NA/bdv3xYIBPDelJQUiMyfmJiYlJSUlJSUnJycnJyckpKSkpIC6RLy8vIeP37877//5ufnP3369NmzZwUFBQUFBYWFhUVFRa9evXr9+nXpMEpKSl6+fFlQUPDkyZOcnJwHDx5kZmampKRkZ2enpqYKBIJ79+4lJSUJBILMzMy///47Pj7+zp07ycNISkqCQt65cycpKSklJQXK/+DBg4cPHz6h8C+FJ0+e5OXlPXr0KDs7G1ID3Lt37+7du1ApqCk8B1IYQKngsnv37qWlpWVkZEAOgpSUlKSkpLt37967dw8aIS0tLVUDcCO8LiUlBVr1n3/+gWLfGwVpw0hPT4c3Zg4jOzsbEhxkZGTcu3cvMTHRxMRk06ZNEPUXyFNYWLh06VKwts0AJk13V1dXyBOEh8PfFBcXQyKXJUuWrFmzZtWqVZ6enj4+Pj4+PqtWrVq6dOmSJUsWL168cOHCBQsWWFhY6OnpQSqY0fKl0ODxeFpaWgghGxsbSLHi6Ojo5uZmbW29atWq0NDQQ4cO7du3b/fu3fv27fv111+DgoJ+/fXXgwcPHjhwAM5v37598+bN69evX7dunY+Pz8qVK5cvX+7h4eHi4uLk5AQJbSwtLfl8Po/H4/F4kKkGcuBAAeiTpGBcLtfKysrc3NzIyMjW1tba2trW1nbVqlW/DGPHjh0BAQHr16/38fHx8vLatm3b1q1bN2/evGHDBj8/P8gc5uXltWjRIicnJ3t7eysrK1NTU8iWQ2o9LrS0tEZsTB6Pp6ura2BgwOPxjIyMHB0d3d3dXV1dnZycFi9evHLlSh8fn7Vr18IHcnV1ha9jZ2dnZGSkp6cHyXmmAFIeUn7Y6snhcEAHho2qkPUbYwzkKSoqmlZWj4pJ0/3IkSMbN27s6ekh2rNAIPDx8eno6JBKpQqFAmICg7OEXC7v6+vr7e2VSCTd3d1dXV1isbi1tVUoFLa2tkISMpJSprGxkc4wA0nLmpubIb1MW1tbXl7ekiVLXr582dXV1dfX19fXB9Es6JAjAIYKtQdGAPBb7u3tJbvLxWJxW1sbvK65uRkSjzU0NNTX13/+/Bly7FRXV3/69AnyqNXX1zc0NJCCiUQiqFdnZyccgNOokgLkHYH3kjMymQwSg0GbwAG0DCnP169f6+rq4KVfvvx/sjTNtGGNFL4MAwoJLdze3t7Y2CgWiyGRt0wm6+np6e/vJ4WBWNukDF1dXa3DIJ8GPkHjKGgYBvxLyvbly5evX792dHSIxeKuri6pVNrQ0LBmzZqNGzfSUT6vXbtmZ2fHyjr44zBpukNM/u3bt799+1YsFmdnZxsaGr58+ZLl4EabXcFXjDWz1JxoMqNkhySuZlVVVba2tp8+fWLdpRpOkEtO0s/RfMuI0KzpuBcAWDvhVapxEm5OAZrFYLUPHfOIVVrWsWoyCeA13z5xYCr+ESleSUmJlpZWaGhoc3NzQ0NDXl6ek5PTuXPnZrXdvaGh4eTJk3Z2dgihdevWCQQCZhQqj80SAIua9BlirIXv1Nzc7Ozs3NbWBkKUdk5idSfN8jDjeWhOhKM0yVTD0cpHDFY49sPHoO/Y5RybXmM8f9yle83njPHM0d5Lg+UlNjAwABdfvnxZT08P9rZaWFj4+fkRVX4GMEWfGaVS2dbWBnoFxlihUIxLcYYSwyymqkZJKcxq1u7ubmdnZ3o308Q5ypKCE8TYn3PiD5kgTce+i7x3jLFrjDJPkMoTuWYi5QeABkX+hUZ79uzZxYsXL1++/OjRIxLPeWYwlWUmEkyGePwCX8lnoK8fd3Aft/kIWQcHB9euXdvV1QX7aGnJOvZjJ1vHyYJ+0WTfO9qVRItjPW205hqx8fG3sR2JdgH+6JNqmUnRnfk2lo5arZbL5XQOL5br+Iy5P03RiYAOjTIGRzU1RXIxaDKaTTbijXCNXC739vaG/b/kIax7R/wG5DzrmfAi6DxjdFcWyJUwUjGTlJrkvOaunMl2lTGqjEfqSGMUb2xMkI6s60ntWD7x6uE841jDK/hHY4p0/ylgGGb9+vV04I2J0+Kng3xp5luNn+x8I/uaf2IhxwCJ4k96KZ2lnu4SU+YuwzD07qcfsdQ6T/cZAkM5Tn/69Am204MsJN+VMIbe+zNrwRL5Kiqe3vcrJwzlODmNmKf7DAH01z///DMgIMDFxcXExGT37t3l5eV4pF3wsxNjiG2W4jSFijDDe/aIqvMjNJx5us8cIDScmZnZxYsX9+/fr6ur6+LiQsxwdA7h2VkvomeTEg4NDUHIDXpW+p1v+aHT1nm6zxBkMtmaNWuWL1/+7t07jLFKpcrIyEAIXbp0iWQ6UCqVM2yYmwJYoxDLvKs5/5446Iksmc1/X2HZmKf7DKGgoEBPTy8/Px8PM0alUqWlpYE/M9jpcnJyrl27NpNZpCcOEqqb9EzS+EBNEnBmUpYlArVaTXbJkZPTPoeZp/sMITY2lsvlgvAmIlCtVoMO8/bt27///nvlypVbt26d5fNUlUollUrv3LkTGhoaERERHh5+8ODBsLCwI0eOZGZmknpN+eFw8IMC387TfYaQmZmJEOrs7CTL0kqlcnBwEKojEAiMjIwQQmFhYUNDQ7OQ8UNDQ8R4qlAoIC8Nl8sFdwBwVo2IiJiyHZ0EymMYpqmp6c6dOz/Cb2zO0B2YvX79euJPN0t2eExw7H748KGxsXFxcTGmEnEFBQVB0Ge1Wl1XV5eQkODh4SGVSufQNtyEhAR3d3dYaCf1UiqVEPcUKgKxUmuZ0M4AACAASURBVORyeU9PT11dXUVFBYTXhSt7enqqq6tra2ubmppAx3v9+rWnp2dLSwusndfU1NTW1r58+ZKEBwUPHJFIVFdXh4djH01kg9sco7ufnx+h+2wLvMEML9NqLrUyDNPa2mpqarpnzx5IoYgxfvnyJULo5MmTINhUKlVRUdGSJUtmzBt2WnD9+vWtW7dijFtaWiIiIlJSUjDGYrHY3Nw8JSWFYRiJROLq6pqdnd3T0+Pk5ARjAo/HA6dosVgMoUXNzc0RQgUFBQqFwsrKCkxYtbW1MpnMzMwMIWRiYrJhw4aXL19ijBMSEg4fPrxixYrDhw9rBqAcA3OJ7gzDrFu3btbSHY9ufmYYZmho6MqVK0ZGRubm5lFRUUeOHNHV1TU1NSXZCxmG+ffffyEz4ywZuCaC9PR0Ozs7cPc/dOiQqalpX1+fUChECHl7eyuVypSUlKVLl37+/Dk8PJzP55eWlr5+/drOzu7gwYNDQ0O5ubkcDufEiRNv37718fFxdnbu7u7eunWrmZlZeHi4XC7ftWuXjY0N7DIzMDBYuXIlwzDh4eEcDufSpUvAfjxh6+1cortSqVyzZg34zExt+j/tRQKNdsSOx3wbZQVjrFKpbty4weFwSE7mtLQ0+oKCggITE5O5FcBeIBCg4cySHz58MDQ0fP/+fWBgoImJCY/Hq6mpsbe39/X1xRhv2bLl5MmTGGOVSnXq1CmEUHFx8e7du728vIqKip48eQJpm8rLy+vr6wMCAkAR0tbWXrlyZUFBQWZmpoODg7e3N8Y4IiJCT0+PTIuJRWhcMTGX6C6TyTw9PQndf3aJ2H72jIb7O936zLCXW0VFRVZWVkFBwefPn1mXZWdnGxgYkOj4cwKQekksFvf393d2djo7O8fGxvL5fD8/v7CwMIFA4ODgEBMTk5OTgxDy8fFZtmwZxEb39fWNiYlxcXGxsbGxtbVFw/s/b968WVFRAVMapVJpYWFBdgbq6uru2rVLrVaHhoZqa2tD45MJw3flVZ1tYBimv79/+fLlEJlkNtCdBblc3tvbCzvl8LfjDzG0s26hV84HBweTkpJMTU3LyspmYe1Gw40bN/T09BoaGjDGKpVqw4YNxsbGWlpa2dnZN27cMDQ0tLS0hNmnsbHxiRMnJBKJXC4Xi8Wpqam1tbUODg579uyBXYKZmZl79+6tqqqqrq4+cOAA8Nja2nrJkiW3b99OS0s7e/ZsYmIixvjAgQM8Hk8qlZKGmqBmO5fo3tPT4+HhMWvprlAo+vr6urq6NMdWOgI4cXxlhXvGGNfV1SUmJs6tXGvXr1/n8XhAd7lcnpqaqqOj4+HhwTDM2bNnEUJGRkawRHXmzBkOh1NbW/v8+fN169YZGRlhjE+fPu3o6JicnJyZmXngwAEOhyMSiRoaGkxMTBISEsRisaGhoZub2/v378vKynx9faOiolQqVWhoKBrOx40pyTKuAXcu0V0ikbi7u88euqtUKoVCQa8vsraNslxYWXo8pojOOphDhsh//vkHIdTe3g6VFQqFVlZW9vb2GOOcnBw9Pb3ly5fDT42NjaamppaWlvr6+gih58+fw/WQt4zL5SKEBAJBf3//169fQXupq6urrq7W1tbmcDhwAUj3gwcPIoQYKi3zBN0n5wzdMcYikWjhwoUg/GYD3UcEyViIqUIODAzA4hGIn46ODmZ4Yy7IeLFYLJVKYfiGLkTM0nTHmMmA+hNEW1tbZ2cncRRTKBSdnZ1gPQPtjqgcSqWyr6/vy5cv79+/J65BDMO0tbU9efIkLi6upKQE2kcikSQlJUVGRtbW1mKM37x5c/bs2bi4OBhDYI2isLAQEkrjyZBhLtFdKBQ6OjrOcroTEIHd1NQUFRV16tSp33///ddffw0ODj548GBpaSm5oLOz8/jx45s2bfL39w8MDIyIiDh79mx8fDyt1cxCogM0fcLIGWZ4wxf9E8ZYLpezBjdNJUSlUpE9onCLQqGg97jRXCfOPONq8HOG7gzDNDY22tvbzwm605oMRJvQ0tKC9XbAo0ePyMWNjY1LliwhP0GMJHt7e5K+k6Hy/8xaTNY0zDDMwMAA3Y1JHl9yUnM7Mgx3tMY4qZaZS3T/9OmTjY3NDMeMnSzkcjlrg0JFRQUdYQuOc3Nz8bCjSFNT08KFC1nhuEi2WpIaCM/KlTXW/nGGCvrAmtIQ/U1zFzLcpZmzifyqGik8Dq27TxBzie5VVVUWFhZE8Z2doL8KfL/a2lqIIwex44DNEDsOLqivr7exsaHjzvF4PHt7+5qaGoZhSAT9sePk/CyM+C0I71XfxhGayGoxWcoY7cn0M1nnx1X55gzd1Wr127dvTU1N29vbZ+FXp8H6YPX19Twej6ykgvNgTk4OXMwwzIcPH+zs7MC7EOwPCCFLS8uKigoycLOiAs420NKdPs9y26JDEpCwDnCG7O+m7bMsQo94TP/739HdVSpVaWmpkZFRe3v7bP7w+NuoJBjjhoYGWkvh8XgcDicrK4vo9yUlJeAFhRAisUj19PRev37NWqj6OfUZE8zwLj6gL616TQo071msJXt5WY1AjifOh7lE9+LiYkNDw9lPd/ytql1fX0+HxgW6gzIDFSkqKiJ0J9LdyMiopKSEPHDKNPrRGPFbjOgTSo7Jr0T2j+glr6ISIoz4cM0eMu60dc7QXa1W5+fn8/l8sVisOd3R9F3RfAKjEXJ1jNcR7VPz5Njl1PzMra2tRLQT4wzZ+IMxLi4uhr0d9FzWwMDg5cuX9BtZVR5RSRitIqy6j1GjiZyhQQtj1h5t4sLFciUKDw93cXFZs2bN1q1bhUIhnsFuPGfojoeT1TQ3N6uowMKjXTwRZ//RQHeJEbsWy/dLPRxcG749kViw1CeVSg0MDGhdRUtLKzMzkzz21atXhoaGcJ6ERedwOLAXBH9rzWCGHdFIDLMRGaz+NvSuZu3GaLfRAqppNs6INhnSPkTDIfe2tbXt3bvX0tLyyZMn5eXlGzdu5PP5+fn583QfAY8fP7axsYGtMQCwQzHD80L624/72fC3ko+cIXeNcYYZMywmuQwOWltb7e3tidUFNJYHDx6QK4uKimBdnQafz8/Ly4MLVCpVf38/xJ3V1BNYxRsXNC8BED9jcHAQtldD3HeZTDYwMADR+sEWrlQqCYNJ9Ud7C/mJuFrI5fLCwkIOh5OTk6MajkP2yy+/GBsbz5ib0Jyhu1wuh+2ee/fuPXz48JEjR4KDg4ODgw8fPhwUFBQaGhoaGhoUFHTkyJGjR48eO3YseBihoaHh4eHHjx8/derUmTNnLl26dPny5atXr8bExECenLi4uFu3bsXExFy7du3KlSuXL1++cuXKtWvXrl+//ueff965c+evv/66ePEiLIuGh4eHhoYeO3YMdiWHhYWFhoYGBwcHBQUdPXr0yJEjBw8ePHTo0LFjx44ePRoaGnrw4MGdO3dqUjkzMxPqxTDMixcvdHV1WddwudwVK1b4+/vv3Llz7969mzdv3rFjx/79+/fs2QPPDwsLg7eHhYVFRET8/vvvERERYWFhIcOAn44ePRoUFBQcHBwSEhIcHHzkyJHAwMADBw7s3Llz165ddKKRjRs3+vv7b9q0acOGDf7+/n5+fv7+/hs3btyyZcvWrVv9/f03bNiwefPmrVu37ty5E9Kl7N+/PyIi4rfffoOWgXaA1x0+fDg8PDwoKAg+1pkzZ6Kiovh8fkBAAHHZlcvltbW1CKFXr17NDIvmDN0xxnV1ddu3bw8ICPD09NyxY8epU6cuXbqUlpaWmZmZk5ND0hhBQqLbt2/HxcXFxMRER0efOXPm+PHjwNStW7du2bJlw4YNkEtn2bJlbm5uLi4udnZ2NjY2VlZWlpaWVlZWtra2CxYscHR0NDMzMzY2NjY2tra2dnV1Xbt27ebNm7dv337kyJGQkJDjx49HRUXFxMTcunUrISEhOTn50aNHOTk52dnZ9+7du3PnTlRU1NGjR1lU5vF4aWlpUCm1Wl1YWEgvuNKKPljriRETxgc+n6+np2doaGhmZmZnZ+fi4rJ8+fINGzZs2LBh06ZN27Zt27t3b1BQ0PHjx4FkUVFR0dHRFy9evHDhwvnz50+fPh0ZGQl9NSQk5MiRI/v27du2bZu/v7+3t/fy5cuXLFni6OhoYWFhYGDA5/Mh8wyfz9fW1ob3gqcX5OfR0dGxsrLy8PDw8fHZvHnzvn37fvvtt+joaEgOlZycnJ6eXlBQ8ObNmwcPHujp6Z09exYqzjCMXC7/8uULl8t98+bNzFBoztAdbHbga0Xc30CFZY3jmro1SxcnJjOSVQZGWxhwAcRPi5why9cqaiPwiCoEa4j/9OkTsbcQvTw5OZmYI54/f65Jdzs7u8ePHw8MDJCighJCtAviRkK/SzUcQZ+letGtobkyT7cbaypCFBg5BdJcSqUSvggepi9kxcHD9hNad5dIJLGxsQ4ODiSwFMb4zJkzNjY2EolkIhz4fswxusMBie/OojJcQKuzmhjt+ZrzLaLXTso+Q09VYdSmLTME8fHxJPYvLd1BudfS0tLW1oaNmKT3MsNRQlmVVX0bfHyC9SVaOOsylQY0dfQxXqH5RoVCQccKdnR0NDIyevDgQVFRUVhY2KJFi/Ly8sZdHpouzBm6k3YktljNGdu4TxgDo11PnyH8GOPhtKkY/nZ0dNDSHQgdFxdHIqsUFhYS3R2MMxwOx9TUtLS0VLMwzLDIZFVfM9g8XYyJdIAxGm3ctlVp7MrF39rRicWmtrb20KFD0AjLli2rra2dVCiB78SodGeJEBbbCDSrhDWcQlnigfxEM6O/v5/R8IIioyRZTqNNKHgkt1j6ghG/MXkO7XY3WiNMDWQ3ExBaKpVCqAkithFCZ8+eJdWvra0F0w0dpUhfX//jx4+sXQszJgV/KKRSaUtLi1AolEgkM7x8Ngnpzny7kEtUwMHBQVZxaSMUfTttvCMn6U84YkYQ+iHEAk10DPhLb4MYzdhMVAL6UT+uoUlR5XI5bXiBhaSzZ8+ScgqFQjc3NzI3hWtMTEw+f/5Mi+cfVM6Zh1qtZu0CmzGMRXcYIkd0Thox0wiQFWZ1mNpPNeJoCBWGY9a0j+Yx/pb66m89S0csMEOtBIEUB66TXQUj3jhGO0wKRCMnz5RKpTo6Otra2rRKc+7cOdL9RCIRxBuirZBWVlb19fVktJz9/u4TBOsTMBpZE38oRqX7aMwgwhUuoOOkYcpTmc47xVCr+oQNcEzyD2IqSiD5l4hqcj3+dueEVCplDSCYUldIReiOxHy7Y3raaUTaB0oyODjY09MDmgyNy5cvk9J2dnYuXrwYDa+5Qq9wcHBoaGgg9g1Sl+kt7cyDTI5BEoHU+/lTVVrfIDN0hmEgLzYeFt4g/oGp8I1pB04yMhA9FQ76+/tJaLjW1laJRDIwMMDKzAachiDImsUbGhqC8EOsjsQqADmgfTZo9v+gIZXuVzKZDCgObsCQdT4qKgrKKZfL29vbFy1ahBDS1dXl8Xigvi9evJje0Mmq0VzHz1LPJm2Zqa2t9fX1hU2yqm9TUvX09BQXF9va2np5edXX12MNUU0eUlVVtXTp0oqKis7OThcXF0NDQx6PZ2Vl5eLiUlxcTHYudnZ2Xrx48fnz53RwcXiOQCBwc3N7/Pgxxri5uRl6IGveQx+wTNSjTTa+H5qSuKurS9MQGR4eTiwSMpnMy8uLpdxbWVlBVFFMiYn/hgavqdz+fGWGLgHIbzjT2dlpYWFx6dIlrGF+unr1KofDWbdu3a5du6ytrcnKMLFR4GEPCtjP9vTp07a2Ni0trYCAAFidXrlyJYfDefjwIVyZlpZmYmJSWFiIKXswPCc7O3vv3r11dXWvX79evXp1QkICXXiFQgFjhUqlkkgkpJAKhYJWtzTtZd8P8jTSPzs6OrZt2+bu7g5rt/b29gsWLLh48SKMb0NDQwMDA/v27QMvMS6XC/YZPz8/CIE7jWWbDVBrRI1lJrbLaVowzlRVLBYXFxcnJSWlp6fX1tZCER8+fOjn59fZ2UmuBIuNpaXloUOHGIaRyWTe3t5btmxhVayiouLixYtXrlw5e/Ysl8vNzMxsaWnx8/MjCn1TUxNCSCAQQP2zs7MDAwNBWU9JSREIBDU1NdDxGhoa8vLyRCLRxYsXEULbt28H9nz+/Pn27dsCgaC0tFShUDQ1NT1+/Bi0AplMVlNTU1BQIJVKe3t7i4qK7t+/n52dTXZATxfomQaJqyEWi79+/VpbW1tbW1taWkokN4yNRUVFGRkZmZmZjx49glKBQ/xEbN5zFMwoO1B/KMaR7nFxcWT5w87OrqysDGPc0NDA5/NfvnxJ5qlqtfrly5cWFhZSqbS+vj43N/fz588ikYio9RjjmpoafX19WF/Q1dXlcDiFhYUikcjFxeXhw4elpaWlpaWPHz/W0tLKzc1Vq9Wtra2rV6+Oi4tTq9V79uxBCGlra+vr61+4cIFhmGvXriGEIGY0TATLy8uFQqGNjc3q1auNjIz4fH5ycjKMHhA4XK1Wg7cWxvj27dtQL2NjY1tb2y9fvuBvjZj/YZ79L2Ms6V5dXe3o6JiWliaRSEpLSxFCGRkZKpWqr69v+fLlcXFx5EqGYQICAvh8/sKFC83MzLhc7s6dO1labHR0tKWl5atXryQSyf79+xFCFRUVMI2ztLRECBkaGmpra1tYWEBQnrq6OoRQdXW1RCLh8/mRkZFfvnwpKChACF26dCkxMdHExKSqqurp06cIoatXr7a0tGzevHnz5s39/f0SieTMmTMQVtPb29vLy2toaKisrExbW/vvv/8WiUSenp7nz5/v6Oh48uSJkZHRn3/+ib9dDvuPmbrnARiV7jAWd3V1tba2VlVVZWZmamlpQSYtjPHly5ePHj1KX79lyxaE0IoVK1JSUlJTU8HWRgwsTU1NXC73+vXrcHFubi7I48HBQYTQli1b3NzcvL2916xZY2tre/XqVZlM9vTp04CAAIyxt7e3ra0tWdKytrY+evTorVu3EEKdnZ3V1dUWFhZJSUkY44GBgaqqqtjYWFdXV2Nj47179w4ODl67do3D4QwODsbExPB4PHCtzs7OLi0tjY+P9/f3R99ulCYH83T/72Es6f7ly5fDhw+D7hESEoKocBGZmZkhISF9fX1gOsUYe3p6IoREIhFoL25ubitWrICflErlx48fORxOeno6Ht5kra+vX1RU1NbWtmrVKpKERKVSxcTEIITa29tDQ0Pv3buHMXZxcVm4cCHGuL+/H2O8Y8eOiIiIjIwMiPz/8eNHHo8H7uNXrlyxtrb29vaG0SMsLIxhmO7u7oULF5aXl58/f97Y2HhwcFAoFK5fvx5Cu7i7u3O5XKgXwQyvfcxjxjAq3WUy2du3bxFC169fb2lp6ejoMDc3f/bsGfz6xx9/CAQCWrt98eKFlZUV2MKlUqmjo+OqVavwsCbT1dXl5OQUEhICHCooKNDW1v748aNYLHZ2dgazJsZYLpdfuHDBwMCgsrLS2dkZY6xQKIDu0HMUCoWDg0NISEhsbCxCSKFQvH//HpR4qVRqamp65MgRjDHDMAYGBocPH8YYq9VqNzc3fX19CwsL2B9UUVHB5XLj4+MlEklBQYGxsXF6ejrLr2ae6/9JjCXdS0pKEEKVlZVCoRCEd3Z2tlKp7O3ttbe3z8jIIFfCwpiHh4eHh0ddXd3du3cRQrdv34ZfIZxfVlaWvr7+qVOnHj16tHLlSoRQXV1db28vQsjW1nb58uVLly51cXHhcrl79+598eLFjh07YCpcVVWlra1948YNsVgMT37w4EFycjJCqLe3t7a2ls/nw7gBE4C6ujpIDsHj8SDMbHl5OULIwMAAolGDGfT48eMJCQnLly+HyQBsjYMCz4v2/ypGpbtare7r6zt16pSpqam7u3tERER2draxsXFfX19FRYWZmVlFRQUeVnZBhJeUlFhbW7u7uyOEfHx8aLMMxri7uzsmJsbMzMzAwCAgIGD37t2fPn3q7+/funWrq6vrwoULHR0dHR0dQ0JCGhoaQkNDk5OTyb3Pnj1zcHDw9PRcuHDhvn37pFJpbm6uh4cHRCWIi4tbvXp1U1PTu3fvFi5c6ODg4OzsfOXKFRsbG1DKhULh/v37CwoKwIjZ1ta2f/9+2Py/Z8+eTZs2IYRofwRC93nS/8cw/qpqS0tLeXk5xri/vz8/P7+rqyslJWX37t30CggZ/VtaWurq6urq6kAdZ4Z3JMDFarX64cOHOTk5xFUQY0xSpANAot+/f58EgIa/SqWyoaFBJpMRQz79l+zthSDLEDz2/fv3sPcHzrMY/OTJk7t372KMW1tbc3NzIREcqQ7rYB7/DUzaiaC3t9fExARiQsDK5QQjyc9jHj8dk6Y7wzCPHz+mKT7za2PzmMfUMGm6a3og4v+Qp948/tuYNN2JFk4sg9NfqHnM48dgKluz6f1N8za7ecwhTIXurE2f/z0n1Xn8VzFpupOdFmQfEG1cn8c8ZjOmGGeGnpsSk/Y85jHLMWfCKs1jHt+PebrP438I83Sfx/8Q5uk+j/8hzNN9Hv9DmKf7PP6HME/3efwPYZ7u8/gfwlyiO9lEMsG9pHTWGhITQdP3AZ5GYubQ6TpIgKQJ+giRSJQqKtUtrDrD68ia9BgZQcYIcTw10NHAyZlpfP6kQL4gNIXq2wzjPxrf6yKmmR7oB4GVE2HcsEd0O9JhfpnhKPXksXRIPagaieJLgndjKl8ufCSFQkEHpSHh+OgIt5qRKMnTIIULfQEElyWFn0TTjAn6A5Ei/dz9CYTr9JmZefXUpTsUGo5nhvEQo33iMXtZlzEaSUnJvsERA6iTkKV0XGy61hhjhUIxMDBAdwn6FSPKabqjwvXASDpU4vR+fs1i/ES600RXqVQkddnMYCq7mcgx7S42nYWaUmFGBBkTlEolhKlRq9UDAwMSiaShoSE3N/fZs2fd3d0kSCUduVulUtXV1ZWVlZWWln7+/Lm9vR1CKuBhupDv1NPT8+XLl8bGxqamJqFQ2N3dLZfL1SOl5uvu7k5LS7t+/Xp5eTkrJ9GPk3AkrjfzbSq8nwLYKSGTyejdwzPGn6lId0ipPMP7l8koPMGvRWd7o+Xxhw8ffv31V21tbZK4feXKldu2bYO8XyS9wosXL9atWwfXeHp62tjYIITWrFmTn58PIYXhmU1NTQkJCXZ2dlwu19/fPyAgwMPDA6I1kRTvsKNXLBYfOHCAy+VCUlIul+vi4nLr1q3Kykp4FGumMU3Nxk71o5mXc4bBCjs+7ROVsTFpuhMajZH75UeA1UwstWEMQPpzeEJeXh6fz7eystq8eXNycnJRUVFOTs5vv/2GENLT06utrYXLsrOzzczMEEJRUVEvX75kGEYoFN68eTMgIEBLS8vPzw8iHbx792758uVmZmYnTpwoKyuD8sjl8rS0NCcnJysrK4h0AFfq6+t7eXnduHGjpKSkoaGhtLT02LFjWlpa5ubmSUlJ0KpE4E2jtCObE1i8n67nTwGavW7GUvFMRbpLJJK7d+9ChJZffvmFJID+0ZjCLB4So8Lx06dPnZ2dbW1tc3NzwQ4D43tvb29+fr6Ojo6Tk1NTU1NHR4erq+umTZsg2y10FdBeBgYGzpw5Y2dnFxkZ2dnZ6e3tzeVyr169Sqd1gK/45s0bQ0NDR0dHkUjU1tZmaWlpaGj48OFDuBJUJoVCUVNTY2Nj4+DgAGGh8LfJfKYLdLv19vaSvCk/CykpKbt27QoKCkpOThYKhXgGu99U9qpGREQghA4ePHjjxg0DAwNdXd2CgoIfUTgavb29t27dWrNmTUREBInIPkYzEUrBNXV1dbt27UIIQfvSAcPgoLa21sDAwNbW1tzc3M3NTSwW07tYiH7JMMyDBw+MjY3Nzc3NzMw+fvxIv5S2ORQVFVlYWCCE3Nzc7OzsGhsbR7RFiMViQ0PDJUuWQLxBYt6ZhiYbBhl28vPzt23bFhoaWlNTM43PnxRCQ0MhDyHk5NmyZUt1dfWMvX3SdK+oqLC1tc3OzoYP1tfXFxoa6uDgABoqo5F1THM6QgItkZkfvR+KzspCi6WHDx/y+XxTU1OEkI2NTUlJCR5zYzhRDKA8r1+/1tLSYiX5oKFWqwsKCiC0WGxsLFSHdAY6P6ZYLHZ0dARVHqa/MOlkjTwKheLff/+FLKpjD4ACgQAhBFHT6Kw7+NvssHRRWf2Btp/SII0vkUh8fX1BZ9PS0rK0tHz79i1cw1JySFb479SqyTBFZ80Wi8XLli27ePEixlgqlZaUlCxdutTR0XH2TlUjIiKuXr0KijuU8uPHj1paWr/99tutW7cEAsHNmzdv374dFxd348aN+Pj41NTUlJSU2NjYuLi43NzcJ0+epKWlpaamRkZGRkdH5+Xl5ebmxsXFxcbG3rx5UyAQPH78uLCw8OnTp48ePbpz5w487eLFi3TyOi0tLQcHhxs3bsTExPwxjOvXr1+/fv3GMAQCARTjr7/+unnz5pYtW3R1dUUi0RhVE4vFTk5OPB4PoqaB3Z0OWkaUlhMnTiCEQDUn01bNTYxv3rzR1tY2Nzdvb28f472VlZUGBgYrVqwoKip69+5dQ0NDY2NjQ0NDU1MT6EJtbW0ikaipqQlOfvny5dOnT5AI5MOHD+Xl5a9evSoqKnr27FlOTk5aWlpiYqJAIBAIBHfu3Pnzzz+hHRYsWMDhcKD7wZgTExOTkpKSmZmZl5d3//79nJycf//9t6Sk5PXr1/DAwsLCgoKCp0+f5ufnFxQUPHv2LD8/Py8vLzs7OyMj4+7du8mjIyUlJSkpKTExMSsrKzMzMzk5+c8//9yzZ8/BgwehGUFLhLwBlZWVk+Xh1DBpuu/bt+/s2bNwDAmEGxoauFyup6dnSEjIiRMn9u3bt23bto0bN3p7e/v6+m7dutXX19fBwcHW1nblypVLly41MTGBjIoItpzWeQAAIABJREFUIQsLCxDYkNUDctOZmJgYGxvb2NgsXrx4zZo1a9euhbxFOjo6hPTm5uaXLl1KTU3NycnJyspKT09PSkr6+++/r1+/fuXKlYsXL4aFhR05cmTfvn379+9ft26drq6utbX12HSXy+V+fn4LFy6EPGos6yQAJGhZWZmNjQ1oMiOOMNBD6urqvLy8/Pz8yJKtJtRqtUQi2bVrl5aWlru7u5OTk42NjbW1taWlpZ2dnbOzs5ubm5ubm7Ozs52dnaWlpY2NjaWlpekwDA0NoTEhgRkBl8s1NDQ0Nze3tra2traGRiZch1s8PT09PDxsbGwWLFhgbW3t4uKyevVqGxsbKysrMzMzQ0NDHR0dVnp7Ho/H5/Ppk6OBlVtTR0cHVLuwsDBgDoiS1tZWQ0PD3NzcyfJwapg03Z8+fWpvb19aWkoGQYFAoK2t3dTURJbcYWwFQKjH7u5usVjc09PT1dUlEolEIlF/f39zc3NLS0tTU1NTU1NXV1dHR0drayvIM6FQ2NbW1tvbOzQ0NDg4WF1djYYTjoLOt2PHDolEAjNR8i5i6qY9BSAlZVVVFcRwHQ2goz979uzRo0dgeCEAQquojJmDg4OfPn3C1OI/0WdYMr6+vh4MPmO8F2Pc3d1NhLpQKBQKhQ2jo76+vr6+HiR9c3NzY2Mj+VcoFIpEIrFY3N3d3dPT09fXBwe5ubl6enrQekD6wMDAqqqqwcFBSPEpkUh6enp6e3vb29vb2trgQwiFwq9fvzYNo7m5GZ5Po2U8tLe3i0Si1tbWN2/ehIeHr1ixArKzAO7fv29qatrS0jIh8n03Jk33wcFBQ0PDAwcOlJeXV1dXP3z40MLCYteuXSQrKkuDZGmZtC8Aa80c+MqKtAoHMpls69atRFQYGxtnZWWNUUiiYNAWLtAjJ1JH2v5NlmaKioqAuLS1Z8Qcrqza4THnGLTvgGYBYAl23GA+I2rtQ0ND5L3t7e179+4lg6qzszNMfvCwkkan8tScLdCPhZnDiItomoAnkwpWVVUhhAICAt69e1ddXV1RUeHt7R0QENDR0TH2c6YLUzFEFhQUBAUFrV27dvny5QcOHAgPD29uboafyCyKNOJoD1F9m2qQZRgmi0okWXFTU9OhQ4f4fP7KlStTUlLwt5nDNAEuLiStIf3YMW6Bl4JaSRcPMiBs2LCBhBoeHBxkkYwsRGiuiE3ErkxPi8e9mPkWY98C9ers7IyLi+Nyud7e3mVlZVBIsiiBh+epzCjAw+5ukPqqs7MT0gmOdj3dh2EWBMfFxcUWFhZgEuBwOD4+PnV1dePWd7owxWUmuVwOX3dwcJDIdWaUBJlEHtBnMMVyzRy5LH7AT42Nje7u7omJieSrgPlltM9Dv25cwpG7yL3QIeGz1dTUIIT27NmDh9fkieDUvJF+wrgePuQ5xLeM9VhWCTUVNs1r6J/oLpeSkmJoaEibp2gvtzGeRl5NkqTL5XLwqBut/Znh7qT5/Ddv3sTHx6ekpNTV1QGLZq/dHVNSUPMM+fDEkjXaJxzxc5IDot6AVIC27u7utrS0FAgEeLg/sHwkWW3N8rkdm3YMZbXEGjrYx48fuVxuaGgoHrYVwvVkEYoUWJP0Y7+aMIlukylE3hyte8AxNEV+fr6lpWVeXt5o5ZkC7UbjOllQI3KdGVbMWNkiZtJfbZw0wiO2i2Z3nJlFYKFQaGtrm5GRQQo2NoOnBfDlKisrEUIhISH0S+FDZmdng60jPDycTMJYXJ9COUdkHlGWaGd92i+VWIeJExu8Gpw6KysruVwupE8cUfkm/xJ1jhnFf4u+kXUBq+Tg5wwnx+DJaB9U85bRijQRjJVGGFqEnnvRMoy018x4HalUKqFQaG1tff/+/ZlPJlNbW8vlco8fP05eCi0eExOjr6+/YcOGo0eP8ni8bdu2QX4RuIs1uE0KhB/kgSSLCbmAeA4zlE7ImuvThamurl62bNnz58/VGpnaCciQSMpAHktrpPR76dthcwz0LnrImogIBzMasFkzNN20fOvxlRmZTEZXnhyA9oZn0L+nvb3dwcEhJydnJqU7fCfIXnby5ElMOax3dnYihPbu3Ysxlsvlq1evXrRoUXt7O62Of89ITSaR9KrtiP2HqHwqlerBgwfXrl27fPlyVFTU+fPnr1y5cvny5ejo6MuXL4eFhenq6u7evfvSpUt//vnnzZs34+Li/v7773/++Sc+Pj4+Pl4gEHz48IFUnJ55A2jtiOXCSStgI36XsZtiRKE54i6c78GodNfcZkZ0GJaj9oz5lPb19bm6upJkl3hG6A4tXlxcjBA6ffo0qzzm5uYRERHQLMHBwc7Ozh0dHdOyKYkZ9tFIT0/38vJatWpVZGSkRCLBVK1B9hNxo1ar+/v7d+7cOdpyD1mQIhZJWDzicDhcLpfD4XA4nJiYGCAuYRhdC9a2RowxePZjavCHnsDaMoapGLpjVBlsOKMRjzxtyg07vnQnRlnyejK8jm1qnHb09/e7uroWFRWRMzNGd/BwPHbsWGNjY0dHR3t7u0QikcvlJAFyfX09j8c7fPgw8ZinVximIONVKlVXVxdw197eHix3YWFhhENE9pPXwcG+ffsIy2GtmqzQkYVVWIIFogPIlQcOHABHINbiAx5JaaaFPTCBaDiaqsi4jcBaex5tuNDUoCaOsRJNkneIRKKioqK3b9/C1p6ysrLKykqoOXTZGZhcg0uZk5NTUVER/QF+9HsBpaWlQAjwgIBjyFEll8tDQkIgZSxrVWvE4wlCJpMdOnQIIRQZGdnb26tWqyGn7Pnz54HohBz0oi/GODAwkMPh0EIdxDmUGegOx1rDoEeDiIgI8mXp8sAnpjswwzBNTU2FhYWwNQljLJFIXrx4QdaMhEJhbm6uSCSaOD0YhqmoqCguLlYPbxemf/p+mo2lzOBhPt25c4fL5ZqYmECLGBgY8Hg8WOuB3jwDId5VKpVMJnNxcSktLZ1J3R1G0q6uLuJzFhcXFx8ff+vWrdbWVqlU6uvry+FwMjMziYMnYESVd+L48OEDS5xLJBIPDw8DAwOw/+Tk5Pzzzz8xMTECgaCjo4NMi/fs2UMrKoTN0Adouo+Ia9eukYqPVmzy0UtLSzkcDlnhTkxMtLW1PXfuHFiQb968aWpqev/+fXoyM0aV1Wp1VlYWj8fz8fGBOg4NDcFQg78V6j9KmQEe3717d+XKlVlZWeXl5W/evElNTdXR0Tl16hSe8U2+q1evJs7uMzOq4OHGJdKUkIBhmPXr1y9duhSScY9475QLWVZWZmBgcP/+fUw5GlRWVsImw4cPH4KKAsSNjIwk7woMDAT3GJbizvL3In2Ay+XyeDwejwfq+/Xr1+nCsxjGWhCEGfzp06eVSmVdXR04etja2oLv/rVr1xBCMNcady2JYRiFQhETE8Pn8xMTE8lbGhoayFyRWFdZkmXiGJXuxA6gUqkqKiqcnJy6u7uJWTchIWHJkiX0/j2W9eYHYd26dc3NzWQx74e+a1woFArgk6WlpYWFhZ6e3oYNG2jqf489AdxLCgoKNJeclUrlpk2bbt++3dLSIhaLU1JSeDzeq1evMMYymSwqKsrCwsLExMTS0tLc3NzCwsLc3NzU1NTIyEhfX19HR4fP5/N4PAMDAx0dHdDayVQVIfTHH3/QS6G0UxBdBpDfAwMD69at8/HxkcvlbW1t8Chtbe2Ojo7+/v6AgAAjI6POzk6JRJKdnb1t2zZra+v8/HxYhpdIJJGRkVZWVo6OjllZWQqForW1denSpVpaWl5eXhhjkUh0/PhxLpfr6uoK7QDjSV5e3saNG8+cOUMnw9OcVY+I8aeqDMN8/PjRzs6usrKyt7cX/BMPHjx48OBB2AZG0qvDvwwVomgaAfXx9fX9+vUra739p0CtVkul0h07dgQEBGzZssXf39/LyyswMLCvr482lUy5kO/evQMdCVNLMBUVFTU1NaWlpf7+/sRC1dTUBGulIAWJJo2HrSWQSbytra2hoQH840tKSp48eZKbm5udnf3w4cPs7Gw4yMrK+vz5M9xLt7Bq2CeMrj5Yx2/evIkQamxsLCgoQAgdPHjQ3NwcYjcYGBjExcX19PSYmZlpaWn5+vr6+/sjhBISEuRy+datW7W1tQMDA319fblc7smTJxUKBew4++eff4RC4bJly9zd3UNDQ318fDgcDqyOwaC0atWq7OxsYi+ZeKuORXfSbxobGxFCixYtsrW1NTMzs7e319LSKiwspEfwJ0+eZGVlEU0LU5apaQEIOT8/v5aWFpYt4icCLIMAZnj9n9Z2pvzkpqYmhNCpU6cYhoG39Pb2urm5IYQwxs3Nzb29vSqVqrm5ee3atRYWFqA/0JiIBYOhlgvBwMdKEE0ORrS0qFQqWFROSkpaunTpwoULxWKxm5vbnj17YO7x7t273t5ePp+fkZEBX9DT03Pbtm2tra0LFiwIDw+HV2/fvt3CwoJhmOvXrxsaGra3t3/8+BHm5UKhsKCggMPhQFMghHbt2tXf3w82MaIoTtBCOCrdVcO+r2q1uqOjw8TEJCoqKjU19dmzZ3///TdCiBgEv379eujQIQhl4ePjQ7vmTqNuDU3v7+9PtmjQlr6ZB92ZR5w3f+f4o1Aorl69ihAKDAysq6uTSCQxMTGg3hDhHRYW5uXltX37duJUODg4CHYbEuyJGQUjvhTO06b0ccv5+fPnbdu2gYw/evRoV1fXli1bbG1tY2Ji3N3dv3792tzcvG7dOvLGd+/eBQQEJCcnOzs7k5FQLBZbWFiIRKLr168jhDo7O2GHg7m5OZ/Pt7OzA5a3tbXp6+v//vvv5O2TXeIYR5mBx3V1dZmbm7958wZOCoVCMzMz2L+sUqmSk5ONjIzS0tLu3r27evXqFStWdHZ2arqbfyegPuvXryd+Kd+z3DCNIPNIltXsOx+rVCqbmpoWL16MKKu5s7Mz/CqXy319fXV0dIKDg+nNKMy3XgOkHxIQJy1M+WyR0VLT3QWP5IfHKuru3bsXLly4ZMkSkER1dXWLFi0yNzePjo5WKpUikcjf358MGvn5+QcPHkxLS+NyuU1NTXCyqqqKy+V++PDh5s2bfD6/v7+/qKiIx+NdunSpvLy8vLwcNnaKxWIOhwNr26zKklns2K06zlQVBIlYLEYI/fvvvyQSYnJyMkKoublZpVKtW7fu4sWL8Ka8vDxtbW3Y6zm9gPps2LCBdsP6idIdj5RfVtOf9ntkvEqlkkgktbW169ev37x5c1lZWV9fn0qlkkql4eHhS5cubW5u7u/vl0qlQqGQrDoJhcLq6uq6ujrY4lRXV1dXV/f582eyvbWmpqampqa+vr5uGA0NDXAlXEPH1mS+DRKINXqyWq0+duwYQmjdunXkJOw4S05OZhhGJBLp6urevn0btkdZWlqGh4fL5XIjI6OVK1d++PDhy5cvjo6OK1as6OvrA2MOxri4uFhHR+fRo0cSiaS0tNTCwiI6OlqlUoFWg78d24mzxrgG8XHoDs+tr69fsGABidagVCqzs7O1tbVra2ulUilCKDU1FZr73bt3MODCu6dRukMrb9iwobW1lZz5ubo7GNc0uxxrkvc9QxBZ8SEeShjj/Px8Doezbds2Pz+/jRs37ty508DAQCKRgOYdFBQ0mk2dtjzS9ng+n8/n88Eyc+7cObJUjCfgujw0NJSTk8Pj8ZYtW0aihhgaGurr6+fk5GCM5XI5hKOyt7dHCBkbG8PO1LNnzxoaGhoaGnK5XCsrK4i0c/nyZYRQf3+/TCbz9vbmcDiLFy9eunSpvb09GKA5HE5wcDAeHlRZauS4fBhLd6edNjMyMjA1eW1paQFTgFAoRAhBWZVKZVlZma6uLr3OP12Amqxfv37s7dUzCbJrhKUW0x0AttJO7fksAxShfnV1NYfD0dHRsbW11dfX19LScnNzI6bogwcPIoRISEAwNY6xrgTKEtGXoqKi6NeRmo42VYVyFhcXl5WVkZ9ycnJycnJgMg2DHkQuyMjIaGhowMMOyRUVFbGxsRcuXPjy5Qs8v6urq6ysDExMXV1dBQUFRUVFDx8+BHuRSqXKzc2FXcKamIj4+6747gzD9Pf337lzByH08uVLoVC4ZMmSrVu3Em1yenVrhmHWr19Pts/hGXQimD1QKpVgVRQKhS0tLbCNGrY2QzcLDQ0FI7qWlpaOjo6WlhaEMUII8Xg8EOHgUzBiN4BVVdJjJx5veU5gKhGAWfX/+PHjqVOnIPibs7Mz2T2A5+n+w6DprU6a+tdff2UxmPZ/HBeHDh2CqOL0LHA2mASmBVOR7jCQ0fuyurq6mpqaQMDDmXm6/yBorviQ8xjjoaGhw4cPI4R0dXX19fWBwVpaWoTx5ORo2L17N71A/tMnSNOL71JmRjQ8Dw4OEmVmeltqnu5YY8WHWBKBo0qlMjz8/9j78pimmu/9SUMICQkhJIQQQgiBEKKBEIxGgwSChCUIEQxrWA3oi4KAgvsGrvgRd3B9cUOxLqigqKgobqAgihYQQaBaESlboRRa2ju/P86v8x1uS8ENrC/PH6Tc3t47d+4zZ86cOctmIK6BgYGJiQnNb2NjYx0dHVD3R6P7vHnzYHVE3ulfI9rxD0t38kGukhxGNQLgV2GK7iwwlGc5ofuZM2fs7OwQQmZmZk5OTnFxcS4uLk5OTpCQDCG0YMGCqKioiIiI8PDwsLCwkJCQoKCghQsXBgQE+Pv77969mxVE8l+nu5xKnKlqhSXn/ILWjcQU3TEVUk1CQlmdAL5WXV1dAwMD8KZ6enr6+vpEIpFAIEhNTYUOlCsTHsFeCpSoGBgY6OzshOuoblf9BfiRpSpr9x46jk4WRT78Wj/4KbprhmrKPjqlK8ZYIpH4+/uPllkAQJxH6Dl8wjL0/m78oDJDLAM04cheNPz7y/toiu5YnY1fdSdLdXePvAsfHx/6ImpvMVqQ6F+AHylngKliAeC7TKZU1uJV7ZBQ7Wvy5sivVP1P4EhISAg4ETBU6iXNrpHMSM8QtQ3Ao3uz/ZKpnF72wUwoV5fAVfV8VY2R0QjVW8upeiH9/f2RkZGKkflUWO7Kqv2p+RYMlfMDU54drCHH6l46un8iTfs/It2/ffsWGho6ffr0BQsWzJ49GzJPAJifWN8wKkYA1V4ICgoCutN5hTS/7zFvqvpD1gjR/MPxcG78LdF85AdAeCaVSmtqalxcXGDPm+5Acibd/3B3Mia/q+V4lIkXRvvOnTsdHBxcXV3d3Nx27949kdH93033rq6urKwsf3//3NzcsrKyrKysadOmbdiwYbRaHQBGOe2SrgFdn+UTz/ohi/09PT1z585tbGwkiwfWckqVc6xlhobXJlPWNhsna3+S64yyYLRqpVhGRcQyDEOWlaNdUD4StOcjxvjr168rV66EDOuOjo5ZWVmq8aNEdSEvS9UXcszxTz6Ta9I/lMvlGRkZkEH6+vXrqampFhYWRUVFvyMeSC2+m+7V1dXTpk27d+8eOfLw4UMLC4uXL1+CP9379+95PF5lZWV1dXVVVRVUg6ioqHjx4kVlZeXr16/fvXtXW1sLjniQkvzr169CobCnp6e/v19OZRlgda5IJEpKSiIuYnhkDRkAo1xX9PT0CIXCr1+/wsU7Ozsh0TjkUG9paQGXQNLmjx8/QrUMSI7e19c3ODgoU0KtK9iYYCjdGj4Av8VisUgk6urqgnsJhcK2tjbI1M7n8z9//vzly5fPnz+3t7d3d3eDv9Q4Z3yZTAZVY8HLgM/nv379+vnz5+Arj5TZ8fX19blc7s2bN4uKiqB6B3invHz5srKy8tWrVzU1NXV1dY2NjS0tLZ8/fxYIBH19fWKxeGBgYHBwUCqVQpIwlniCVyaVSkUiUUdHB9QdGRgYEIlEfD7/3bt3paWl5ubmz58/J0vqjIwMExMTOuP7b8V30/358+d+fn7wmQxKiLmCEh0QKEnCHw0MDMBVA44YGhqampqam5tbWVk5ODjMmTNn9uzZjo6Oc+bM8fPzi4qKio2NBRvw4sWLV6xYkZSUtHz58tTU1KSkpJSUFIRQXFxcQkLC8uXLlyxZAt8uX748MTFx6dKlixYtCgkJ8fX19fT09PDwcHFxmTNnzty5c93d3b29vT09Pd3c3KA2xvTp0yGC08LCwszMzNTUFII7Z86c6ezs7O7u7uvrGxQUFB4eHhcXFxcXt2TJkvj4eLhvcnJySkrK8lGwYsWKlJSUlJSU5ORkaFhCQkJCQkJcXFxMTEx4eHhQUJCfn5+Pjw9p5Ny5c2fPnj1jxgwHBwd7JWbMmDFnzhxXV1cPDw9vb+8FCxaEhoZGR0fHj4KlS5dC0ZTAwEBvb29nZ+eZM2fa29sbGRlB7RNgOew6ES8aAvCxgTBWSFhgampqY2MzY8YMFxcXDw8PDw8PLy8vPz+/wMDA8PDwRYsWQZ9ERkb+888/iYmJ8fHx//zzT3x8/KJFi4KDg318fObNm2dvbz979mxXV1d3d/c5c+YghKKjozHGEOeKMRaLxZ6enhNWjey76f7y5UtfX1/6SH9/v7+//4kTJ4qLi69du3bhwgWoppSZmblt27a0tLQVK1YsX74c3kdcXFxsbGxsbGxoaGhMTAx5Q0FBQUuWLElLS8vIyEhOTk5NTc3Ozr58+XJBQcGNGzfu3btXVVVVWlrq7u5+4cKFqqqqxsZGHo9XW1v79u3bt2/f1tTUVFdXv3jxoqysjBQP4nK5Z86cOX78eE5Ozr59+3bt2pWRkbFnz579+/cfPXr07NmzV69eLS4ufvDgQVlZ2ZMnT549e1ZRUVFRUVFeXl5RUQGirmEUvB8F0JLy8vKHDx8WFxdfvXr1woUL586dO3HiBBSTgix2Bw8ePHTo0OHDh9PT0/fs2XPixAkul3vt2rVr165dvnw5Pz//xo0bhYWFxcXFJSUlpaWlz549q6ysfPPmzWj3pdv2gUJ9ff3Dhw/Dw8OJzyOInrS0tJ07d+7Zs2fHjh07duzYtGkTDNSsrKydO3du3rx53bp169evz8jI+N///nfgwAEog3XixInTp0+fP3+ey+VevXq1oKDg7du3PCVqa2tJS+rr6z99+tTc3Axt4PF4RUVFwcHB0dHRtM4jk8kWLlxIIod+N76b7vfv37eysjp48CDYZAYHBw8dOmRoaAjFamjT1WhrL9WgO5bBi7YfQ4/AdSBc9+7du+SyY9o6R2vD9z71aFceTXcn/7J0aFWoOnvhn4gOoVtCr3Bu3rxJ0gSB50xXV5eGuA1GmZeUdP5oG4tYqbON9ggEw8PDT58+9fb2hrxL8O4yMzMRQppLtf1C/IhlJi8vj8PhbNu2LTc3F4IUz58/T4oajN8mw+omlvu46vmtra1QBBir5JgnKrta6oyHNCxrGr3YIisEFiE00F3tw6oeGe0gTXf6Ww3DZrQ2yJVpPbds2eLm5qavr+/s7Hz//n2yVCXFrYhnGOsuzChRY6O1nyxPwY8QU3G9fX19wcHBrq6uV65cKSkpOXv2LELo8OHDE7aN9YOGyPv37x8+fHjPnj25ubnPnz+nA/J/ExiGqa+vt7e3P3/+PJ7wdE5aDWJvuXv3rp2dHY/Hm4Csb6Ohra3t8OHDkPLS1tY2NzeX3jf83fgRJwL631+bXUMz3r9/7+DgAHT/rin+vwxaNj969GjevHmkkNZkoaenB4oHtre3q1Zh+a34brqTrAwEE9bW9+/f29vbQ7GaKbqPH4zSsHvnzp0ZM2aMFvw2iZiw2eYH/d3JSkituvw7wDAMj8eztrY+c+YMnqL790Mmk125csXExKS6unoSlRl6UQQLhol0y/kFwXt4QlyiZTLZ69evTUxMTp48qdnWMQW1YBimoKDAysqK1OeYrGawjvzRdMfq4lwmhu7V1dWGhobHjh37sT3O/yZoegHdSQrlSQRd4ngiJ+qfzUQAH36gMOIP3KumpsbExOTEiRO0e+Pvvq+2g5ZE+fn5hoaGlZWVE+mVpRb0AvqPpjutSKiWR/utqKurs7CwyM3NJQrVFN3HBM3sixcvGhkZVVVVTaIX+2hbChODn5LuEwm5XF5fXz9t2rRNmzbRvnuT3S4tgFxZieDo0aOWlpanT5+G4/Sc/B9ZDmkN3THGHz58sLOzy8jImJLuP4CBgYF9+/YhhGbPnr169WpIkcIwDNkO/y9Am+je3Nxsb28PGTEBf1lo2W8CMSp0dHRwuVxwX/Xx8fkduQ3/cGgT3VtaWuzs7Pbs2UOOTNF9PGAYhuQHxhiLxeLq6mo3Nzdra2socUPyAv31+ozW0F2hUPD5/OnTp+/fv5/eqpjcVv35oPU9suaRy+VNTU1GRkZRUVG9vb2gHE7wjs+kQGvoLpfLv3z5MmPGjKNHj07RffxglIF/xBWZ6Dbnz5+3trYmoauMSir3vw9aQ3eMcVdXl6ur65kzZ4in618/+f5yQNAdfO7q6kIIpaamkqi0v74/tYnu/f39Pj4+Fy9exOqyO01hNLA2oYmPk0Qi0dHR8fPzEwgEE+P4NOnQJrrL5XJfX9+CggJiiJxSZsaEqsM2VirxPT09CKGYmBiIbJpEv7EJg5bR3c/Pr7CwkNB9SrqPCdJRqgJCIpHo6uouW7ZswvJeTDq0ie4KhcLf3//OnTuYclOb7EZpB1hJlGBr6fnz5+bm5levXsXqwhj+SmgZ3QMDA0m1aDxF93EDOkoqlRLHgb6+vpiYmOnTpzc3N+MJcfL7E6BNdGcYJiQkpKKiYrIbomVglMmPiHQQiUQBAQEmJia5ublYJbPnXwwto3t4ePibN28muyHaBJrKZWVl586dO3To0OrVq52cnM6cOQPfwmD4L2jwWkb3qKioyQ3G0ToQEvf09IC3DODhw4dwnLiI0WWQ/1ZoE90xxtHR0Q0NDZPdCi0DsbvfunVr//79y5YtMzU19fX1JTXa8X9DtGPtojsoM5CW5K/XMjWAJDuB9SVtdaGH/mYCAAAgAElEQVTzE0EyV/qH8CuJRFJRUfHPP/8ghF69egWJWslPRrup5rRNmIoj+ZNDK6formVQ++AKqhocKwMhMA/+ErLKZLL29nZPT09fX18otz1mYBodY8CMzGxM3+gPxxTdtQws4qpNwcXygsSUDKZdxMrLyxFCBQUF8pHl+9RitA6XK2s5kRtJpdI/drd7iu5aBuIYJ5fLW1pagoOD79y5A8tNKDxGTmNGVkNhjQFg9ooVK7Kysn4hO5mRZcz+NEzRXcsA4hM+t7a2IoRgW5SAYRgof4CV3r9YKbZZA0AqlT548CAhIQH0mTHBKGtLkSoPUJNLc1WfPwpTdNc+EAHf1dVlaGh4/fp1IlAVCkVPTw/JUKu6BgVtm6SurqurMzMzI8YuOuhJ9aZqV6tqX8Qf6202RXctA/3g7e3tkG2cZUaUSqVtbW21tbU1NTXd3d1wUK1eXlJSMn/+fBgemmM71BYFousYk4Ic+A/2VJ2iu/aBlBjo6OgAusNxQvrGxsb4+HgDA4M5c+asXr0aygcQNhNdSCaT7d69Oysri1x5PL2qUCgGBwe7u7u/fPkC1bVaWloaGhpevXpVXV3d1dX16x7010PL6B4cHNzV1UUsYlph/PpNIA7rFy5cIF7swGko6sTn84VCoYODg4ODA51dg3RaTU2NsbExuM3ACZrLJZClcE9PT15eXkhIiI+Pj5ubG0JowYIFCxYsSEpKoreuQLmHJsFQhJFG7gIHyRgDVUoulw8ODq5btw4rSy1gyv6DVWxNmLJWjdlp2kR3jHFYWBgtP/6bMp5YP4RCIZHupCuqq6sdHR2BdsPDw1AhAwJSiYovk8lqamqsrKycnZ2/fPmCxyc7mJGZ7oC7ly9fNjMzg5zxoLKDct/f309+CMUDoT1tbW2PHj1qbGxklBFVcrm8srLy/v37VVVVfX19GONTp055eHgUFxfDIJTJZB8/fnz58qVQKASnTmhGQ0PD69ev4bNUKh1PCRAto3tkZOREFnv4M0GkuFAoNDU1zcvLI8vHwcHBd+/elZSUEDX64MGD3t7ekAYV6N7f319cXGxsbIwQevz4MaZqWI+HMXARWO8yDHPjxg2EkFAoFIlEBQUFt2/fxhj39PTs3bt3586dnz9/FolEGRkZt2/f7unpOXPmzPz58xFCNjY2ZD195coVhJCenh5C6NSpU0NDQ66urhwOByH07t07jPGaNWugVGBUVFRpaSnGmMvlpqWlTZs2zd3dvaamZvxdpzV0h0EcHR09YTU4/0yQpSHGmM/nQ6nUoKAgf3//efPmzZ8//8uXL3BCVVVVWFiYra3ttWvX4PzCwsLY2Fg/Pz+EUFpa2osXL2gTimaXd9ZGFXxmGAbICgvi7OxsPT09KJEL9K2pqWEYBiFUUlJy/vx5hND169efPn3q4+MTGxsrEomePXumr6+fmpq6d+/eoKAgU1NTgUCwYcMGhJC/v//Hjx8vXryIEPLz8/P19YWDCoVizZo1CKGwsLCTJ0/CbD/OxbHW0B2eJzo6etJrrfw5aG9vj4qKcnNzmz17NlRjXbBgQUtLi0gkun//vrm5uZ2d3fPnz+Hknp6ey5cv6+vrg+Dct28f7Xjzw7h+/bqBgUF9fT3DME+ePLGysmppaWlqakIIweeKioply5YNDg6uXr0aIdTa2jo0NJSdnW1gYAB1jC0tLcvLy5ubm2/cuGFqalpVVcXn8z08PD5//owxtrOz8/LyKioqKi4u3r17t4+PT39/f1ZWlrm5OahhAHDnHFO51Rq6g3QPDw+HWiv/Ta0dK4WrWCwGspI1KFm+Y4xLSkpmzpyZkZFB0oMRKV5TU1NaWrpx40YOh7Nx40awuBPXX80uYnTlbvAakMlkV69eNTAwAGpKpdKtW7emp6dHRkZ6eHgEBAQcOXJER0dn2bJlUql0wYIFBgYG4H5sbm6uo6OzePHia9eusUoc79ix49OnTz4+PqDH29vbGxgYQJVMCwsLhNDnz5+zsrIMDQ2htUQTGw+0hu7Q0cHBwaDP0W/3PwiyMgP2EwuGSCRqa2szMjIKCwt7/fp1UVHR3bt3y8rKMMa052NPT09ubi5CaOHChTAkBgcHx8ypRMQnfWZxcTFCiKyMoU6qq6srj8fLy8uzsrKCVDYYYy8vL4RQTk5OTk5OVlaWiYkJj8e7ffu2qalpcnLyrl27Vq1aZW5ufu/ePaFQqKurCzPGtGnTHBwcrl27dvXq1U2bNsXExDAMk5GRgRCis0DTQ1EDtIbugICAgOrqavwfprsGJRW+unv3LhS8NzQ0hBrZXl5etFQGI4lcLgcf4MLCQrIeGKdhl7RBJpNdvHhRR0fny5cvMJb4fL6Li4uZmZlMJjt9+jRCyMDAoKOjQ6FQrFu3DiEEmwAHDx40NDQcHByE0QKTzK5du3R1dT9+/Aj5njZv3tzT0xMUFOTl5dXU1PTixYuIiIgFCxYwDJOens7hcMAwSjNhzBGrTXSH0OyqqiotctKYSECeKYlEIhQKOzs7hUIhn8/n8XgCgYDediVd193dHRQUtGXLFnLwB/YxLl26NGvWrPfv38O/g4ODcXFx4eHhGOP29vaYmJiEhAQwwvB4PE9PT2tra2dnZ4RQZGSkRCJpbGz08fGxtbU1NTXV0dFJSUkRiURCodDMzAxWun19fbBIhbXv6dOnh4eH165dixACRQ7WHnIlNLdWm+gulUoXLlxYWVlJjkyRnoA2itMeMqyMGqwe43K5bm5unz59+uFt/2/fvt26dQsUaLgRkJuEnsBXcH2hUPjixYuioqLHjx9Dgvnh4eGGhoaSkpLr168/fvwY0iJgjK9fv56TkwOL0erq6nXr1m3ZsuXevXv9/f3Dw8PFxcVHjhyhH3acA1Vr6K5QKMRisZ+fH52J4I/1zZh40J5bGnzTae9cmUz27NkzhBDohz8MenSRi4vFYroZ9AYq2YEC4z1cgXinkU1TOALDZmBgoLu7G2JKYH8XFrJEZR+n4NMaujMM09XV5enpOZVnRjNIsAWQCXbyyREShYQxVigU9+/fRwhVVFQAZcezzcQCiFWJREJ7GoOAl0gkxCIE+iethUJLyCKbRF3RbYDZib4dnEx0dHLyOPVbraE7xritrc3Z2bm4uPi/7Crz84BhAOL20KFDNjY2r1+/Blb9AN0JVJeJ9GxD24XIREQvoPHIVAiMMuUtnDMwMEDvD5A5gb7XeKZ6baJ7a2vrzJkz6WCzKbDAYhjrK1aniUQiR0fH+Pj4nynPpPouiOcMptQVjDH4ukAzSECW2iUyHQLLkt8kLJ2oMd+lz2gT3RsaGhwcHC5duvSftUKOCUIU0IaJYkNAEys3N1dHRwe8UPBPiHZlyMf/fx1g1lS9mlp/RuL/Q0YFLfJJTBbR2ulbkGaPv0Sr1tCdYZi6ujp7e3sulwtHpmQ8DVUxqeooiynNvr6+3tzc3M/PTyqV/kyZGnqvR/V2xE+BHmnEm5KIefLzoaEhoqwTKQ7/0mIePgDpVX2DNUCb6N7Y2Dhz5sy8vDw8gaJdbaoWuTJhC6aky2hNmtyMRWQhSLZd6+vrU1JSzMzM/Pz8Wlpa8HduTP7hYEYBfKtNdP/w4YO9vT2EI0zki6H9UggngEBqF80/vGXzmwBaDca4tLTU0tKSw+Ho6OicP3++s7MTK1XtP6e1P4m/h+6NjY3W1tYHDhyYyPsS6VhZWXnhwoXjx4/funULiIKV1mWWiYAsLcavU/5WkLu/fv06PDx89uzZ5ubm69atA78uojOMmVlJK/D30L2pqcnCwmL79u0T+VbAIJCTk6Ovrw/72Lq6up6enmT/j2EYEJASiYS2amPlrj7LljzBYKXcEIvFzc3NZ86csbS0dHd3b2pqwkrR/nekeP976M7n8y0tLSGKkRycgFs/ffrU2Ng4ISGhrq6uvr6ey+Xq6uqmpaW1tbWRJRdRGPBIO9qfIC9ZgxBjPDg4eOLECYQQ+Kj8CY38Vfh76N7W1jZ9+nTwJp3IN7R8+XIzMzMizoVCYVhYmKenJ7jOfvjwISUlRVdXd9euXeDuh8e3pT/xYKjy2TKZbOPGjQihJ0+eYOXG/iTOQr8Kfw/dhULhrFmzUlJS8ARyqKGhwdHRMTk5GZwNyfY4fPv161dvb++AgIDk5GQLCwsHBwcyKuiMuJPIeGJup6U7fG5tbTUyMvrf//6Hx2HC0xb8PXTv7u6eO3fuBNMdwiCI/x1WmjLA6Hv69GlLS8tXr15hjKurq42MjM6ePQuBm3+mpGSUC+jBwUG5XO7m5mZvb19XV4dH7t1oL/4SumOMu7q6nJ2dN2zYwExgOfOioiKE0LZt22jVvKamJiYm5tGjR/Pnz1+zZg0c7O3tNTQ0TEhIACWH5R01Ma3VDHrCwRjLZDJPT08DAwOIrvgvVDTQMrrPnTt306ZNeAInX6ja5efn9/XrV8JaWK3m5+eTZKJdXV0rVqwgGV3w9+T6+a1gGIaELdNr6OHhYZFI5O3tPXfuXLBI/rGJHX8htInuPT09Tk5OW7duxRMbvHfmzBkDA4NDhw6JRKLW1ta8vDxDQ8P169cD1xmGuXv3ro+Pz5w5c65evUo8aZk/ZrOJ+KUAhoeHwaAklUptbW2XL1+OqY3VyWrkxEBr6M4wjEgkcnZ23r17N31wYu5+7NgxAwOD6dOn6+vrI4TWr18PO01isXjjxo0WFhasfHESiYQekJMo41nla+gcv9euXTM2Ni4uLsZUwrqJb+FEQpvoLpFIPDw8Dh06RB/83fcldHn58uX9+/dfvXr16tUrEt28detWhBDJW4RHqVE66SoNeBeStg0MDBQWFiKE1qxZA7tjf4fDzJjQJrrL5XI/P7+J95khgWdEuwVtGALmzc3NXVxc9PX1HRwcvLy8iIynPVonl0l0aIVYLG5paTlz5oyent78+fMhRxXxdZvERk4MtInuGOPQ0NALFy7gyTNmE+6CpIyLi/Pw8IiKilq0aJGXl9fKlStbWlogjoHsyU8u3YkLg1QqPXHihLW1tampKUIoJiYGRub3xr9pNbSM7lFRUZcvX8YTayRmuVzTEQnE25vo6GRt+ufowdDswcHBlStXIoQ2bdr04MEDMmj/EAvSxEBr6A4IDAwsKirCv2EJSKQg+UuiieEEtW6PtFsVLcU1VH2ZFMCDQObUyW7L/2WGwSqRUL8bWkb3oKAgsCT8PosHbX5ub29vbW0ViUSg/vb393/79g3uCwK+vb29vb29q6vr8+fP7969e/z48ZMnT8iiUFXkTxaAUkFBQQsWLJjclmCVMCtmfFHVvwRaRveQkJD79+/j30B3OlkKVrro7Ny5U09Pz8jISFdXV0dHR1dXNyQkhCSYF4lEiYmJSAlwD16/fj1dX+RXNe8nQeju6+s72W35Pxs/y5NnAqBldA8LCwMPvl8OWudmlMkeVq5cCbE/CCHIT+vl5QVyHRajCQkJCCEjIyM9PT1Ib7t8+XLQZOjVxZ8g3THGgYGB3t7ef0JLxnPwd0DL6B4ZGUknzfvlYBl8Dh8+TIQ3GDRmz56NqfkXFn+w9wR/ExMTiSXk97Xze0Ho7uHhMbljD1S7oaEheh9gwqBldI+Ojn779i18/rUiAdRxYqaADwcPHtTT04P8/8Bma2trTNF9y5YtEN9ERkV8fLxUKiVXgFpCk6vVkLVgYGCgm5vb5JqMWLtvrLiT3w0to/uiRYvq6+vh8y/nEBHt5AWcO3eO8BhIb2VlhanxsG3bNkSBw+EEBQWJRCI6q9uka/A03V1cXCZ9O2loaIgusDWRjNcyusfGxkL1Dvwb6M66oEwmy8nJodmso6MD0h0rDZfgRECfAHSn0wb9jqZ+FwjdFy5cOHfu3Emne3l5+YYNG3Jzc9++fTu1VNWEiIgIiBBVTZapCgiLJv+yDF4scy/9L/nV8ePHQagT2NraElfHoaGhQ4cOoZGIjIwUi8Usz3Ks3NChzczwgRwc5yOMc+QwysxbJD0deLdbW1uDzqYhcYjqpeh2jrMB0ANkAQPJSxiG2bt3r729fVpamrOzs4GBwfXr1/EEbslpDd2hRwICAliV90Z7AZCdkAhXupw5+SGJWVbr14U10h2adPz4cbDbEISEhBDHYJlMBor7+DnKKFOBqn0iULfo08gjkEy/qvdiGObdu3dgRNLV1U1KShIIBKpD/cfs3woVkOclfUvcLWNiYhBCDx48kEgkAwMDubm51tbWUOxyYqA1dAeyxsbGko0ePHJLiFGmmZVKpUNDQ7BGlMlkkFG/p6enr69PKpX29vaKRCKRSCQWiyUSCdgHyJsmIwTyruTl5WmgO8Y4Ly8PzO3ktMTExK9fv4LKDo0Ri8Vwu/7+frg1tKGvr08sFkMzBgcHYcoiFwfbxZjSlwxa+jM0XiKRSCSSvr6+np6e1NRUhBCYSvX19Q8cONDe3t7b29vf39/d3d3Z2dnT0yMSibq7u6HN0HVk7Y4pWo9HxjNKyzo8AjwLn88PCAiAJHDkxWVkZBw6dGhKuqvB0NDQkiVL8vLyCgoKuFxuUVHR9evX9+/fn5WVtWvXrvT09LVr16akpCQkJPzzzz+xsbGRkZGhoaELFy6cN2+eg4MDFLWys7NzdHScM2fOvHnz/Pz8QkNDY2JiFi9evHjx4vXr12/atGn79u0HDhw4dOgQl8uNiorSTPerV6+CdKdPW7ZsWUxMTHR0dGhoaEBAgKurq6urq62trY2NjaWlpYWFhaWlpY2NzfTp0+3t7efNm+fp6enr6xsUFBQVFbV48eKEhISkpKSNGzdu27YtKyvr8OHDOTk5x44dy83NPX36dEFBQUFBwZUrVy5dusTlci9evHjhwoXz58/n5OQcPHgwMzNz/fr1iYmJUVFRCxcunD9//uzZs0FtoJ8CjKrm5ubTp0+3sLAwNzd3dHR0cnKaMWOGj4/P/PnzAwICwsLC4uLikpOToXLGvn37Dh48eOTIkdzc3PPnz1+5cuXGjRtFRUUlJSV37twpKioqKCi4cOHCqVOnTpw4ceTIkU2bNq1bty4+Pj4pKSkxMdHPz2/BggX6+vrQb2Stf+PGjdOnT08YhbSJ7sPDw5cuXcrNzd2zZ09WVlZmZua+ffuysrL27Nmzc+fOLVu2rF27duXKlcuXL1+2bNmiRYsiIiIiIyOXLFmSkJAQHx8fFxcXFxf3zz//xMfHL1u2bPny5StWrFi9ejWwfPPmzTBy9uzZs2/fvszMzOPHj3t4eIxGd5DEEMlKQ19ff/PmzevWrYOxl5iYGBkZGRERER0dDR8iIiKioqJiY2P/+eefZcuWpaWlrVq1as2aNdCMLVu2ZGRkbN26defOnVlZWYcOHcrJycnOzj58+HB2djZw+uDBgwcOHNi/f//+/fv37du3d+/evXv3wmlw5qFDhw4qkZWVBSXHCKBcY2pq6o4dO/bu3ZuZmZmZmZmdnQ00PXny5LFjx3Jycg4fPgw3PXLkyNGjRw8oQd80KysLPuzbtw/ac+DAAbjv8ePH4cihQ4d27ty5e/fu3bt3GxoaPnjwACvF//Dw8N69e0mO2wmA1tCdLHpgisSU0YOlxQJAixCLxaBXQAJ/yHHHjEyVT4PWO4eHhy9evDga3eGy9+7dY9Hd19e3tbWVaEQQQATKDOgzYrF4YGAAtBcNRhKWFk63WS1Gu45EIuno6AgLCyPKjIGBwYIFC0QiEWga0Eiyela9Hatn1IK1oiCPT76Fv1BR/tmzZyDai4qKrKysrly5Mtplfzm0hu6k74jRg2wJqX0TDFVtlIbqimo0MAxz7NgxDdIdY/z06VM4Tk4zNzdva2sjTaUtMzTUcvdn+kfzMODxeEFBQeD/4+Dg8O7du/Hcjmaw2uNk6az2t0RrVygUsFoF2y7oTi4uLgihlStXTuQ2nNbQnYDlT8cCQy3dCMC/hTa/0HMCix8g8OB4dna2Zt29srISTiCn6enpCQQCliFyNEKM9prJcZpqzCielZqHCvxkeHj4y5cvT58+ffLkCY/HIwU21Ipz1tVGG0ia78v6ijgaYYwLCws3bNiwefPmFy9ekDDI0a7za6F9dJ8AkHd59OhRoDJhs52dHaZqVZeVlSHKiYDD4ZiZmbW2tuLx1aGewgRjiu5qQNNdX1/f0NCQENrGxgbOAeXq1atXHA4HPIRBtOvo6NTW1jJUFmw6VHQKk4spuqsBS7rTIHQHvH79mtbdgfqQlAugdkE8hcnCFN3VQAPdwUUMK9XQFy9ewHF6b7WmpoZcZ9KeYQrqMEV3NVDV3XV0dGD31MLCAjZiYXXF4/FAjSHajomJCfhs0r4J/4X0i1qBKbqrgWZlhpbZDQ0NxsbG8JWBgYGRkRGiaq6z/CKnMOmYorsa0HSnt985HM60adMYyiOysrKS5TNjbGxcXl7OSjIzpdX8IZiiuxrQdHd1dfXz81u6dOn27dszMjLS0tIwtcXb09Nz7Nix8vLyxsbG+vr658+fkwzALDP/pDzIFFjQRHc6bz9WOgnS8zJdml5BFdyCHXuGcihVG7GioBK5gCMe+YrwA34FReEUI6On6b0Ycpy42kEqL/KZXFmtTZDlOk/kN/mXtSOjdQZ1RsUpALwkGOX2/qREjk48xpbuqvuCMiWwchFG+hGcb7GSK/CX1CWFLWVMOQJgdcIPzunq6iLby4R58FYUypAFcim5XE6Wg3QmR+J5QreKJAElDcDKFJD0wxJaM8rgBrrNY/bbnwPo4dHchOjTJrJVk4JR6Q7M+Pr16+HDh2/fvg0HQUxWVlYmJydDRgB6D4WQuKamBtyasZJnfD7/yJEjR44cAZs0LVro/XapVAoOjyKR6OLFiwkJCaGhocHBwUFBQefPn6eFdElJydatW0moB3EcGBoaysnJWbZsGcMwvb29AoEAU3MLPTvBSCADaWBggHZPYI0H7TWfa+A6vAXixqOlD/hdGEO6C4VCa2vrmJgYrOy44eFh8NNftGgR+ELRYchQtjM1NdXe3n5gYACONzQ0LFy4kNinT506Ra7f399PQl1APC9ZssTAwKCtrQ3iRE1NTe3t7e3s7KZNm3bt2rW+vj643YoVK9asWUMcQuBqwNEtW7ZYWFhgjE+cOOHr6ysUCmHI0ZP1wMAA+S0AK8Wb2kzn2qt/j8cljhnFne7vw6h0B/6JRCJ/f39PT8/Hjx8/ffq0u7sbmPHkyRN9fX2yfUgkR15enoODA9AUuk8qlbq6uiKErly5cv/+fTc3t7lz5758+ZJ8izEeGhoqKyt7+PAhj8dLTk5GCAkEgrNnz86dO7elpUWhUAwPD2/dutXU1BSmFAi7LCsrwxh3dHSUlpaWl5d3dXVBYx48eFBTU9Pe3r5kyRIzM7M7d+5gjCUSSWVl5atXr2pqaqBU2MePH9+/f4+V89izZ8+EQiHDMAKBoKam5s2bN+SCBAyFX/kSfidG47palx4teq4fgybpLpfL29ravL29YXvFzMzMxsamsLAQyvrMmjXr5MmTpI4u/L158yaUISeb7Z2dne7u7hkZGX19fRhjLpdrYGDA5XJJz4rF4vT0dDDhcTgcQ0NDhFBLS8v+/ftnzJgBGRoUCkVKSgpCCHZwysrKbG1tGxoaGhoaXF1dzczMEEJRUVEvXrzo6+sLCAjgcDiQrh8hFBAQ0NbWtnjx4mnTpiGE9PX1Fy1a1NTUtGLFCgcHB3jlnz59sra25vF4XC7XxMTEwMBAR0fH29u7ubmZ5fM9pgb8p4FFdKLbwL+gQI4Wqvv3YVS6w5Pz+XwnJyeEUH5+/u3bt8PCwjgcDiw9IyIiEEKgFdALUIlEcunSpVmzZpEjtbW1oCHw+fz4+HhLS0s+n88onahKSkosLS0XLVp0586dK1euACO7urqys7MRQsuXL09KSoqLi7Oystq7dy/GWCwWx8fHQ7mYnTt3Wlpa1tfX19XV+fr62tnZlZSUREZG6unpVVZWwqbPkSNHeDyejo5OTk6OUChMSkqysrIqLi6+fPmyra2tUCiUy+U7duwwMzP7/Pnznj17PD09y8vLKyoqZs+evXbt2sHBQTpXjNZJdxYYZSYj1dzFWv1c48QYhsjGxkZzc3MHBweQB2fPnjUwMGhvb5fJZAkJCbq6unRmZ2KXLCsrc3d3h7rp8MOhoaGioiJ7e3uEEJTfIDhw4IChoeGjR48wxmKxODIyksPhCAQCKGhqYGBgY2MDmzheXl5v3rxhGMbX1zcvL4/P5+vp6YEhHGN88OBBIyOjrKwsLy8vKysrsVgcFRWFEOrq6hKLxdeuXaupqcnPz/f390cInT17ViQS6evrHzlyRCwWT58+PSgoCGPc3t7+9OlTHo/36tUrd3d3Jyenvr6+wcFBtY7m2giFMnZ7z549jx49gpqY+D/jyqaJ7sPDwy0tLZaWljNmzAAJV1payuFwNmzYgDGOjo62sLAg5j/acFtSUjJ//nwwlmOMpVJpRkaGgYFBWFhYcXExCHXSuWFhYba2ti0tLUNDQ2KxOCQkhMPhgOQ2MjKCFHkMwzx8+BAhVFtbm5eXN3fu3CdPnpSWlhoYGBw8eBBOKCgoQAglJyf7+/ubm5sPDg4mJiZyOJxPnz6JxeLY2FgOh2NnZ2dtbY0QKiwslEqlfn5+ERERjY2NZmZmTU1NGOOioiLYJV22bJmBgUFgYCDJdwU9QFtstAW09gKNf/v2rZmZWW5uLmvvgizfWfmQ/xqMocw0Nzfb2tqSHPiXLl1CCD179kwikSxZsgQhBHSn98yHh4dv3Lgxf/58OCKRSDZv3mxmZpaTk8PKkwESZc2aNQih8vJyjHFHR4evr6+5uXl7e/vmzZunTZsGq0m5XN7Q0GBpacnj8Y4fP75x40aJRPLkyROEEFTxxRjv379fT09v//797u7uHh4eQqFwwYIFtra2nz59OnXqFELozJkzra2ta9ascXBwOHfuHMb4woULNjY2ixcvjoiIkOz1/qkAACAASURBVMvltbW106dPj4yMbGho6O7ujo+P9/T0bGtrow2mDOXIri2g6Q5PUVNTY2pqevz4cWLApWlNXhORZX8N6TVZZjDGFRUVenp6pqam9+/fv3HjRmBgoJ2dHejusbGxLi4uqr5+crm8oKAgMDAQehlIiRA6depUWVkZpI4gXcwwTElJibm5eURExMuXL4uLixFCTk5OXV1dkI8uNTUVgvMjIiIsLS2vX7/u5eW1fv16jPHXr1/9/f19fHwgPt/FxSUpKenly5e2traurq7d3d0Qj/z06VNI5Hv48OGysjJfX1+EUHp6Osa4ra0N0liXlpZijL98+TJz5szU1NQ3b97k5+ebmJiYm5sLBAKybQwPqKVbqpjKo1ZdXa2rq5uTk0PM7WRvm6XS0Dt6fwE0KTMMw1RWVgYHB1tYWHh7e9vZ2SGEXr9+jTH+/PkzQmjHjh2gw0A3kZ56+/btv//+izEeHh7++PFjUlJSREREQkKCt7e3k5PTxo0bW1tbyTuQy+UnT540NjaeNm3a9OnTTUxMlixZ0tTUlJWVZW5ubmlpCaNFV1f31q1bhYWFs2bNevnyJVYajmA9YGRkFBcX9+7dO7lcnpqaum/fPrlcDnPRli1bCgsLZ8yYgRAyNDSMi4tDCLm5uTU0NAwPDx88eHDx4sXNzc0YY4VCkZycbGxsbGtra25urqOj4+Hh0dHRwdK+tE6PV6V7VVWVmZkZvQFCzhweHv769Wtubu6rV6/wX+e6PIYyg5V+AZDpinx7/fr1BQsWEE0DDkLeKfhMG61hL5OAbPHQd2lsbKyqqqqtrRWJRCRcV6oENABu8enTp+HhYdjDkslkEomkra2tvb2dNO/r16/k1k+ePAFTfWVlZXZ2dmlpKdj4b9682dPTgzFWKBSwXIPri8Xi+vr65uZmmUzW0dHx7t07UhBYtWe0AsRGjCmjZEVFhbGx8enTp+XKjHa0oebEiRM6OjpHjhzR6u1ktRiV7qpeU8SDpaOjw97efsuWLWQZx1CZhli9QxxmALBnxLoREfPkK3KQVpTB74BUOYUPZEFMGsC6Av1zuhmYSllDa+dDQ0P9/f2qF9RSqKX78+fPORwOzMAs8Hg8Z2dnWOqwfAT/AozhRAArM3oeh3+5XC6dohuPzMgDHUTPBmQvg0wFNPloyrKG2cDAAHlV5CvygVyTZUgGvtIFIuXKRD+s4UdOwCPL5cG8zxqZ2vjWaaKTz0+fPjUyMtq/fz/8S9w9BAKBr6/vvHnz5s2bx+VyWYuWvwCalBmWxzbpLDpnCLFUjLZJQbOQuGqpvTIeySeabeQDyZusWqSXNIPUMWQoVxAyJ7CaTS5Oe/5glang16ZAmkiopfvjx48RQrGxsbW1tZWVlSUlJR8/fhSLxdevX9fR0SksLExISDh79ixWcb3WdkyFd/xXQOje19dXXV1tZWVFAnARQmlpaf/++y9C6H//+9+3b99CQ0NzcnLIJtRfgym6/+WgwwOIkO7r63v27FlxcfG1a9euXr16/vz5J0+eFBcXW1paGhgYzJ8/H/azDx06hCnX6N+KiZk5p+j+H4Iqa4mNAf4+fvy4pKTk0qVLc+bMWbFiRWlpKa0o/u62jemo/POYovt/CLAeA0rRYWisyD25XB4SEnLv3j2MMaxiJ0B3J4Emv9X0OUX3vxyMSgpf2rpK75kQGS+RSHJzc0lyqIlxmpii+xR+GViZhMlfmsosUzI5MjH1kKeUmSn8ShC6E1MsMzJVBEPlz4GDxNd/AgyvU0vVKfwCkG01VQUGj5To9FckATwePa+8NkJr6E5EEWv0q+5bYeUWLH0mS2yw3p+qXCEXJPlq6BNUnSInzLeE9VDkM4miJJkURrMejnacPBSrN0gBQHrHSvVXavfL/zRoDd0JiNLJypOhudQRATmHJgQr+Qe9gGPdmp798STF8DNUyCxJNIBVhhxDuTmpbTzGmFVKElPVW8l1yAmspFp0pItcLh8aGvqTiQ7QGrqTBZOqN6UGqFrZRoNqgjTWZKIYmYILwKpOPAG8Z2Wkoj8T8rGqHdGVxsgHmvqq+eEwxlB0lvxLf0t3KX2OhinlD4HW0B0gV2YCIm9Ord0AXh4EobEc+ojfDoAlzIjvPvmWDtpn1fVlKbUTo8xAS2ARSe4LnQCimg69wxQ1GSrXn9oVIRkDdA/I5XLwt2Mp96wLshz7/tiAL22iu5zKjIdHpoYk3h1qHR7JafS/JIMfHuluCfMySzqS3yqUhcqwcqjAkJgsV2GJRAJcZzGM+K7Cv+TpFAqFWCwmA0BOZdXEI8Uz6R9mZKIOPNKJks4TijEeGBj4k1UaraE7rcM0NTXx+Xw+nw95YOjTgHb9/f18Pr+wsHDTpk1ZWVnPnj0TCARkJND07e/v5/F4paWlOTk5XC6Xx+PR0zQ96Xd2djY0NLS0tLS3t5PMZOTMCQtyIwymXVna2toaGhr4fP67d+8EAgHNcrK2kUgkTU1N//77b2xsbFRU1IMHD6CGFJxJOz83NTWVlJRkZ2cfOHCgqKjo7du3IpGILIVp9ldXV3/48KGlpaW1tZVm+R8bA6U1dMcYf/z4sbi4GBJskJzrZ86cgUSQENmEMX7z5g3EuZqamlpbW1taWhoaGhobG2/atKm1tZXIIZFIdOfOndjYWDqD+7Rp07Zv315bWwvnAFd6e3uLi4sjIiLoopMPHjxoampiSbIJMNixlLeOjo5jx45ZWFjo6urCg7i7ux8/fryqqoqcIxaL79y5ExISAllMXF1d3dzcEEJWVlZZWVn0me3t7YcPH7axsaErOJiZmaWkpLx7946+b0NDw+HDh+3t7fX19SEX4ooVK65evcrn8/GUMvPzkEgkiYmJRkZG2dnZhYWFZWVlt27dgjRM4eHhkDYDY1xfX79gwQKEUEpKyqlTpyorKwUCQVVV1dKlSzkcjoODA8TyMQxz4sQJSFq2devW0tLSgoKCZ8+eZWdnQ6FdCNaGuWLPnj0cDsff3//69esVFRU3btw4fvw4QigkJKSwsBBS8LGWBBMAsVh8+vRpBwcHHx+fvLy8oqKipqamZ8+eQZ1eGJDQsN27d3M4HBcXl9zc3Pr6+s7Ozs7OzoqKCkjc6e/v39LSgjGuq6tbtGiRkZHRypUrHzx4UFJScvfu3erq6gMHDujq6nI4nOfPn8PwrqysNDc3Nzc3v3XrVnFx8b179+7cubN//35jY2NfX18I/P0z8d10h5f67du3DRs2BAcHe3l5lZeX0wofHWFErBn0DEh/oBeFRC9k6c3wd/HixUZGRoWFhXhkmFJDQ8OBAwfs7e3b2toGBgbs7e09PDxevnwJqgtRskUi0a1bt8zMzKZPn44xhqw1YWFhdXV1mJqjGYYRCATAg/r6eoVCsWTJEkdHRxCBJIhWLpe3tLSAo+yHDx/wSGUAq7Bfs1oPg4rsXxK1mNUV8C+5rEQiMTIySk1N7ejoYK0cXr9+DVkY6uvrr127hhDKysqio4eBtXw+n8vl6urq+vr69vT0uLq66uvrFxcXk4UQWZ6+evXK2NhYX18fY/zo0SM7O7vjx48LhULa14BhmJaWloiICAcHB5YeyFAxr/CXqIKvXr1KSEhYvXr1li1bIOKe2EZ/h/j4Een++PHjGTNmLFy4MCcnx8vLS09P7/Tp0+QlAeisvBKJpKqqKjU19fDhw7DMp/dEWG4SJLaIBJJijG/fvj179uwrV64A4Vh14kUiUVJSkrOzc3R0tI2NDdTPgPFDsr9jjMVi8ePHj01MTFatWjVv3jx/f3/iBSWnUsVjjD98+JCQkBAVFZWZmWltbQ2nwSsk6YIxxq2traGhocnJyTQ/VI3TGgQ/8ODdu3fnzp3LyMi4efMmnayYvheL952dncHBwRERERBgTo6T533x4kVISMi6detsbGyWLFkCOgamxiGh8pUrVxwdHRMTE/X19XNzc1nvkexyQPrEpUuX2trapqSkEBuOXJnxHI6UlpY6OztzuVzW7egOIZctKSkxNDR0dXVNT083Nze3sbG5evUqffIvV4q+m+6Dg4MWFhaLFy8mD/zkyRNDQ0M6/p+hIvowxidPngQt0MLCwsXFJT8/n5ypaqlVNXgJhUJLS8sNGzbQ3KX3/DDGPB5PX1/fxMRkzZo1RLslH2gNG/QQS0tLmOsxFRBIUwrSSiKEdu3aRV+EzDbAy4aGBhsbmxs3bmCMgXlCoRBMH4wy2lVVQmPlUJdKpXw+f+HChaRwX3p6OmGwnArIoM2LQ0ND+fn5HA4HEo7TfUgvHoqKikxMTMzMzD5+/Kj6gITWAwMD8fHxCKGgoCDyc5isGIYRi8Xwq4GBgePHj1tZWc2ZMwdqrdEsx0qBPTg4eOzYMS8vL+hVlsQhbYAbzZo1Ky4uDoqM19bWxsXFzZs3r6ur6/eVEvluuovFYnt7+5cvX9J9t2XLlpUrV2ZnZ+fk5Bw+fPjkyZPnzp27dOnSuXPniouLraysIHsRQkhPT8/S0rKysvLNmzc8Hq+urq6+vr6pqam1tfXDhw+vX7/++PFjdXV1RUVFdXX1y5cvq6urnz596urq2tjYiEcGWTNUAkqMcXR0tLW19ZMnT9Sa5MHiBn91dXU3btxIjsMH8ji9vb1gyfbx8UEIweqWphq5Jtx91apVO3fuVO2ooaGh7u7u9vZ2sOR8+vSpqampvr6+tra2vr7+/fv3dXV1b9++hZRPMAJhXcjlcpubmwUCQXt7e29vL3gxgJgkjdy8efPMmTMxxiKRiFFmOYWvSNkfPp8P2XWgzVKplLXhD0ZJjDHkG8zOzsaUBzzdLXJlvC9CKCIign58Iv5Jh0skEgsLi6qqKrFYLBQK29raPn/+XFNTU1dXx+PxHj169OLFi+Li4rKyspkzZ9LxgfX19ba2thUVFfTVfi2+m+7fvn1LTEwk//b398vl8nPnziGEzM3NaSsHrNlh2QSSUk9PD07w8fGxtLScNm2avb29g4PDnDlz3NzcZs2aZW5u7ujoaGxsbG1tbWRkpK+vb2Rk5OjoOHv2bHqXh7xd+BdE0cmTJwMDA0nODKzUAllyQiQSgS6LKe6SaG7yQ4lEcvDgwbVr1/b19RExBrcjdm5403fu3DE1NfX19U1MTJw/f35ERERISAikN3N3d3d1dZ07d66Tk5O7u/usWbOsra0hV5Stra2tra2VlZWenh4R7VZWVhA15+zs7ODg4OLi4u3tPX/+fD8/v8DAwJCQkJCQkLCwsEWLFs2ZMyc0NJS299ESEUb1wMBAZmZmcHCwWgM8/bxNTU1z584l9TGxOr0ZrmBhYbFx40Z6Qwq6heTph6Hi6OiIEAoODvb29oYeMDExsbGxsbKyMjc3B2LAWh8r00bAFWJjY6urq+kV3Vh8/D78yFIVIQSlBMj87uHhAdHsAoGAz+e3tLTw+fz29vavX78KBAKQMQSOjo5CoVAoFHZ0dMA5HR0d3d3dXV1dHR0dHR0d3759k0gkQqGwt7e3vb2dWA+JgkTPj0QSdHZ2gtZOizoinEhZG5FItG7duqKiIhg/cmoLnZ7upVIpj8d7//49mYVV03hgas3X29sL81J1dfWLFy+ePHny6NGj0tLS4uLiS5cunT59OicnZ+/evTt27EhPT9+6devOnTszMzMzMzNhTYmoUpXbt28/d+7cvXv3nj59Wl5e/uTJk/Lych6P19zczOfzRSJRU1NTc3Nzd3c3UTPI4Ket8hjjjx8/gsJDVtL0U5DOYRjm4sWL9GqSdAgoY+SyAoGAHmNEtEOfkK+AA729vXw+H9LwQ89UVFQ8fPjw3r179+/fz8/PDwoKIosKjHFlZaWpqSlYBf4UZWZoaCggICA6OvrZs2cymayysnLbtm0eHh6Qsp2cRo/LQ4cO0fI+MzMTjpNZmFHJVqVQKOCFMZSfEzkTzlHd1yBGIVaboVaUQqGAt97d3U1ejKqDF0nRIadcwEnb5Cq7p+QKvb29WKmtshxpWCoQfYVXr15BvRPoHCcnJ6Jqk59r8F2hNQoatKVIrgSm1h7kGeEzUbXhJ+SCtGGNledHtStgYNC3ZgVS0YCKGGvXrn3//n1lZeXbt28XL17s7e0NgkmhTMyt9rc/jB+R7v39/QcOHNDX14+OjtbR0YmJifny5Qu9LiQqBNGtYYFoa2tbWFhI3jfdEQoqFS1NNdpmwoz0+sAjFUdizqMTzgDtTp06FRERQZ9Mbgof4P3RY4Y2/hANCq5A0uyw9Fo8Ut1USwW1XVpSUjJnzhyE0NmzZ8kOF8sbh+YW9AN5aripqtpGfkIWkXS/0St+2vBHr3pZpKd7g2WNkI8MuoP1hloXHXqMCQSCWbNmgf6GEHJ1dX3z5g1Wser+QoydRYz+TPtONDQ03L59G1YkY15ELpevWbPmzJkztKX2dwN6TSaTXbp0KSwsDA7Sr1lVTtNtZrk9/TyGh4dZSoVCmU89MDDQ0tKSNA+oQz4De1QHwB+Szo7lUQNQ2zDWmIf8nrW1tS9evKiurm5vb9egw/wSx6QxUqISQULbm8iAJlYqzY2AcbJu3bpz586xzIi/D7S2fe3atYULF7KmAnphR/ttk5/TdsBf2CrWEbhFeHg40F1VpqrOEuO57EQCOpM2H7H6jSXdWT+HribZETFl8xltPP+wkjMq3WmjFXjua2ixBpcg8qibNm26cOHCeIbHrwLcWiqVXrlyxdXVFaoHY8rk/OrVq3379m3fvp3L5ZKCr/AVS6X5ebD89YET5PpBQUGGhobwmcwq0Od0k+AR4LlUV+STCJqpxJDAKEHWM/SoIGND9VIszYfsGKpuzH8vRqW75gEEb4t+JA1nwrfp6elks20CXKloPbusrCwgIIAseYHuAoEA6jSBkTQtLY21CvzlTZJIJLTXMVYOKqlUGhUVBXvv9K1p0aAhf92fEFRBE5Hoq6rEUGtKJ6cxY+XX1sy08WBcReLJUkYikdAqo+q0pbaJ8GHr1q2XLl2CzxNAd1owV1ZWBgQEiEQiYpxRKBSbNm0yMTF59OhRbW1tfHw8h8Ohtwl/ubzs6+s7e/bskSNHTp06lZubm5+ff/PmzWvXrt28efPixYtubm52dnalpaUVFRUvXryoqKgoU+Lu3bs3btz4999/wTkHKylFv4IJ6E8NGB4eJq4TDJV0Fo+DwQSs00aT/eO82mgYo3qH2rvSMxcxpGi4CJyfkZExKdJdJpOVlZV5enoS10WMsVgs3r1794EDBzDGvb29Bw4c0NHRoZX7X97Oly9fwr4p2WQxNTWFDSaYXhBCdnZ2xsbGVlZW4OGso6NjYGCgq6traGioq6t748YNsoRV9U34Ve38Aai+fVW/aNYqlqg0RDdjPQ7riWB9RXa1fng201SbiTW5E8MtHd1MTh7tOqTpW7ZsuXjxIqNigvxNINyVSqUVFRVubm5VVVVfv35taWlpamqCraWBgYHm5ubQ0FCE0Jw5c6BQB5FPPylIWPjw4cP06dPB6Ab8pr3nbWxszMzMaD9+PT09kp4XcOvWLUxp9gy1IzG5dCd3B5cHTO0A0iZFliLHAs0lcsGhoSGoPs0654ehyTLDKC0wnz9/fvz48c2bN0tKSkpKSqqrq0GVJLfX4N5AL1Xz8/Mn7PXQt3j9+jVCaP78+Y6OjjNmzJg9ezYkQMQYv3v3ztXV1dzc3MPDo62tjWjPmqesH8DXr1/d3d1pigP1oUo46yDrCJxz584doreIxeLKysrbt2/X1NSMaQj+3YCO6urqqqysJIEHUJS3trYWmicWi2FvVVWIMCN3FWgb4JcvX06ePMmKtvkZjFF5Dz7weDzWC1i6dGlJSQlW2mRYYp5IVnrO3bhx4+XLl8kT/mS7xwTRxIaHh0UiUXNzM2xiv379+tGjR11dXXV1dS0tLRjjlpaW6upqCwsLV1dXesPlxxqpdu8MYywUCsE/nhbh4wTMBsTXv729fc2aNTByOBxOQkICPAhW2fyagKgi0kt8Pt/c3BycETDGjx49srW1JYWmGxoa9PX1zczM8EjhSHxAYNYiawAwJ0RFRXE4HBJqQ/+WnuXgw3gGw9h2d4ZhXr16hRBKT09vamr69OnTw4cP582bZ2FhAVoBVprMWAUw6OsoFIo1a9aQperET74sEdLZ2enn5+fu7g691tLSghDavHkzS+n8JU550IctLS2urq5EeBNFRV8J8BXT0dHR0dEBKuvq6hJFHyF08+ZNuBrUqb127VpLS0tZWZmxsbGNjQ1xCgJMZNYXwryUlBRXV1eIpbx69So0G3wrIO6suLiYiEKi55Cfs6xP3759W7BgAWw/YWqbnJxABgncAo9D2xnXrmplZSVCCJLbww3OnDmDEIL4RTCIqp39yZHh4eHk5GQulzuRRCcUp5c+xN9j/fr1Ojo6WVlZ+fn5SUlJVlZWUFoRzvxJDYG+IzSjubk5KCiIJbaJL6QqoJytsbExDIkZM2aAg35paamZmdmlS5dI4bScnBw7O7v3798zDCMWi/l8fmNjY3t7e39//4T1tlwuHxwchMAG8PDbtGmThYUFQqigoABjDH7OQGgul2ttbT1t2rRjx44RhpSXl/v5+YWGhmZmZoLbcGRkpI6OztKlSyECc/fu3ebm5sbGxjt37oTnqqmpWblyZWBgoI+PD5nfNGMMukNuHR6PZ2RktHr16ufPn/N4vOrq6m3btunr69fX12PlvEN6FrJ50Q4YDMMMDQ0tWbKEy+VOmIWYZjlD7XRgJeM7Ojp27txpZmaGEHJwcDh//rxcLheJREKhUPHTleAZpWcICCSQOo8fPy4oKCgsLLx8+TKXy83Ly8vPzz937ty5c+fy8vLOnz9/4cKFixcvcrlcLpd7//59YosE6yQs2vLz8w0MDPh8Pqt6FGhu69evNzc3d3JysrKy8vDwIGLv94EIaYlEUl1dbWxsXF1d/fbtWxsbm2XLljk4OMyaNUsmk61evdrW1ravr+/Ro0c+Pj6JiYmbN282NTXdsWMHxriyslJXVzc1NXXFihX6+vppaWmPHj3avn27hYVFeHj427dvs7KyLCwsUlJSVq9e7eTklJmZ2d3dXVZWhhBydXVNTU1lBWGNhjG2mYAuDQ0NIHKsra1h2WRoaJiSkkL7zdJ+SFi52iMXkUgkkZGRly9fnjC6q7WfspRykUj09OnTx48ff/v2DVre1tbW0dFBzv8BfYDMpzKZrL+/n7jLY0rHI5mhYOmpaokb7XGGhobS09MXLlxI5ndMbRLfuHEDJmGFQgERCPfv3//e9v8ASC91dHRYW1tD2Q+E0Pnz57Ozsx0dHTs7O+fPn79+/fqurq6FCxeuW7cOzk9PT0cIVVdXJyYmglqPMT569ChC6OTJk0NDQ05OTh0dHVKpNCIiYvny5dCBO3bs0NHR+fz5861bt2xtbXk8Hrw72BTS3NQxpDv8HkLj0tLSKioqoB4vQsjHx+fbt29A65ycnJCQkNjY2ICAgOzsbFbFPIVCIZFIgoODr127NsH7fwzl88NQWYQggAPOUV054ZEJEL8L5AGlUmlfXx+hOx3DOn7FGnaU6E7btWvXvHnzgO6k5TKZTCQSXbhwwcfHB/yHS0tLp02bBrbL3w2SNbazszMqKgqyRVhaWtbW1lZXV8+aNSs3N9fU1PThw4e1tbUwDGC/r7Gx0dLS8syZM05OTl5eXsDaDx8+cDgciJlyd3fv6uoqLy/X0dGZN29eRETE/PnzwV+6ra2Ny+UuXLgQ2jDO/hyD7vAYNTU1UEYZDg4NDa1atcrIyKihoUGhUJSXlyOEMjMzT5w4ERoaamFh8fz5cziTqDQSiSQwMBC8f3+gQ38Gqr6E8IHlS/xrG0aGGR1JpCq/ybJH9avR5MKxY8fs7Ow+f/5MftLY2Ojj45ORkQH6ukwmy83NdXFxQQiBtvlbQXLAY4wVCkV+fj5CaPr06cnJyQMDAx8+fDA1NQXV4MOHD1VVVQih3Nxc+O2jR48QQnl5eTNnzpw7dy5cpKKiAiG0du1aSI7Q1dUFSouzs7Ovr6+7u7uNjY2hoWFTU9PRo0dhopBRiQE1t1YT3eVKX+q6ujpDQ8OjR49iJUu4XK6hoSEkrFq9ejWHw4EMFmCyzMzMBAc3YhSTSCQLFy68devWhC2eyI1oayArwxumNBwyEakNb/veW8tHelNCG0jIZn19fWNj46dPn1paWj5//iwQCL5+/SoUCnt6evr6+gYGBmBelisTYkIFcHippaWlpqame/bsgWXfhw8fQkJCEEIg74eGhgQCQXh4uKOjo42NDZE7vxukS2/dugXWJIgGlkgka9eu1dfXnz59enNzs0Ag0NfXj4mJ+fjxY3t7e0pKCkLoxYsXYWFhjo6OkBxu/fr1CKFnz551dXVZWVkJhUKJRBIdHb19+3aBQNDS0uLv76+np9fV1XXo0KFt27bRFXZ/yjJDXnZZWZmJiQmR7gqFAuh+/vz54eFhiM4UiUQSiUQkErm5udnb23/79o2hPLb7+/vd3d1LSkom3ZlpsiAQCOzt7Q0MDPT09PT19S0sLExNTR0dHWfNmjV37lw3NzdIpBETE5OSkhIfH7927dr09PRNmzatX79+5cqV69at27RpE1D8ypUrlpaWXl5eWVlZMLPv2rVLIpG0trYCvxUKRXV1tYmJybRp0zo6OlR3wX8hyAoNLv7kyRNY/T979gwEx4kTJ/T09DIyMqDxEAauq6s7a9YsXV3dS5cuMQxTUlKiq6sL5hpjY+MtW7YoFIre3l5fX18YxgUFBdbW1hACq6end/36dZlMlpWVdeDAATqh0M9Kd3gSkUh09+5dCM+DzSOBQHD37t2Wlpb+/v7o6GhPT0/I2vPp0ydLS0sfHx9wUAEoFAqRSOTq6lpSUjK5zkyTCAizJ/ZHeuuUtdU6mrHSwsKiubkZY6xQKCorK//999/c3NxTp05B3DDGeMWKFc7OzvAioN+1nwAAIABJREFU2traAgMD9fT0uru7WWl58K/e96C3tCQSyaNHj16/fk3kmkAgKCsrA2M8SEBY/mVmZt66dQtsR0NDQzdv3oyMjFy2bFlFRQWoZDKZrLe3l8RX1NXV5ebm/vvvvyR2u6mpaZz2RwJN/u6gjdAmRRlVqQf84Pr6+mD2OX369IcPH9LT001NTWHwEQMlwzA9PT2zZ8++c+fOxG8w/SHg8Xj29vYsKhPSs3zFWM4zoB5YWFj09PTQdh7ZyMJJYNsuKSkRCoX79u2DlwKOQHjkXP9r3wK0gSgV9P4Rbd/D1I6SXC5X3dno7Owkqc7gmtBgYlQQiURqtYPxezeNSndyCTrcjnUzOPj+/XtgvLW19YwZM44fP07aR0xsXV1ddnZ2ZFPtP4iGhgYHBwddXV3a8cvQ0NDQ0BA8H2kZz+FwVD1n9PX1SfJXOviG2ILb2trWr1/v7e0N5//zzz+9vb3klamNPf15qFp7GcqFhOw/svKCsE5m2VVUOU2ParkyeQT9XGNacgFj6+6qIkGhzCtCjvT399+5c+fOnTuQ/IicT9bs3759s7CwmBi72J+Jt2/fAtGNjIzgg76+PhCdRWt6PHA4HD09PdhbtbKy+vLli3xkjDbLW0mhUHR2dl69evXFixd0tBT+1Q6eBDTV6CAPepiRM8kRiHSh28OMjM8aGhoCQtN2heHhYVbwO6s3xmztGP7uqg+GqdUJPSXRCiI0i67e1tbWZmhoWFRUNM5m/X3g8XiQNUlVZTcyMtLR0TEyMqKpTzwliduMp6cn2SVlvXiAVCol86rqGmmc8u8HIFdmvJJTuQ/IAKAHpOpuBqPcy1PdjMOUCk18VOlxxRoteBzUGlfwHvGpJ6oYo85Dhk6eTy4CLRAIBBwOB3z6/pt07+npOXbsWHp6elJSUmJi4tKlS5cuXRoREeHh4bF48WIgNDje6erqmpmZWVlZQZppY2NjQ0PDOXPm/O9//6OrRkI3kgJstBAl8ztLFv4mxqteU/NdCH8GBwdZ9nKW0qI6I6m6xdNOrGNiDI9I1lJDQWWNYyiQXxEZT9Yr8O3nz5+R0oX1v0l3rHQ7A8kHEzcRIps3b968eXNvb69CmbdxcHCQONsMDQ0RWmvgFuE9S02nP6v6Vvw8WAKb2DZg4MmoglbMSL8MtVqZWtBjAKuT63Jl7lXN+JGE16q+1KDe0C0mm/awRvn48SOHw4FMuVhZGk7tgFGMgvE3Dy6oVlUlUx6LELRsILKHNn2oYrT7wsYQYfOYMhUYv2XLlv/973+s4r3jvK/alrBaNZ5fabjIaCew3gvdTrVhHAplmBhWyeJEyEqyROEf3ebTgB+hO73vyIxco6idgDDGnz590tHRuXLlymh75mNCrpIJHgAWANX7sigyJm++dyXHUDVNv+uJGGWkJu0Mk5CQsGHDBvj8vemcyPikx5iGM6HNcgrjeQQNzg7ENKThpqq/oicrcgJNpN+xI/njxWoYhoFsy5hqHKuJZAbg8/kIoXPnzpGvfkyK08JjnD3ywzJSw881XEH1TPJcan8FUm3lypXbtm3DSmdpDe1h0ZSeQL7ruX4Y4+kHhpo5WWeClkueUSaT1dfX79ix4+3bt9BLxMz6R9Ad2s3lcmfOnOni4uLk5LR27Vo80phK/wvOM0D306dP47HyooyHXjSTVH+l9kzN92IdUauNaH7NY5KAUbfLwyjNVtHR0Rs3biThPKDfj+e+rAaw/mWNBw0/pCcc+sHVipXxtEdt15EegPVJY2NjWlrazJkzrays7O3tN2/eDD5tmq/8M/gR6X7ixIlZs2Zt3rz5y5cvpaWlfn5+np6eQqGQPoe1fGlqakII7du3D/5lKOvBOG862kytQZ0g3CXOiZoj4cfDYwLisz7a+ZqfBT5IJJJ3795lZGQghIyNjbdt2wYbF+OnNX1NtWoJi20KKrWd2saPdl96BqafkdUtqvdV/QkR7WFhYTNmzLhy5Up9ff2ZM2dmzZoVGxsLtlTYkv/laTq/m+48Hk9XV/fs2bPwr0KhqK2ttbOzq66uJvVp8ciGDg8PNzQ0zJ49OycnR1Wuk07RrJwwlK5Mq56jnamZcKPRlHURORX7N9p7ZV1htBMYqtgYGXVisRgymRHs3bsXZLzm+7I6bTTpi0cffqMNV9UraOjD8ZgQWNch0fp1dXWmpqYQvgztLy0tdXR0BKexMS/7Y/huupeVlTk7O0PID8mhnJycbG1tvXjx4ri4uMWLFycmJsbHx2/cuHHXrl1bt26FHP4IIR8fn5ycnJycnB07dhw8eHDfvn179uzZvn37pk2b1qxZs3LlypSUlKhREKPEopEICwsDR8LY2NjY2Njo6OiIiIiwsLDo6Oi4uLhly5atWLFi1apVq1evXr169apVq+COYPjLyMjIyMjYsGFDWlra6tWr16xZs3bt2jVr1qSlpSUlJS1dunTx4sWjtScqKioyMjIsLCw0NJRuA7QqJiYmOjo6OjoaTouMjFy1alVSUtKqVatSU1OXLVsGtwsPD6e9CcB5JiwsLDw8PHIUjNaY2NjYmJgYeHa6PXFxcXFxcdAwulXJyckpKSkrVqxISUkhD7to0aKoqKjw8PDg4OCAgAB/f/+AgIDAwMDg4OCgoKDQ0NDIyEh4BTExMZGRkeHh4XBCWFgYeUdw/eDg4NDQUPIg4eHhoaGhwcHBYWFhKSkpYWFhHh4eLi4uJOsvyMe4uLisrKzBwUFG6Yw4yXT/f+1deUxTWRe/aQghISGkCSGEEEMghkD4QjQYCRIJEsEMEoGIQFRGo4IiKirgjriwiiBKWQXRslQWBREVFcEFUASGGUYGdIZBGUCR1Vra0r77/XHSm+sr4AZPrfz+al9v33Lv75177rlnaWlpWbRo0eDgIK2CJyQkGBkZAdV+/fXX4ODggICA3bt3h4aGwkHYSTE3N//ll19WrFhhb29vY2NjY2Pzv//9z9ra2srKytLSEuq3GE8BPT09Pp8/b948S0vLRYsWOTo6uri4/PLLL6tXr163bl1gYOCePXsOHjx49OjRyMjIyMjI8PDw/fv3Hzx48ODBg/v27du9e3dQUNCWLVsCAwPXrl3r7u7+yy+/uLm5ubi4LF682MLCwsTExMzMzMLCwtra2tLS0szMzMjISF9f32QKwKACz4KDgw8cOBAdHX369OmsrKzMzMz09PTU1FSBQHD27NkzZ84kJSUlJyfHxsbGx8cfO3Zs165dYWFhu3fvXrlypba2NtTzQQiBe7CpqamxsbHRFFi6dOny5cs9PT03bNiwa9euQ4cORUVFxcfHp6SkQG2sjIyM3Nzcy5cvl5eX37x5886dO7du3bp27VpRUdGlS5cyMzOhHPahQ4dIz2zbtu3XX3/19vZetWrVsmXLHBwcFi5caGlpaW5ubm5ubmFhYWVlZWpqam1t7eDg4O7u7ufnR96lw4cPR0VFnTt3Di565cqVsrKyq1evVlZW3r17t66urqmpqampqa6u7u7du5WVlWVlZUKhMCMjIygoaN68eeATBmrY2NiYs7Nzfn4+nrXUhZ9N95GRERcXF7r22u3btw0MDJ4+fUrPwvRflErl69eveTxeZmbmNBPozwl/f3/aWSAmJoaD5DDfFvCAQ0NDZmZm69evBz82uVx+9OjRwMBAqK6D1ZZ/M4IvWaqGhYXZ2tpCnuiTJ0/a2tpGR0cTqwJtd2NUVpr+/n6EUFZW1ueatzUebW1t4eHhwPjVq1ffu3cPa/TGM10xs7S01Nvb28nJaf369U5OTu7u7lAB4LN2FT8LX0J3hmGqq6vj4+MNDQ1NTU0h/wyB+vJxYmKit7eXx+NlZ2dr8EB+Mbq6ujw8PAICAl68eEHWl9/6pmYXxJXtwYMHa9as+eWXX3bs2HHjxg0wUNLxeDN73c+mOymziDH+66+/3r59i1XLbaVy8nIicrm8t7dXR0eH2HPmQAAWkqCgoLi4ODjCypWlYSBEJ2JxeHiYDuzAVCqR78KJAFN6FUQNYzWzFDHuYownJiZev35tbGwM9bI1XnR9FqAnfX19IyIi8GSVADUPhAB0/D75idDmu9hVJSCuPOpLCpYlWKFQDA8PW1tbFxcXY06yXf9AgI7y9PQkPjNYoyUCrEpploMJUp0Vs9EJX0J3MItitYyh5P7Udz3EYrG9vf3Vq1fxjBY80hj4+Pjs3bv3W98FF1DP3EvAqPJefXSH64vx2XRXUi7vCipeG6u5gmBV/W+MsVQqXbZsGUnZPAM3rimAPvT29g4KCoIjpEiBBoPM//Cw6hJQ8bGqMF+GL1dmPh0Mw0il0qCgIFLO4OfBp+zGy+XygICAzZs3kyN0XnwlFSGh8Wr97AFGgSO6y2SynTt3ztF9Kri6uvr6+uIPSw3TJ5nUv3oOnwuO6C6Xy8PCwuborg5Q7Tw9PV1cXF69egUHwVrHqCUa+Nl6b8bBEd0nJiYiIiJIGeGfAcyHmKYZxjggIAAh5OPjIxKJIIUvgOjxc3L9K8GpMqNQKGJiYn4GujNTYKr2kOXrypUroaGh3t7e8+bN+9///vf06VOivSg+TO4why8D+LZwRHeGYZKSkvLy8mbPxvSdQD2g7qOPTJQWqVR6584dJycnGxsbKASEJ4u6n8MXAATHrNOdDLZAIBAKhRpP90mjSKf/y/j4OB0NU1NTY2pqunfvXqLKY7UQ5jl8LjhSZsh4Z2RkAN01e16eNM51mvastA6wcv3jjz8QQrW1teQMc0vVGQF3dD937pxQKCQHZ/u63wqfqLuT43TBJka1KmUY5ty5c1Cagv6vZksKDsAd3c+ePfsz0x22x4nrKEPl55m0Nx4/fuzs7Nzf36/x6h+X4ILu8CEpKelnpjvGmJVoDVP+j8yHoZkKhaKrqwsh1NzcrFAowCF2LhDs68ER3RmGSUhIyMvLwxrNdTwt3aFILd2YTs7D8ht5+PDh8uXLIZKNGCU1u+s4AEd0VyqVcXFxEHWr2QroVHSXSqV9fX2Dg4NEt6H/glVV0IjXnZ+fX1JSEuvMHD+L5oEjuisUiujoaAjv0OwNwqnoLpfLBwcHSfQ66QQFlS0RrDRSqTQ7OxshVF1djVVpxOdifGcEHNFdLpefPHkS6K7Z/u7TKDPq05pysioXlZWVBgYGu3btguIFc/7SMwju6H78+PGfme50VAAt2uHg2NjYy5cvnz59unfvXhMTEw8Pj6amJtKGnPlbPJBGYdbpTpZZu3fvLi0tnUrO/XAgZnJGbQ+IVJzDH8v/ilX9U1tbO3/+fEi/kZCQAAH5xG5DzqZeoGYOnwXupHtwcHBxcbHmiSjyRFBei/7p020pzc3NW7dutbOz09bWDg8Pb2trI2ueGb/hnxlcuIhhjKVS6ZYtWy5fvqwBcp0AtBSWSzqIc1ZiqWn0b/ITwzAjIyP5+fnLly9HCFVVVdGnnfFcuD8nOKI7lLUvKSnRVOnOMiyyIpI+ulyhEzo8ffo0NDTUysoK1HeGioLXvN7jGBwpM2KxeO3atVevXqUtFT80SHVlosFjjIeHh0k0OuDTtW1SSRSrKrfFxsay1qka0G/fFhz5zLx7987b25tU3tOkYSNElEgkQqHQ0dGxpaWF/PopnoxEHaLzJ27fvt3W1rajo4NcRZP0wG8FjpSZkZGRlStXlpWVaRLXCdHJDLZ161aEEFRcgZKDn2I1VygU6pNAUVER7DTNrVZnEBzRfWhoyMXF5cqVKxpDd1odJ7uh3t7eCCEQyUQzUUxb8pN2CyNTgUKhaGpq0tXVffr0Kf4wl/JsPc/PAS7orlAohoaGHBwcqqqqNMbujtVSe8tksh07diCEXr58ialsAhjj/v7++/fvl5eXi0QiYDCdTItO8Uxoff36dR6P19DQ8CnmnW8LUr6Y3Cct1NS3yehHhn+RNjDLwUIfnIjo/8KvtBzBn+k5xxHdBwcH7ezsCN01QMCrP4hUKt28eTOPx2tra6NV9uHh4ZUrVyKETE1NEUJr1qyho/LI2VheMSdPnuTz+US6c/BEX4x//vmnrq7u0aNH5eXlOTk5aWlpUVFRERERZOEBoDPPEX6TsvcEMN3RW3UkaTAcoVc4JFuyTCb7FFstR3QfGBhYsGDBjRs3NIbutDwGpg4NDa1evdrAwODvv/8modYY456eHoTQ3r17oWhMVVUVXR2bTpVMC3IbG5sNGzb09PSQq3yLp/w4JBLJxYsXPTw8vLy89PT04H22tLT08PD4/fffMWWbUlf/sIrBQHqSIBJ+IvnTRSJRR0cHGANIflKsWh3hqZOTqoMLukOxmvnz51dWVmoM3TH1FCBvBgcHV69ejRDq6uqiiVtRUaGnpxcdHd3Y2Njd3U3+Qs6jVCplMhlk4MAYj4yMpKammpiY3L59G6sI8T0bcGFF/ubNG09PTwMDg/b29vfv30skkknryE5MTIDrG8Z4YmJicHBwbGwMU0wdHR19+vTpq1evoItevXqlo6MTFRVFV9kGP2poPz4+DuKfsH8acJR4o6+vz9DQ8Nq1a1hTuI4pZRrGdWxszMnJycvL68WLF/SvZ8+eBWcYqOyVl5dHh6WyrDd//vlnZGSklpZWUlISyDz4dfr17neCLVu2mJubv379WqFQ9PX1paSkdHZ2YoyTk5Pj4uLA+fncuXMPHz7EGFdVVQUGBrq7u2/YsKGhoQHO0Nzc7Ovra2NjY2dnB0Wno6KioPciIyOHhoYqKyv9/Py2bt0aEhIC/2pra0tNTT116tSGDRtY6pM6ONpm6unp0dbWJnb32b4oN2Api/39/fPmzUMIzZs3b/ny5VZWVgsXLiwqKoqKiuLz+ZGRkQkJCebm5nw+v66uDv5CiN7T01NTU5OUlGRlZTVv3ryUlBQgB6H4p4iubwWZTAb3tmXLFkNDw/7+fozx/fv3dXR04Emtra0RQp2dnf/99x9CqKioqKWlxd7e3s7OLjIycsmSJRYWFiMjI2KxOCAgwMTEJCoqKjAw0NjY+MaNG+Hh4fr6+np6emFhYSkpKba2tvb29tevX7exsVmxYkVvb++jR4/gfXBzc/te6A7bhFeuXMGaQvdJSzYcO3Zs3bp1rq6uS5cudXBwcHV1bWhoePny5YsXL2DCbWhoQAidOHFCIpHQKrtQKATFV1dX9+DBg3BO4ozwnedDJTcWGhpqZ2f3+vVrjHFHRwdCaOfOndXV1To6OgghgUCwb98+bW3thoaG7OxsU1PTiooKiUSSm5uLECotLa2srFy0aFF2dvbIyEh7e7uJicm2bdtGR0cRQlBt2NnZef78+TB5VldX8/n8q1evVldXI4SuXbtGVrTTYNbpDhN9d3c3PBLWFLoD6GUTpqJRyfpMoVA8e/aMrDjHx8cNDAxCQkJYjmWvXr0qKSlJTEy0srKCmm10SXtC+u+W8RjjkZGRzZs3Ozo6khLT+/fvX7ZsmZ+fn4mJibGxMVQnNjc37+npOXHiBELIzs6OFJSNjIxct24dQmjhwoWLFi2ysbFBCK1fv763t1dXVzczM3NgYMDa2nr+/Pnx8fHHjx8/fPgwFBkvKyvz9/eHyfCjxhmO6P7y5UuE0MWLFzXD4j494B2ArheLxYGBgRYWFg8fPhweHg4JCdHW1ibejqCrEBLL5fL//vsvKSkJIUSyNpBzfrdiAl5LuVx+5MgRMzMzmLgwxpmZmXp6evr6+gkJCVBo2tjYeN++fTKZ7ODBg9ra2gkJCREREStWrNDT00tMTNy0aRNCKD09PS4u7sSJE/b29hcvXhwfH9fR0REIBKOjo4sXLzY1NX306FFubu69e/cSEhLa29sLCgrc3NxAvnx0ecORMgPS/dKlS5pkmZkKIIzJM164cMHMzIzH4y1ZsoTP5x84cACme5aAJ3j+/LlAINDV1S0vLyeelXK5/DuP7WAYJjo6WkdHhxTCvn37NgjvO3fuVFdX6+npaWtrV1ZWymSyU6dOGRoa3rt3TyKRZGZmIoRu3bpVUVHh6OhYWVmJMW5qatLX1z916tTw8DBC6NChQwqF4vDhw0ZGRrAeOHz48MqVKzs6OkQikbOzM4lqnx4cORH8+++/tMTSbLrTBkqMsVwuv3fvnkAgSE5OLiwshNKcAFZaJfJhYGAAIeTr6/vmzRuy/fR9ajIKVc0ZsVgMVhSyXhwcHPTx8TEwMHj27FlrayssTv766y+McW9vr5eXl66urqGhIULI09Ozp6enr68vKCjIxMTEwcFBW1sbXIakUqm1tTWPx2tpaent7Q0MDEQIaWlpmZqaBgQEvHnzRiQSubu7sxxRpwJHdIckQYTuP4NKg6kqnAC65gxhCas9idY7cuSIubl5d3f3d95X9O01NzefPHmyr68Pq/yZq6qqhEIhqDfXrl0rLS0l+kZnZ2daWlpoaGh8fPz4+DicZ2hoqLS0NCoqKjY2ltivbt++vW/fPsjL0N3dferUqSNHjly/fh0Mtc+ePbt58ya0/CjpOVJmiHTXeGWG3hSEXRXW4hW8a2h/D1q6k/4B+xopbfA995hSqSQkJtWAiXMUXTeYbDbTMxXspBIRwDJDTRr1K5fLYWk0MTEhk8k+3Ztobqk684Bn/OiyCTabmCkc2f/++28+n//8+XP4ynoxvivAumIaqwjtE0bLO5abEO0JB84w6hVYWaWqWXrjRzHrdIf7AL+RCxcufP9bg18JdQc9CMwjY0kMF6yJjh57hmFI0jx6gL9DurNWFHQuNEypbQpV9WBM5fXGGE9MTNB7zHBQfTEz6RWJzxkhFakuPxVmne7wYL29vQihnJyc79aLdWbBUNk4CF9ZBVOn0esYhjly5Mjq1atpD9jvVrrjD3O70s+lfs/qjjTq7zMhCb3VQH+m36jPKsHJ0VK1v7/fwMBAKBRyJt3p94rozbS7FflK+ycCiC8eN7dKT/Tw4fXr1wihgoIC4jADLb/glmiWEPlKqEn7XdHbBQQapnxytFQdGBiYP39+QUEBx9Y0MsD4Q67QqjC8gd8qCSO99Q2dI5FIAgICfH19IQiQCIivvz31uQVAls4w/9AaCBz5zk3+nw6OsogNDQ3Z29uLRCLOllz0VWhHK/oIiDc6GId7xpOZBHjf1NTk7OyMEKqpqQGS0aaJL7s9Ri0ZDla98CAOWGem/Re+W/Xpy8CRZWZsbMzNza2wsJDljz+roAeS5XDCUm/ov3BwY+poamo6cODAsmXLEEJBQUGtra0sreMTrT1Tgagr5MHp2DmscnHDqoU1rT4RvVwDwF1aJT8/v/z8fC47jgzt27dvy8rKsrOzS0pK2tra4CC9HmLN8hyvC+VyeU5ODmw6gqc7+YkWxviTF2QfBcMwz58/FwqFkZGR8fHxsHk56fkVn5ZM4UcBR3SXyWRbt27Ny8vjku7A19raWnt7e4SQg4MDQsja2hqihMj8Ti/XsMqowtlSlVEl7WhsbGxubo6JidHV1fX09Hz8+DE0oJ0rv+D86kZPhUJRV1dnaWkJrvkQQRsfH48/NGxPajn50cER3RUKRVhYWEFBwTTFt2YDfX1969atMzExycrKevfuXUdHh7Gxsb29PSnSC5BKpRKJhF4UckZ32Akn9pB37941NzdraWkFBwfDDiU9C33xVWiNrqOjY9WqVTwer7CwcHR0tL+/38vLS0tLC/zIMcawMwBbBHCElQPwxwV3pcgiIiJEIhFtDJlVADkEAgGdXlSpVA4PD2tra2dlZWFqA+/q1auDg4P0oHJvqCF5JhQKRVZWlp6e3qNHj6bymvzcM9MKSXNzM0IIIsvgtLdv37azs6urqxsfHxeJRHv37g0ODg4ODo6IiPjtt9++6qm+M3AUq4oxzsnJycnJwdwuB2NjY/l8Pv2OSSSSioqK3t5echvPnz+3sbEBTz1WgBIHd6iuGcPcsnTp0sTERLrZlykV5L0lK86ampr58+dD7DNxuO/u7oalanBwsJWVVXBwsIuLS1hYWH9//5wy8xkga77c3Nzc3Fz8oYlwVjExMZGYmLhgwYJ3797R8wnN466uLh8fHx6PRwKO8GQbT7MKklOFtgCWlpaGh4fTaVi+7H6I7k58Lauqqvz9/ckRWBvAhcbHx/38/J4+fUquS4eHawC4o7tQKAQHYM7orlAoTpw4YWxsDGNGkpmcOnWqoqIC2hw/ftzV1XXJkiV//vmnggoe5eD2yE3CB9o6zjBMW1vb4sWLOzo66P35rzk/fJiYmKisrFy5ciX0BhEE27dvFwqF9fX1pqamCQkJR48eLSoqev36NVx0Tnf/VBBy5+Xlkbqq3GwzYYyFQiFEypDjg4ODCCEw9pWUlFhYWDx79iwqKurPP//ElHmesyU1cWdgZRp68uTJ+vXrYbVKXsIvuB/yL/JoNTU1EMtMztbR0aGlpRUeHl5ZWQkJQlatWmVkZLR9+3Y6jZEGQGPpjjFWKpWDg4Oenp4LFy6sqqrq7Oysr6/38PBYuHBhW1sbJDYLCAgYHh4ODAysrq4eGhoif+RsqQpKBXF2IPv5O3bsSE5OZjX+suUEsbSCpeWff/7x8vLS0dG5d+9eY2NjVVXVwoULbW1t+/v7W1paUlJSGhoahoaGkpKStLS0njx5gueUmU/HN1RmIDq9pqZm6dKlurq6CCE+n48QgmrGMTExCKHFixevXr2az+fb2NgcPXoUbgz8SDlbYBASkwVGW1sbRMMoqKqr+EtN4KxKZnK5vLW1dfHixfr6+nw+39DQ0MDAAFIdDQ4O0gm6Nm3atGbNGsgboxnQ5KUq2aDp7u5OTU11cXERCARNTU0w/Lt27YLtJx6PB1XvduzYAUT/Gg/ELwah8uPHj9esWbNhw4bOzk568wt/Kd3pDSPyeWRkJC0tbenSpcnJyVCKXiwW37x509nZGfg9MDCwatWq7OxsrEGVoTTWEEls6ozKzRWEPQAI/ebNG3D627NnT0JCAp2YF1ZyHNwqMBiUmfHx8fLycihF9s8//2AnRtQGAAAXQklEQVRqCfH1VlFG5UHEUJ4zJAUp5G2EGgoHDhxIT0/funWrtbX1v//+q0kRORztqmKMs7OzQZnh2N8IhpmOeSGGDhj19+/fZ2dni0QiCOwl60IuRdqtW7f27Nnj5OSEEFq7dm1XV9cMnlzdfZd44NDTxcTERHd399GjR+3s7JYuXbp27drKykp6b1UDwB3ds7KyuKT7VC7aZG8FU8L7xYsXJKaY1LjjzI9AKpV6enra2NiEhITk5+eDXJ9xjI2NsdxC8WRBUjKZ7OXLl/39/f39/cSkozHGGY7ozjCMQCAAunO2S8dQEXQk7z09eOPj4yybw/v372nHd24MkQzDbNy4saGhQT2B/9djfHyctVVMbzyRz7BoIeH9pD1oOxoj4DnymWEYJjExkRgiZ/uiWOUJk5KSkpKSkpiYGBUVlZOTMzAwQO5KIpGIRKKzZ89mZ2dfu3atsbGRzr8O4MwAt3btWlCl6PCrmQLhdHNz84EDB9asWbNmzZo9e/bs3r07Pz+fZFvHGLe3t+fk5OTm5gqFwuLi4srKSsjppTHgju4xMTFgAeSG7r///ruVlRWiYG5uDvUk5HL5xMREb28vWGYQQpCzis/nR0dHv3//nsvs0tAbq1atevPmzSwtCokp8+LFi5C1i8DGxqampgZmvImJieLiYvpXHo9nZGTU1dU1Z3f/VJComaNHjxYUFMz25Qju379PxoyMX3NzM4wrxnh0dNTc3Bx9iCNHjrAymcz2fcKa2MPDo6+vj1H5cs3gpj1DectAUjttbW0ej2diYgKPnJ2dTaycpaWl5OUnANcxzQBHsapKpfLAgQMFBQWcLXoePHjAGjkej9fc3EwavHv3zsrKytDQUEtLS19fX1dXl8fjRURE0CfhRncfGhpasWIFWGNY1pKvB52GANJM83g8LS0tHR0d6BywDmOMlUplSUkJ5GIH6Ojo6OrqksQ4GgDu6B4eHl5YWMgZ3e/cucOS3Hw+v6Wlhfg89fb2zps3D4ZcX18f2kRGRmJVFjjOnAhGRkZcXFxaWlpm20cNvP9ZUiA3N5d4LlRVVcFBLS0t0oAUjdIAcBq8BzUYsFqaKDoQE7bN6X1NVl9/yqYswzBXr14lQ0v0GQhUBfH5119/mZmZgVuBlpYWMCAyMpK8n+Qe6M/0Zg1A+SFY90kakFORBiS14qtXrxYuXAgzD12NlZkijBC6iJVdlb5VuC4dZgpfoUoU+FMQZGRkkPPfu3cPqQFco1mWWbpPPhcsGzH9CGR3b0Z21tTBBd0nJibEYrG/v39xcTERnBMTE2RsSBqMSf9OvxvwF9pWqJgCN2/eNDAwoOdlhFBTUxNWca6trc3ExAQCoom0i4qKUr8BcEP/Sgk31eAplcre3l47OzuIoGW1pN8uwjDWC0/3j/pN0j45kEmdhczMTPKvmpoa+mUAnYdlrWJdi5kC5P1njQtdXVUulzc3N9+4cePq1au3b98Guxm9uzfjO30c0V0ul/v7+0NtJuJ4TRrQPMaq+pq0QP2CF10kEtFqKMzOEO8M49Tc3GxgYABEJzPAyZMn5SrQlWxpTK9bqw88OU4+sGoTtLW1OTk5EZMfFF7EFNfVL8G6HKb6kEh31qSEMc7KylKn+/nz58kJa2tr4SC9vgcti5zn03edJn0NMDUzVFdXOzk5WVlZQRUaf39/KPSAZ630Gkd1VaVSqaur66VLl7DaviZEUk4agMxMkR13UtDjrVAowNMdoKenB+PX0tKCVcNQV1cHy1NaukdHR7OuSLxWJh1jdZE21S2RI5jiq1Kp/P333/fs2YMQWrduXXl5OQlrotuz7oc+OL2vMqOaOeFzeno6PCwtwsEJDM7w4MEDHo+np6dHVjU8Hq+1tVX9keHzZzGSoWxEGOPm5mYfH58LFy4MDw8PDAxcu3bNzMzs0KFDYAiapcUxR7r78PCwo6NjamoqfCXijR54uj3z4SQ+aUAn86EazWogEomIMqOjowO0JpYZhUJRU1NDWA4fdHV1ExIS6Brk+MN0ijBgkJ1iKp5Nzz+afDKZrKury9LSEhQqhBCfz79z5w5pwHrYqV450qWTyl36zcnIyNDW1tbR0aFXolC+FPqfFG0k3WJoaHjr1i3au44GmUnUASsHUFnpB4HeYxgmNjZ2xYoVcGZoc/nyZWNj42fPnqnf/EyBO7r7+vpCFMWTJ08ePnxYWVl59+7dioqKW7duVVVVFRcXX79+XSQSFRQUFBYWFhYWFhQUiESikpKSy5cvC4VC0YcoKCjIy8sTCoVFRUXFxcWlpaVXrly5qsKVK1egqgkxuYCgIjmVFArF7du3ibajpaUFDPD19b1169bFixcvXboEDvr5+fnl5eWlpaUFBQWlpaWlpaUikejKlSvkJgH5KpSUlJSUlEBLuKWysrKysrJKFerr6xsaGmpra8vLyyMiIuC6RNxu2rQpLS0tJSUlISHhzJkzAoEgLS0tIyPj/Pnz2dnZubm58Ph5eXmXLl3Ky8sjX0UiUVFREVy3uLj48uXL8BPcQ25ubnFx8ebNm4leR9SVixcvYtVbXV9fb2xsTPcYQsjb2zsyMjIjIyMlJSU1NfXixYsikaiwsDA/P58MljqKi4uhmUgkKi4uLioqys/Pz83NPXPmTE5OTnR0NEJo48aNWBUZKJVK3759q6+vDzPwVG/vV4IjuovFYqFQGBYWdvLkybi4uNOnT8fFxUEVUi8vL19fXw8PD8j3EBoampiYePHixaysrFOnTsXGxgoEgkuXLp0/fx6G/Pz581lZWRkZGWlpaQKBYP/+/fv379+3b19oaOjOnTsDAgL8/f19fX1hx5RW3w0MDEgxDIVCcevWLaLM8Hg8IJyfn195eblAIBAIBKmpqQKBwN/fPywsbO/evSEhIcePH4+NjY2JiTl79mxubm5OTk5WVlZqampycnJCQkJcXFxMTMyePXtCQkKCg4MDAgI2bNjg5+fn7e3t5eW1ePHipUuXOjs7b9y4MTAwcOvWrRs3btTX1yd3SKYaPz+/ffv2xcbGnj59OiUlJT09PSsrKzs7G/idmZmZmpqalJSUkJCQnJyckZGRnp6enJwcExMTHx+fkJAQHx9/8uTJiIiIQ4cOHTx4cMeOHUFBQb6+vgcPHnRxcSF9QugOjkxgP2hoaABTla6urra2Nnz+9ddfs7Kyzp07FxUVdeLEieTkZHID586dy5wCWVlZAoHgzJkziYmJCQkJMTExhw8f3rt37759+y5cuJCenu7g4ODi4kICiDHGtbW1pqamJNXHD6y7wwexWDw8PDw8PCwWi6F2T09PT39//+joKBTokkgkYrH4ExNZqS+blEol1MQaHR1NTk42MjJiqeYkmxKYbvT19elp3djYWCAQ0PY74v7KqCr6MlSS6Kl0DKKASaXS9+/fi8XisbGx0dHRkZGRgYEBeNjBwcGRkRFI+UKgpaV1/PhxmN9Zg826Cl0WAU/mtMioCmaQlNlyuVwoFBLhzaI7qGpQ5ZgWE6ampmBgwBjLZDK68synaBoslYzOevDnn39qaWklJiaCgtfe3q6np/frr7+SQiAzLtoxlw7AHAOijFmD19HRQRaUtHJPxDxJ/ASYjR5n4fz58+SV8/HxaWtrm6VVmlKpzM3NpTeY4DPZDFEqlY2NjWCkIi+Dvr5+YWHhzN4JeU+qq6uXL19uaGgIBYSPHTsGAzSzl6PxU9Cd8AlqIALd8/LyyBrxG9JdLpeXlpYmJyenpaXBtgCeUQdgAqVSmZ2drU73kpISaMAwzNOnT0mfkDasgsZfj/fv35MSnE1NTbDeqK+vh5J95GZm9qIAjaX79evX0Yeb4Sy65+bmkl+J6YZ7umPV9ur79++JFWg2rgKGSLpDwHmmrKyMtGlubqZdJqFPwFI5gwDDNHnMiYkJ2k+B2L5m9qIAjaV7RUUFi+7a2tpQyA704OzsbPqnbyjd6a8KKshwZsEwTHJyMuv919XVJRmmMMbNzc20cg+N09PTZ7Af6KdjOZ8SC+b0a7avgYbTnYaenl5nZydW0Z3eUSfa6jeR7lgtBeQMDjN5BIZh4uPjWXTX19enAzgaGxuNjIxYdE9LS5vB5cSkp5q0n5lZKJKjsXQnzn003WELA+iekZFB//pt6Q6YjToZ9COcOHGCRXc9PT1SchpjXFdXR+vu0DgzM3PGpez0G2ewDz0bma00lu7g/kEbGbS0tGh/d5a/1LeiO2w0Kj4sWTWDpKcf4ciRI+rKDE134jNDC/gLFy7MYD+oO0EoZtrFfxpoLN3r6+uB4rS3U0NDA2kAdCcNvqF0Z11lZseePvnBgwdZdNfR0SF0Zxjm7t276lOiUCicwX6YSqJjyuF5ekeMr8GUdKenG5afE1arZTe9/xrzoaOSYtoyQ/CQ4I1I+6soVbW4iDAg1jqyM0X8RZVKJUQzEYDR7cGDB8SVl0h32k+4qKiIoRwMP6EDv3eQzpdIJKdPnyZ0h11kHR0dUusBcmGz/IhMTEwg95tmYDrpPtUCAj6warhhKp0nCQUiuS6watZm/VfdCsEKI6I/kzeEUJ/sGtILMjj+77//BgQEeHh4+Pn5eXl5bdy48cyZM3QS99bW1sjIyE2bNvn6+q5atcrPz2/Lli2PHz8GQxgh/TT986OA9Ftzc3NmZmZiYuLJkyePHTt2+PDhuLg4Yq3CGA8MDISHh2/evNnHx2fNmjWrV68ODQ2tra39lnc/o5hOupPPRLqDiZQ0UKoSvpH2NO2IiY0EGsOvtOkN5iyFqlwtaUB8zRnK2Z2EC0ilUuJQyai8FDHGEomEXsuPjo4ODg6STCkMFTkFgKuQi7LcbqeZdn8s0I778FDQJ3SWbVYNVwLOghi5wZR0Z5W7YElcknecuINjKhqNdu4l8p5MAqCZTHV+0gzeKxKvwPJdoVnL0jrA5wTyBGGVhwZWRT0rqPLQdBo9cgOEAbO0mf9NMOmrSx6Q5jRDpVsizTQ/JSqRcCwuMgzT29sbExNDu+FDA2CkUqksLy8HC7dCFfd57949cF4lsQJE26GHob+/PyQk5M6dOxKJJDo62tfX19XV1dHR0dnZWSgUQgIgeFWys7MrKytlMhlkI8Iqfre3twcGBtbX12OM//vvP6x6J1lqD63l007zZJhlMtkXl0P6rkDqERCXWprl+MNQUdo5bxpD4Y+L6XR31ltOXoDu7m4bGxsIC8CqXiMCu7W1ddu2bbW1taTvLly4oKurC67nixcvJv77SqWSdg6ZmJjo7OxECKWlpQ0MDMBu9sqVK52cnP73v/9pa2tfunQJKNvS0mJhYQGxUeQGYHZ+9OiRnZ1ddXX127dvlyxZwsp9QMcKAeNZ+9VkGa0BRGdhKuKy9nFJdkHALFlIvhWmk+5EkxseHq6vr79//35nZyccTElJ8fX1ffPmDf5wTrx9+/aSJUvABkIOrlixYunSpY2NjdevX7eysgoKCgIFg+yq9Pf3P3jwoK6urrq6GiGUlZUlkUj09PTCw8NBJg0MDCCE/Pz8IPV4dXV1YGAgvCqDg4M3btyor68nX+Pj48VicWtrq46OjqenZ1dXF8b42bNnra2tv/32W2trK6Qzb2xsJJGRr169gsp7kOr/8ePHTU1N5NcfHcQTeNKYQKUqQJ4cIbY4COzSJKVuOukOEu7du3c5OTlglnJxcQFt5PXr1wYGBjdv3iRaAajUL1682LJli7a2Non5ZxjGwcEhJCQEY6xQKCB5Oa3xSyQSyH+ip6e3bNkyLS0tkUiEMUYIbd26FZoNDAzw+XwnJ6ehoSG5XB4fH79582aMcW5urouLC9jUTpw4MT4+3tjYiBCqrq5esWIF+P3m5OT09vY6OzsT61tiYmJvb6+Pj092djYs2mJjY11cXIaHh6urq4mP1M6dOzWjcAVhOUtXwWoin9bg6eMaw/iPGyLPnDmDELp27Vp7e/umTZvMzMxkMtnY2Ji3tzd4QtNR1eDs5uXl1djYSPooMjISIbRt2zZvb29tbW1i2IJOv3HjBkLo/Pnzzc3NCxYsQAjdvHmTYRjg3Jo1a9zc3JYtW2Zrawtv2tu3b/l8fkVFhVQqhQLnlZWV9+/f19fXP3bsWEtLC0Kovr6+oKAAIbRhw4aenp4XL164u7vX1NR0dHQIBIJly5YpFIqQkBAdHZ2hoSGFQuHv73/s2LF//vnH2to6LS2ttbW1sbFRV1c3KyuLpc7BjKRJ8/tPhenoLhaLFQrFxo0bzc3NQf3o7++HFPcKhcLHxycuLm7SP+7atYtEhWKMd+7cqaWl5eDgYG1tDTuXtOkmLy9v5cqVcOTJkyd8Pr+8vJxhGB0dHQMDg8WLF0NZd0NDQzc3N7FY3NfXhxDq6+tLS0tDCEFpc6Ds5s2ba2pqDAwMenp6ent7TU1Nz549C1f5448/urq6qqurd+3aBTPDw4cPbWxs3r59+/DhQwMDA9B5+vv7nz9/3tnZCXFGtO/rVLsBc/iBMCXdyVZLSEjIrl27sMqiR9aFO3fu3LRpE2lPgsQUCsWePXsaGhrgc21tLY/Hg3Xt6Oiovb29ra0tpkw66enpoaGhGGOJRNLR0QHSGmMMWgfMv+Pj46DWQ1Dzvn37MMZhYWF8Ph9jDFbRW7du7dq1C5KHPX/+HN4K4Ov9+/cdHR0RQvr6+u7u7j4+PnDPFhYWZWVlIpEoICAALDwJCQkwq2zatAkhJBAIMCXUZ7rz58A1PuIzIxaLt2/fvn79evja0NAA0ZwY48TExG3bto2OjrJ2RhmG2bZtG3Er3bZtm7W1NSjBUql0//79jo6OpLFCocjPz3d3d4cGbW1t4JIqk8kQQrGxsSD1YRGMEOrp6QkICLhz545MJouNjTU2NgauS6XSkJAQHx+f2tpafX39Z8+evX79GiF09+7diYkJS0tLe3v7pqam9vZ2kUgE1aiVSmVwcLCtre26desSEhIwxnfv3uXxeKmpqb/99tvIyIiRkREJbGM94Jx0/0ExJd3B6iyVSk+dOgWLv/Hx8Z07d5qZmY2OjioUitDQUNqZDlOZ0NatW0civiC90bp164qLiysqKkxNTV1dXcklsMoLr7CwcGxsDBpD+jhdXd158+YFBQWFhoaGhISsXLnywIEDfX19CxYsAJN/f3+/hYXF9u3bu7u7c3Nzzc3Nc3NzQQnp7u7u7e01MjLaunVrS0uLo6OjpaVlSUlJTk6OjY2NsbExrKR7e3tBlldVVcnl8rS0NDc3t+rqaqVSCamOoqOj6eoXc2L+R8eUdCeD+uLFiw0bNtjb2y9btmzRokUFBQUKhaK9vR0hBHtJxOIOxhmJRHLgwIGysjLYn5fJZKdPn4YMEyYmJm5ubsTuDmuAP/74w8PDw83NzcrKysbGxtXVtba2ViwWu7m5mZiYLFy40MLCAiF06NChrq6uGzduhIeHSyQSMDsePXqUz+e7urrq6+tHRkYyDCMWi318fO7fvy+RSCC/c1pa2t27d21tbRFCZmZmHh4eILYlEsnIyIi7u/v+/fvhYf/++29jY+PVq1cvWLDAwMBg3bp1zs7Ob9++pf0m5rj+Q2M6ZUYikRDT1R9//HHlyhUyiYtEIhsbm56eHjroEMAwzKNHj2gT3vv37xsbGx88eHDz5s2XL19iNecW8Eq4fv06pozx0IDserB8MAmGhoa6urq6urrI8re7uxuu/vbt25s3b0L1956ensbGRlhn19TUwIuKMX716hXZrCXnhOUvVstvwaiyWXykU+fwveLjhkjijwUmdtj08ff3p13DWXnt6IqNpAFWMZh4s9D5ZzDGoKLQbgtkqwtajo2N0dbiSd1myFTD8oEhmywsNwH4TL9gZKd9UkcR4pIwTb/N4bvFl4R3/PfffxUVFaSsF9agbYg5aDY+m+4gNSEpM+1oMIc5fP/4bLqrC/I50s/hR8GXKDO00y/msCzwHObwlZij+xx+IswpM3P4ifB/sKpbRcz5HJIAAAAASUVORK5CYII=" alt="" /></p>
<p>&nbsp;</p>
<p>As curvas de separação das diversas freqüências são semelhantes às obtidas para o caso dos filtros em série.</p>
<p>&nbsp;</p>
<p><strong>Fórmulas:</strong></p>
<p>Para os filtros indicados nas figuras 17 e 19 são válidas as seguintes fórmulas:</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>Onde:</strong></p>
<p>C1 a C7 são as capacitâncias em farads</p>
<p>L1 a L7 são as indutâncias em henry</p>
<p>Ro são as impedâncias dos alto-falantes em ohms</td>
</tr>
</tbody>
</table>
]]></content:encoded>
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		</item>
		<item>
		<title>DEFEITOS RESOLVIDOS EM VARIOS APARELHOS SEMP TOSHIBA</title>
		<link>http://www.eletronicaetk.com.br/defeitos-resolvidos-em-tv-semp-toshiba</link>
		<comments>http://www.eletronicaetk.com.br/defeitos-resolvidos-em-tv-semp-toshiba#comments</comments>
		<pubDate>Sat, 12 Nov 2011 03:38:16 +0000</pubDate>
		<dc:creator>eletronicaetk</dc:creator>
				<category><![CDATA[SEMP TOSHIBA]]></category>

		<guid isPermaLink="false">http://www.eletronicaetk.com.br/?p=208</guid>
		<description><![CDATA[Este chassi equivale aos modelos 1490 IAV 2090 IAV, 1488 IM, 2088 IM, 2086 IMS, 2089 IMS. Nas TOSHIBA temos que tomar um certo cuidado ao identificar os modelos, a melhor forma é sempre prestar atenção no número do chassi e, quando for pedir uma ajuda técnica citar este , muitos colegas se recordam mais [...]]]></description>
			<content:encoded><![CDATA[<p>Este chassi equivale aos modelos 1490          IAV 2090 IAV, 1488 IM, 2088 IM, 2086 IMS, 2089 IMS. Nas TOSHIBA temos          que tomar um certo cuidado ao identificar os modelos, a melhor forma é          sempre prestar atenção no número do chassi e, quando          for pedir uma ajuda técnica citar este , muitos colegas se recordam          mais dos defeitos pelo chassi e facilita dar uma boa dica de reparação          a distância. Do chassi U8 em diante o fabricante colocou na etiqueta          ao lado do modelo o número do chassi, caso a etiqueta interna ou          externa tem tomado doril ainda é possível a identificação,          geralmente na PCI ao lado do varicap tem a descrição impressa.</p>
<p>Este artigo tem a finalidade de fornecer uma breve descrição          e muitos defeitos reais encontrados em bancada em nosso dia a dia . Os          modelos composto por este chassi está saindo da garantia de 5 anos          e com certeza vai aparecer nas assistências técnicas especializadas.</p>
<p>Cabe ressaltar que a planta básica do U14 começou com o          U13, depois U14, 14R, U15, U16 e U17 usando micro 2 em 1 (2 in 1) da família          TMPA88xxxx, neste artigo falaremos basicamente do U14 e em futuro tópicos          voltaremos ao U13 e, depois, os mais recente onde citaremos apenas algumas          particularidades entres si. Peço aos leitores que para melhor entendimento          do texto tenha em mãos o referido diagrama.<br />
FONTE PRIMÁRIA, ( figura 1 ) baseado no Q 801cuja partida inicial          é via R 860 de 100k no pino 5 ( V in ). Pino 6 ( FB/OLP) temos          o circuito oscilador em R 877, C880, C 879. Pino 7 ( OCP ) é a          proteção sobre corrente é este pino que sente o consumo          excessivo e desliga a fonte totalmente, um exemplo clássico é          quando temos um curto na saída horizontal. O R 876 é de          suma importância estar com o valor corretíssimo é          ele que da a referência de tesão ao pino 7. Pino 1 e 3 temos          o transistor mosfet interno ao IC.</p>
<p>Esta fonte é muito boa, não só a fonte como o circuito          num todo, a pci as trilhas são boas ao contrario de outros fabricantes          que se sugar uma solda a trilhas vem junto (leia-se philips), tive poucos          defeitos no primário diante do grande números que já          reparei. O IC Q801 da conta e bem do recado, mas quando vai pro espaço          leva junto o D876, D877. Muito cuidado com o R 875 de 0,20R com tolerância          de 5%, quando alterado a fonte fica apitando ou não funciona, por          ser de baixo valor aquele meter baratinho com a escala de x1 alterada          ou a bateria baixa nunca mede correto. Embora não tenha acontecido          comigo, os técnicos do fabricante passou a dica que faz a fonte          apitar C875, 876 e 877. Se ocorrer de apitar ou piar como muitos dizem          apenas em STBY a solução é alterar o C 880 de 10K          para 100k.</p>
<p>Figura 1<br />
<img src="http://www.vascoeletronica.com.br/imgcursos/toshiba001.jpg" alt="" width="492" height="369" /></p>
<p>FONTE SECUNDÁRIA, ( figura 2 ) O maior dilema é          sempre saber onde está o defeito, na fonte ou na carga . Hoje em          dia com as fontes que não depende de pulso externo tipo horizontal,          ficou uma maravilha analisar, embora temos alguns calcanhares de Aquiles          para nos perturbar, como veremos.</p>
<p>Figura 2<br />
<img src="http://www.vascoeletronica.com.br/imgcursos/toshiba002.jpg" alt="" width="492" height="369" /></p>
<p>O +B 113V retificado em D 883 ao mesmo tempo que alimenta a saída          horizontal, leva uma referência via R 830 ao pino 1 do micro onde          será monitorado a sobre tensão ( proteção).          Esta mesma linha recebe uma amostra do pino 9 do Fly Back, que neste caso          se for sentido a presença de +B alto ou algo na deflexão          Horizontal em excesso o pino 1 acionará o pino 60 e jogará          a fonte para stby em forma de proteção e cortando os 9V          do Hvcc partida do oscilador. Sempre que o pino 60 estiver acima de 1          v a fonte vai para stby, seja ao desligar via controle remoto ou por proteção          vindo do pino 1, em boas condições este pino trabalha entre          1,4 a 1,7v. Em funcionamento correto o pino 60 fará a condução          ou corte do Q 432 que liberará os 9V Hvcc partida do oscilador          horizontal, Q405 9V para demais etapa e Q 880 foto acoplador. Fique esperto          com R 830, R831, RA16 e CA20 se um deles alterar poderá enganar          a proteção com um nível de tensão maior ou          menor no pino 1 do micro.</p>
<p>+B 21 V em D 887 será estabilizado pelo Q 430 em 9v, este transistor          é aquele famoso que aquece quando diodo D 448 abre, vamos falar          dele mais a frente. Também será regulado os 5V através          do Q 840 que no U 14 R usa um transistor KTC 3209 ( aquele que foi para          academia e ficou magrinho) que entra em curto e manda os 21 volts para          frente e faz um grande estrago, volto ao assunto depois.</p>
<p>+B 15V em D 885 já é bastante conhecido por dar a maior          surra no técnico que deixa a fonte sem funcionar quando o IC saída          de áudio abre o bico. Se analisarmos o pino 13 do trafo da fonte          é o GND da saída de áudio chamado aqui de S. GND.          Se a saída de áudio interrompe esta linha o pino 13 do trafo          fica sem ligação e não gera o +B 15V pelo pino 12          e conseqüente deixando sem alimentar o pino 1 do foto acoplador,          Q 405, Q 422 Q 423, portanto temos um aparelho morto.</p>
<p>Notem que para fonte funcionar teremos que ter 0V nas bases do Q 432 e          Q 880 este ultimo acionará o foto acoplador Q 862 que vai comandar          o pino 6 do Q 801 ( STR ) Neste chassi quando vai para STBY a fonte ficará          em torno de 80 v.</p>
<p>Tomando as devidas precauções, como a retirada do transistor          de saída H e desligar o pino 60 do micro podemos com segurança          aplicar um curto a massa na base de qualquer um dos dois transistores          Q 432 e Q 880 que saberemos se a fonte estão o.k. ou não.</p>
<p>Para terminar este capitulo, quando em rede de 220 a fonte fica em stby          e 127 é normal alterar C 887 100/16 para 100/25V e R 840 de 3k6          para 2k2.</p>
<p>HORIZONTAL, neste chassi U 14 e nos demais seguintes, foi          o maior pepino colhido que deu dores de cabeça, principalmente          para os serviços autorizados. Estou me referindo a queima do transistor          de saída horizontal BU 808DFI. Já peguei casos em que um          coitado havia colocado um dissipador tão grande que teve que amarra-lo          a malha do cinescópio pensando ele que fosse falta de dissipação.          A queima deste transistor está relacionado com vários fatores          e até a qualidade do próprio, quem é autorizado gradiente          deve ter uma circular que mostra a comparação de duas fotos          informando que o transistor BU808 de um certo lote deve ser desprezado.          O dito também é usado por esta e outras marcas. Veja figura          3 abaixo.</p>
<p><img src="http://www.vascoeletronica.com.br/imgcursos/toshiba003.jpg" alt="" width="356" height="143" /></p>
<p>Se for comprar o referido, NÃO compre se for como a figura acima.</p>
<p>Neste chassi U 14, algumas modificações foram implementada          pelo fabricante para evitar a queima deste transistor. Acrescentar um          capacitor na posição C 463 que não consta no esquema          mas, esta previsto na pci, de 100K (smd) na base do Q 404 a massa. Note          que poliéster trabalha melhor nesta posição. É          importante salientar que nos primeiros lotes deste chassi este capacitor          existe somente a posição e nos demais lotes ele existe com          o valor de 2k2, na dúvida troque direto por 100K. Outras modificações          é alterar o valor de R 426 para 0R47 e retirar o jumper JP 001          na base do Q 404 e, no lugar colocar uma bobina choque chamada TEM 2011          fornecida pelo fabricante cujo código de estoque é 456606,          trata se de um choque apenas com ferrite tipo aqueles encontrados nos          terminais de transistores. Chamo atenção para não          colocar qualquer uma devido o efeito da indutância e como sugestão          altere o valor do C 419 de 47/50v para 47/100v. Veja figura 4.</p>
<p><img src="http://www.vascoeletronica.com.br/imgcursos/toshiba004.jpg" alt="" width="521" height="316" /></p>
<p>Como vemos , a mudança nesta etapa foi a eliminação          do trafo driver e substituído pelo transistor Q 403 STX 112 que          não possui equivalente conhecido e não adianta medir como          um transistor bipolar, medição tradicional na escala ôhmica          não é possível. Aliás, a retirada do trafo          driver foi revista, no chassi U17 que é o mais recente da família          voltaram com o velho e bom driver a transformador.</p>
<p>Quando pego o transistor H em curto faço uma geral para evitar          retorno que é a troca direta também do Q 403 e Q 406, desta          forma não tive mais problema, claro que sempre observando a qualidade          do transistor de saída que NÃO deve ser igual a figura 3.</p>
<p>Outro pepino que fez cair o cabelo de muita gente foi o famoso D 448 que          abre de forma intermitente e não adianta medir já que isso          ocorre somente quando em funcionamento. A grosso modo podemos notar nesta          linha, temos o D 449 que recebe a tensão do Q 430 9v Hvcc que inicialmente          é a responsável também pela alimentação          do driver Q 403. Após gerar a mat e as tensões secundaria          no Fly back seu pino 7 terá 12v retificado por D 448 e praticamente          desprezando o D449 que entra em corte. No caso do defeito em D 448 que          todos que encontrei eram abertos e desta forma deixando D449 fica trabalhando          sozinho na alimentação do driver e o Q 430 trabalhar além          do limite, razão esta que o mesmo aquece muito e altera isso quando          não abre, se tiver no lugar um transistor KTC 3309, coloque um          2SC 2655 que também admite outros equivalentes. Como este diodo          quase sempre abre apenas quando esta em funcionamento, você deve          monitorar a tensão no catodo que deve ser sempre 12V, se cair para          9V esta aberto D448 e o TR Q 430 fervendo. Este diodo é de corte          rápido e na posição D 448 e 449 você encontrará          com o código comercial D1NL20U e FR 104. Em março deste          ano ( 2006) o fabricante mandou usar apenas o D1NL20U e se você          for comprar numa autorizada o código de estoque é 457320.          Particularmente tenho usado em ambas as posições o velho          e bom 4F1/10 ou BY 96 e não tenho retorno.</p>
<p>O fly back quando entra em curto também levar junto alguns componentes          na linha do ABL , normalmente abre o R 227 o R 408 e o R 218 no pino 27          do micro. Já peguei também o C 226 com defeito sem o FBT          entrar em curto. Na prática quando encontrar o FBT em curto olhar          toda linha do ABL começando pelo clássico que aqui é          C445.</p>
<p>VERTICAL, o próprio IC com defeito ou solda fria. Por falar em          solda fria, acontece muito nos dois pontos do dissipador gerando um ruído          ou tela fechando. O capacitor C 314 no pino 1do Q 301e C 301 no pino 15          do micro (V saw) perturba um pouco, gera varias linhas sobre a imagem          ou a tela fechada totalmente, todos que peguei foi de forma intermitente          e não adianta medir troque direto. Tive dois casos em que o tico          e o teco teve que trabalhar um pouco mais. O vertical estava fechado e          o problema era no tuner, isso mesmo no varicap cujo pino 7 estava em curto          com a massa matando os 5V vindo do regulador Q 421 que vai alimentar o          pino 44 YC do micro e o próprio tuner . Outro defeito estranho          foi a bobina L 103 que abria de forma intermitente e cortava a alimentação          do pino 36 do micro IC 501. Já tive alguns casos em que as tensões          do micro, sendo o +B de 5V gerado pelo regulador Q 421 ficava por volta          de 3,8v e o IC 501 esquentava muito e vertical parcialmente fechado a          causa era o próprio micro. Qualquer problema nesta linha de 5 volts          a partir do Q 421 pode fazer o vertical fechar enganando o técnico,          muito cuidado com o R 317 e R 316 aberto ou alterado. O Q 405 quando esquenta          da um defeito que também engana como se o fosse no vertical e também          faz cair o sincronismo deixando a tela maluca, basta medir no emissor          a tensão de 9V vai caindo e se tiver uma cola amarela em cima do          D 412 retire e troque o diodo.</p>
<p>O IC Q 301 poderá ser usado o TDA 9302H ou STV 9302A conforme a          modificação sugerida abaixo<br />
figura 5</p>
<p><img src="http://www.vascoeletronica.com.br/imgcursos/toshiba005.jpg" alt="" width="524" height="135" /></p>
<p>MICRO um sujeito que de vez enquanto faz muito colegas pagar um mico,          tem colegas que é micreiro desde que nasceu, mal abriu o gabinete          coloca o dedão em cima do coitado e já tasca: Microooooooo.          Do chassi U13 em diante começou a ser usado a família TMPA          88XX, gostei do camarada, gente boa e faz tudo. Já na LG ouvi falar          e aqui estou vendendo o peixe que comprei, tem uns casos críticos          nos modelos de tela maior só trocando micro e memória gravada          por eles, ainda não aconteceu comigo, más se acontecer vamos          tentar de tudo ( não me refiro a micronas). Não irei comentar          sobre os pinos deste micro TMPA 88XX, porque o manual de serviço          completo esta rodando na net e nele tem todas as funções          descritas, o difícil é o pessoal ler, tem gente que esta          com o manual na mão e vem ao fórum perguntar como entrar          no modo service. Quanto a defeito no micro, eis alguns:</p>
<ul>
<li>Reset no micro é formado no IC Q 841 smd, fique sempre de olho          na tensão que sai do pino 4 no momento é que liga, já          peguei uns casos em que demorava para liberar os 5V. Qualquer novato deve          saber que o micro para funcionar deverá ter na condição          inicial a seguinte ação: Alimentação de 5V          que no caso deste chassi é os pinos 9 e 55. Reset no pino 5 que          tanto em ON como STBY deverá ser 5v. Oscilador principal nos pinos          6 e 7. Sempre ressaltando que o pino 1 ( proteção ) deve          ser abaixo de 2 V caso contrario mandará o pino 60 para STBY.</li>
<li>Casos em que o 5V esta por volta de 4,1V e aquecia, delisgando o pino          de alimentação a tensão subiu .</li>
<li>Sem saída R para o cinescopio, mas fique esperto com os resistores          smd ligado nos pinos 50, 51 e 52 abrem com muita freqüência          e os R 914, 921 e 928 na PCI no cinescopio.</li>
</ul>
<p>Já notaram que há algum tempo os fabricantes vem adotando          mais de um barramento de dados I2C, vulgo data e clock que aqui é          o SDA 0 e SCL 0 que faz a comunicação com a memória.          Neste modelo assim como muitos outros, até mais antigo, a engenharia          colocou uma segunda, chamada de SDA 1 e SCL 1, esta ultima comunica com          os demais periférico. Uma das razões da segunda, creio eu,          é tentar minimizar que ruídos de todas as formas bagunce          e corrompe alguns dados gravados na memória. Veja por exemplo que          a linha de dados do tuner é que mais estaria sujeito a isso, Já          a linha SDA 0 e SCL 0 está mais protegida e não ligado diretamente          ao circuito externo. Se isso resolveu, acho que não, porque continuamos          a ter memória com bits bêbados. Veja mais abaixo que temos          um modificação que tenta minimizar esta situação          conforme a figura 6</p>
<p>Falando ainda em micro, qualquer sintoma cabeludo que pegar neste chassi          e que todas as medições de praxe foram verificadas, não          pense duas vezes, RESET A MEMORIA. É sabido que muitos tem medo          de fazer tal operação devido ter que refaze-la depois, más          é tão fácil quanto tomar doce da mão de criança.          Os reajuste a fazer vide descrição no manual de service          são:</p>
<ul>
<li>item 1,2 e 3 RGB cut off,</li>
<li>4 e 5 equilíbrio de branco ou escala cinza ( para mais novos)          no G e B driver,</li>
<li>43 HIT altura vertical,</li>
<li>45 VP 60hz posição vertical,</li>
<li>47 Vlin linearidade vertical,</li>
<li>102 TUNR,</li>
<li>ITEM 108 OPTM1 conforme a tabelinha no manual, caso contrario ficará          sem áudio, não esquecendo que alguns destes dados são          feitos no modo S ou D, veja no manual que esta tudo explicado. Se não          esqueci de alguns, seriam estes os mais importantes, os demais são          default.</li>
</ul>
<p>Como disse antes, para evitar corromper dados da memória o fabricante          disponibilizou um boletim com as melhorias que serve inclusive para o          chassi U 13, com a ressalva da posição do IC Q 841 do reset          conforme a figura 6 e 7.</p>
<p>Figura 6</p>
<p><img src="http://www.vascoeletronica.com.br/imgcursos/toshiba006.jpg" alt="" width="524" height="137" /><br />
Figura 7<br />
<img src="http://www.vascoeletronica.com.br/imgcursos/toshiba008.jpg" alt="" width="475" height="209" /><br />
EQUIVALÊNCIA DE MICROS: veja na figura abaixo que existem 3 micros          com equivalência direta sendo o TMPA8813CPNG3RP2, TMPA8813CPNG4K95ZN          e TMPA8813CPNG4K95ZNS estes 3 não precisa de modificação,          más existe um quarto que necessita de correção no          circuito conforme a tabela da figura 8 e figuras da pci abaixo.</p>
<p>Figura 8</p>
<p><img src="http://www.vascoeletronica.com.br/imgcursos/toshiba009.jpg" alt="" width="441" height="413" /></p>
<p>MEMORIA, sempre elas para infernizar, embora tem vantagem          de custar baratinho e são apenas oito terminais. Tem aqueles defeitos          clássicos, tipo: tela branca ou escura, vertical fechado, horizontal          caído, onde não é possível dar o RESET, então          comece ressoldando a memória e RA 61 e 62. Caso não resolva          troque a memória que pode ser qualquer uma de 8K, BRA24C08, M24C08,          X24C08, XL24C08, MN24C08 ou ST24C08, se no lugar tiver uma com final 04          pode colocar 08 sem problema. Se possuir gravador de eeprom melhor ainda,          só tome cuidado pois na net tem uns arquivos com os bits doidos.          Nas toshibas não há necessidade de gravar, já que          é moleza reprogramar via modo service. Antes de trocar a memória          nos casos citados acima não esqueça de analisar os circuitos          de praxe.</p>
<p>Finalizando esta parte do micro e memória, fiquem muito atento          quando a fonte primaria recebe uma descarga elétrica e queima o          STR. Já peguei muitos casos em que o transitor Q 840 que faz o          +B 5v principal, entra em curto, quando nesta posição é          usado o transitor KTC 3209 ( aquele magrinho), com isso a tensão          que é 5V sobe acima de 15V e os seguintes componentes queimam:          D876, D877, MICRO, MEMORIA, TUNER, Q 841, Q840, ,Q842, D840, DB30 e Q          421, foram estes que aconteceram comigo, embora poderá queimar          muito mais, caprichem no orçamento.</p>
<p>SPOT a função deste circuito é descarregar rapidamente          o cinescopio caso contrario o usuario ao desligar a tv iria notar um ponto          ou uma bola luminosa na tela. Este efeito é chamado de emissão          secundaria. Más se olharmos no esquema, ou melhor fora dele, ao          lado do desenho dos falantes temos um desenho de uma PCI chamada de SPOT.          Aqui entra a questão, você pode encontrar ou não esta          PCI montada verticalmente como sugere o desenho fig 9.</p>
<p>Fig 9</p>
<p><img src="http://www.vascoeletronica.com.br/imgcursos/toshiba010.jpg" alt="" width="330" height="232" /></p>
<p>Cuja ligação seria no encaixe ( conector) chamado de PS01          conforme esta no esquema. Na PCI principal você não encontrará          os furos do PS01 e verá que a plaquinha spot está soldada          nos furos do HF 01 onde seria o módulo (IC) de Radio FM opcionalmente          neste chassi temos com ou sem Radio FM. Quando a PCI SPOT não existir          ( temos radio FM) e os mesmos componentes estará montado na PCI          principal cujo desenho está ao lado do tuner em destaque chamado          de FM, conforme a figura 10.</p>
<p><img src="http://www.vascoeletronica.com.br/imgcursos/toshiba011.jpg" alt="" width="134" height="108" /><br />
Fig 10</p>
<p>Sendo formado por Q 612, D612 e GD 62 short. Cuidado para não passar          batido, estes componentes estão na PCI principal na região          do tuner perto da lateral da PCI. Obviamente se a PCI SPOT externa existir          os mesmos estarão nela.</p>
<p>O circuito SPOT será acionado sempre que ocorrer o power off que          irá descarregar o C 612 e polarizr o Q 612 e o Q 906 que está          ligado no canhão Azul na PCI do cinecopio. Fica facil notar, porque          o circuito SPOT estando com defeito deixa acionando direto o Canhão          B e consequente uma tela azulada.</p>
<p>Notem também que o pino 56 do micro (mute) além de polarizar          a base do Q 611 e Q 631 tem uma ligação com o circuito SPOT,          isso se justifica para evitar que ao desligar ou ligar a TV ocorra aquele          barulho no alto falante, tipo “ tucc tucc”, fácil entender          a razão do “sem audio” quando ocorre defeito no circuito          SPOT, tela azulada e sem audio, levando o tecnico a trocar micro, memoria          e tuner sem necessidade.</p>
<p>TELA AZUL o primeiro passo é desativar pelo menu do usuário,          se persistir desligue Q 906 na PCI do cinescopio para certificar se o          problema não é no canhão B. Caso a tela fique normal          com imagem, os componentes que mais dão defeitos são: O          próprio Q 906 (80%), Q 612, D612 e GD 62 short ( este ultimo pode          estar um jumper no lugar de um diodo ) na placa básica ou então          na PCI SPOT externa.</p>
<p>RGB, os defeitos que mais tem ocorridos é nos R 230,229,228 ambos          smd nos pinos 50, 51 e 52 do micro, e na PCI do TRC os R 914, 921 e 928          também smd, e se você for sem sorte o próprio micro.</p>
<p>Espero que estas informações lhe sejam úteis, foram          baseadas no chassi U14, façam uma boa leitura acompanhando do esquema.          Está série de artigos servem também para os chassis          U13, U14R, U15, U16 e U17 que tem pouca diferença em relação          ao U14.</p>
<p>Como todos os defeitos aqui relatados são defeitos reais ou modificações          sugeridas pelo fabricante, servirão de base em momentos de apuros          técnicos.<br />
É bom lembrar, que toda a descrição foram baseadas          na versão MONO</p>
<p><span style="color: #ff0000;">Mais dicas de defeitos:</span></p>
<p>Modelo Defeito Solução<br />
TV Toshiba 2987 Com linha de retraço e desligando A soluçao          foi uma<br />
resoldagem geral na pci do tubo.<br />
20A82 EAV Não funcionava e após a troca do fly-back o brillho          fica<br />
variando. Trocar componentes ligados ao pino ABL do fly-back<br />
Toshiba 2056 Não liga Peguei esta toshiba totalmente inoperante,nem          o<br />
led de standy-by acendia.Analizando-a percebi que o +B de 5v estava<br />
muito baixo e o regulador(de 5v) estava aquecendo muito. Seguindo a<br />
linha dos 5v cheguei ao pino 42 do micro, lá existe um zener de          6v2,o<br />
mesmo encontrava-se em curto. troquei-o e a tv funcionou perfeitamente          ok?<br />
Dica enviada por: Laureano<br />
TV&#8217;s-1022HAV/1484HAV/<br />
2084HAV/1485HM/2085HM/<br />
2087HMS/2086HMS QUEIMA, AQUECIMENTO OU NÃO OSCILACAO DO TRANSISTOR          Q404<br />
( BUH315-NE 587207 OU 2SD 1877) No chassi U13 o transistor Q404 usado,<br />
poderá ser tanto o BUH315 ou 2SD1877, sempre respeitando o valor          do<br />
resistor R444 com seu respectivo transistor. Qualquer alteração          no valor<br />
do resistor localizado entre a base e emissor do Q404 faz com que ele<br />
não oscile de forma correta, acarretando aquecimento e a queima          do<br />
mesmo. Pedimos que verifiquem sempre o valor do resistor R444 usado no<br />
aparelho seja qual for o motivo da entrada na oficina, a fim de evitar<br />
maiores danos posteriores. Q404 (BUH-315) USAR RESISTOR POS.ESQ. R444          (<br />
33R ). Q404 (2SD-1877) USAR RESISTOR POS.ESQ.R444 ( 56R ).<br />
Informação técnica Alguns Defeitos VCX 687/688/791/792          C508 NAO LIGA<br />
C545 NAO LIGA O DRUM C542 NAO LIGA O C/R C371 SEM IMAGEM DE FITA C325<br />
SEM IMAGEM DE FITA C323 SEM IMAGEM DE FITA C348 SEM IMAGEM DE FITA C351<br />
SEM COR C322 SEM IMAGEM DE FITA e RF C326 SEM IMAGEM DE FITA e RF Obs<br />
C542e C371 SAO DE 680pf os outros sao de 0,1uf<br />
Fax Toshiba, modelo 4700 Teclado e display não funcionam. Pode          ser um<br />
capacitor c1 de 10x50v que fiva na placa do teclado bem proximo ao<br />
conector. ele estoura e vaza liquido para placa. Ou em ultimo caso o ic2<br />
(t7778a) que tambem fica na placa do teclado.<br />
147CR SEM IMAGEM,SOM NORMAL E FUNÇÕES NA TELA Em primeiro          lugar<br />
verifique as tensões nos transistores de saída de video.          Observe que não<br />
há tensão nas bases desses transistores. As bases estão          ligadas aos<br />
pinos 22, 23 e 24 CI (IC501).Teste as tensões nos outros pinos          do CI e<br />
elas vão estar normais, porém com uma pequena queda no pino          17.<br />
Substitua o CI e o televisor funcionará normalmente.<br />
TVC2056 NÃO FUNCIONA, APENAS ACENDE O LED STAND-BY O televisor          não<br />
liga quando pressionada a tecla ON do controle remoto. Verifique as<br />
tensões da fonte , vão estar normais, mas o ocilador horizontal          não<br />
funciona , pois não há tensão de alimentação          para esse circuito. Esta<br />
alimentação vem da fonte ,e passa antes pelo circuito de          acionamento,<br />
comandado pelo microprocessador (ICA01),no caso em acionamos a TV pelo<br />
controle remoto. Neste circuito , ao se ligar a TV , a tensão no          pino 16<br />
do micro se encontra em 0v,cortando (Qa17)e(Q810) deixando que a tensõ<br />
de 114V sature o(Q809) enviando a tensão de 20v para o oscilador<br />
horizontal. Verifique as tensões nestes transistores com o pino          16 do<br />
micro em 0v (TV ligado) note que o (Q809) estácortado devido ao          curto<br />
encontrado em (Q810), que desvia a tensào de base do (Q809) para          a<br />
massa. substitua o (Q810), e o televisor funcionará normalmente.<br />
TVC160. TOTALMENTE INOPERANTE. Quando o aparelho é ligado, apena          a<br />
fonte +B(95VCC) funcionava , e esta tensão não chega até          o coletor do<br />
transistor de saída horizontal (Q404) 2SD1427. analise o circuito          e<br />
observe que o resistor (R411) está aquecendo demais, o que é          um possivel<br />
problema para o transistor(Q402).Continuando desligue o televisor da<br />
rede e depois retire o transistor do circuito , e note que ele ele<br />
apresenta uma fuga entre o emisor eo coletor. Troque o (Q402), eo<br />
televisor vai funcionar normalmente.<br />
TS-147 Ondulação na imagem C-810 (240 µF 400 V)<br />
TS-167 S/ imagem e c/ som C-902<br />
Vários modelos Defeito imagem Serrilhada em toda a tela Causa defeito<br />
Eletrolítico C-408 .<br />
TV2080E Aumentando o som sozinha Defeito era a chave (botãozinho)          que<br />
ficava sempre fechado, como se estivesse pressionado (vol +).<br />
TS-207 Inoperante C-811 (10 µF 100 V) e R-811 (220 K)<br />
TV 1470 Tela verde c/ traços brancos CI-501 (TA8718N) (* 2x)<br />
TVC 206 Linha horizontal Q-303 (2SB546A), Q-304 (2SD401A) e R-330 (1,2          K)<br />
TC-1470 Tela toda verde com traços brancos em toda a imagem Trocar          CI<br />
501 verifique os componentes ligados ao mesmo também.<br />
TS-201A Defeito tela branca sem som e sem imagem Causa C-116 com fuga<br />
ou em curto.<br />
10 IL Som c/ baixo volume C-613 (1 µF 250 V)<br />
16 IL Inoperante R414 (18 K)<br />
16 IL Sem som R613 (8,2 K)<br />
TS-165 S/ imagem, s/ som, chuvisco C116 (0,022 µF)<br />
TV-2070 Listas escuras no horizontal e excesso de brilho C-446<br />
33ufx160V seco</p>
<p>&nbsp;</p>
<p>TOSHIBA 142 VS 01- teclasde mudança de canal não          atuam e sem caracteres. osd teclas com defeito e solda fria no micro troca          das teclas e ressoldagem dos pinos do micro e pci<br />
TOSHIBA TV 2087 H U 13 vertical fechado , esquentando resistor de alimentação.          siga o pino 6 do flyback diodo e saida verticalem curto troca do diodo          e do ci de saida vertical.<br />
SEMP TOSHIBA TV 2091 U14 saída horizontal em curto troca do Q402,          e uma alteração no circuito horizontal<br />
TOSHIBA 2088(I)M Fica em std.By Verificar C887, substituir R840 de 3,6          por 2k2<br />
TOSHIBA 2998DS(LEM) Não Sintoniza Canais IC 501 TB1231CN ou TB1238<br />
TOSHIBA TV-2091 U15 Não oscila R411<br />
TOSHIBA 2083FAV-U11 Esverdeada com linhas de retraços R227 aberto          smd-22K<br />
TOSHIBA TV1485(F)M Volume não atua além do quarto traço          indicador e menú só acessa a primeira tela de opções          Memória SMD<br />
TOSHIBA U11 U11 Com som, sem imagem, sem caracteres, tela azul D901<br />
TOSHIBA TV-2998EMS LEM2 Ao ligar não tem sincronismo, normaliza          ao fim de alguns minutos C213, C214<br />
TOSHIBA TV -2090IAV U14 Inoperante D840<br />
TOSHIBA 2998 Tv inoperante a atuar proteção Q-301-TDA 9309,          R-327 de 3R3 /2w<br />
TOSHIBA 2995 Fonte não liga C819<br />
TOSHIBA 2987(F)MS Sem áudio Verificar D621 e Q625<br />
SEMP TOSHIBA U9 U9 Fonte não funciona R861 de 560K alterado<br />
SEMP TOSHIBA 2080E Tela azul, s/video e com áudio Verifique R 282          de 1k<br />
SEMP TOSHIBA 2080E Canais com chuvisco Verifique R 163 de 5k6<br />
TOSHIBA 2091-U15 U15 Não funciona, fonte não oscila Causa          possível, DZ876 e CAP 864<br />
TOSHIBA TV1451 U18 sem audio som roco não é saida de audio          e nem auto-falante é só dessolda a base do Q611 o audio          volta ok.<br />
TOSHIBA TV1451 CHASSIS U18 fonte não oscila os +B todos baixos          os comp da fonte todos ok, era uma trilha da plaquinha do eeprom partida.          ressoldei a trilha a eeprom liberouu a fonte.<br />
TOSHIBA TV2087 HMS U13 Tela Azul sem Caracteres ou Fraco Causa Provavel          Q612 com fuga<br />
SEMP TOSHIBA TV2996S demora a ligar foto acoplador da fonte<br />
TOSHIBA 2998-LEM3 LEM3 vertical 1 palmo bomboleano ci tb1275an ou ang          jair<br />
SEMP TOSHIBA DVD SD7050S inoperante solução: trocar resistor          (R1)e o capacitor (C8) da placa de força e os 2 capacitores (C346,C345)<br />
SEMP TOSHIBA 2996 Problemas com sintonia verificar C101<br />
TOSHIBA 2090 Queima Transistor Saída Horizontal C419 com fuga<br />
TOSHIBA PD2058 Não Liga R826 de 068R<br />
TOSHIBA LEM5 LEM5 Imagem escura C902<br />
TOSHIBA TV-1484FAV Vertical Fechado Resistor SMD 470R aberto<br />
TOSHIBA U14R U14R Imagem escura. Mesmo aumentando o brilho e o contraste,          a imagem fica escura R227 alterado ou aberto</p>
<p>TOSHIBA 2083AAV U9 sem imagem e com som. soquete do tubo          com sujeira, e solda quebrada no painel traseiro limpeza do soquete, e          ressolda na ligação dos pinos.<br />
TOSHIBA TV-2091 U14R U14R Inoperante D876 em curto, CI STR W5753A<br />
SEMP TOSHIBA U13 U13 Tela Azul Soltar pino 19 da placa do tubo, se aparecer          imagem a causa provavel é Q612<br />
SEMP TOSHIBA TV-2091 U15 U15 O VERMELHO FICA COM FOSSE QUASE VIOLETA C          902. NA PLACA DO CINESCóPIO<br />
TOSHIBA 3488 Vertical fecha de forma intermitente 7805 junto ao varicap<br />
TOSHIBA 3488 EMS Horizontal deitado C214<br />
TOSHIBA TV-1470E Apenas sintoniza canal 2 Bobina AFT<br />
TOSHIBA TV-1470E Não sintoniza VHF Selectronic<br />
TOSHIBA TF-2952 Desliga Q-830, C-805 e C-913<br />
TOSHIBA TVM-2066 Tela Limpa Verificar soldaduras Q830<br />
TOSHIBA TV-2080 U5 Fonte baixa ou Flutuando D811<br />
TOSHIBA TV-2080 Horizontal fechado D811 &#8211; 1n4148 junto ao acoplador ótico<br />
TOSHIBA U16 U16 Funciona apenas em 220V em 110V não funciona Verificar          transistor Q430<br />
TOSHIBA 2082BEAV Ao ligar antena a imagem escurece e som fica chia C445,          22nF<br />
TOSHIBA TV-1482 Subindo e baixando o volume sozinha Chave de toque de          canais com fuga</p>
<p>TOSHIBA TV2082 &#8211; U8 U8 Lista preta no meio da tela C224          10uf-50V<br />
TOSHIBA U14 TV 1490 , 2090 desliga Q430 esquentando muito D448 aberto<br />
TOSHIBA U14 Demora a ligar C887 100MF 16V alterado<br />
TOSHIBA TV-2998 Sem sincronismo horiz/vert C214 1MF Alterado<br />
TOSHIBA MS6531 Sem som Q802<br />
SEMP TOSHIBA TV 485HM Queima STRG 5653 R876 de 680R<br />
TOSHIBA TV2086 Contraste não actua R218 e R327 alterados<br />
Toshiba TC-14A10 imagem pela metade e dobrada em baixo 1uf C425<br />
Toshiba 285D8W(D) Demora muito tempo a arrancar (só leed de stand          by ligado)Tensões na saida ,ausentes analizar esquema tem 2 transformadores          na saida de tensão analizar e mudar C842=330mF/25v<br />
Toshiba 28N33D Ch.11AK37-11 Tem som não tem deflecção,          falta forma de onda do horizontal no drive. Substituição          da R639=10K , C653=47nf , D407=1N4148 e R246=2 . 2K<br />
Toshiba 28N33D Ch. 11AK37 Sem voltagens á saída da fonte.          Substituição do transformador da fonte.<br />
Toshiba 2512DN Pouca amp. vert. e dobrada na parte inf. com tremideira.          Após 1 min. tela negra C317 2,2mf 50V longe do IC vert. escondido          debaixo do mod. EW<br />
Toshiba 256T9W Sem sincronismo V e H por sinal de antena em AV ok Substituir          cond elect. dentro do tuner<br />
Toshiba 28N14G Chassis CUC2130M Não dava imagem, o ci 34015 STV2248          esquentava demasiado, detectei que a tensão de alimentação          do ci de 8V estava alta, com 12 volts D5405 Zener de 6,8 Volts<br />
Toshiba 2812DN Vertical fechado com cerca de um palmo de imagem, estavel          cas com nitido defeito tambem no Este-Oeste R424 no modulo de Este-Oeste          (DS-1107), retirar tb todos os electroliticos lavar o modulo pq quase          sempre apresentam sinais (e cheiro) de derrame.</p>
<p>Toshiba 2100RNT Não fazia StandBy Transístor          BUX84 (Q804)<br />
Toshiba 2100RNT Não ligava TSL HR7669 + Transístor Q404          (ON4409) pelo 2SD1556<br />
Toshiba 2563DN Sem EW TA8859AP<br />
Toshiba 28N14G Sem EW R53072 , R50048, STV9306<br />
TOSHIBA 28N33D Em frio demora a focar a imagem Suporte do TRC substituído          (estava oxidado mas não resolveu o problema). Limpar muito bem          o pino de focagem e colocar silicone na base de plastico do canhão          do TRC.<br />
TOSHIBA 2812DN Vertical só abre totalmente após cerca de          15 minutos, verificando-se, durante este tempo, também incorrecção          do E/W C374 CE/220mF no módulo E/W<br />
TOSHIBA 175R9D Vertical esticado Trocar C303, C317<br />
TOSHIBA 37cm utiliza o AN5515 Traço R312-1,2R/ 1W alterada<br />
TOSHIBA 175R9D Vertical dobrado na parte inferior Substituir C303 2,2uF          50v<br />
TOSHIBA 2150TN Nao da nada, R 4.7ohms 5w em aberto mudar STR58041, R 4.7ohms          5w, diodo zener 5.6v (nao esquecer de mudar pode estar em aberto ou em          c/c)<br />
TOSHIBA TV 1478FM Funciona não aparecendo o menu e nem os caracteres          na tela 82k R820<br />
TOSHIBA TV2998 IMS LEM5 Linhas de retraço na parte superior da          tela C308 trocar sem medir “100mF/50v”.<br />
SEMP TOSHIBA DVD-SD6082VK Visor apagado D510 e D511<br />
TOSHIBA TS-207 Perde sincronismo verificar R451<br />
TOSHIBA U14 U14 Demora 1 minuto a ligar C887 &#8211; 100mF/35v</p>
<p>&nbsp;</p>
<p>TOSHIBA 2996 Liga e vem com uma imagem esticada, ou seja,          linearidade vertical esticando a imagem. C305, próximo ao ci faz          tudo.<br />
TOSHIBA CH14 Liga e vem com o horizontal virado IC8813 ruim.<br />
TOSHIBA TV-2084 U15 Sem vídeo. Imagem bem no fundo, quase que invisível.          E com a tela azul até em a/v D901 em curto na placa do trc.<br />
TOSHIBA TV1495 Só fica em stand-by Q430 e STV9302.<br />
TOSHIBA TC-2084 Sem áudio Q612 no pci slot (plaquinha em pé)          em curto.<br />
TOSHIBA 2958 (H) FS Vertical dobrando faça isso = R310 de 4K7 mudar          para 5K6. Alterar a memória (vcen) de 28 para 37 entrando no modo          serviço “D”.<br />
TOSHIBA U4 Variando a sintonia T151 e T152.<br />
SEMP TOSHIBA TV2016MMS Som rouco e baixo nos dois canais Q906 na placa          do cinescópio<br />
TOSHIBA MS6544CD Não funciona, display apagado IC901<br />
TOSHIBA TV2084 FAV U11 Tela Azul, mais c/ imagem, em seguida desliga D901          =1N4148<br />
TOSHIBA 2070 Não liga +b 114v baixo Qa13 em curto<br />
TOSHIBA U14 U14 SEM BRILHO SOMENTE VULTOS VERMELHOS C902 1n/2KV COM FUGA.<br />
TOSHIBA 140 U8 VERTICAL FECHADO TENSÃO DE 25V NORMAL CI Q301<br />
TOSHIBA 2958GFS FS5 VERTICAL FECHA DO 5 SEGUNDOS DESLIGA D301 ABERTO<br />
TOSHIBA U6 SEM CONTRASTE CA66 10n EM CURTO</p>
<p>&nbsp;</p>
<p>TOSHIBA U10 VERTICAL SEMI FECHADO ABETO SOMENTE 10 Cm DO          MEIO PARA CIMA. C 301 E C 305 AMBOOS DE 1UF.<br />
TOSHIBA U8 VERTICAL FECHADO C 301 1Uf<br />
TOSHIBA 2070 FONTE ALTA R824 15 K ABERTO.<br />
TOSHIBA U10 NÃO SINTONIZA CANAIS D101 33V EM CURTO.<br />
TOSHIBA MS-6531CD TDA7294X2 QUEIMADO TROCANDO NÃO VEM AUDIO Q802          A107M ABERTO<br />
TOSHIBA U8 SEM CARACTERES RB28 100K ABERTO<br />
TOSHIBA U10 SEM BRILHO E SEM SOM MICROCONTROLADOR.<br />
TOSHIBA TV1482 FONTE NÃO FUNCIONA R861 ABERTO<br />
TOSHIBA TVC 147 VERTICAL ROLANDO R563 ALTERADO<br />
TOSHIBA 1466SU FONTE BAIXA SO 47V Q846 EM CURTO.<br />
TOSHIBA 1470 VERTICAL FECHADO COM LISTRAS FINAS NA PARTE SUPERIOR. C303          2,2UF.<br />
TOSHIBA U8 U8 NÃO SINTONIZA CANAIS E SEM CARACTERES (OU SEJA SEM          PULSO HORIZONTAL RB28 100K ABERTO<br />
TOSHIBA U10 U10 SEM BRILHO E SEM SOM COM ALTA TENSÃO MICROCONTROLADOR<br />
TOSHIBA U16 U16 FONTE NORMAL APARELHO NÃO FUNCIONA (OU SEJA SEM          ALTA TENÇÃO) C419 47UF/50V. ESGOTADO<br />
TOSHIBA TVC147 FONTE BAIXISSIMA ZD819 E ZD810 EM CURTO</p>
<p>TOSHIBA U13 U13 NÃO SINTONIZA CANAIS AV EXTERNO NORMAL          CA02 100pF EM CURTO<br />
TOSHIBA U4 U4 SEM BRILHO SOMENTE VULTOS VERMELHOS C902 1n/2KV COM FUGA<br />
TOSHIBA U16 U16 Desliga parecendo solda fria Verificar cristal X01<br />
TOSHIBA TV-2083 AAV U9 U9 Inoperante C884 (220uF/160V) esgotado<br />
TOSHIBA TVC147-CR Imagem balançando no sentido vertical Diodo D820          da fonte de 9 volts<br />
TOSHIBA TVC-147-CR Imagem balançando no sentido vertical Diodo          D820 da fonte de 9 volts<br />
SEMP TOSHIBA TC-2086 U14 U14 Inoperante Verificar RA08, RA05, R.864<br />
TOSHIBA 2088 Demora 5 a 10 minutos a começar a oscilar C887 de          100/35v<br />
TOSHIBA TV2093JA -U14 U14 Entrada AV não funciona Micro Deficiente.          O sinal de vídeo chega ao pino 24 do micro.<br />
TOSHIBA U14 U14 Oscila a fonte e para. +B de 113v tava com 77V. O de 21v          com 5,6v. E o pino 7 do ci com 5V em vez de 9v Q432 fuga.</p>
<p>TV-SEMP TOSHIBA CHASSIS LEM7 &#8211; Esse tv chegou com o vertical fechado  ,troquei o IC de saida vertical os eletroliticos e testei todos os  componentes périfericos funcionou mais com retorno e linhas abertas na  parte superior da tela!<br />
Solução-C301 no pino 15 do IC 501 seu valor  original e de 100k colocaram um de 10k ,esse tv esteve em outra oficina  para orçamento,deu muito trabalho sem falar no desgaste mental.</p>
<p>TOSHIBA TV 1455M &#8211; essa TV estava parada causa D 806 /R2M em curto, dei  uma pequena vasculhada na fonte e não encontrei mais nada , fiz a troca  do diodo e liguei oscilou e em seguida deu um pequeno estalo e parou .  Fui conferir o diodo e tinha dançado outra vez então fui a fundo ,  desligei a linha do +B , coloquei outro diodo e liguei rápido e o mesmo  na mesma hora esquentou e então deduzi que o problema continuava na  fonte . Então fui a fundo encontrando o causador era o D825 com com fuga  , troquei-o e liguei e lá estava a TV funcionando beleza .</p>
<p>Toshiba TV Modelo: 28W23B (11AK37 Chassis)<br />
Para entrar no menu de serviço (service mode) pressione o botão de menu e seguidamente a sequência 4,7,2,5.</p>
<p>Toshiba TV Modelo: 198X6M<br />
Avaria &#8211; Destroi continuamente a saída de horizontal.<br />
Solução &#8211; Substituir os condensadores C403 e C408.</p>
<p>Toshiba TV Modelo: 28WD98B<br />
Avaria &#8211; Não sai de standby, a linha de 16V tem apenas 8V.<br />
Solução &#8211; Trocar C872 (220uF, 50v)</p>
<p>Toshiba TV Modelo: 215R8N<br />
Avaria &#8211; Distorção no vertical.<br />
Solução &#8211; Trocar C317 (2.2uf, 50v) o melhor é colocar um de 4.7uf.</p>
<p>Toshiba TV Modelo: 210T6BZ<br />
Avaria &#8211; Som distorcido ou interferência no som.<br />
Solução &#8211; Trocar Q809, C866, C869, C864 e verificar soldas na zona.</p>
<p>Toshiba TV Modelo: 2863DB (C6SR Chassis)<br />
Para desactivar a protecção deste televisor remova o D471.</p>
<p>Toshiba TV Modelo: 3798DG (C8SS Chassis)<br />
Avaria &#8211; Imagem distorcida, problema de E/W<br />
Solução &#8211; Trocar o diodo D461.</p>
<p>TOSHIBA TV2998 IMS LEM5<br />
Linhas de retraço na parte superior da tela<br />
C308 trocar sem medir “100mF/50v”.</p>
<p>SEMP TOSHIBA DVD-SD6082VK<br />
Visor apagado<br />
D510 e D511</p>
<p>TOSHIBA TS-207<br />
Perde sincronismo<br />
verificar R451</p>
<p>TOSHIBA U14 U14<br />
Demora 1 minuto a ligar<br />
C887 &#8211; 100mF/35v</p>
<p>TOSHIBA 2996<br />
Liga e vem com uma imagem esticada, ou seja, linearidade vertical esticando a imagem.<br />
C305.</p>
<p>TOSHIBA CH14<br />
Liga e vem com o horizontal virado<br />
IC8813 ruim</p>
<p>TV SEMP 1490(I) AV U14 não arranca, não sai de standby.<br />
Solução da avaria: substituir C887 e D431.</p>
<p>Toshiba TV2977(A)SL Chassis SL-91<br />
Defeito: não liga.<br />
Solução da avaria: substituir Q404, R851 de 220K.</p>
<p>TV Semp Mod: TV 2958(G)FS Chassi: LEM 7 FS5<br />
Defeito: liga com vertical fechado 2cm, e logo após desliga<br />
Solução da avaria: substituir diodo D301  D1NL20U.</p>
<p>TOSHIBA U14<br />
Demora a ligar<br />
C887 100MF 16V alterado</p>
<p>TOSHIBA TV-2998<br />
Sem sincronismo horiz/vert<br />
C214 1MF Alterado</p>
<p>TOSHIBA MS6531<br />
Sem som<br />
Mudar Q802</p>
<p>SEMP TOSHIBA TV 485HM<br />
Queima STRG 5653<br />
R876 de 680R</p>
<p>TOSHIBA TV2086<br />
Contraste não actua<br />
R218 e R327 alterados</p>
<p>Toshiba TC-14A10<br />
Imagem pela metade e dobrada em baixo<br />
Ver C425</p>
<p>Toshiba 285D8W(D)<br />
Demora muito tempo a arrancar (só leed de stand by ligado)<br />
Tensões na saida ,ausentes analizar esquema tem 2 transformadores na saida de tensão analizar e mudar C842=330mF/25v</p>
<p>Toshiba 28N33D Ch.11AK37-11<br />
Tem som não tem deflecção, falta forma de onda do horizontal no drive.<br />
Substituição da R639=10K , C653=47nf , D407=1N4148 e R246=2 . 2K</p>
<p>Toshiba 28N33D Ch. 11AK37<br />
Sem voltagens á saída da fonte.<br />
Substituição do transformador da fonte.</p>
<p>Toshiba 2512DN<br />
Pouca amp. vert. e dobrada na parte inf. com tremideira. Após 1 min. tela negra.<br />
C317 2,2mf 50V longe do IC vert. escondido debaixo do mod. EW</p>
<p>Toshiba 256T9W<br />
Sem sincronismo V e H por sinal de antena em AV ok<br />
Substituir cond elect. dentro do tuner</p>
<p>Toshiba 28N14G Chassis CUC2130M<br />
Não  dava imagem, o ci 34015 STV2248 esquentava demasiado, detectei que a  tensão de alimentação do ci de 8V estava alta, com 12 volts<br />
D5405 Zener de 6,8 Volts</p>
<p>Toshiba 2812DN<br />
Vertical fechado com cerca de um palmo de imagem, estavel cas com nitido defeito tambem no Este-Oeste<br />
R424  no modulo de Este-Oeste (DS-1107), retirar tb todos os electroliticos  lavar o modulo pq quase sempre apresentam sinais (e cheiro) de derrame.</p>
<p>Toshiba 2100RNT<br />
Não fazia StandBy<br />
Transístor BUX84 (Q804)</p>
<p>Toshiba 2100RNT<br />
Não ligava TSL HR7669 + Transístor Q404 (ON4409) pelo 2SD1556</p>
<p>Toshiba 2563DN<br />
Sem EW<br />
TA8859AP</p>
<p>Toshiba 28N14G<br />
Sem EW<br />
R53072 , R50048, STV9306</p>
<p>TOSHIBA 28N33D<br />
Em frio demora a focar a imagem<br />
Suporte  do TRC substituído (estava oxidado mas não resolveu o problema). Limpar  muito bem o pino de focagem e colocar silicone na base de plastico do  canhão do TRC.</p>
<p>TOSHIBA 2812DN<br />
Vertical só abre totalmente após cerca de 15 minutos, verificando-se, durante este tempo, também incorrecção do E/W<br />
C374 CE/220mF no módulo E/W</p>
<p>TOSHIBA 175R9D<br />
Vertical esticado<br />
Trocar C303, C317</p>
<p>TOSHIBA 37cm utiliza o AN5515<br />
Traço horizontal.<br />
R312-1,2R/ 1W alterada</p>
<p>TOSHIBA 175R9D<br />
Vertical dobrado na parte inferior<br />
Substituir C303 2,2uF 50v</p>
<p>TOSHIBA 2150TN<br />
Nao da nada.<br />
R 4.7ohms 5w em aberto mudar STR58041, R 4.7ohms 5w, diodo zener 5.6v (nao esquecer de mudar pode estar em aberto ou em c/c)</p>
<p>TOSHIBA TV 1478FM<br />
Funciona não aparecendo o menu e nem os caracteres na tela<br />
82k R820</p>
<p>TOSHIBA TV2998 IMS LEM5<br />
Linhas de retraço na parte superior da tela<br />
C308 trocar sem medir “100mF/50v”.</p>
<p>SEMP TOSHIBA DVD-SD6082VK<br />
Visor apagado<br />
D510 e D511</p>
<p>TOSHIBA TS-207<br />
Perde sincronismo<br />
verificar R451</p>
<p>TOSHIBA U14 U14<br />
Demora 1 minuto a ligar<br />
C887 &#8211; 100mF/35v</p>
<p>TOSHIBA 2996<br />
Liga e vem com uma imagem esticada, ou seja, linearidade vertical esticando a imagem.<br />
C305, próximo ao ci faz tudo.</p>
<p>TOSHIBA CH14<br />
Liga e vem com o horizontal virado<br />
IC8813 ruim.</p>
<p>SEMP TOSHIBA U13 U13<br />
Tela Azul<br />
Soltar pino 19 da placa do tubo, se aparecer imagem a causa provavel é Q612 .</p>
<p>SEMP TOSHIBA TV-2091 U15 U15<br />
O VERMELHO FICA COMO SE FOSSE QUASE VIOLETA<br />
C902 NA PLACA DO CINESCóPIO.</p>
<p>TOSHIBA 3488<br />
Vertical fecha de forma intermitente<br />
7805 junto ao varicap</p>
<p>TOSHIBA 3488 EMS<br />
Horizontal deitado<br />
Mudar C214</p>
<p>TOSHIBA TV-1470E<br />
Apenas sintoniza canal 2<br />
Bobina AFT</p>
<p>TOSHIBA TV-1470E<br />
Não sintoniza VHF<br />
Selectronic</p>
<p>TOSHIBA TF-2952<br />
Desliga-se<br />
Q-830, C-805 e C-913</p>
<p>TOSHIBA TVM-2066<br />
Tela Limpa<br />
Verificar soldaduras Q830</p>
<p>TOSHIBA TV-2080 U5<br />
Fonte baixa ou Flutuando<br />
Verificar: D811</p>
<p>TOSHIBA TV-2080<br />
Horizontal fechado<br />
D811 &#8211; 1n4148 junto ao acoplador ótico</p>
<p>TOSHIBA U16 U16<br />
Funciona apenas em 220V em 110V não funciona<br />
Verificar transistor Q430</p>
<p>TOSHIBA 2082BEAV<br />
Ao ligar antena a imagem escurece e som fica chiando<br />
C445, 22nF</p>
<p>TOSHIBA TV-1482<br />
Subindo e baixando o volume sozinha<br />
Chave de toque de canais com fuga</p>
<p>TOSHIBA TV2082 &#8211; U8 U8<br />
Lista preta no meio da tela<br />
C224 10uf-50V</p>
<p>TOSHIBA U14 TV 1490 , 2090<br />
Desliga Q430 esquentando muito<br />
D448 aberto</p>
<p>TOSHIBA 2091-U15 U15<br />
Não funciona, fonte não oscila<br />
Causa possível, DZ876 e CAP 864</p>
<p>TOSHIBA TV1451 U18<br />
sem audio som roco não é saida de audio e nem auto-falante<br />
é só dessolda a base do Q611 o audio volta ok.</p>
<p>TOSHIBA TV1451 CHASSIS U18<br />
fonte não oscila os +B todos baixos os comp da fonte todos ok,<br />
era uma trilha da plaquinha do eeprom partida. ressoldei a trilha a eeprom liberouu a fonte.</p>
<p>TOSHIBA TV2087 HMS U13<br />
Tela Azul sem Caracteres ou Fraco<br />
Causa Provavel Q612 com fuga.</p>
<p>SEMP TOSHIBA TV2996S<br />
demora a ligar foto<br />
acoplador da fonte</p>
<p>TOSHIBA 2998-LEM3 LEM3<br />
Vertical 1 palmo bomboleano<br />
ci tb1275an.</p>
<p>SEMP TOSHIBA DVD SD7050S<br />
Inoperante<br />
solução: trocar resistor (R1)e o capacitor (C8) da placa de força e os 2 capacitores (C346,C345).</p>
<p>SEMP TOSHIBA 2996<br />
Problemas com sintonia<br />
Verificar C101</p>
<p>TOSHIBA 2090<br />
Queima Transistor Saída Horizontal<br />
C419 com fuga</p>
<p>TOSHIBA PD2058<br />
Não Liga<br />
R826 de 068R</p>
<p>TOSHIBA LEM5 LEM5<br />
Imagem escura<br />
Mudar C902</p>
<p>TOSHIBA TV-1484FAV<br />
Vertical Fechado<br />
Resistor SMD 470R aberto</p>
<p>TOSHIBA U14R U14R<br />
Imagem escura. Mesmo aumentando o brilho e o contraste, a imagem fica escura<br />
R227 alterado ou aberto</p>
<p>TOSHIBA 2083AAV U9<br />
sem imagem e com som.<br />
soquete do tubo com sujeira, e solda quebrada no painel traseiro limpeza do soquete, e ressolda na ligação dos pinos.</p>
<p>TOSHIBA TV-2091 U14R U14R<br />
Inoperante<br />
D876 em curto, CI STR W5753A</p>
<p>TOSHIBA 2088(I)M<br />
Fica em std.By<br />
Verificar C887, substituir R840 de 3,6 por 2k2</p>
<p>TOSHIBA 2998DS(LEM)<br />
Não Sintoniza Canais<br />
IC 501 TB1231CN ou TB1238</p>
<p>TOSHIBA TV-2091 U15<br />
Não oscila<br />
Mudar R411</p>
<p>TOSHIBA 2083FAV-U11<br />
Esverdeada com linhas de retraços<br />
R227 aberto smd-22K .</p>
<p>TOSHIBA TV1485(F)M<br />
Volume não atua além do quarto traço indicador e menú só acessa a primeira tela de opções<br />
Memória SMD.</p>
<p>TOSHIBA U11 U11<br />
Com som, sem imagem, sem caracteres, tela azul<br />
Mudar D901.</p>
<p>TOSHIBA TV-2998EMS LEM2<br />
Ao ligar não tem sincronismo, normaliza ao fim de alguns minutos<br />
Verificar C213, C214</p>
<p>TOSHIBA TV -2090IAV U14<br />
Inoperante<br />
Verificar D840.</p>
<p>TOSHIBA 2998<br />
Tv inoperante a actuar proteção<br />
Q-301-TDA 9309, R-327 de 3R3 /2w</p>
<p>TOSHIBA 2995<br />
Fonte não liga<br />
Mudar C819.</p>
<p>TOSHIBA 2987(F)MS<br />
Sem áudio<br />
Verificar D621 e Q625</p>
<p>SEMP TOSHIBA U9 U9<br />
Fonte não funciona<br />
R861 de 560K alterado.</p>
<p>SEMP TOSHIBA 2080E<br />
Tela azul, sem video e com áudio<br />
Verifique R 282 de 1k.</p>
<p>SEMP TOSHIBA 2080E<br />
Canais com chuvisco<br />
Verifique R 163 de 5k6</p>
<p>TOSHIBA TV 2089 (U13)<br />
SEM SINCRONISMO HORIZONTAL E VERTICAL<br />
CI Faztudo sujo LIMPAR CI resolve o problema.</p>
<p>TOSHIBA U14 TV 2090 1490<br />
AQUECE E QUEIMA SAIDA HORIZONTAL<br />
C419 47/50V OBS: TEM DE TROCAR , NAO ADIANTA MEDIR COM CAPACIMETRO.</p>
<p>TOSHIBA 1492 LAV U16<br />
SAIDA HORIZONTAL EM CURTO.<br />
TROCAR C 440 ABERTO.</p>
<p>SEMP TOSHIBA TV2051 U18<br />
saida horizontal queimando<br />
capacitor eletrolitico c419 47uf/63 troque por 100uf/63v.</p>
<p>TOSHIBA TV2083FAV U11<br />
falta de comtraste/imagem escura, so se via imagem com luzes apagadas janelas e portas fechadas.<br />
circuito  de abl q sai do pino 8 do tsh t461 medi atençao no pino 28 do  processador tb1238n encotrei -3v teria q ser de +3 a6v verificando  encontrei q uma R smd :r227encontrava -se aberta coloquei outra de mesmo  valor (39k) problema resolvido.</p>
<p>TOSHIBA TV2999KMS LEM,6 LEM,5 LEM,7<br />
IMAGEM ESCURA<br />
TROCA DO CAPACITOR C902</p>
<p>TOSHIBA 2982 MAV  LEM 9<br />
Nao da imagem nem som na tv apenas no audio e video<br />
Trocar memoria 24wc16 problema resolvido.</p>
<p>TOSHIBA TV-2986S-2996S<br />
CHIADO NO SOM EM STANDY-BY<br />
C819  de 47mf esgotado Barulho nos alto-falante em stand-by e a fonte +B de  126v com os mesmos valores quando ligada, deveria estar com 71v.</p>
<p>TOSHIBA 2083 U-8<br />
não liga e cortando fonte<br />
c167,c182,c524,c224,c225,c301,c877,d161e d501.</p>
<p>TOSHIBA TV2157 AFS<br />
Tela totalmente escura<br />
C902 do (g2).</p>
<p>TOSHIBA TV2157NFS U18<br />
com o som rouco<br />
Dessoldar a base do Q611 E DO Q631.</p>
<p>TOSHIBA 1491 U 14R<br />
Led  nao ascende nao desliga pelo controle tem o +b da fonte tela apagada ao  aumentar o escrem do fyay back vc nota o quadro redusido.<br />
resitor da fonte trocar R840.</p>
<p>TOSHIBA STV 9302 A<br />
VERTICAL FECHADO, PARTE INFERIOR.<br />
SOLDA FRIA NO R 421, 15 OHM. RESOLDA</p>
<p>TOSHIBA 28N04N CUC2032<br />
Morto.<br />
Isolamento do T60006 com fuga Substituir o isolamento.</p>
<p>TOSHIBA TV2998CSU<br />
Desliga intermitentemente.<br />
Solda fria em RA27 Ressoldar RA27 e componentes próximos ao micro</p>
<p>TOSHIBA 1484 (G) U12<br />
INOPERANTE SEM +B<br />
RESISTOR ABERTO ( R863 DE 2M2).</p>
<p>SEMP TOSHIBA 2050MAV U17 U17<br />
Com laterais escuras<br />
Mudar Q840</p>
<p>SEMP TOSHIBA 2050MAV U17 U17<br />
Som Baixo Roncando<br />
Mudar Q906.</p>
<p>SEMP TOSHIBA 2050MAV U17 U17<br />
Com a tela amarelada, as cores nunca normalizam<br />
Verificar Q906</p>
<p>SEMP TOSHIBA 2050MAV U17 U17<br />
com audio e sem som<br />
defeito programação na eprom OPT2 22 OPT3 52 No chassi u17</p>
<p>SEMP TOSHIBA U16 U16<br />
Queima STR5753 sem causa aparente<br />
DZ 876 5v6</p>
<p>SEMP TOSHIBA U18 U18<br />
Sem as tensões de + B da fonte ou algumas das 3 baixas<br />
C865 de 1nF.</p>
<p>TOSHIBA U11 U11<br />
Led Aceso e não liga<br />
Verificar TR Q432 DTC 124 EK ELE É UM PNP FOI COLOCADO 2SA1162-Y SMD.</p>
<p>TOSHIBA 1490-2090 U14<br />
Demora a acender<br />
Verificar C807</p>
<p>TOSHIBA 2080<br />
Tela esticada em cima e para baixo<br />
Verificar C317 e C303</p>
<p>SEMP TOSHIBA TV2998 DS<br />
MUTE AUDIO IMAGEM TREMULA<br />
CAPACITOR C449.</p>
<p>TOSHIBA 2066MU U6A<br />
Sem caracters Lento ao trocar os canais / Fazia troca de canais aleatório<br />
substituição do RB28 próximo ao Fly-back.</p>
<p>TOSHIBA TV1998IMS LEMS<br />
pouco brilho ou nenhum, mesmo com o screen saturado<br />
C902 na placa do tubo.</p>
<p>TOSHIBA TV 2083FAV U11 U11<br />
Não pega canal 6<br />
verificar memória</p>
<p>SEMP TOSHIBA 2080E 000<br />
funciona mas em dois minutos desliga e apresenta apitos<br />
diodo 826 totalmente em curto.</p>
<p>Toshiba 2512DN<br />
Pouca amp. vert. e dobrada na parte inf. com tremideira. Após 1 min. tela negra<br />
C317 2,2mf 50V longe do IC vert. escondido debaixo do mod. EW</p>
<p>Toshiba 256T9W<br />
Sem sincronismo V e H por sinal de antena em AV ok<br />
Substituir cond elect. dentro do tuner</p>
<p>Toshiba 28N14G Chassis CUC2130M<br />
Não dava imagem, o ci 34015 STV2248 esquentava demasiado.<br />
detectei que a tensão de alimentação do ci de 8V estava alta, com 12 volts D5405 Zener de 6,8 Volts</p>
<p>Toshiba 2812DN<br />
Vertical fechado com cerca de um palmo de imagem, estavel cas com nitido defeito tambem no Este-Oeste<br />
R424  no modulo de Este-Oeste (DS-1107), retirar tb todos os electroliticos  lavar o modulo pq quase sempre apresentam sinais (e cheiro) de derrame.</p>
<p>Toshiba 2100RNT<br />
Não fazia StandBy<br />
Transístor BUX84 (Q804)</p>
<p>Toshiba 2100RNT<br />
Não ligava<br />
TSL HR7669 + Transístor Q404 (ON4409) pelo 2SD1556</p>
<p>Toshiba 2563DN<br />
Sem EW<br />
TA8859AP</p>
<p>Toshiba 28N14G<br />
Sem EW<br />
R53072 , R50048, STV9306</p>
<p>TOSHIBA 28N33D<br />
Em frio demora a focar a imagem<br />
Suporte  do TRC substituído (estava oxidado mas não resolveu o problema). Limpar  muito bem o pino de focagem e colocar silicone na base de plastico do  canhão do TRC.</p>
<p>TOSHIBA 2812DN<br />
Vertical só abre totalmente após cerca de 15 minutos, verificando-se, durante este tempo, também incorrecção do E/W<br />
C374 CE/220mF no módulo E/W</p>
<p>TOSHIBA 175R9D<br />
Vertical esticado<br />
Trocar C303, C317</p>
<p>TOSHIBA 37cm utiliza o AN5515<br />
Traço<br />
R312-1,2R/ 1W alterada</p>
<p>TOSHIBA 175R9D<br />
Vertical dobrado na parte inferior<br />
Substituir C303 2,2uF 50v</p>
<p>TOSHIBA 2150TN<br />
Nao da nada,<br />
R 4.7ohms 5w em aberto mudar STR58041, R 4.7ohms 5w, diodo zener 5.6v (nao esquecer de mudar pode estar em aberto ou em c/c)</p>
<p>TOSHIBA TV 1478FM<br />
Funciona não aparecendo o menu e nem os caracteres na tela<br />
82k R820</p>
<p>TOSHIBA TV2998 IMS LEM5<br />
Linhas de retraço na parte superior da tela<br />
C308 trocar sem medir 100mF/50v.</p>
<p>TOSHIBA TS-207<br />
Perde sincronismo<br />
verificar R451</p>
<p>TOSHIBA U14 U14<br />
Demora 1 minuto a ligar<br />
C887 &#8211; 100mF/35v</p>
<p>TOSHIBA 2996<br />
Liga e vem com uma imagem esticada, ou seja, linearidade vertical esticando a imagem.<br />
C305, próximo ao ci faz tudo.</p>
<p>TOSHIBA CH14<br />
Liga e vem com o horizontal virado<br />
IC8813 ruim.</p>
<p>TOSHIBA TV-2084 U15<br />
Sem vídeo. Imagem bem no fundo, quase que invisível. E com a tela azul até em a/v<br />
D901 em curto na placa do trc.</p>
<p>TOSHIBA TV1495<br />
Só fica em stand-by<br />
Q430 e STV9302.</p>
<p>TOSHIBA TC-2084<br />
Sem áudio<br />
Q612 no pci slot (plaquinha em pé) em curto.</p>
<p>TOSHIBA 2958 (H) FS<br />
Vertical dobrando<br />
faça isso = R310 de 4K7 mudar para 5K6. Alterar a memória (vcen) de 28 para 37 entrando no modo serviço D.</p>
<p>TOSHIBA U4<br />
Variando a sintonia<br />
T151 e T152.</p>
<p>SEMP TOSHIBA TV2016MMS<br />
Som rouco e baixo nos dois canais<br />
Q906 na placa do cinescópio</p>
<p>TOSHIBA TV1998IMS LEMS<br />
Pouco brilho ou nenhum, mesmo com o screen saturado.<br />
C902 na placa do tubo fabiusmax</p>
<p>TOSHIBA TV 2083FAV U11 U11<br />
Não pega canal 6<br />
verificar memória</p>
<p>SEMP TOSHIBA 2080E 000<br />
Funciona mas com dois minutos desliga e apresenta apitos<br />
Diodo 826 totalmente em curto higino</p>
<p>TOSHIBA TV1490 U14<br />
Demora + ou &#8211; 30<br />
Segundos à ligar C 419 47uF/50v alterado Daniel</p>
<p>TOSHIBA TV1490 U14<br />
Sem contraste<br />
Resistor smd r227 30k</p>
<p>SEMP TOSHIBA TV2079FMS<br />
Tela toda rosa, sem imagem e travada em um canal(somente som)<br />
Este  é um modelo que vem sempre para a bancada com muita solda fria em seus  componentes, principalmente CIs e transistores de potencia e até  seletor-varicap. Após ressoldar tudo, verificar funcionamento,caso  persistir trocara memória 24C04 , entrar no modo de serviço e acertar tb  os parametros cfme o modelo e ela estará pronta!</p>
<p>TOSHIBA TV2089IMS U14<br />
Sem som&#8230; demorava a ligar e iniciava sem som. Depois de aquecida bastava desligar e ligar que o som entrava normalmente.<br />
Defeito C887 100µFx35v (no capacímetro aparentava estar normal).</p>
<p>TOSHIBA TV2916LMS LEM8<br />
LIGA DE VÊZ EM QUANDO E FICA ZUMBINDO A FONTE, E FAZ UMAS LISTAS ESCURA NA TELA, E QUANDO LIGA, DESLIGA LOGO EM SEGUIDA.<br />
CAPACITOR DE FILTRO DA FONTE PRIMÁRIA C810 DE 330 X 400V</p>
<p>TOSHIBA TV-2084 U15<br />
Sem vídeo. Imagem bem no fundo, quase que invisível. E com a tela azul até em a/v<br />
D901 em curto na placa do trc.</p>
<p>TOSHIBA TV1495<br />
Só fica em stand-by<br />
Q430 e STV9302.</p>
<p>TOSHIBA TC-2084<br />
Sem áudio<br />
Q612 no pci slot (plaquinha em pé) em curto.</p>
<p>TOSHIBA 2958 (H) FS<br />
Vertical dobrando<br />
faça isso = R310 de 4K7 mudar para 5K6. Alterar a memória (vcen) de 28 para 37 entrando no modo serviço “D”.</p>
<p>TOSHIBA U4<br />
Variando a sintonia<br />
T151 e T152.</p>
<p>SEMP TOSHIBA TV2016MMS<br />
Som rouco e baixo nos dois canais<br />
Q906 na placa do cinescópio</p>
<p>TOSHIBA MS6544CD<br />
Não funciona, display apagado<br />
IC901</p>
<p>TOSHIBA TV2084 FAV U11<br />
Tela Azul, mais c/ imagem, em seguida desliga<br />
D901 =1N4148</p>
<p>TOSHIBA 2070<br />
Não liga +b 114v baixo<br />
Qa13 em curto</p>
<p>TOSHIBA U14 U14<br />
SEM BRILHO SOMENTE VULTOS VERMELHOS<br />
C902 1n/2KV COM FUGA.</p>
<p>TOSHIBA 140 U8<br />
VERTICAL FECHADO<br />
TENSÃO DE 25V NORMAL<br />
CI Q301</p>
<p>TOSHIBA 2958GFS FS5<br />
VERTICAL FECHADO 5 SEGUNDOS DESLIGA<br />
D301 ABERTO</p>
<p>TOSHIBA U6<br />
SEM CONTRASTE<br />
CA66 10n EM CURTO</p>
<p>TOSHIBA U10<br />
VERTICAL SEMI FECHADO ABETO SOMENTE 10 Cm DO MEIO PARA CIMA.<br />
C301 E C305 AMBOOS DE 1UF.</p>
<p>TOSHIBA U8<br />
VERTICAL FECHADO<br />
C301 1Uf</p>
<p>TOSHIBA TV1998IMS LEMS pouco brilho ou nenhum, mesmo com o screen saturado C902 na placa do tubo fabiusmax<br />
TOSHIBA TV 2083FAV U11 U11 Não pega canal 6 verificar memória<br />
SEMP TOSHIBA 2080E 000 fonciona mas com dois minutos desliga e apresenta apitos diodo 826 totalmente em curto higino<br />
TOSHIBA TV1490 U14 Demora + ou &#8211; 30 Segundos à ligar C 419 47uF/50v alterado Daniel<br />
TOSHIBA TV1490 U14 sem contraste resistor smd r227 30k<br />
SEMP  TOSHIBA TV2079FMS Tela toda rosa, sem imagem e travada em um  canal(somente som) Este é um modelo que vem sempre para a bancada com  muita solda fria em seus componentes, principalmente CIs e transistores  de potencia e até seletor-varicap. Após ressoldar tudo, verificar  funcionamento,caso persistir trocara memória 24C04 , entrar no modo de  serviço e acertar tb os parametros cfme o modelo e ela estará pronta!  ELETRONICA ESTUDIER<br />
TOSHIBA TV2089IMS U14 Sem som&#8230;demora a ligar  Demorava a ligar e iniciava sem som. Depois de aquecida bastava desligar  e ligar que o som entrava normalmente. Defeito C887 100µFx35v (no  capacímetro aparentava estar normal). littlecarlos<br />
TOSHIBA TV2916LMS  LEM8 LIGA DE VÊZ EM QUANDO E FICA ZUMBINDO A FONTE, E FAZ UMAS LISTAS  ESCURA NA TELA, E QUANDO LIGA, DESLIGA LOGO EM SEGUIDA. CAPACITOR DE  FILTRO DA FONTE PRIMÁRIA C810 DE 330 X 400V amsmariano<br />
TOSHIBA  CM7235CD Micro System Toshiba CM7235CD queimando transformador Micro  System Toshiba modelo CM7235CD com o transformador de força totalmente  em curto. Sem o esquema, testei os diodos retificadores e o CI de saída.  Como não achei nada errado mandei enrolar (não existe para reposição).  Paguei 55,00 pelo serviço e assim que liguei subiu uma fumaça e o trafo  fritou na hora. Achei que o enrolador tinha feito M&#8230;. nos fios do  primário e voltei lá. Como ele tinha outro igual já pronto me entregou  na hora e garantiu que o que teria queimado seria um curto no secundário  pelo estado da bobina externa. Agora com cuidado, liguei primeiro  alimentação do trafo&#8230;tudo normal&#8230;o secundario tem dois  plugs&#8230;pluguei primeiro o de 4 fios esquentou na hora. Fui verificar e  tinha o capacitor de disco cerâmico RC2 (47 nf) na entrada dos diodos  totalmente em curto. Problema resolvido. Como é dificil conseguir  encontrar anotei os valores do trafo caso alguém precise: Primário  preto/vermelho 19O vermelho/branco 59O. O secundário tem 5 enrolamentos  separados: Tensões medidas (a)com o secundário desplugado do circuito e  (b) com o aparelho em funcionamento volume médio função rádio. Azul/azul  2,2O (a)22,4vca (b)21,5vca Vermelho/vermelho1,0O (a)16,5vca (b)16,2vca  Branco/branco1,4O (a)5,2vca (b)4,7vca Marrom/marrom 9O (a) 32,7vca  (b)32,0vca Cinza/cinza2,2O (a)19,1vca (b)18,4vca littlecarlos<br />
TOSHIBA  TV-2998EMS TV-2998EMS desligando em menos de 3 minutos TV-2998EMS  estava desligando , sempre em menos de 3 minutos após aparecer a imagem.  Se tentasse ligar não respondia ao comando, a não ser que ficasse fora  da tomada por aqueles clássicos 4s. Defeito C448 (33µFx160V) totalmente  esgotado. No capacímetro estava medindo apenas 2.9nF. littlecarlos<br />
TOSHIBA  2987IMS LEM5 TV desligando após ligar&#8230;vertical reduzido Tv Toshiba  modelo TV2987IMS Chassis LEM5 ligava e aparecia a imagem achatada no  topo e com dobramento. Na mesma hora desligava. Um detalhe é que não era  preciso esperar aqueles 4s. Bastava acionar o power voltava a ligar e  repetir o defeito. A linha de 130V estava normal (marcava 129,5V). A  linha de 27V estava com apenas 23V, testados os componentes dessa linha  etavam normais então troquei Q301 (TDA9309) e a Tv voltou a funcionar,  mas ainda com o dobramento, que normalizava após alguns minutos. Então  foi só trocar o C308 (100µFx35v) que se mostrava normal no capacímetro  mas era o causador do dobramento. littlecarlos<br />
TOSHIBA TV2015MM U17 fonte chaveada não oscila, sem tensão no secundario C881 de 0,1 mf Lecram<br />
TOSHIBA TV-2079FMS U11 U11 Tela escura R447 NUNO RJ<br />
TOSHIBA TS-209CR Vertical oscilando C304<br />
TOSHIBA TV1483-U10 U10 Sem contraste C446<br />
TOSHIBA TV1490 U14 U14 Desliga depois de +/- 30 minutos Trocar Q405, Q430, Q422, Q840 Andrade Sequeira<br />
TOSHIBA  142 VS 01- teclasde mudança de canal não atuam e sem caracteres. osd  teclas com defeito e solda fria no micro troca das teclas e ressoldagem  dos pinos do micro e pci Eli<br />
TOSHIBA TV 2087 H U 13 vertical fechado ,  esquentando resistor de alimentação. siga o pino 6 do flyback diodo e  saida verticalem curto troca do diodo e do ci de saida vertical. Eli<br />
SEMP TOSHIBA TV 2091 U14 saída horizontal em curto troca do Q402, e uma alteração no circuito horizontal miguelito<br />
TOSHIBA 2088(I)M Fica em std.By Verificar C887, substituir R840 de 3,6 por 2k2<br />
TOSHIBA 2998DS(LEM) Não Sintoniza Canais IC 501 TB1231CN ou TB1238<br />
TOSHIBA TV-2091 U15 Não oscila R411<br />
TOSHIBA 2083FAV-U11 Esverdeada com linhas de retraços R227 aberto smd-22K Iracy-RJ<br />
TOSHIBA TV1485(F)M Volume não atua além do quarto traço indicador e menú só acessa a primeira tela de opções Memória SMD Renaldo<br />
TOSHIBA U11 U11 Com som, sem imagem, sem caracteres, tela azul D901<br />
TOSHIBA TV-2998EMS LEM2 Ao ligar não tem sincronismo, normaliza ao fim de alguns minutos C213, C214<br />
TOSHIBA TV -2090IAV U14 Inoperante D840<br />
TOSHIBA 2998 Tv inoperante a atuar proteção Q-301-TDA 9309, R-327 de 3R3 /2w Andrade Sequeira<br />
TOSHIBA 2995 Fonte não liga C819<br />
TOSHIBA 2987(F)MS Sem áudio Verificar D621 e Q625<br />
SEMP TOSHIBA U9 U9 Fonte não funciona R861 de 560K alterado Andrade Sequeira<br />
SEMP TOSHIBA 2080E Tela azul, s/video e com áudio Verifique R 282 de 1k Daniel<br />
SEMP TOSHIBA 2080E Canais com chuvisco Verifique R 163 de 5k6 Daniel<br />
TOSHIBA 2091-U15 U15 Não funciona, fonte não oscila Causa possível, DZ876 e CAP 864<br />
TOSHIBA  TV1451 U18 sem audio som roco não é saida de audio e nem auto-falante é  só dessolda a base do Q611 o audio volta ok. rnsousa<br />
TOSHIBA TV1451  CHASSIS U18 fonte não oscila os +B todos baixos os comp da fonte todos  ok, era uma trilha da plaquinha do eeprom partida. ressoldei a trilha a  eeprom liberouu a fonte. rnsousa<br />
TOSHIBA TV2087 HMS U13 Tela Azul sem Caracteres ou Fraco Causa Provavel Q612 com fuga amsmariano<br />
SEMP TOSHIBA TV2996S demora a ligar foto acoplador da fonte<br />
TOSHIBA 2998-LEM3 LEM3 vertical 1 palmo bomboleano ci tb1275an ou ang jair<br />
SEMP  TOSHIBA DVD SD7050S inoperante solução: trocar resistor (R1)e o  capacitor (C8) da placa de força e os 2 capacitores (C346,C345)<br />
SEMP TOSHIBA 2996 Problemas com sintonia verificar C101<br />
TOSHIBA 2090 Queima Transistor Saída Horizontal C419 com fuga<br />
TOSHIBA PD2058 Não Liga R826 de 068R<br />
TOSHIBA LEM5 LEM5 Imagem escura C902<br />
TOSHIBA TV-1484FAV Vertical Fechado Resistor SMD 470R aberto<br />
TOSHIBA U14R U14R Imagem escura. Mesmo aumentando o brilho e o contraste, a imagem fica escura R227 alterado ou aberto<br />
TOSHIBA  2083AAV U9 sem imagem e com som. soquete do tubo com sujeira, e solda  quebrada no painel traseiro limpeza do soquete, e ressolda na ligação  dos pinos. LEIMAR VAZ<br />
TOSHIBA TV-2091 U14R U14R Inoperante D876 em curto, CI STR W5753A<br />
SEMP TOSHIBA U13 U13 Tela Azul Soltar pino 19 da placa do tubo, se aparecer imagem a causa provavel é Q612 VALMIRJVAP<br />
SEMP TOSHIBA TV-2091 U15 U15 O VERMELHO FICA COM FOSSE QUASE VIOLETA C 902. NA PLACA DO CINESCóPIO RIVALDO<br />
TOSHIBA 3488 Vertical fecha de forma intermitente 7805 junto ao varicap<br />
TOSHIBA 3488 EMS Horizontal deitado C214<br />
TOSHIBA TV-1470E Apenas sintoniza canal 2 Bobina AFT<br />
TOSHIBA TV-1470E Não sintoniza VHF Selectronic<br />
TOSHIBA TF-2952 Desliga Q-830, C-805 e C-913<br />
TOSHIBA TVM-2066 Tela Limpa Verificar soldaduras Q830<br />
TOSHIBA TV-2080 U5 Fonte baixa ou Flutuando D811<br />
TOSHIBA TV-2080 Horizontal fechado D811 &#8211; 1n4148 junto ao acoplador ótico<br />
TOSHIBA U16 U16 Funciona apenas em 220V em 110V não funciona Verificar transistor Q430<br />
TOSHIBA 2082BEAV Ao ligar antena a imagem escurece e som fica chia C445, 22nF<br />
TOSHIBA TV-1482 Subindo e baixando o volume sozinha Chave de toque de canais com fuga<br />
TOSHIBA TV2082 &#8211; U8 U8 Lista preta no meio da tela C224 10uf-50V<br />
TOSHIBA U14 TV 1490 , 2090 desliga Q430 esquentando muito D448 aberto<br />
TOSHIBA U14 Demora a ligar C887 100MF 16V alterado<br />
TOSHIBA TV-2998 Sem sincronismo horiz/vert C214 1MF Alterado<br />
TOSHIBA MS6531 Sem som Q802<br />
SEMP TOSHIBA TV 485HM Queima STRG 5653 R876 de 680R<br />
TOSHIBA TV2086 Contraste não actua R218 e R327 alterados<br />
Toshiba TC-14A10 imagem pela metade e dobrada em baixo 1uf C425<br />
Toshiba  285D8W(D) Demora muito tempo a arrancar (só leed de stand by  ligado)Tensões na saida ,ausentes analizar esquema tem 2 transformadores  na saida de tensão analizar e mudar C842=330mF/25v<br />
Toshiba 28N33D  Ch.11AK37-11 Tem som não tem deflecção, falta forma de onda do  horizontal no drive. Substituição da R639=10K , C653=47nf , D407=1N4148 e  R246=2 . 2K<br />
Toshiba 28N33D Ch. 11AK37 Sem voltagens á saída da fonte. Substituição do transformador da fonte.<br />
Toshiba  2512DN Pouca amp. vert. e dobrada na parte inf. com tremideira. Após 1  min. tela negra C317 2,2mf 50V longe do IC vert. escondido debaixo do  mod. EW<br />
Toshiba 256T9W Sem sincronismo V e H por sinal de antena em AV ok Substituir cond elect. dentro do tuner<br />
Toshiba  28N14G Chassis CUC2130M Não dava imagem, o ci 34015 STV2248 esquentava  demasiado, detectei que a tensão de alimentação do ci de 8V estava alta,  com 12 volts D5405 Zener de 6,8 Volts<br />
Toshiba 2812DN Vertical  fechado com cerca de um palmo de imagem, estavel cas com nitido defeito  tambem no Este-Oeste R424 no modulo de Este-Oeste (DS-1107), retirar tb  todos os electroliticos lavar o modulo pq quase sempre apresentam sinais  (e cheiro) de derrame.<br />
Toshiba 2100RNT Não fazia StandBy Transístor BUX84 (Q804)<br />
Toshiba 2100RNT Não ligava TSL HR7669 + Transístor Q404 (ON4409) pelo 2SD1556<br />
Toshiba 2563DN Sem EW TA8859AP<br />
Toshiba 28N14G Sem EW R53072 , R50048, STV9306<br />
TOSHIBA  28N33D Em frio demora a focar a imagem Suporte do TRC substituído  (estava oxidado mas não resolveu o problema). Limpar muito bem o pino de  focagem e colocar silicone na base de plastico do canhão do TRC.<br />
TOSHIBA  2812DN Vertical só abre totalmente após cerca de 15 minutos,  verificando-se, durante este tempo, também incorrecção do E/W C374  CE/220mF no módulo E/W<br />
TOSHIBA 175R9D Vertical esticado Trocar C303, C317<br />
TOSHIBA 37cm utiliza o AN5515 Traço R312-1,2R/ 1W alterada<br />
TOSHIBA 175R9D Vertical dobrado na parte inferior Substituir C303 2,2uF 50v<br />
TOSHIBA  2150TN Nao da nada, R 4.7ohms 5w em aberto mudar STR58041, R 4.7ohms  5w, diodo zener 5.6v (nao esquecer de mudar pode estar em aberto ou em  c/c)<br />
TOSHIBA TV 1478FM Funciona não aparecendo o menu e nem os caracteres na tela 82k R820<br />
TOSHIBA TV2998 IMS LEM5 Linhas de retraço na parte superior da tela C308 trocar sem medir “100mF/50v”.<br />
SEMP TOSHIBA DVD-SD6082VK Visor apagado D510 e D511<br />
TOSHIBA TS-207 Perde sincronismo verificar R451<br />
TOSHIBA U14 U14 Demora 1 minuto a ligar C887 &#8211; 100mF/35v<br />
TOSHIBA 2996 Liga e vem com uma imagem esticada, ou seja, linearidade vertical esticando a imagem. C305, próximo ao ci faz tudo.<br />
TOSHIBA CH14 Liga e vem com o horizontal virado IC8813 ruim.<br />
TOSHIBA  TV-2084 U15 Sem vídeo. Imagem bem no fundo, quase que invisível. E com a  tela azul até em a/v D901 em curto na placa do trc.<br />
TOSHIBA TV1495 Só fica em stand-by Q430 e STV9302.<br />
TOSHIBA TC-2084 Sem áudio Q612 no pci slot (plaquinha em pé) em curto.<br />
TOSHIBA  2958 (H) FS Vertical dobrando faça isso = R310 de 4K7 mudar para 5K6.  Alterar a memória (vcen) de 28 para 37 entrando no modo serviço “D”.<br />
TOSHIBA U4 Variando a sintonia T151 e T152.<br />
SEMP TOSHIBA TV2016MMS Som rouco e baixo nos dois canais Q906 na placa do cinescópio<br />
TOSHIBA MS6544CD Não funciona, display apagado IC901<br />
TOSHIBA TV2084 FAV U11 Tela Azul, mais c/ imagem, em seguida desliga D901 =1N4148<br />
TOSHIBA 2070 Não liga +b 114v baixo Qa13 em curto<br />
TOSHIBA U14 U14 SEM BRILHO SOMENTE VULTOS VERMELHOS C902 1n/2KV COM FUGA.<br />
TOSHIBA 140 U8 VERTICAL FECHADO TENSÃO DE 25V NORMAL CI Q301<br />
TOSHIBA 2958GFS FS5 VERTICAL FECHA DO 5 SEGUNDOS DESLIGA D301 ABERTO<br />
TOSHIBA U6 SEM CONTRASTE CA66 10n EM CURTO<br />
TOSHIBA U10 VERTICAL SEMI FECHADO ABETO SOMENTE 10 Cm DO MEIO PARA CIMA. C 301 E C 305 AMBOOS DE 1UF.<br />
TOSHIBA U8 VERTICAL FECHADO C 301 1Uf<br />
TOSHIBA 2070 FONTE ALTA R824 15 K ABERTO.<br />
TOSHIBA U10 NÃO SINTONIZA CANAIS D101 33V EM CURTO.<br />
TOSHIBA MS-6531CD TDA7294X2 QUEIMADO TROCANDO NÃO VEM AUDIO Q802 A107M ABERTO<br />
TOSHIBA U8 SEM CARACTERES RB28 100K ABERTO<br />
TOSHIBA U10 SEM BRILHO E SEM SOM MICROCONTROLADOR.<br />
TOSHIBA TV1482 FONTE NÃO FUNCIONA R861 ABERTO<br />
TOSHIBA TVC 147 VERTICAL ROLANDO R563 ALTERADO<br />
TOSHIBA 1466SU FONTE BAIXA SO 47V Q846 EM CURTO.<br />
TOSHIBA 1470 VERTICAL FECHADO COM LISTRAS FINAS NA PARTE SUPERIOR. C303 2,2UF.<br />
TOSHIBA U8 U8 NÃO SINTONIZA CANAIS E SEM CARACTERES (OU SEJA SEM PULSO HORIZONTAL RB28 100K ABERTO<br />
TOSHIBA U10 U10 SEM BRILHO E SEM SOM COM ALTA TENSÃO MICROCONTROLADOR<br />
TOSHIBA U16 U16 FONTE NORMAL APARELHO NÃO FUNCIONA (OU SEJA SEM ALTA TENÇÃO) C419 47UF/50V. ESGOTADO<br />
TOSHIBA TVC147 FONTE BAIXISSIMA ZD819 E ZD810 EM CURTO<br />
TOSHIBA U13 U13 NÃO SINTONIZA CANAIS AV EXTERNO NORMAL CA02 100pF EM CURTO<br />
TOSHIBA U4 U4 SEM BRILHO SOMENTE VULTOS VERMELHOS C902 1n/2KV COM FUGA<br />
TOSHIBA U16 U16 Desliga parecendo solda fria Verificar cristal X01<br />
TOSHIBA TV-2083 AAV U9 U9 Inoperante C884 (220uF/160V) esgotado<br />
TOSHIBA TVC147-CR Imagem balançando no sentido vertical Diodo D820 da fonte de 9 volts<br />
TOSHIBA TVC-147-CR Imagem balançando no sentido vertical Diodo D820 da fonte de 9 volts<br />
SEMP TOSHIBA TC-2086 U14 U14 Inoperante Verificar RA08, RA05, R.864<br />
TOSHIBA 2088 Demora 5 a 10 minutos a começar a oscilar C887 de 100/35v<br />
TOSHIBA TV2093JA -U14 U14 Entrada AV não funciona Micro Deficiente. O sinal de vídeo chega ao pino 24 do micro.<br />
TOSHIBA  U14 U14 Oscila a fonte e para. +B de 113v tava com 77V. O de 21v com  5,6v. E o pino 7 do ci com 5V em vez de 9v Q432 fuga.<br />
Toshiba 2857DB  C5SS Blue screen, no sound ok on scart or snow on screen, no sound, no  service mode and menu text fluctuates, channels can not be tuned The  tuner was faulty<br />
Toshiba V709B Samsung Very slow rewind / fast  forward Center Gear assy u/s, cracks and drags on , same will apply to  Samsung and some Sony machines etc<br />
Toshiba 217D98 Severe field distortion Check capacitor C317 2.2uF, 50V in linearity feedback circuit<br />
Toshiba  Video Combi Model: VTV1402S Dead, or intermittent start up. No voltage  supply to line driver Check R504 270k, feed to switching transistor.  Goes high or o/c<br />
TOSHIBA 2998 EMS Tela azul, sem som e sem imagem,  com caractéres, nenhuma tecla frontal faz qualquer função a não ser a  tecla power Verificar solda do C213<br />
TOSHIBA U16 U16 vertical dobrando em baixo Q430<br />
TOSHIBA TV-2997 Efeito barril C464<br />
TOSHIBA 2080E Fica sem caracteres RA98 de 47K<br />
TOSHIBA 2959 IFS TELA BRANCA SEM VIDEO E COM AUDIO C212 SMD 0.47 ALTERADO<br />
TOSHIBA TV-2092LAV Liga e desliga Diodo Q903<br />
TOSHIBA 2996S Demora a ligar Condensador C819 Alterado<br />
TOSHIBA LEM7 VERTICAL QUASE FECHADO E COM UNS RETRAÇOS NA PARTE SUPERIOR Q830 REGULADOR DE 5V<br />
TOSHIBA  TC-20A2 / TC-20C1 / TC-20C2 / TC-14C2 / TC-14D2 / TC-20D2 Quebra da  chave de toque (EVQQBH12T) Manuseio errado no momento da manutenção na  Oficina Autorizada. ocasionando quebra da chave de toque (EVQQBH12T).  Como indicado abaixo<br />
TOSHIBA TV-2997 Som estranho Resistor de 15k alterado no pino 15 do ci decoder<br />
TOSHIBA U11 Tela Azul 1N4148 na placa do socket do tubo<br />
TOSHIBA TV-2070 Listas escuras no horizontal e excesso de brilho C446 33uFx160V seco<br />
TOSHIBA Tv-2080 Imagem tremendo, apaarente ser no vertical Diodo D820, COM FUGA OU EM CURTO<br />
TOSHIBA TV 2996S Tela toda branca,nao obedece controle remoto CA33,com fuga<br />
TOSHIBA U6 U6 Não liga, inoperante C517 em curto<br />
TOSHIBA U6 U6 Não liga, inoperante C517 em curto<br />
TOSHIBA U13 U13 CI da fonte explodindo C876 SMD<br />
TOSHIBA 2070 Tensão Baixa D811<br />
TOSHIBA 1480 Falta azul CA68 de 10nf<br />
TOSHIBA U14 U14 Queimando o saida horizontal. C463 &#8211; Subst por 100nF/100V poliester. C431 470UF/16V Substituir por 100UF/25V<br />
TOSHIBA TV-2080E TV fica doida No pino 37 do micro, 10nF (0,01uF) CA78<br />
TOSHIBA TV2085 Tela azulada, osd muito fraco. Transistor Q612 em curto na placa RGB.<br />
TOSHIBA RG8155 Para de tocar cd depois de algum tempo. Ressoldar ou trocar transistor Q280 (2SD2058<br />
TOSHIBA TC209 Não sintoniza os canais&#8230; Resistor RA80 (1K) aberto.<br />
TOSHIBA RG8168 No início funciona normal&#8230;depois altera a rotação do CD. Cristal X1 (16,9344Mhz) trocar.<br />
TOSHIBA DIVERSOS Sem caracteres e menu travado. Ci do vertical com defeito (TA8304K).<br />
TOSHIBA TVC145/167VS Fonte alta e oscilador horizontal fora C408<br />
TOSHIBA TS213S Som vai diminuindo até sumir RT35<br />
TOSHIBA X40/X41M Não entra a fita e sem pegar canais R822<br />
TOSHIBA X40/X41M Inoperante, display apagado Trocar C614 e C615<br />
TOSHIBA X40/X41M Interferência dos motores na imagem e som C806<br />
TOSHIBA X40/X41M Cor intermitente Ajustar R455<br />
TOSHIBA X40/X41M Sem som em EE CO19<br />
TOSHIBA X40/X41M Não carrega fita R166<br />
TOSHIBA X40/X41M Motor de modo funciona pouco tempo R667<br />
TOSHIBA X40/X41M Imagem negativa RO29<br />
TOSHIBA X40/X41M Não grava áudio R715<br />
TOSHIBA X40/X41M END SENSOR não funciona R613<br />
TOSHIBA X40/X41M CTL fraco R567<br />
TOSHIBA X40/X41M Sem vídeo Q002<br />
TOSHIBA X40/X41M Não entra fita R569<br />
TOSHIBA X40/X41M Cilindro das cabeças parado R531<br />
TOSHIBA X40/X41M Não muda de SP para EP R525<br />
TOSHIBA X40/X41M Não grava em SP R629<br />
TOSHIBA X40/X41M PAL-M automático não funciona RJ05<br />
TOSHIBA X40/X41M Mecânica funciona s/a fita estar presente D161<br />
TOSHIBA X40/X41M Inoperante, fonte não liga R810<br />
TOSHIBA X40/X41M Sem VT e sem motor de capstan R821, R582, R822<br />
TOSHIBA X40/X41M Luminância fraca R221<br />
TOSHIBA X40/X41M Motor de modo funciona com problemas R161, R162, R163, R697, R698<br />
TOSHIBA X40/X41M Capstan sempre ligado R695<br />
TOSHIBA X40/X41M Com chuvisco e sem som em PB R634<br />
TOSHIBA X40/X41M Sem luminância geral RE05<br />
TOSHIBA X40/X41M Só rebobina a fita após alguns segundos. R185, R183<br />
TOSHIBA X40/X41M Display não acende R603, R820, R602, C615<br />
TOSHIBA X40/X41M Capstan acelerado R524, R574<br />
TOSHIBA X40/X41M TV/VCR não funciona R631<br />
TOSHIBA X40/X41M Imagem ruim em pause ou FF, REW R538<br />
TOSHIBA X40/X41M Não carrega a fita, capstan parado R681<br />
TOSHIBA X27 Desarma em play após o loading D202<br />
TOSHIBA VCR-750 Inoperante, apagado e travado. Q804<br />
TOSHIBA X911/X811 Display apagado Cristal clock<br />
TOSHIBA X766 Sem som Q804<br />
TOSHIBA M5130/M5330 Sem imagem em EE e PB Q614<br />
TOSHIBA M5130/M5330 Motor sem estabilidade, sem 12V e Sem 5V IC810<br />
TOSHIBA M5130/M5330 Sem capstan, sem VT R820, C513<br />
TOSHIBA M5130/M5330 Display não acende R820, Q860, C862, D861, D862, D863<br />
TOSHIBA M5130/M5330 Não liga Q803, Q807, D807<br />
TOSHIBA M5130/M5330 Seletor não funciona, não memoriza R811<br />
TOSHIBA M5130/M5330 Não liga e display fraco R817, C806<br />
TOSHIBA M5130/M5330 Fora de rotação em SLP IC504<br />
TOSHIBA M5130/M5330 Som EE baixo Trocar cap p/100pf em L007<br />
TOSHIBA M5130/M5330 Em play não gira motor REEL Drive do motor<br />
TOSHIBA M5130/M5330 Capstan fora de velocidade Bobina de FG do capstan aberta.<br />
TOSHIBA M5130/M5330 Capstan lento em SLP IC506<br />
TOSHIBA M5130/M5330 Capstan não gira IC4030<br />
TOSHIBA M5130/M5330 Fita entra e sai em seguida Trocar C621 e C622<br />
TOSHIBA M5130/M5330 Não entra fita C620<br />
TOSHIBA M5130/M5330 DEW não liga ou não desliga Q806<br />
TOSHIBA X470 Inoperante ZD5, IC2<br />
TOSHIBA X470 Capstan não gira D202<br />
TOSHIBA X61 Não dá REC ou desarma o REC S102<br />
TOSHIBA X61 Com som, sem imagem Q416, Q419, Q420<br />
TOSHIBA X61 Expulsando a fita ou intermitente S101<br />
TOSHIBA X61 Não dá imagem em play F823<br />
TOSHIBA X61 Inoperante, display apag com Q804 quente Acoplador ótico<br />
TOSHIBA X61 Inoperante, display apagado Q804, D809<br />
TOSHIBA X61 Varia a velocidade do capstan Motor capstan<br />
TOSHIBA TVC205 Vertical dobrando em cima R330<br />
TOSHIBA TS145VS Imagem enrolada em cima e embaixo C315<br />
TOSHIBA TS145VS Imagem serrilhando, fonte apitando T803<br />
TOSHIBA TS149CR/209CR Vertical trepida C304<br />
TOSHIBA TS149CR/209CR Vertical sem linearidade C303<br />
TOSHIBA TS149CR/209CR Vertical reduzido, lineariedade ruim C317<br />
TOSHIBA TS1430 Inoperante T461<br />
TOSHIBA TVC143 Linhas de retraço C310<br />
TOSHIBA TVC102CR Sintonia variando C822, D810, CA19, CA18, C821<br />
TOSHIBA TS287VS Inoperante, 5V baixo CE06, CE08, CE10<br />
TOSHIBA TV1480E/2080E U6 Inoperante R826, R802, R819 ou ci de audio em curto<br />
TOSHIBA TV2083FAV Inoperante Eeprom<br />
TOSHIBA TV1022EAV Inoperante e queimando ci horizontal Flyback<br />
TOSHIBA TV1022EAV Tela azul com Núm dos canais aparecendo Micro<br />
TOSHIBA TV14A82 U8 Inoperante, C870 estourado Trocar C869, 877, 866, 868 e 870<br />
TOSHIBA TVC2056 Inoperante, com led St by aceso Q810<br />
TOSHIBA TV2889 Inoperante ou intermitente Ressoldar flyback<br />
TOSHIBA TV2889 Vertical fechado R327<br />
TOSHIBA TV148CR Vertical fechando ao aquecer Q304<br />
TOSHIBA TV1458 Fonte baixa D811<br />
TOSHIBA TV2070E/2055++ Imagem fraca, tela avermelhada s/contraste C511<br />
TOSHIBA TV2070E/2055++ Tela verde com retraços C1501<br />
TOSHIBA TV2070E/2055++ Inoperante, fonte alta, proteção atuando R824<br />
TOSHIBA TV2070E/2055++ Imagem com chuvisco e riscos brancos IC501<br />
TOSHIBA TV2070E/2055++ Linhas verticais de apagamento Solda fria no conector da defletora<br />
TOSHIBA TV2070E/2055++ Tela vermelha R902 alterado<br />
TOSHIBA TV2070E/2055++ Não efetua programação de canais IC AO2<br />
TOSHIBA TVC161/TVC201+ Fonte baixa Q803<br />
TOSHIBA TVC147CR Sem imagem, com som IC501<br />
TOSHIBA TVC166 Inoperante R809<br />
TOSHIBA TS147/TVC100++ Caindo horizontal C408, C403<br />
TOSHIBA TS147/TVC100++ Sem sincronismo de cores IC501<br />
TOSHIBA TS147/TVC100++ Inoperante R815, R812, R813, C811 ou Q402<br />
TOSHIBA TS147/TVC100++ Chaveamento de canais irregular Cap de 10K na placa do micro<br />
TOSHIBA TS147/TVC100++ Vert reduzido e dobrando c/ linha brilhante C315, C321<br />
TOSHIBA TS147/TVC100++ Caracteres aparecem fora de posição. CM04<br />
TOSHIBA TS147/TVC100++ Caracteres descem e vertical reduz CM05<br />
TOSHIBA TS147/TVC100++ Linhas de apagamento C310<br />
TOSHIBA TS147/TVC100++ Fica com tela azul intermit ou c/chuvisco C103, C105, Ressoldar seletor internament<br />
TOSHIBA TS147/TVC100++ Excesso de MAT, interferência na imagem. C408<br />
TOSHIBA TS147/TVC100++ Só entra canais baixos (do 2 ao 4) RA45. RO58<br />
TOSHIBA TS147/TVC100++ Tensões da fonte variando C809 com fuga<br />
TOSHIBA TS147/TVC100++ Mute de imagem&#8230;tela azul QA93<br />
TOSHIBA TS147/TVC100++ Sem som e imagem fora de sintonia L201, L105 e R606<br />
TOSHIBA TVC10IL Invertendo fase IC503<br />
TOSHIBA TVC10IL Falta brilho R918<br />
TOSHIBA TVC10IL Falta cor ou intermitente Cristal ou retocar trimer<br />
TOSHIBA TS161/TS202 Variando a sintonia Trocar Q816 e Q817<br />
TOSHIBA TS161/TS202 Mudança aleatória dos canais Soldar os cis de memória direto na placa.<br />
TOSHIBA TS161/TS202 Linhas de retraço sobre a imagem R911<br />
SEMP-TOSHIBA TC-2084 ERV Qdo aquece, imagem azulada e desarma Retirar Jumper da lina de 9v1ts<br />
TOSHIBA DIVERSOS Volume no máximo, sem ajuste D601 com fuga( usam TBA120)<br />
TOSHIBA TVC102CR Não sintoniza, com chuvisco Ressoldar placa da fonte<br />
TOSHIBA U17 U17 Imagem Escura C902<br />
TOSHIBA 2087 U12 Tela muito clara com imagem fraca no fundo TR612 &#8211; no audio<br />
TOSHIBA U17 Vertical esticado no topo IC 421, regulador de 5 volts<br />
Toshiba 28W23B 11AK37 11AK37 St/by only &#8211; trips off at sw on LOPTx<br />
Toshiba 28W23B 11AK37 11AK37 Service mode Press &#8220;Menu&#8221;, then 4, 7, 2, 5 &#8211; to set geometry press Green fastext button<br />
Toshiba  28W23B 11AK37 11AK37 Dead &#8211; off with a bang IC800 pt no V30011968, Q801  V30001386, C860 V30000107, D892, 896 BA159, R805 &amp; 852 33R 1/2w,  Fuse F801 2.5A &amp; check LOPTr BU2508AF<br />
Toshiba 28N23B 11AK37 11AK37 Linhas de retorno no topo da imagem C604 100µ 63v &amp; IC601 FOP chip STV9306<br />
Toshiba  28N23B 11AK37 11AK37 Morta sem saída da fonte de alimentação IC808 had  no drive o/p pin 5 &#8211; chip faulty &#8211; comes with replacement R801 changed  from 1k to 4k7 (kit pt no V30011968)<br />
Toshiba 215R8W Imagem tipo fora de frequência Tuner ENG37107A Sub condensadores 1uf 4,7uf 0,47uf<br />
Toshiba 215R8W Imagem tipo fora de frequência Tuner ENG37107A Sub condensadores 1uf 4,7uf 0,47uf<br />
TOSHIBA Semp U14 Faixa Vertical Escura D418=DIODO ZENER-12V /500MA.<br />
TOSHIBA Semp TV2084HAV U13 Imagem com chuviscos C161 &#8211; (0,47uF/100v)<br />
Toshiba TV-2070 Listas escuras no horizontal e excesso de brilho C-446 33ufx160V seco<br />
Toshiba TS-165 S/ imagem, s/ som, chuvisco C116 (0,022 µF)<br />
Toshiba 16 IL Sem som R613 (8,2 K)<br />
Toshiba 16 IL Inoperante R414 (18 K)<br />
Toshiba 10 IL Som c/ baixo volume C-613 (1 µF 250 V)<br />
Toshiba TS-201A Defeito tela branca sem som e sem imagem Causa C-116 com fuga ou em curto.<br />
Toshiba  TC-1470 Tela toda verde com traços brancos em toda a imagem Trocar CI  501 verifique os componentes ligados ao mesmo também.<br />
Toshiba TVC 206 Linha horizontal Q-303 (2SB546A), Q-304 (2SD401A) e R-330 (1,2 K)<br />
Toshiba TV 1470 Tela verde c/ traços brancos CI-501 (TA8718N) (* 2x)<br />
Toshiba TS-207 Inoperante C-811 (10 µF 100 V) e R-811 (220 K)<br />
Toshiba  TV2080E Aumentando o som sozinha Defeito era a chave (botãozinho) que  ficava sempre fechado, como se estivesse pressionado (vol +).<br />
Toshiba Vários modelos Defeito imagem Serrilhada em toda a tela Causa defeito Eletrolítico C-408 .<br />
Toshiba TS-167 S/ imagem e c/ som C-902<br />
Toshiba TS-147 Ondulação na imagem C-810 (240 µF 400 V)<br />
Toshiba  TVC160. TOTALMENTE INOPERANTE. Quando o aparelho é ligado, apena a  fonte +B(95VCC) funcionava , e esta tensão não chega até o coletor do  transistor de saída horizontal (Q404) 2SD1427. analise o circuito e  observe que o resistor (R411) está aquecendo demais, o que é um possivel  problema para o transistor(Q402).Continuando desligue o televisor da  rede e depois retire o transistor do circuito?_ ?d?ö?????? , e note que  ele ele apresenta uma fuga entre o emisor eo coletor. Troque o (Q402),  eo televisor vai funcionar normalmente.<br />
Toshiba TVC2056 NÃO FUNCIONA,  APENAS ACENDE O LED STAND-BY O televisor não liga quando pressionada a  tecla ON do controle remoto. Verifique as tensões da fonte , vão estar  normais, mas o ocilador horizontal não funciona , pois não há tensão de  alimentação para esse circuito. Esta alimentação vem da fonte ,e passa  antes pelo circuito de acionamento, comandado pelo microprocessador  (ICA01),no caso em acionamos a TV pelo controle remoto. Neste circuito ,  ao se ligar a TV , a tensão no pino 16 do micro se encontra em  0v,cortando (Qa17)e(Q810) deixando que a tensõ de 114V sature o(Q809)  enviando a tensão de 20v para o oscilador horizontal. Verifique as  tensões nestes transistores com o pino 16 do micro em 0v (TV ligado)  note que o (Q809) estácortado devido ao curto encontrado em (Q810), que  desvia a tensào de base do (Q809) para a massa. substitua o (Q810), e o  televisor funcionará normalmente.<br />
Toshiba 147CR SEM IMAGEM,SOM NORMAL  E FUNÇÕES NA TELA Em primeiro lugar verifique as tensões nos  transistores de saída de video. Observe que não há tensão nas bases  desses transistores. As bases estão ligadas aos pinos 22, 23 e 24 CI  (IC501).Teste as tensões nos outros pinos do CI e elas vão estar  normais, porém com uma pequena queda no pino 17. Substitua o CI e o  televisor funcionará normalmente.<br />
Toshiba Fax Toshiba, modelo 4700  Teclado e display não funcionam. Pode ser um capacitor c1 de 10x50v que  fiva na placa do teclado bem proximo ao conector. ele estoura e vaza  liquido para placa. Ou em ultimo caso o ic2 (t7778a) que tambem fica na  placa do teclado.<br />
Toshiba Informação técnica Alguns Defeitos VCX  687/688/791/792 C508 NAO LIGA C545 NAO LIGA O DRUM C542 NAO LIGA O C/R  C371 SEM IMAGEM DE FITA C325 SEM IMAGEM DE FITA C323 SEM IMAGEM DE FITA  C348 SEM IMAGEM DE FITA C351 SEM COR C322 SEM IMAGEM DE FITA e RF C326  SEM IMAGEM DE FITA e RF Obs C542e C371 SAO DE 680pf os outros sao de  0,1uf<br />
Toshiba 1022HAV/1484HAV/2084HAV/1485HM/2085HM/2087HMS/2086HMS  QUEIMA, AQUECIMENTO OU NÃO OSCILACAO DO TRANSISTOR Q404 ( BUH315-NE  587207 OU 2SD 1877) No chassi U13 o transistor Q404 usado, poderá ser  tanto o BUH315 ou 2SD1877, sempre respeitando o valor do resistor R444  com seu respectivo transistor. Qualquer alteração no valor do res?_  ?d?istor localizado entre a base e emissor do Q404 faz com que ele não  oscile de forma correta, acarretando aquecimento e a queima do mesmo.  Pedimos que verifiquem sempre o valor do resistor R444 usado no aparelho  seja qual for o motivo da entrada na oficina, a fim de evitar maiores  danos posteriores. Q404 (BUH-315) USAR RESISTOR POS.ESQ. R444 ( 33R ).  Q404 (2SD-1877) USAR RESISTOR POS.ESQ.R444 ( 56R ).<br />
Toshiba 2056 Não  liga Peguei esta toshiba totalmente inoperante,nem o led de standy-by  acendia.Analizando-a percebi que o +B de 5v estava muito baixo e o  regulador(de 5v) estava aquecendo muito. Seguindo a linha dos 5v cheguei  ao pino 42 do micro, lá existe um zener de 6v2,o mesmo encontrava-se em  curto. troquei-o e a tv funcionou perfeitamente ok?Dica enviada por:  Laureano<br />
Toshiba 20A82 EAV Não funcionava e após a troca do fly-back o  brillho fica variando. Trocar componentes ligados ao pino ABL do  fly-back<br />
Toshiba 2987 Com linha de retraço e desligando A soluçao foi uma resoldagem geral na pci do tubo.<br />
Toshiba TV 2998EMS Verde piscando R512<br />
Toshiba TV 2998EMS Verde piscando R512<br />
TOSHIBA Semp Tv2092lav ligando e desligando diodo D448<br />
TOSHIBA 2079FMS TV não liga e a tensão em cima do saida horizontal alta R.864 de 4R7<br />
TOSHIBA Semp 2070E oscila da um flash forte no filamento e corta o oscilador 1000/500v e D827<br />
TOSHIBA U13 Imagem parecendo um raio no centro da tela varicap<br />
TOSHIBA TVC2082 EAV U6 OSD tremendo no sentido vertical C325 100uF 35V<br />
TOSHIBA Semp U14 NÃO OBEDECE COMANDOS DO CONTROLE REMOTONÃO OBEDECE COMANDOS DO CONTROLE REMOTO SENSOR COM RESIDUOS DE POEIRA<br />
TOSHIBA Semp U14 INOPERANTE, FONTE NÃO PARTE R860 100K<br />
TOSHIBA Semp U14 INOPERANTE Q 801 AVARIADO (STR W5753) OU<br />
TOSHIBA Semp U14 FAIXA ESCURA NA PARTE SUPERIOR DA TELA C 308 100UF<br />
TOSHIBA Semp U14 FAIXA ESCURA NO LADO ESQUERDO DA TELA C 446<br />
TOSHIBA Semp U14 INOPERANTE LED PISCANDO R864<br />
TOSHIBA Semp U14 SEM VARREDURA VERTICAL CI Q421 (REGULADOR DE 5V)<br />
TOSHIBA Semp U14 LINERIDADE VERTICAL ALTERADA R336 ALTERADO OU ABERTO<br />
TOSHIBA Semp U14 ALTURA REDUZIDA C 306<br />
TOSHIBA Semp TV2070E Liga e desliga Fonte aparentemente normal R824 (15K) aberto<br />
TOSHIBA Semp 2080E INOPERANTE defletora horizontal<br />
TOSHIBA Semp Chassi U8 Sem OSD e tecla Menu inoperante CI de saída vertical avariado(TA8403K)<br />
TOSHIBA SEMP 2085(H)M Sem OSD Q612-A1015<br />
TOSHIBA SEMP 2066 tv desliga intermitente e sai do horizontal CA25 103<br />
TOSHIBA TVC Max Color 16IL, série CB Tela esverdeada com linhas de retraço por toda a tela. R926 (120K) e R 927 (150K)<br />
TOSHIBA TVC Max Color 16IL, série CB Vertical instável, sem estabilidade C301 (1µF/63V), C310 (47µF/16V) e C416 (470µF/25V)<br />
TOSHIBA SEMP TC-209 NAO MEMORIZA CANAIS TELA AZUL RA80 1K<br />
TOSHIBA TV-2056 sem sincronismo horizontal TB1231AN<br />
TOSHIBA  TVC-163 TELA ESVERDEADA E SEM SINCRONISMO VERTICAL R592 (15K/3W)  aberto, tela verde resolvida, e os capacitores C308 (10microF/63V), C309  (100microF/100V), C310 (4,7microF/160V) alterados<br />
TOSHIBA TVC100  Vertical fechado parcialmente ou totalmente Q303 e/ou Q304. Aproveite e  troque todos os capacitores do vertical pois provavelmente estarão  alterados<br />
TOSHIBA Semp TS207 VS Fonte apitando R-813 (10 ohms)<br />
TOSHIBA Semp TV 2996S &#8220;Batendo&#8221; o Relé c842<br />
TOSHIBA Semp TV2986S DESLIGANDO APÓS ALGUNS MINUTOS R470-0,47R x 1W e R472-39K x 1/8W<br />
TOSHIBA SempTV-1470F Desarmando Horizontal R824-15Kx1/2W aberto.<br />
TOSHIBA Semp 207CR Vertical disparado R 563 (22k)alterado<br />
TOSHIBA Semp SA566 Monitor Sem brilho,após uns 30 minutos ligado,fica normal C299 de 10nF/1KV ligado ao pino G2<br />
TOSHIBA Semp U8 fonte as vezes parte c877 de 47u<br />
TOSHIBA Semp TS 206VS Imagem c/ chuviscos RA 14 (33k) alterado.<br />
TOSHIBA Semp TV14A82EAV Inoperante C524, C182, C167, C517, C842, C210<br />
TOSHIBA M-X41M VCR Inoperante R820 de 100K<br />
TOSHIBA TS-147 não liga D403 IJH62 aberto &#8211; C430 de 470MF/16V<br />
TOSHIBA TS-213ST Desliga sozinha após alguns minutos de funcionamento.Fonte normal. X401 de 503khz<br />
TOSHIBA TS-218ST Imagem serrilhada ao ligar C408 de 10mF/16V<br />
TOSHIBA TV1476 Vertical fechado soldas friasnos pinos do TDA3653<br />
TOSHIBA M-5530M VCR Sem imagem C310 de 470uF/16V<br />
TOSHIBA M-X40M VCR o modo PAUSE,a imagem treme além do normal R573 de 3.9K<br />
TOSHIBA M-X40M VCR Velocidade play no modo EP e SP acima do normal R598 de 10K<br />
TOSHIBA M-X40M VCR Não grava ,só reproduz R222 de 10K<br />
TOSHIBA M-X40M VCR Não grava áudio ,imagem normal R715 de 10K<br />
TOSHIBA  M-X40M VCR Reproduz sem cor apenas fitas NTSC capacitor CV19 de  10nF/50V na placa decodificadora(pino 03 de ICV04 TA7347)<br />
TOSHIBA TV-2080 Tela avermelhada sem contraste C511 10K/50V.<br />
TOSHIBA TV-2080-E U5 Inoperante R802 de 330k<br />
TOSHIBA CF20C40 Não acende Transformador da fonte StandBy queimado.<br />
Toshiba 2998ASU Não abaixa o volume em nemhuma hípotese (controle Remoto e no Receptor)<br />
Toshiba  2080 EAV Vertical fechado Falta a tensão de +B no pino 6 do CIQ303,C323  com fulga,Q501 pifado,trimpot R35 aberto,ou yock com defeito<br />
Toshiba  tv2987 mudança acidental do modo stby no modo de serviço abrir o  circuito de stby e entrar no modo serviço e reconfigurar os endereços da  eeprom com auxilio do manual de serviço<br />
Toshiba tv 2996s tv com barulho no altofalante e denora para ligar troca do flay back<br />
Toshiba tv 2996s tv com barulho no altofalante e denora para ligar troca do flay back<br />
Toshiba 1470E sem tensão+b D821 ele costuma entrar em curto,ele fica na fonte.<br />
Toshiba 1470E +B com 65v mais ou menos. D811,com fuga.obs&#8220;esta dica serve para a tv 2070 também<br />
Toshiba 1470E com +B e não funciona. D826 com ar o que mata os 9v<br />
Toshiba 1470E com +B e não funciona.<br />
Toshiba V412T Eject lento e às vezes parando CI e motor do loading<br />
Toshiba M-X 61 M Reproduz som, sem imagem Q416, Q419 e Q420. E ajuste do cabeçote<br />
Toshiba M-X 41 M Sem cor C421 (0,01 µF)<br />
Toshiba TS-167 S/ imagem e c/ som C902<br />
Toshiba TS-147 Ondulação na imagem C810 (240 µF 400 V)<br />
Toshiba TC-164 Largura vertical insuficiente C315<br />
Semp-Toshiba TVC 206 Linha horizontal Q303 (2SB546A), Q304 (2SD401A) e R330 (1,2 K)<br />
Semp-Toshiba TV 1470 Tela verde c/ traços brancos CI501 (TA8718N)<br />
Semp-Toshiba TV 1022 Inoperante, led acende Q404(2SD1554), R444, C440<br />
Semp-Toshiba TS-207 Inoperante C811 (10 µF 100 V) e R811 (220 K)<br />
Semp-Toshiba TS-165 S/ imagem, s/ som, chuvisco C116 (0,022 µF)<br />
Toshiba M-X 61 M Reproduz som, sem imagem Q416, Q419 e Q420. E ajuste do cabeçote .<br />
Toshiba M-X 41 M Sem cor C421 (0,01 µF)<br />
Toshiba TS-167 S/ imagem e c/ som C902<br />
Toshiba TS-147 Ondulação na imagem C810 (240 µF 400 V)<br />
Semp-Toshiba TVC 206 Linha horizontal Q303 (2SB546A), Q304 (2SD401A) e R330 (1,2 K)<br />
Semp-Toshiba TV 1470 Tela verde c/ traços brancos CI501 (TA8718N) (* 2x)<br />
Semp-Toshiba TS-207 Inoperante C811 (10 µF 100 V) e R811 (220 K)<br />
Semp-Toshiba TS-165 S/ imagem, s/ som, chuvisco C116 (0,022 µF)<br />
Toshiba TV2093(J)AV-U14R st-by com 75V na fonte principal, e a tensão do Hvcc baixa TR. DTC Q880<br />
Toshiba tv 3488ems cai o horizontal e fica sem sincronismo, depois de aquecer normaliza c214-213 pino 38ci<br />
Toshiba TV2016MMS &#8211; U17 Som Rouco Transistor Q906 na PCI do cinescópio<br />
Toshiba U17 depois de um tempo corta o brilho fica com o filamento aceso e com som Causa C418 no pino 10 do flyback<br />
Toshiba U12 Led a Piscar ZD873 Substituir ZD873 de 5v6V por 6,2V<br />
Toshiba 1470E queima diodo 120V. diodo 807 e 812 aberto<br />
Toshiba TV 1482 BAV-U 10 QUEIMA STR F5653 Soldaduras frias na fonte, verificar SMD R876 DE 680R<br />
Toshiba U16 Linha de retorno sem som e caracteres. diodo zener D412 10V.<br />
Toshiba 1449M Muda canais sozinha sem parar. RA15 (10k) aberto.<br />
Toshiba TV1488 Demora muito para ligar ou não liga. C887(100µ35v) e do D887(FR104) da fonte.<br />
Toshiba 2996s Ao ligar, tensão no f803, chega a 150 volts, tv oscila e corta passando a zero volts c819 de 47/50<br />
Toshiba  LC 15/2010Z Fonte não parte Verificar na PCI principal etapa da fonte  se o capacitor eletrolítico C356,está alterado ou com terminais sem  solda<br />
Toshiba 2070 magem reduzida nas laterais, e muito escura. A  fonte de 114 só dava por volta de 66 Volts. C 824 (3,3 uf x 250 V) em  curto Substituir C824<br />
Toshiba 2998 LEM2 Após ligar fica em stand BY Falta de massa no emissor do transistor Q402 soldar ligação massa<br />
Toshiba  TV2997SU liga funciona após algum tempo fica sem imagem SOLDA FRIA NOS  TERMINAIS DOS 3 TRANSISTORES ( 2SC3619 ) Q901, Q902, Q903 Ressoldar  transistores<br />
Toshiba LC 15/2010Z Display sem Vídeo (Tela toda Branca)  e áudio normal VERIFICAR:U27/D40/C370/C369 D40 com fuga, Subst  Componentes danificados<br />
Toshiba LC 2010Z Aparelho Liga, acende o  Display e em seguida desliga-se espontaneamente acionando protecção C30/  C31/ C32 de 100Kpf PARTE INTEGRANTE DO PAÍNEL LCD</p>
]]></content:encoded>
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		</item>
		<item>
		<title>LOCALIZAÇÃO DOS PRINCIPAIS COMPONENTES NA PLACA DO TV</title>
		<link>http://www.eletronicaetk.com.br/localizacao-dos-principais-componentes-na-placa-do-tv</link>
		<comments>http://www.eletronicaetk.com.br/localizacao-dos-principais-componentes-na-placa-do-tv#comments</comments>
		<pubDate>Thu, 10 Nov 2011 21:00:02 +0000</pubDate>
		<dc:creator>eletronicaetk</dc:creator>
				<category><![CDATA[Curso Básico de Eletrônica]]></category>

		<guid isPermaLink="false">http://www.eletronicaetk.com.br/?p=205</guid>
		<description><![CDATA[Quando abrimos o televisor para consertar, podemos identificar seus circuitos através de peças principais, inconfundíveis. Nesta aula daremos uma noção de como identificar estes principais componentes na placa do televisor. Observe com atenção abaixo:]]></description>
			<content:encoded><![CDATA[<p>Quando abrimos o televisor  para consertar, podemos identificar seus circuitos através de peças principais,  inconfundíveis. Nesta aula daremos uma noção de como identificar estes  principais componentes na placa do televisor. Observe com atenção abaixo:</p>
<p><img style="border: 0pt none;" src="http://electroniczone.no.sapo.pt/virtual/identificacaodoscomponentesdotv.jpg" border="0" alt="" width="100%" /></p>
]]></content:encoded>
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		</item>
		<item>
		<title>O TUBO DE IMAGEM E OS CIRCUITOS DE TRAMA</title>
		<link>http://www.eletronicaetk.com.br/o-tubo-de-imagem-e-os-circuitos-de-trama</link>
		<comments>http://www.eletronicaetk.com.br/o-tubo-de-imagem-e-os-circuitos-de-trama#comments</comments>
		<pubDate>Thu, 10 Nov 2011 20:59:12 +0000</pubDate>
		<dc:creator>eletronicaetk</dc:creator>
				<category><![CDATA[Curso Básico de Eletrônica]]></category>

		<guid isPermaLink="false">http://www.eletronicaetk.com.br/?p=204</guid>
		<description><![CDATA[O tubo ou cinescópio é o principal componente do TV. É dividido em duas partes: A tela frontal é feita de vidro chumbado. Atrás deste vidro tem milhares de pontos de fósforos que acendem quando atingidos com força por um feixe de elétrons. Atrás da tela fica o canhão de elétrons. Dentro do canhão há [...]]]></description>
			<content:encoded><![CDATA[<p>O tubo ou cinescópio é o principal  componente do TV. É dividido em duas partes: A <strong>tela</strong> frontal é feita de  vidro chumbado. Atrás deste vidro tem milhares de pontos de fósforos que acendem  quando atingidos com força por um feixe de elétrons. Atrás da tela fica o <strong> canhão</strong> de elétrons. Dentro do canhão há um filamento que acende e aquece um  tubinho chamado <strong>catodo </strong>que emite os elétrons com o calor gerado. Os  elétrons são impulsionados com força até a tela através de uma alta tensão (MAT)  aplicada na parte de cima através de uma chupeta com presilhas. O cabo de MAT  sai de um transformador de ferrite chamado <strong>&#8220;fly-back&#8221;</strong>. Para que o feixe  de elétrons se movimente rápido pela tela, no pescoço do tubo há um conjunto de <strong>bobinas defletoras</strong> ou <strong>yoke</strong>.</p>
<p>A <strong>bobina defletora horizontal (BDH) </strong> movimenta o feixe 15.750 vezes por segundo da esquerda para a direita na tela  (525 linhas x 30 quadros que é o padrão da TV no Brasil). Para isto a BDH recebe  uma corrente &#8220;dente-de-serra&#8221; de 15.750 Hz do circuito horizontal do TV. Este  circuito também possui o fly-back para gerar a MAT para o tubo.</p>
<p>A <strong>bobina defletora vertical (BDV) </strong> movimenta o feixe 60 vezes por segundo de cima para baixo na tela (30 quadros,  porém cada quadro é varrido duas vezes). A BDV recebe uma &#8220;dente-de-serra&#8221; de 60  Hz do circuito vertical. Veja abaixo o princípio básico do tubo do TV:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tuboetrama.jpg" border="0" alt="" width="100%" /></p>
<p>Veja abaixo uma foto de um tubo de TV com  os detalhes já explicados e alguns que serão explicados posteriormente nesta  matéria:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tuboetrama2.jpg" border="0" alt="" width="538" height="288" /></p>
<p><strong>IMPORTANTE &#8211; </strong>Para que o TV  tenha trama (tela acesa) devem estar funcionando: A fonte de alimentação, o  circuito horizontal e vertical, os circuitos que polarizam o tubo e CI micro (no  caso dos TVs mais modernos)</p>
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		<item>
		<title>FONTE DE ALIMENTAÇÃO DO TELEVISOR</title>
		<link>http://www.eletronicaetk.com.br/fonte-de-alimentacao-do-televisor</link>
		<comments>http://www.eletronicaetk.com.br/fonte-de-alimentacao-do-televisor#comments</comments>
		<pubDate>Thu, 10 Nov 2011 20:52:43 +0000</pubDate>
		<dc:creator>eletronicaetk</dc:creator>
				<category><![CDATA[Curso Básico de Eletrônica]]></category>

		<guid isPermaLink="false">http://www.eletronicaetk.com.br/?p=203</guid>
		<description><![CDATA[A fonte recebe a tensão alternada da rede e a transforma em contínua para alimentar os circuitos do TV. É dividida em duas partes: A fonte comum que transforma a tensão da rede em 150 VCC não estabilizada (má qualidade) e a fonte chaveada que transforma os 150 VCC em um ou vários +B estabilizados [...]]]></description>
			<content:encoded><![CDATA[<p>A fonte recebe a tensão alternada da rede  e a transforma em contínua para alimentar os circuitos do TV. É dividida em duas  partes: A<strong> fonte comum </strong>que transforma a tensão da rede em 150 VCC não  estabilizada (má qualidade) e a <strong>fonte chaveada </strong>que transforma os 150 VCC  em um ou vários +B estabilizados (boa qualidade).</span></p>
<p><strong>A FONTE COMUM E O CIRCUITO DE  DESMAGNETIZAÇÃO DO TUBO</span></strong></span></p>
<p>A fonte comum é encontrada através do cabo  de força e dos quatro diodos retificadores, tanto no esquema quanto na placa do  TV. Também há o fusível de proteção, o capacitor de filtro principal (o maior  eletrolítico do TV), o fusistor de entrada (resistor de potência de fio de baixo  valor que funciona como um fusível) e uma chave liga/desliga geral em alguns  TVs. Veja abaixo o princípio da fonte comum:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/fonte%20comum.bmp" border="0" alt="" width="555" height="209" /></p>
<p>Os diodos transformam a tensão alternada  da rede em pulsante e o capacitor de filtro, transforma em tensão continua de  150 V ou 300 V se a rede for 220 V. Esta tensão vai para a fonte chaveada. O <strong> fusistor</strong> de entrada é o resistor grande de baixo valor já mencionado. Tem  duas funções: Proteger a fonte chaveada do pico inicial da tensão de 150 V e  abrir se algum componente entrar em curto na fonte. As duas bobinas e o  capacitor de poliéster na entrada da rede não permitem que a frequência da fonte  chaveada saia pela rede e interfira em outros aparelhos. Este filtro está  presente em todos os tipos de fonte chaveada.</span></p>
<p><strong>Circuito de desmagnetização &#8211; </strong>A  bobina de desmagnetização fica enrolada numa fita isolante em volta do tubo. Tem  a função de criar um campo magnético alternado com a tensão da rede para  desmagnetizar a máscara de sombras (uma chapa de ferro que há dentro do tubo).  Desta forma evita-se que a imagem apresente manchas coloridas nos cantos da  tela. Esta bobina funciona por poucos segundos até que o<strong> termistor PTC</strong> se  aqueça, aumente sua resistência e diminua bastante a corrente. Em alguns TVs o  termistor PTC é duplo, em outros é simples.</span></p>
<p><strong>COMO ACHAR A FONTE COMUM NA PLACA DO  TV</span></strong></span></p>
<p>Conforme já explicado, a fonte comum pode  ser encontrada na placa seguindo-se o cabo de força. A seguir acharemos os  diodos retificadores (há TVs que usam a ponte retificadora numa peça só), o  filtro principal, fusível, fusistor, termistor e o conector da bobina de  desmagnetização. Veja abaixo dois exemplos:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/comoacharafontecomum.jpg" border="0" alt="" width="710" height="363" /></p>
<p><strong><span style="font-family: Arial;">FONTE CHAVEADA EM SÉRIE</span></strong></span></p>
<p>Neste tipo um transistor chamado <strong> regulador</strong> fica em série com a linha de +B do televisor. Ele recebe o +B de  150 V da fonte comum através do primário de um transformador de ferrite chamado <strong>&#8220;chopper&#8221;</strong>. Através da oscilação deste transformador juntamente com alguns  componentes ligados, o transistor funciona como uma chave liga/desliga,  conduzindo e cortando cerca de 15.000 vezes por segundo. Quando ele conduz,  carrega o capacitor da saída com 100 V. Quando ele corta, a tensão deste  capacitor mantém o TV alimentado. Veja o funcionamento abaixo:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/fontechaveadaemserie.bmp" border="0" alt="" width="542" height="354" /></p>
<p>Quando o TV é ligado, R2 polariza a base  do regulador e este conduz, fazendo passar corrente no chopper que induz um  pulso no secundário, sendo aplicado na base através de R3 e C3. O regulador  então corta, interrompe a corrente, e o chopper induz outro pulso para a base  fazendo o regulador conduzir novamente e este ciclo se repete milhares de vezes  por segundo. Portanto a fonte chaveada também pode ser chamada de <strong>fonte auto  oscilante</strong>. O +B na saída desta fonte já está estabilizado (boa qualidade) e  vai alimentar o circuito horizontal do TV.</span></p>
<p><strong>FONTE CHAVEADA EM SÉRIE COM CI STR</span></strong></span></p>
<p>É aquela na qual o regulador fica dentro  de um CI chamado STR junto com outros transistores e vários componentes para  manter a tensão na saída da fonte estável e no valor correto de 100 V. Tal CI  possui 5 pinos, sendo que o pino 5 não está ligado ao circuito. Veja abaixo um  exemplo:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/fonteemseriecomcistr.bmp" border="0" alt="" width="697" height="303" /></p>
<p>No pino 3 entra o +B não estabilizado de  150 V da fonte comum e no pino 4 sai o +B estável de 100 V. O pino 2 tem três  funções: disparo inicial, oscilação e sincronismo da fonte com o circuito  horizontal do TV através de pulsos de 15.750 Hz vindos do fly-back. Desta forma  a fonte não fica apitando nem produzindo uma &#8220;barrinhas&#8221; horizontais na imagem.  Observe como os componentes que mantém a tensão estável de 100 V na saída da  fonte ficam todos dentro do STR. Neste exemplo, como ocorre em várias TVs, o  chopper além de manter a oscilação da fonte, também fornece uma tensão que será  retificada e alimentará outros circuitos. O capacitor CF entre os pinos 3 e 4  elimina os ruídos gerados pelo chaveamento do CI. Tal ruído apareceria na tela  em forma de &#8220;fumaça&#8221; preta no centro. Esta fonte já é bivolt automática. Quando  o TV é ligado em 220 V, a fonte comum fornece 300 V para o pino 3 do STR, mas  ele muda a frequência de oscilação e mantém os mesmos 100 V no pino 4.</span></p>
<p><strong>COMO IDENTIFICAR A FONTE COM STR NA  PLACA DO TV</span></strong></span></p>
<p>Veja no desenho abaixo a estrutura básica  de uma fonte chaveada em série que usa o CI STR de 5 pinos:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/identificandoafontecomstrnaplaca.jpg" border="0" alt="" width="596" height="197" /></p>
<p>Veja abaixo dois televisores onde estão  identificados o chopper e o CI STR de 5 pinos:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/identificandoafontecomstrnaplaca2.jpg" border="0" alt="" width="721" height="308" /></p>
<p><strong>FONTE CHAVEADA EM PARALELO</span></strong></span></p>
<p>Esta fonte é a mais usada pelos TVs  modernos devido ao seu menor consumo de energia elétrica do que a fonte em  série. Aqui o transistor regulador liga e desliga o primário do chopper através  de uma onda quadrada <strong>(PWM)</strong> em sua base vinda de um circuito oscilador (CI  ou outros transistores). Veja abaixo o funcionamento:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/fontechaveadaemparalelo.bmp" border="0" alt="" width="628" height="401" /></p>
<p>Quando o transistor conduz, o chopper cria  um campo magnético. Quando ele corta, a energia magnética armazenada no chopper  induz um pulso de tensão no secundário. Tal tensão é retificada e filtrada,  resultando num +B de boa qualidade para alimentar o televisor. Neste exemplo, D2  e C2 mantém o oscilador alimentado e desta forma o funcionamento da fonte. <strong> PWM </strong>significa <strong>modulação por largura de pulso</strong>, ou seja, o valor do +B  desta fonte depende da largura dos pulsos na base do transistor. Quanto mais  largos maior a tensão induzida no secundário e maior o valor do +B. O circuito  de controle altera a largura dos pulsos para corrigir qualquer alteração no  valor do +B.</span></p>
<p><strong>FONTE EM PARALELO COM CI STR</span></strong></span></p>
<p>Como podemos observar abaixo, esta fonte  tem o transistor regulador chaveador, o circuito oscilador e controle dentro de  um único CI STR de 9 pinos.</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/fonteemparalelocomstr.bmp" border="0" alt="" width="818" height="447" /></p>
<p>O  +B de 150 V entra no pino 1 onde está o transistor chaveador. Tal transistor tem  ligações fora do CI pelos pinos 1, 2 e 3. O CI gera os pulsos PWM internamente,  saindo pelos pinos 4 e 5 e indo para a base do chaveador (pino 3). O pino 9 do  CI recebe dois +B: Um deles vindo da ponte retificadora para o disparo da fonte  e o outro retificado e estabilizado pelo transistor Q1, mantendo o CI  alimentado.</span></p>
<p><strong>Estabilização do +B &#8211; </strong>O fotoacoplador IC2 e o regulador IC3 retiram uma  amostra do +B  e enviam ao pino 7 do STR. Desta forma ele pode saber como  anda a tensão na saída da fonte. Quando o +B aumenta, o LED do fotoacoplador  acende mais forte e aumenta a tensão no pino 7 do STR. Isto aumenta a frequencia  do oscilador interno do STR, fazendo o chaveador cortar mais rápido e reduzir a  tensão induzida no secundário do chopper, e desta forma o valor do +B ao normal.</span></p>
<p><strong>IMPORTANTE &#8211; </strong><span style="text-decoration: underline;">Defeito no IC2 ou IC3 pode deixar o +B muito baixo ou  muito alto.</span></span></p>
<p>Veja abaixo a estrutura da fonte em paralelo com STR:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/estruturadafontecomstr.jpg" border="0" alt="" width="597" height="241" /></p>
<p><strong>EXEMPLO DE UM TELEVISOR COM FONTE  CHAVEADA EM PARALELO COM STR</span></strong></span></p>
<p>Veja abaixo um televisor Mitsubishi usando  um STR de 9 pinos na fonte. É um componente fácil de encontrar,  já que é  grande e está num dissipador. Também podemos ver o CI SE115, parecido com um  transistor de média potência e o fotoacoplador (CI de 4 ou 6 pinos):</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/fonteemparalelocomstr2.jpg" border="0" alt="" width="644" height="445" /></p>
<p><strong>FONTE EM PARALELO COM TRANSISTOR  MOSFET</span></strong></span></p>
<p>Esta é a fonte que vem sendo usada pelos  televisores mais modernos devido à sua simplicidade e um menor consumo de  energia. Veja um exemplo abaixo:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/fonteemparalelocommosfet.bmp" border="0" alt="" width="709" height="423" /></p>
<p>O transistor chaveador desta fonte é um  MOSFET que consome menos energia que um transistor comum para esta mesma  finalidade. O oscilador e o controle da fonte estão dentro do IC1, um CI de 8  pinos. Ao ligar o TV, os pinos 2 e 6 recebem uma tensão inicial de disparo e a  fonte começa a oscilar. O MOSFET recebe 150 V no dreno (D) e o sinal PWM no gate  (G). O source (S) vai ligado no terra. Assim ele chaveia o primário do chopper  que transfere a tensão para os secundários originando os +B da fonte. O pino 1  monitora os +B e ajusta a frequência do CI para efetuar a correção da fonte  quando necessária. Também é possível mudar a frequência da fonte e o valor dos  +B manualmente através de um trimpot ligado neste mesmo pino 1.</span></p>
<p>O  diodo D2 e os componentes associados a ele formam um circuito chamado <strong>snubber </strong>com duas funções: eliminar os ruídos gerados pela oscilação do MOSFET e  impedir que os pulsos de tensão negativa induzidos no chopper voltem para a  ponte retificadora e queimem estes diodos.</span></p>
<p>Veja abaixo a estrutura da fonte em paralelo usando CI e transistor MOSFET:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/estruturadafontecommosfet.jpg" border="0" alt="" width="602" height="241" /></p>
<p><strong>EXEMPLO DE UM TELEVISOR COM FONTE  CHAVEADA USANDO CI E MOSFET</span></strong></span></p>
<p>Veja abaixo um TV Sharp moderno usando um  CI de 8 pinos e um transistor MOSFET na fonte chaveada. Observe como a  identificação dos principais componentes é simples:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/fonteemparalelocommosfet2.jpg" border="0" alt="" width="709" height="287" /></p>
<p><strong>FONTE EM PARALELO COM CI STK</span></strong></span></p>
<p>Abaixo podemos observar um tipo de fonte  na qual o transistor MOSFET e os circuitos de oscilação e controle estão dentro  de um CI grande chamado STK. Este tipo de fonte foi usado por vários modelos de  televisores da Sharp na metade da década de 90:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/fonteemparalelocomstk.bmp" border="0" alt="" width="672" height="414" /></p>
<p>O CI grande é o STK79037 (STK79038) ou  IX1791 de 12 pinos. Ao ligar o TV, o pino 5 recebe o +B da ponte retificadora,  através do resistor de disparo, alimenta o gate do MOSFET chaveador interno e a  partir daí a fonte começa a oscilar.  Os pinos 1 e 3 recebem uma amostra da  tensão da saída através do regulador SE115 IC3 e do fotoacoplador IC2. Assim  podem alterar a frequência e o valor do +B caso haja necessidade de forma  idêntica à fonte que usa o CI STR de 9 pinos. </span></p>
<p><strong>Importante &#8211; </strong><span style="text-decoration: underline;">Estas 3 fontes que  apresentamos (STR, STK e MOSFET com CI oscilador separado) funcionam bem com 150  V ou 300 V vindos da ponte retificadora. Portanto tais fontes são <strong>bivolt  automática</strong>. Quando a tensão da rede é 220 V, o retificador e filtro fornecem  300 V. Desta forma a fonte oscila numa frequência mais alta, fazendo o  transistor chaveador (comum ou MOSFET) cortar mais rápido para compensar um +B  maior vindo da ponte retificadora. Assim a tensão induzida no secundário do  chopper (que é quando o transistor corta) se mantém a mesma de quando a ponte  retificadora fornece 150 V (rede de 110 V). Porém se houver uma brusca mudança  de tensão da rede (passar de 110 a 220 V repentinamente), não dá tempo da fonte  ajustar sua frequência para aquela tensão e acaba queimando (diodos, transistor  ou CI).</span></span></p>
<p>Veja abaixo a estrutura da fonte em paralelo usando CI STK de 12 pinos:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/estruturadafontecomstk.jpg" border="0" alt="" width="599" height="258" /></p>
<p><strong>SEPARAÇÃO DOS TERRAS DO TELEVISOR</span></strong></span></p>
<p>A maioria dos televisores atuais possuem  entradas auxiliares de áudio e vídeo (AV). Nestas entradas são ligados outros  aparelhos tais como câmeras, DVD, video-games, etc. O terra destes aparelhos não  pode ficar em contato com o terra da fonte do televisor sob o risco de queima  por inversão do cabo blindado com o conector RCA nas extremidades. A ponta de um  RCA pode estar ligada na carcaça do RCA do outro lado do cabo. Portanto tais  televisores com entradas AV auxiliares possuem <strong>dois terras</strong> isolados por  um resistor de valor bem alto ou dois capacitores de cerâmica, como vemos no  exemplo abaixo:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/separacaodosterras.bmp" border="0" alt="" width="581" height="253" /></p>
<p>Um dos terras chama-se <strong>terra da fonte</strong> e corresponde ao negativo do eletrolítico de filtro principal. O outro é o <strong> terra do restante</strong> e pode ser a malha do tubo, a carcaça do seletor varicap  ou qualquer dissipador que não o da fonte. Normalmente quando vamos medir a  tensão em algum componente que está ligado ao primário do chopper, usamos o  terra da fonte (negativo do filtro principal). Quando vamos medir em qualquer  outro componente a partir do secundário do chopper usamos o terra do restante.  Abaixo vemos dois exemplos de separação de terras:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/separacaodosterras2.jpg" border="0" alt="" width="705" height="313" /></p>
<p><strong>OBS:</strong>Em alguns televisores a  separação dos terras é feita ao redor do conector de AV. Os TVs sem entradas de  AV auxiliares (mais antigos) possuem um único terra.</span></span></p>
<p><strong>COMPONENTES MAIS USADOS NAS FONTES  DOS TVs</span></strong></span></p>
<p>Observe abaixo quais são os transistores e  CIs mais encontrados nas fontes chaveadas dos televisores modernos:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/componentesmaisusadosnafonte.jpg" border="0" alt="" width="680" height="142" /></p>
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		<title>CIRCUITO HORIZONTAL DO TELEVISOR</title>
		<link>http://www.eletronicaetk.com.br/circuito-horizontal-do-televisor</link>
		<comments>http://www.eletronicaetk.com.br/circuito-horizontal-do-televisor#comments</comments>
		<pubDate>Thu, 10 Nov 2011 20:46:33 +0000</pubDate>
		<dc:creator>eletronicaetk</dc:creator>
				<category><![CDATA[Curso Básico de Eletrônica]]></category>

		<guid isPermaLink="false">http://www.eletronicaetk.com.br/?p=202</guid>
		<description><![CDATA[O circuito de deflexão horizontal tem duas funções principais: movimentar o feixe eletrônico da esquerda para a direita na tela e produzir alta tensão (MAT) para o tubo acender. Este circuito tem três componentes principais fáceis de achar na placa do televisor: 1° Fly-back (transformador de saída horizontal), de onde sai o cabo de MAT [...]]]></description>
			<content:encoded><![CDATA[<p>O circuito de deflexão horizontal tem duas  funções principais: movimentar o feixe eletrônico da esquerda para a direita na  tela e produzir alta tensão (MAT) para o tubo acender. Este circuito tem três  componentes principais fáceis de achar na placa do televisor: 1° <strong>Fly-back </strong> (transformador de saída horizontal), de onde sai o cabo de MAT para o tubo, 2° <strong>Saída horizontal</strong>, transistor grande ao lado do fly-back, 3° <strong>CI faz  tudo</strong>, CI grande com muitos componentes em volta. Veja abaixo o princípio de  funcionamento do horizontal:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/horizontal.bmp" border="0" alt="" width="705" height="358" /></p>
<p><strong>CI faz tudo &#8211; </strong>Gera um sinal de 15.750 Hz da seguinte forma: Dentro dele  há um oscilador de 503 KHz controlado pelo cristal ligado no pino 28 do exemplo.  O sinal de 503 KHz produzido neste oscilador passa por um divisor interno por  32, resultando numa frequência de cerca de 15.750 Hz que sai no pino 27 do CI.</p>
<p><strong>Pré &#8211; </strong>Recebe o sinal de 15.750 Hz do CI, amplifica e o envia para o saída  horizontal.</p>
<p><strong>Driver &#8211; </strong>É um pequeno trafo usado para levar o sinal do pré ao saída  horizontal e bloquear o +B do coletor do pré à base do saída horizontal.</p>
<p><strong>Saída horizontal &#8211; </strong>Como já dito é um transistor de potência perto do  fly-back. Recebe o sinal do pré na sua base e chaveia (conduz e corta) 15.750  vezes por segundo. Desta forma aparecem pulsos de 15.750 Hz e com tensão de  1.000 V no seu coletor. Estes pulsos são aplicado no fly-back e no yoke ao mesmo  tempo. Observe como tem um diodo dentro do saída horizontal. Tal diodo recebe o  nome de <strong>diodo de proteção, amortecedor ou damper</strong>. Ele conduz para o terra  os pulsos negativos de retorno do fly-back com duas finalidades: evitar a queima  do transistor e fornecer parte da corrente para o yoke.</p>
<p><strong>Fly-back &#8211; </strong>Recebe os pulsos do saída horizontal e produz uma alta tensão  de 25.000 V (MAT) que será aplicada no tubo para ele atrair os elétrons do  canhão até a tela e esta acender. O fly-back também produz outras tensões  tais como: <strong>foco (7.000 V)</strong> com ajuste para controlar a nitidez da imagem; <strong>screen (400 V) </strong>com ajuste para controlar o brilho da trama; tensões para  as fontes de fly-back e para acender o filamento do tubo (cerca de 6 VAC). O  filamento do tubo funciona com tensão contínua ou alternada. Como o fly-back  funciona com C.A. de alta frequência (15.750 Hz), seu núcleo é de ferrite.</p>
<p><strong>Bobina defletora (BDH ou yoke) e capacitor de acoplamento &#8211; </strong>A BDH recebe  os pulsos do coletor do saída horizontal, os quais farão circular uma corrente  dente-de-serra de 15.750 Hz pelos enrolamentos. Assim será criado o campo  magnético que movimentará os elétrons da esquerda para a direita na tela. A BDH  são as bobinas de dentro do yoke. <strong>O capacitor de acoplamento </strong>é de  poliéster de valor alto (0,22 a 0,82 µF) e de tensão entre 200 e 400 V ligado em  série com a BDH. Tem como função bloquear o +B de 100 V do coletor do saída  horizontal, impedindo-o de ir para o terra.</p>
<p><strong>Capacitor de largura &#8211; </strong>É um capacitor de poliéster ligado do  coletor do saída para o terra. Controla a largura (tamanho horizontal) da  imagem. Este capacitor tem baixo valor (2,2 a 10 nF), porém tensão de trabalho  de 1.600 ou 2.000 V). Quando este capacitor está com valor muito reduzido pode  queimar o saída horizontal ou aumentar demais  o MAT a ponto de trincar o  pescoço do tubo em alguns casos. O televisor pode ter vários capacitores de  largura.</p>
<p>Vamos navegar pelos detalhes do circuito horizontal:</p>
<p><strong>ESTRUTURA BÁSICA DO CIRCUITO  HORIZONTAL</strong></p>
<p>Veja na ilustração abaixo  a  seqüência das etapas que compõem o circuito horizontal dos televisores. É claro  que a fonte de alimentação pode usar outros componentes.</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/estruturadohorizontal.jpg" border="0" alt="" width="620" height="381" /></p>
<p><strong>IDENTIFICAÇÃO DOS PRINCIPAIS  COMPONENTES DO HORIZONTAL</strong></p>
<p>Abaixo temos uma visão geral dos  principais componentes do circuito horizontal dos televisores:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/identificacaodoscomponentesdohoriz.jpg" border="0" alt="" width="709" height="561" /></p>
<p><strong>FLY-BACK</strong></p>
<p>Como já explicado, o <strong>fly-back </strong>é o  principal componente do circuito horizontal. Trata-se de um transformador com  núcleo de ferrite  que produz o MAT e outras tensões para o correto  funcionamento do tubo. Também fornece tensão para as fontes de fly-back.  Funciona com o sinal de 15.750 Hz gerado pelo oscilador horizontal interno ao CI  faz tudo. Nesta parte falaremos a respeito deste componente, assim como devemos  testá-lo. Veja abaixo um tipo de fly-back usado no TV a cores:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/flyback.jpg" border="0" alt="" width="407" height="241" /></p>
<p><strong>AJUSTES DO FLY-BACK</strong></p>
<p>O potenciômetro de foco torna a imagem  mais nítida ou embaçada. Já o de screen controla o brilho da trama. Veja abaixo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/ajustesdofly.jpg" border="0" alt="" width="546" height="100" /></p>
<p><strong>CONTAGEM DOS PINOS DO FLY-BACK</strong></p>
<p>É feita no sentido horário começando do  lado esquerdo. Na maioria dos tipos, os pinos 1 e 2 são usados para alimentar o  transistor de saída horizontal. Veja abaixo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/contagemdospinosdofly.jpg" border="0" alt="" width="270" height="179" /></p>
<p><strong>FLY-BACK PARA TV E MONITOR</strong></p>
<p>O tipo de fly-back usado nos monitores de  computador possuem maior isolamento que os de televisor, por isto são mais  caros. Também usam um capacitor de filtro de MAT interno uma vez que a  capacitância do tubo de monitor é baixa e não é suficiente para filtrar o MAT.  Já a capacitância do tubo de TV é alta, não sendo necessário o capacitor interno  ao fly-back. O defeito mais comum no fly-back de TV é o curto entre espiras do  mesmo enrolamento ou entre os enrolamentos. Os defeito mais comuns do fly-back  do monitor são: curto no capacitor interno de MAT, vazamento de alta tensão e  defeito nos potenciômetros, causando embaçamento na imagem. Este defeito costuma  ser corrigido colocando o KIT de foco. Veja abaixo os dois tipos:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/flybackdetvemonitor.jpg" border="0" alt="" width="697" height="226" /></p>
<p><strong>COMO TESTAR O FLY-BACK</strong></p>
<p>É claro que o método 100% para saber o  estado de um fly-back é a troca por outro em bom estado a não ser que o mesmo  esteja defeituoso visualmente. Porém antes de proceder a troca do fly-back,  podemos realizar alguns testes como indicado abaixo:</p>
<p><strong>INSPEÇÃO VISUAL</strong></p>
<p>Consiste em ver se o fly-back não está  estourado, com vazamento de alta tensão, estufado, com ferrite solto ou  quebrado. Nestas condições a troca deve ser imediata. Observe abaixo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/inspecaovisualdofly.jpg" border="0" alt="" width="386" height="282" /></p>
<p><strong>TESTE DE CURTO NO CAPACITOR INTERNO</strong></p>
<p>Usando o multitester na escala de X10K,  coloque uma ponta na presilha da chupeta de MAT e a outra toque em cada pino do  fly-back. Se o ponteiro mexer em algum deles, o fly-back está em curto. Veja o  teste abaixo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/curtonocapacitorinternodofly.jpg" border="0" alt="" width="467" height="206" /></p>
<p><strong>TESTE DE ABERTURA E CURTO ENTRE UM  ENROLAMENTO E OUTRO</strong></p>
<p>Se tiver o esquema do TV, usando a escala  de X10K, meça a continuidade das bobinas de acordo com os pinos do fly-back  indicados no esquema. Também faça o teste de curto entre um enrolamento e outro.  Lembre-se: o fly-back deve estar fora do TV. Veja um exemplo abaixo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/testedeaberturadofly.jpg" border="0" alt="" width="606" height="222" /></p>
<p>No exemplo acima, os pinos 1,2,3 e 5 devem  conduzir entre si, mas não podem conduzir com 4,6,7,8 e 9. Se não tiver o  esquema do TV, usando o X10K separe os pinos do fly-back em grupos. Se algum dos  pinos onde passa o +B para o coletor do saída horizontal conduzir para algum  pino que vai para o terra, o fly está em curto. Se sobrar algum pino que não  conduz com nenhum outro, veja se há trilha nele lá na placa do TV. Se não  houver, é normal. Se houver trilha neste pino, o fly está aberto.</p>
<p><strong>TESTE DE CURTO NAS ESPIRAS DO MESMO  ENROLAMENTO (DEFEITO MAIS COMUM)</strong></p>
<p>Para este teste necessitaremos de um  aparelhinho especial o qual pode ser montado pelo próprio visitante. Veja abaixo  como ele deve ser aplicado (serve para fly-back de qualquer marca de televisor  ou monitor de micro):</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/testedoflycomaparelho.jpg" border="0" alt="" width="663" height="244" /></p>
<p>Coloque as garras jacaré do aparelho nos  pinos que levam +B ao coletor do saída H. Se o LED acender, o fly-back está  normal. Se não acender, o fly-back está com espiras em curto (basta uma) e deve  ser trocado. Se não tem esquema do TV, ache um par de pinos qualquer que o LED  acenda (não precisa ser exatamente os que levam +B ao saída). Se o fly-back  tiver alguma espira em curto em qualquer enrolamento, o LED não acenderá em nenhum par de pinos.</p>
<p><strong>TIPOS DE CI FAZ TUDO</strong></p>
<p>Do início até mais ou menos a metade da  década de 90, os televisores usavam um cristal de 503 KHz parecendo uma caixinha  para gerar o sinal dente de serra de 15.750 Hz para o horizontal e o de 60 Hz  para o vertical. A partir da metade da década de 90 até agora, a maioria dos  televisores usa o cristal de 3,58 MHz do circuito de cor para gerar os sinais  dente de serra para os circuitos horizontal e vertical. Veja abaixo um exemplo  de CI faz tudo que possui cristais separados para croma e horizontal e vertical  e outro que usa um cristal só para tudo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/cifaztudoecristais.jpg" border="0" alt="" width="647" height="264" /></p>
<p>Quando o televisor usa o mesmo cristal da  croma (cor) para gerar a frequência para o horizontal e vertical, se este der  defeito, o televisor não funciona.</p>
<p><strong> Alguns exemplos de CI faz tudo que usam cristais separados &#8211;  LA7680, LA7685, IX1828, TA8690, etc.</strong></p>
<p><strong> Alguns exemplos de CI faz tudo modernos que usam um cristal  para tudo &#8211; TDA8360 *, TDA8374, TDA8375, TDA8841, TDA9570, etc</strong></p>
<p><strong> *  TDA8360 &#8211; Funciona no sistema PAL M &#8211; usa um cristal  só;</strong></p>
<p><strong> TDA8361 &#8211; Funciona nos sistemas PAL M e  NTSC &#8211; pode funcionar com dois cristais;</strong></p>
<p><strong> TDA 8362 &#8211; Sistemas PAL M, PAL N e NTSC &#8211;  pode funcionar com três cristais.</strong></p>
<p><strong> Obs 1 &#8211; O TDA8360 pode ser  trocado pelo 61 ou 62; o TDA8361 pode ser trocado pelo 62 e o TDA8362 só pode  ser trocado por ele mesmo. Até podemos trocá-lo pelo 60 ou 61 apenas para  testar.</strong></p>
<p><strong> Obs 2 &#8211; O TDA8360/61/62 com  final 4x tem um resistor de 8K2 no pino 35, ao passo que os com final 3y, 5y ou  5 usam um resistor de 47 K no pino 35.</strong></p>
<p><strong> Obs 3 &#8211; Os cristais do circuito  de croma têm as seguintes freqüências de operação:</strong></p>
<p><strong> PAL M &#8211; 3,575611 MHz</strong></p>
<p><strong> PAL N &#8211; 3,582056 MHz</strong></p>
<p><strong> NTSC &#8211; 3,579545 MHz</strong></p>
<p><strong>COMPONENTES MAIS USADOS NO CIRCUITO  HORIZONTAL</strong></p>
<p>Veja abaixo os CIs e transistores mais  usados no circuito horizontal dos televisores:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/componentesmaisusadosnoh.gif" border="0" alt="" width="695" height="190" /></p>
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		<item>
		<title>COMO O MICRO LIGA O TV</title>
		<link>http://www.eletronicaetk.com.br/como-o-micro-liga-o-tv</link>
		<comments>http://www.eletronicaetk.com.br/como-o-micro-liga-o-tv#comments</comments>
		<pubDate>Thu, 10 Nov 2011 20:39:46 +0000</pubDate>
		<dc:creator>eletronicaetk</dc:creator>
				<category><![CDATA[Curso Básico de Eletrônica]]></category>

		<guid isPermaLink="false">http://www.eletronicaetk.com.br/?p=201</guid>
		<description><![CDATA[O microcontrolador ou micro é o CI usado para controlar todas as funções do TV, incluindo o liga/desliga. Quando ligamos o TV na tomada ou apertamos a chave geral master, o micro recebe alimentação de 5 V no seu pino de +B (Vcc ou Vdd). Nesta condição, dizemos que o TV está em &#8220;Stand by&#8221;. [...]]]></description>
			<content:encoded><![CDATA[<p> O microcontrolador ou micro é o CI usado  para controlar todas as funções do TV, incluindo o liga/desliga. Quando ligamos  o TV na tomada ou apertamos a chave geral master, o micro recebe alimentação de  5 V no seu pino de +B (Vcc ou Vdd). Nesta condição, dizemos que o TV está em  &#8220;Stand by&#8221;. Quando apertamos a tecla liga no controle-remoto ou no painel do TV,  um pino do micro chamado &#8220;power&#8221;, &#8220;liga/desl&#8221; ou &#8220;on/off&#8221;, muda sua tensão de 0  para 5 V ou de 5 para 0 V para ligar o TV. Nesta parte do curso veremos como  isto é feito:</span></p>
<p> <strong> COMO O MICRO PODE LIGAR O TELEVISOR</span></strong></span></p>
<p> Como já explicado, o micro tem um pino  para ligar o TV, chamado &#8220;power&#8221;. Tal pino teve mudar sua tensão de 0 para 5 ou  de 5 para 0 para o TV ligar, conforme o tipo de micro indicado abaixo:</span></p>
<ul>
<li> <strong>Micro de 5 V direto &#8211; </strong>Este tipo é    mais usado nos TVs que possuem um relê. Quando o TV está em &#8220;stand by&#8221;, o pino    &#8220;power&#8221; fica em 0 V. Quando apertamos a tecla liga, o pino vai para 5 V.</span></li>
<li> <strong>Micro de coletor aberto &#8211; </strong>Tem um    transistor dentro, que mantém o pino &#8220;power&#8221; em 5 V quando o TV está em &#8220;stand    by&#8221;. Quando apertamos o liga, o transistor interno conduz, aterra a tensão e o    pino &#8220;power&#8221; vai para 0 V. Veja abaixo estes dois tipos de micro:</span></li>
</ul>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tipodepinopowerparaomicro.jpg" border="0" alt="" width="625" height="196" /></p>
<p> Resumindo, alguns micros ligam o TV com 5  V, outros com 0 V. Observe que nos micros de coletor aberto (ligam o TV com 0  V), há um resistor do pino &#8220;power&#8221; para a linha de +B.</span></p>
<p> <strong> LIGA/DESLIGA COM RELÊ</span></strong></span></p>
<p> Veja abaixo o princípio de funcionamento.  Costuma ser usado nos TVs importados.</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/ligadeslcomrele.jpg" border="0" alt="" width="713" height="490" /></p>
<p> Na condição de &#8220;stand by&#8221;, o pino &#8220;power&#8221;  do micro fica em 0 V e não polariza a base do transistor que por sua vez não  atraca o relê. Assim o televisor não recebe alimentação da rede elétrica. Na  condição de ligado, o micro polariza a base do transistor que faz passar  corrente na bobina do relê. Assim o televisor pode entrar em funcionamento.  Observe como neste sistema costuma ter um trafo na entrada da rede só para  alimentar o micro e o relê. Desta forma o televisor só pode funcionar em 110 V.</span></p>
<p> <strong> LIGA/DESLIGA CONTROLANDO O CI FAZ  TUDO</span></strong></span></p>
<p> Abaixo vemos este sistema o qual é usado  pela maioria dos televisores:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/ligadeslcontrolandoofaztudo.jpg" border="0" alt="" width="698" height="459" /></p>
<p> Aqui o micro controla dois ou três  transistores, sendo que um deles (de média potência) levará o +B ao pino HVCC do  CI faz tudo. Assim o oscilador horizontal funcionará fazendo todo o TV entrar em  ação. Em &#8220;stand by&#8221; o micro despolariza o transistor que leva +B ao faz tudo,  desligando o TV.</span></p>
<p> <strong> LIGA/DESLIGA CONTROLANDO A FONTE</span></strong></span></p>
<p> Este sistema é usado por alguns  televisores da Mitsubishi e da Phillips. Veja-o abaixo:</span></p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/ligadeslcontrolandoafonte.jpg" border="0" alt="" width="705" height="451" /></p>
<p> Consiste num transistor controlado pelo  micro. Tal transistor vai ligado num fotoacoplador ou outro componente que  controla o valor dos +B das saídas da fonte. Quando o TV está em &#8220;stand by&#8221;, o  micro polariza este transistor que fará os +B da fonte diminuírem pela metade.  Não serão suficientes para o TV ligar, apenas para manter o micro alimentado com  5 V. Quando o TV é ligado, o micro despolariza o transistor e desta forma os +B  são restabelecidos.</span></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Roteiro para conserto e defeitos na fonte/horizontal/liga-desliga</title>
		<link>http://www.eletronicaetk.com.br/roteiro-para-conserto-e-defeitos-na-fontehorizontalliga-desliga</link>
		<comments>http://www.eletronicaetk.com.br/roteiro-para-conserto-e-defeitos-na-fontehorizontalliga-desliga#comments</comments>
		<pubDate>Thu, 10 Nov 2011 20:36:46 +0000</pubDate>
		<dc:creator>eletronicaetk</dc:creator>
				<category><![CDATA[Curso Básico de Eletrônica]]></category>

		<guid isPermaLink="false">http://www.eletronicaetk.com.br/?p=200</guid>
		<description><![CDATA[Estes são os circuitos que apresentam a maior quantidade de defeitos nos televisores. Abaixo temos várias telas de TV com defeitos relacionados a estes circuitos. TV SEM SOM E SEM TRAMA &#8211; NÃO LIGA Teste o transistor de saída H &#8211; Na escala de X1, medir coletor e emissor nos dois sentidos. O ponteiro só [...]]]></description>
			<content:encoded><![CDATA[<p>Estes são os circuitos que apresentam a  maior quantidade de defeitos nos televisores. Abaixo temos várias telas de TV  com defeitos relacionados a estes circuitos.</p>
<map name="FPMap0">
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<area shape="rect" coords="501, 5, 618, 82" href="http://electroniczone.no.sapo.pt/virtual/tramatrapezoidal.htm" /> </map>
<p><img usemap="#FPMap0" src="http://electroniczone.no.sapo.pt/virtual/defeitosdehorizontalefonte.jpg" border="0" alt="" width="637" height="116" /></p>
<p><strong>TV SEM SOM E SEM TRAMA &#8211; NÃO LIGA</strong></p>
<p><strong>Teste o transistor de saída H &#8211; </strong>Na escala de X1,  medir coletor e emissor nos dois sentidos. O ponteiro só deve mexer num sentido.  Se mexer nos dois, o transistor deve estar em curto. A seguir coloque a ponta  vermelha na base e a preta no coletor. Se o ponteiro mexer, o transistor está em  curto.  Fora do circuito, o teste é feito em X10K. Veja abaixo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/testedosaidah.gif" border="0" alt="" width="728" height="191" /></p>
<p><strong>Teste o fusível da fonte &#8211; </strong>Se  estiver aberto, teste os diodos retificadores e o transistor MOSFET ou o CI STR  chaveador da fonte.</p>
<p><strong>Veja </strong> como se testa o CI STR apenas para saber se o mesmo está em curto e em  conseqüência queimando o fusível.</p>
<p><strong>STR de  5 pinos &#8211; </strong> Em X1  coloque a ponta preta no pino 2 e a vermelha no 3 e 4. O  ponteiro deve parar na  mesma posição. Se parar diferente ou chegar até o  zero, o CI está com defeito. A  seguir meça entre os pinos 3 e 4 nos  dois sentidos. Se o ponteiro mexer nos  dois, o CI está em curto.</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/testedostr.gif" border="0" alt="" width="694" height="225" /></p>
<p><strong>STR de  9 pinos &#8211; </strong> Em X1  coloque a ponta preta no pino 3 e a vermelha no 1 e 2. O  ponteiro deve parar na  mesma posição. Se parar diferente, o CI está com  defeito. A seguir meça entre os  pinos 1 e 2 nos dois sentidos. Se o  ponteiro mexer nos dois, o CI está em curto.</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/testedostr2.gif" border="0" alt="" width="712" height="203" /></p>
<p><strong>Meça o +B no coletor do saída H.  Deve ser cerca de 100 V (90 a 140 V) &#8211; </strong>Se não houver tensão ou for muito  baixa, o defeito poder ser na fonte ou na etapa de saída H. Se houver +B neste  ponto, o defeito é no transistor pré ou relacionado com o CI faz tudo. Veja  abaixo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tvsemsomsemtrama.gif" border="0" alt="" width="694" height="207" /></p>
<p><strong>Não tem +B no saída H &#8211; </strong>Teste a  fonte comum medindo o +B de 150 V nos terminais do capacitor de filtro (maior  eletrolítico do TV). Se não houver 150 V pelo menos no capacitor de filtro teste  a frio: Diodos retificadores, fusível, cabo de força, fusistor de entrada,  bobinas de filtro de rede e a chave master liga/desliga (se o TV a possuir).  Veja abaixo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tvsemsomsemtrama2.gif" border="0" alt="" width="681" height="243" /></p>
<p><strong>A fonte comum está boa &#8211; </strong>Tem  150 V ou mais no capacitor de filtro (alguns TVs trabalham com 300 V) &#8211; Meça os  +B nas saídas da fonte chaveada (diodos ligados nos secundários do trafo chopper  ou no pino de saída de 100 ou 115 V do CI STR). Veja abaixo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tvsemsomsemtrama3.gif" border="0" alt="" width="683" height="248" /></p>
<p><strong>Não tem +B na saída da fonte  chaveada (saída do STR ou catodos dos diodos ligados no chopper) &#8211; </strong>Antes de  mais nada descarregue o capacitor de filtro interligando seus terminais com um  resistor de fio de 1 K x 15 W. A seguir desligue o pino do fly-back onde entra o  +B de 100 V vindo da fonte. Coloque esse mesmo resistor de fio de 1 K x 10 ou 15  W da trilha do +B para o terra. Meça a tensão nos terminais deste resistor. Se  der 100 V, a fonte está boa e o defeito é no horizontal (fly-back em curto, yoke,  algum componente em curto ligado no fly-back). Se não aparecer tensão no  resistor, o defeito é mesmo na fonte chaveada. Devemos testar todos os  transistores, diodos, resistores e trocar o CI e os capacitores eletrolíticos  envolvidos com a fonte chaveada. Abaixo vemos como é feito este teste com o  resistor de carga:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tvsemsomsemtrama4.gif" border="0" alt="" width="693" height="224" /></p>
<p><strong>Tem +B normal no coletor do saída H  &#8211; </strong>Meça o +B no coletor do transistor pré. Devemos encontrar de 12 a 100 V.  Se não houver tensão, teste a frio: o pré, o trafo driver, resistor de  alimentação e saída da fonte que alimenta o coletor do pré. Em alguns TVs, o pré  é alimentado por uma fonte separada do saída H. Se estes componentes estão  normais, o defeito é no oscilador H (no CI faz tudo). Se tiver +B no coletor do  pré, teste este transistor e estando normal, o defeito é no faz tudo. Veja  abaixo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tvsemsomsemtrama5.gif" border="0" alt="" width="617" height="233" /></p>
<p><strong>Medir tensão no pino de +B do CI  faz tudo (Hvcc) &#8211; </strong>Devemos encontrar entre 7 e 8 V. Procure sempre que  possível fazer esta medida na trilha que vai ao pino para não correr o risco de  curto circuitar e queimar o CI. Veja abaixo como devemos proceder este teste:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tvsemsomsemtrama6.gif" border="0" alt="" width="706" height="268" /></p>
<p><strong>Tem +B normal chegando no CI faz  tudo &#8211; </strong>Neste caso o defeito deve ser no próprio CI, porém antes de trocá-lo,  faremos um teste para certificar que o mesmo não está oscilando: Podemos medir a  freqüência do sinal dente de serra usando um multitester com frequencímetro ou  um usando a função de &#8220;out put&#8221; de um multitester na escala de ACV. Veja abaixo  como são feitos estes dois tipos de testes:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tvsemsomsemtrama7.gif" border="0" alt="" width="658" height="214" /></p>
<p><strong>Não chega +B no CI faz tudo &#8211; </strong> Teste os componentes ligados neste pino: resistores, zener e verifique se ao  retirar a solda do pino, o +B aparece na trilha. Se isto acontecer, o CI está em  curto derrubando o +B. Para tirar a dúvida, use a escala de X1. Meça o pino de  +B com o terra nos dois sentidos. O ponteiro só deve mexer num sentido. Se o  ponteiro mexer nos dois, o CI está mesmo em curto. Em muitos TVs o +B do faz  tudo é controlado pelo CI micro através de alguns transistores.</p>
<p><strong>Como testar o micro &#8211; </strong>Primeiro  medimos o pino de +B (Vdd ou Vcc). Devemos ter 5 V. Caso contrário testaremos os  componentes da fonte envolvida com esta tensão. A seguir medimos a tensão no  pino &#8220;power&#8221;. Deve variar entre 0 e 5 V quando apertamos a tecla liga no painel  do TV ou no CR. Se ela não variar, pode ser o micro com defeito, o cristal de  clock, defeito no teclado (uma tecla em curto trava o micro), algum componente  ruim no pino &#8220;reset&#8221; ou ainda o circuito de proteção do TV (veja se o micro tem  algum pino marcado &#8220;Prot&#8221;). Veja abaixo como fazemos estes testes.</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tvsemsomsemtrama8.gif" border="0" alt="" width="690" height="168" /></p>
<p><strong>TV COM O HORIZONTAL FECHADO</strong></p>
<p>Este defeito pode ser causado pela BDH  aberta, com mau contato no conector, trilha quebrada ou capacitor de acoplamento  de poliéster aberto. Veja abaixo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tvcomohorizontalfechado.gif" border="0" alt="" width="452" height="267" /></p>
<p><strong>TV COM FALTA DE LARGURA NA TRAMA</strong></p>
<p>O primeiro passo é trocar o capacitor de  largura (1600 V ligado no coletor do saída H). A seguir verificaremos o +B da  fonte se está com valor correto. Veja também se o ferrite do fly-back não está  quebrado ou solto. Neste caso devemos trocar o fly-back. Observe abaixo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tvcomfaltadelargura.gif" border="0" alt="" width="675" height="220" /></p>
<p><strong>TRAMA TRAPEZOIDAL</strong></p>
<p>Este defeito é causado pela BDH em curto.  A solução será a troca do yoke todo. Veja abaixo:</p>
<p><img src="http://electroniczone.no.sapo.pt/virtual/tramatrapezoidal.gif" border="0" alt="" width="669" height="244" /></p>
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