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	<title>Bootcamp de programação | Soraya Sarmiento Negocios Internacionales</title>
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		<title>Testes de Cibersegurança Tipos de Testes de Cibersegurança</title>
		<link>https://sorayanegociosinternacionales.com/2023/08/02/testes-de-ciberseguranca-tipos-de-testes-de/</link>
				<comments>https://sorayanegociosinternacionales.com/2023/08/02/testes-de-ciberseguranca-tipos-de-testes-de/#respond</comments>
				<pubDate>Wed, 02 Aug 2023 17:43:43 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

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				<description><![CDATA[<p>Demoram mais para ser escritos e executados, visto que englobam todo o projeto em questão. Considere por favor que, para o seu projeto, não é necessário realizar todos os testes que mencionámos aqui. Os testes que deverá executar, dependem do tipo de software que se encontra a desenvolver e de outros fatores, que devem depender [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2023/08/02/testes-de-ciberseguranca-tipos-de-testes-de/">Testes de Cibersegurança Tipos de Testes de Cibersegurança</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
]]></description>
								<content:encoded><![CDATA[<p>Demoram mais para ser escritos e executados, visto que englobam todo o projeto em questão. Considere por favor que, para o seu projeto, não é necessário realizar todos os testes que mencionámos aqui. Os testes que deverá executar, dependem do tipo de software que se encontra a desenvolver e de outros fatores, que devem depender de uma análise atenta e cuidada.</p>
<ul>
<li>O teste alfa é um dos tipos de teste de software, executado para encontrar os bugs em um aplicativo ou produto antes de liberá-lo para os usuários ou público ou clientes.</li>
<li>Este<br />
 artigo apresenta alguns dos tipos de teste menos comuns dentro de um Processo<br />
 de Teste de Software, os Testes de Usabilidade, Confiabilidade, Portabilidade e<br />
 Acessibilidade.</li>
<li>Você pode facilmente adicionar testes ao procedimento de integração contínua, analisando os parâmetros de aceitação como tempo máximo de resposta, erros e rendimento para determinar automaticamente o sucesso do teste.</li>
<li>Saber o que acontece e evitar problemas futuros é crucial para quem deseja ter uma maior segurança.</li>
<li>Recomendamos ter alguns testes de ponta a ponta essenciais e contar mais com tipos de testes de nível inferior (testes de unidade e de integração) para poder identificar rapidamente alterações que causam falha.</li>
</ul>
<p>O teste de aceitação contratual é realizado com base nos critérios de aceitação de um contrato para desenvolver softwares específicos. O teste de sistema deve focar-se no comportamento geral, funcional e não funcional, de ponta a ponta do sistema, como um todo. O teste de sistema centra-se no&nbsp;comportamento e nas capacidades de todo um sistema ou produto. Consideram-se as execuções das tarefas do sistema de ponta a ponta (End to End Test) e os comportamentos não funcionais exibidos ao executar tais tarefas. Esta mesma lógica de teste de integração aplica-se a quaisquer elementos que possam ser integrados. Por exemplo, quando temos dois sistemas integrados também devemos endereçar a interação entre estes sistemas recorrendo a testes de integração de sistemas.</p>
<h2>O que é teste de site?</h2>
<p>Esta ferramenta de teste de desempenho também ajuda a detectar limitações do sistema com relatórios de teste de desempenho abrangentes, estatísticas de máquinas, tempos de carregamento, capturas de tela e gravações. Além disso, Loadero apresenta validações incorporadas para executar asserções automaticamente após a conclusão da execução do teste. Ele pode testar o desempenho tanto para recursos dinâmicos e estáticos, como também para aplicativos web dinâmicos. Além disso, <a href="https://www.monolitonimbus.com.br/teste-de-software-os-herois-desconhecidos-do-desenvolvimento-de-aplicacoes/">Teste de software: os heróis desconhecidos do desenvolvimento de aplicações</a> pode ser usado para simular carregamentos pesadas sobre um servidor, rede/objeto ou grupo de diferentes servidores para testar sua força e analisar o desempenho total sob diferentes tipos de carregamento. Reunimos as melhores ferramentas de teste de desempenho disponíveis no mercado para ajudá-lo a decidir qual poderia funcionar para suas exigências únicas de teste. Agora, vamos analisar algumas das melhores ferramentas de teste de desempenho disponíveis no mercado.</p>
<p>A ferramenta de teste de desempenho que você escolher deve acessar recursos de rede e hardware suficientes para produzir um ambiente de teste de  desempenho suficientemente disponível. A maioria das ferramentas que mencionamos vêm equipadas com um ambiente de teste para você. Parasoft Load Test é uma ferramenta de teste de carregamento e desempenho simples e fácil de usar com uma interface <a href="https://www.monolitonimbus.com.br/teste-de-software-os-herois-desconhecidos-do-desenvolvimento-de-aplicacoes/">https://www.monolitonimbus.com.br/teste-de-software-os-herois-desconhecidos-do-desenvolvimento-de-aplicacoes/</a> de usuário inteligente e faz a configuração sem esforço. Ele é extensível com uma extensão de scripting para adicionar funcionalidades personalizadas. Com a escalabilidade da nuvem, você pode simular picos de carregamento de qualquer tamanho sem esforço e testar mais rapidamente reutilizando testes de desempenho existentes e executá-los em diferentes cenários sem alterar os scripts.</p>
<h2>Testing Automation</h2>
<p>É possível executar qualquer um  dos&nbsp;tipos de teste&nbsp; em qualquer&nbsp;nível de teste,&nbsp;mas não é necessário ter todos os tipos de testes representados em todos os níveis. Realizar testes de integração não é testar a lógica dos componentes, mas&nbsp;testar como os diferentes componentes interagem entre si (testes de integração de componentes). Você sabe o que é um teste de software e quais são os principais tipos de teste de software? À medida que os testes são realizados, dados são gerados sobre os resultados obtidos, sejam eles bem sucedidos ou não.</p>
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<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2023/08/02/testes-de-ciberseguranca-tipos-de-testes-de/">Testes de Cibersegurança Tipos de Testes de Cibersegurança</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
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		<title>As 10 Linguagens de Programação Mais Usadas em 2024: Aprimore suas Habilidades em Desenvolvimento Web</title>
		<link>https://sorayanegociosinternacionales.com/2022/08/17/as-10-linguagens-de-programacao-mais-usadas-em/</link>
				<comments>https://sorayanegociosinternacionales.com/2022/08/17/as-10-linguagens-de-programacao-mais-usadas-em/#respond</comments>
				<pubDate>Wed, 17 Aug 2022 11:10:01 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

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				<description><![CDATA[<p>Ultimamente, a linguagem R ganhou muito destaque devido a sua constante utilização para o desenvolvimento de sistemas baseados em técnicas de Machine Learning – ML. Em outras palavras, R é uma tendência, provavelmente, já uma realidade em países mais adiantados. Portanto, se você gosta de matemática e essa área de ciência de dados e Machine [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2022/08/17/as-10-linguagens-de-programacao-mais-usadas-em/">As 10 Linguagens de Programação Mais Usadas em 2024: Aprimore suas Habilidades em Desenvolvimento Web</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
]]></description>
								<content:encoded><![CDATA[<p>Ultimamente, a linguagem R ganhou muito destaque devido a sua constante utilização para o desenvolvimento de sistemas baseados em técnicas de Machine Learning – ML. Em outras palavras, R é uma tendência, provavelmente, já uma realidade em países mais adiantados. Portanto, se você gosta de matemática e essa área de ciência de dados e Machine Learning, aprender R é praticamente uma obrigação. PHP é uma linguagem de programação de livre distribuição, utilizada em todo o mundo para criação de sistemas web dinâmicos. Assembly é uma linguagem de programação de baixo nível, também definida, muitas vezes, como linguagem de montagem. Nascida em meados dos anos 50 (Sim! Anos 50), o Assembly abriu as portas para a segunda geração de linguagens de programação, quando os computadores ainda funcionavam a válvulas.</p>
<ul>
<li>Combinando essa funcionalidade com o excelente desempenho da Golang, ela se torna a linguagem de programação perfeita para criar algoritmos, servidores web e funis de dados (data pipelines).</li>
<li>A linguagem de máquina ou código binário é difícil de ser decifrada por humanos, por isso não costuma ser utilizada diretamente por programadores.</li>
<li>A programação simultânea ou concorrente (concurrent programming) é uma de suas principais características.</li>
<li>Entenda o que é o Java, onde ele é mais aplicado hoje e quais cursos fazer para ingressar neste campo.</li>
</ul>
<p>Felizmente, aprender SQL é bastante fácil, pois sua sintaxe  utiliza palavras comuns da língua inglesa. Combinando essa funcionalidade com o excelente desempenho da Golang, ela se torna a linguagem de programação perfeita para criar algoritmos, servidores web e funis de dados (data pipelines). <a href="https://www.gazetacentral.com.br/MateriasDetalhes.php?Codigo=32360&amp;Titulo=ciencia-de-dados-bootcamp-da-tripleten-promete-formacao-em-ate-9-meses">https://www.gazetacentral.com.br/MateriasDetalhes.php?Codigo=32360&amp;Titulo=ciencia-de-dados-bootcamp-da-tripleten-promete-formacao-em-ate-9-meses</a> Isso se deve à sua sintaxe, que possui familiaridade com tarefas do mundo real e com estruturas orientadas a objetos. Além disso, os novos frameworks Java, como Spring e Hibernate, tornam a linguagem ainda mais conveniente para que os desenvolvedores construam aplicações de diversas naturezas.</p>
<h2>Cursos da Escola</h2>
<p>Eu gostaria de voltar ao mercado de trabalho, trabalhando preferencialmente em home office. Além disso tudo, a linguagem Go tem se tornado uma das mais populares na busca por aprendizados em programação. Apesar de sua sintaxe ser baseada em C, a linguagem Golang é mais fácil de ser compreendida devido à sua simplicidade.</p>
<ul>
<li>Aprender esta linguagem de programação interpretada e de propósitos diversos exige menos esforços, pois a Ruby utiliza uma sintaxe familiar ao idioma inglês.</li>
<li>Atualmente, o Java é classificado como a terceira linguagem de programação mais procurada para gerentes de contratação globalmente e ocupou o 5º lugar na lista das linguagens mais usadas do Stack Overflow por dois anos.</li>
<li>Na verdade, mais do que isso, trata-se de uma habilidade indispensável para quem busca se destacar nesse campo do desenvolvimento de softwares, que é tão competitivo.</li>
</ul>
<p>Como vimos anteriormente, as <a href="https://www.gazetacentral.com.br/MateriasDetalhes.php?Codigo=32360&amp;Titulo=ciencia-de-dados-bootcamp-da-tripleten-promete-formacao-em-ate-9-meses">Ciência de dados: bootcamp da TripleTen promete formação em até 9 meses</a> facilitaram a interação entre nós e os computadores. Por isso, houve uma evolução muito significativa na capacidade das máquinas, executando tarefas complexas de uma maneira bastante simples. Porém, como qualquer tipo de linguagem de comunicação, a programação segue um conjunto de regras sintáticas e semânticas, que dão sentido e lógica ao que está sendo dito. Então, a linguagem de programação serve como um tradutor, que transforma palavras-chave e símbolos que você entende em algo que a máquina consiga compreender, para executar determinada tarefa. Por outro lado, as linguagens de programação Front End são mais relacionadas a aspectos visuais e do uso em si de uma plataforma, software ou aplicativo.</p>
<h2>Linguagem Ruby</h2>
<p>Por ser considerada uma das linguagens de programação mais simples, é a melhor para começar a entender conceitos básicos da programação. Mesmo para quem ainda está na escola e longe de entrar na universidade, pode ser um passatempo aprender a programar com tutoriais, bootcamps e comunidades online que são fáceis de encontrar. O C, embora uma das linguagens mais antigas, continua a manter sua posição no cenário dos sistemas operacionais e no desenvolvimento de software em níveis mais baixos. Apesar de potencialmente apresentar desafios para iniciantes, desvendar as complexidades da programação em C abre portas para uma compreensão profunda do funcionamento interno da computação. O Java é utilizado para diversas aplicações, podendo ser encontrado na ciência de dados, no desenvolvimento web back-end e em jogos.</p>
<div style='text-align:center'><iframe width='562' height='313' src='https://www.youtube.com/embed/1iWS7sM5x0U' frameborder='0' alt='linguagens de programação' allowfullscreen></iframe></div>
<p>Como dizíamos acima, a linguagem de programação é somente o código em si, então, precisamos de algum lugar para escrevê-lo! Porém, há programas que já são pensados para pessoas programadoras e trazem diversas funcionalidades que são muito úteis, como correção de sintaxe, depuração, etc. O computador não entende esse código como ele é, por isso,  um dos softwares utilizados junto com a linguagem de programação o traduz para a linguagem de máquina, criando o código-objeto. Esse sim pode ser interpretado pela máquina e processado pelas partes físicas do computador.</p>
<h2>Paradigma declarativo</h2>
<p>Além disso, o SQL pode ser integrado a outras linguagens de programação como Python. A maioria dos sistemas de gestão de base de dados utilizam SQL, como por exemplo o MySQL e o Oracle, entre outros. Desde que surgiram as primeiras máquinas programáveis, foram mais de 9000 linguagens criadas e esse número cresce a cada ano.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="linguagens de programação"/></p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2022/08/17/as-10-linguagens-de-programacao-mais-usadas-em/">As 10 Linguagens de Programação Mais Usadas em 2024: Aprimore suas Habilidades em Desenvolvimento Web</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
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		<title>Códigos para Blox Fruits Abril 2024 2XP, double XP, resets, resetar</title>
		<link>https://sorayanegociosinternacionales.com/2021/05/11/codigos-para-blox-fruits-abril-2024-2xp-double-xp/</link>
				<comments>https://sorayanegociosinternacionales.com/2021/05/11/codigos-para-blox-fruits-abril-2024-2xp-double-xp/#respond</comments>
				<pubDate>Tue, 11 May 2021 15:11:00 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

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				<description><![CDATA[<p>III &#8211; ser o instrumento, em seguida à leitura, assinado pelo testador, pelastestemunhas e pelo tabelião. Não se habilitando até a declaração de vacância, os colateraisficarão excluídos da sucessão. III &#8211; que, por violência ou meios fraudulentos, inibirem ou obstarem o autor daherança de https://maplewoodestatesonline.com/php-world-wide-web-advancement-beneficial-for-on-line-business/ dispor livremente de seus bens por ato de última vontade. [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2021/05/11/codigos-para-blox-fruits-abril-2024-2xp-double-xp/">Códigos para Blox Fruits Abril 2024 2XP, double XP, resets, resetar</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
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								<content:encoded><![CDATA[<p>III &#8211; ser o instrumento, em seguida  à leitura, assinado pelo testador, pelastestemunhas e pelo tabelião. Não se habilitando até a declaração de vacância, os colateraisficarão excluídos da sucessão. III &#8211; que, por violência ou meios fraudulentos, inibirem ou obstarem o autor daherança de <a href="https://maplewoodestatesonline.com/php-world-wide-web-advancement-beneficial-for-on-line-business/">https://maplewoodestatesonline.com/php-world-wide-web-advancement-beneficial-for-on-line-business/</a> dispor livremente de seus bens por ato de última vontade. Presumem-se pessoas interpostas os ascendentes, os descendentes, osirmãos e o cônjuge ou companheiro do não legitimado a suceder. III &#8211; as pessoas jurídicas, cuja organização for determinada pelo testador sob aforma de fundação.</p>
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" width="307px" alt="código"/></p>
<p>Salvo por exigência médica, é defeso o ato de disposição do própriocorpo, quando importar diminuição permanente da integridade física, ou contrariar osbons costumes.</p>
<h2>A plataforma de marketing de QR Code tudo-em-um</h2>
<p>II &#8211; pelo conselho fiscal, se houver, nos casos a que se refere o inciso V do art.1.069. Se o termo não for assinado nos trinta dias seguintes ao daeleição, esta se tornará sem efeito. Diminuído o capital social por perdas supervenientes, não pode ocomanditário receber quaisquer lucros, antes de reintegrado aquele. III &#8211; se, por acordo com os herdeiros, regular-se a substituição do sócio falecido. VIII &#8211; se os sócios respondem, ou não, subsidiariamente, pelas obrigações sociais. Havendo mais de um sócio ostensivo, as respectivas contas serãoprestadas e julgadas no mesmo processo.</p>
<h2>Como iterar sobre iteráveis em Python</h2>
<p>Ainda que tenha dado motivo à dispensa, terá o comissário direito a serremunerado pelos serviços úteis prestados ao comitente, ressalvado a este o direito deexigir daquele os prejuízos sofridos. Responderá o comissário, salvo motivo de força maior, porqualquer prejuízo que, por ação ou omissão, ocasionar ao comitente. O comissário é obrigado a agir de conformidade com as ordens e instruçõesdo comitente, devendo, na falta destas, não podendo pedi-las a tempo, proceder segundo osusos em casos semelhantes.</p>
<ul>
<li>A mora do segurador em pagar o sinistro obriga à atualização monetária daindenização devida segundo índices oficiais regularmente estabelecidos, sem prejuízodos juros moratórios.</li>
<li>O segurado é obrigado a comunicar ao segurador, logo que saiba, todoincidente suscetível de agravar consideravelmente o risco coberto, sob pena de perder odireito à garantia, se provar que silenciou de má-fé.</li>
<li>Se o mandatário, tendo fundos ou crédito do mandante, comprar, em nomepróprio, algo que devera comprar para o mandante, por ter sido expressamente designado nomandato, terá este ação para obrigá-lo à entrega da coisa comprada.</li>
<li>O contrato social poderá prever a regência supletiva da sociedadelimitada pelas normas da sociedade anônima.</li>
</ul>
<p>Em vez de rejeitar a coisa, redibindo o contrato (art. 441), pode oadquirente reclamar abatimento no preço. A coisa recebida em virtude de contrato comutativo pode ser enjeitada porvícios ou defeitos ocultos, que a tornem imprópria ao uso a que é destinada, ou lhediminuam o valor. O estipulante <a href="https://tysonsqpm67778.jaiblogs.com/53076254/curso-cientista-de-dados-com-horário-flexível-plataforma-própria-e-garantia-de-emprego">https://tysonsqpm67778.jaiblogs.com/53076254/curso-cientista-de-dados-com-horário-flexível-plataforma-própria-e-garantia-de-emprego</a> pode reservar-se o direito de substituir o terceiro designadono contrato,  independentemente da sua anuência e da do outro contratante. Se ao terceiro, em favor de quem se fez o contrato, se deixar o direito dereclamar-lhe a execução, não poderá o estipulante exonerar o devedor.</p>
<h2>Strings em Python</h2>
<p>Assim, elas protegem os direitos do consumidor e regulamentam as relações e as responsabilidades de quem fornece produtos e serviços para esse. Pode esse prazo ser prorrogado se houver motivo suficiente. Se não houver conjunção entre os co-legatários, ou se, apesar deconjuntos, só lhes foi legada certa parte do usufruto, consolidar-se-ão <a href="https://dominickfeda22333.yomoblog.com/32385707/curso-cientista-de-dados-com-horário-flexível-plataforma-própria-e-garantia-de-emprego">https://dominickfeda22333.yomoblog.com/32385707/curso-cientista-de-dados-com-horário-flexível-plataforma-própria-e-garantia-de-emprego</a> na propriedadeas quotas dos que faltarem, à medida que eles forem faltando. Subsistirá integralmente o legado, se a dívida lhe foi posterior,e o testador a solveu antes de morrer. O registro do testamento será feito no diário de bordo. A transmissão tem-se por não verificada quando o herdeiro renunciaà herança.</p>
<p>§ 3º Falindo o sócio participante, o contrato social fica sujeitoàs normas que regulam os efeitos da falência nos contratos bilaterais do falido. Sem prejuízo do direito de fiscalizar a gestão dos negóciossociais, o sócio participante não pode tomar parte nas relações do sócio ostensivocom terceiros, sob pena de responder solidariamente com este pelas obrigações em queintervier. O contrato social produz efeito somente entre os sócios, e a eventualinscrição de seu instrumento em qualquer registro não confere personalidade jurídicaà sociedade. Obriga-se perante terceiro tão-somente o sócio ostensivo; e,exclusivamente perante este, o sócio participante, nos termos do contrato social. Todos os sócios respondem solidária e ilimitadamente pelas obrigaçõessociais, excluído do benefício de ordem, previsto no art. 1.024, aquele que contratoupela sociedade. Os bens sociais respondem pelos atos de gestão praticados por qualquer dossócios, salvo pacto expresso limitativo de poderes, que somente terá eficácia contra oterceiro que o conheça ou deva conhecer.</p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2021/05/11/codigos-para-blox-fruits-abril-2024-2xp-double-xp/">Códigos para Blox Fruits Abril 2024 2XP, double XP, resets, resetar</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
]]></content:encoded>
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		<title>Big Data: O que é, conceito e para que serve</title>
		<link>https://sorayanegociosinternacionales.com/2020/06/19/big-data-o-que-e-conceito-e-para-que-serve/</link>
				<comments>https://sorayanegociosinternacionales.com/2020/06/19/big-data-o-que-e-conceito-e-para-que-serve/#respond</comments>
				<pubDate>Fri, 19 Jun 2020 13:19:28 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

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				<description><![CDATA[<p>Ao mesmo tempo, é importante que os analistas e cientistas de dados trabalhem em estreita colaboração com a empresa para entender as principais lacunas e requisitos de conhecimentos de negócios. Para acomodar a exploração interativa https://tudorondonia.com/noticias/desmistificando-a-ciencia-de-dados-o-que-esperar-dos-9-meses-de-bootcamp-intensivo-da-tripleten,119485.shtml de dados e a experimentação de algoritmos estatísticos, você precisa de áreas de trabalho de alto desempenho. Certifique-se de [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2020/06/19/big-data-o-que-e-conceito-e-para-que-serve/">Big Data: O que é, conceito e para que serve</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
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								<content:encoded><![CDATA[<p>Ao mesmo tempo, é importante que os analistas e cientistas de dados trabalhem em estreita colaboração com a empresa para entender as principais lacunas e requisitos de conhecimentos de negócios. Para acomodar a exploração interativa <a href="https://tudorondonia.com/noticias/desmistificando-a-ciencia-de-dados-o-que-esperar-dos-9-meses-de-bootcamp-intensivo-da-tripleten,119485.shtml">https://tudorondonia.com/noticias/desmistificando-a-ciencia-de-dados-o-que-esperar-dos-9-meses-de-bootcamp-intensivo-da-tripleten,119485.shtml</a> de dados e a experimentação de algoritmos estatísticos, você precisa de áreas de trabalho de alto desempenho. Certifique-se de que os ambientes de área restrita tenham o suporte necessário e sejam devidamente controlados.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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sXTmB1MnXU7z5kk9h2hT7a3LuN58fLlky4nCfFowct0OSIdbrWCXRj1STru1NuxyZ5zoYo4EMcpMUeCRiMlj8Wnlkci7DQqwy7tbg2FiapZaVFTWYpXY7MDrrw5mSpa3RqyqUhTIMDLx/CA0fAKzOQXLNV/FAKDJjJZmMrZIuimgeNkZ1DMjEn5YUgG2tJ5yUw8WFhw8BS4nkmKpN8YsDEEBaTKqhiRYIBoqgnUk1XqR91LWOxvTTijzSNJwB4A8hpPnCr+gaLboXDHEQZLeDiJgnXhJ4eK6at67fR9I+itnIptbsO/gPo+y2t70iaE6i37O77KZk3/r8O3cfXWGCrJAdqClPDe/sv6t/r+nsrUfD9nnz++txpur3br7j9VIIvx/b9Hm1PBhPpvcO5aEqEXv59m+mr+f31tyJ31M+bzmymxdmb8VB84wuZNd0a21H55sv6W6rdrb1Lh2SmJKW7xGhZ0utruAH1oBuVAkUkgKCWJ0VdST2ADUnuqf8muaPGTWLIIVPGU2a39WAWv3Nlq/uR/InD4RbQxgNxkPWkbtux1/siw7q780oUFmIVQLliQAAN5JOgHea7Cz6LsAmu6ewaDz3PwXm+Kf4gVXnLZsyj8TtT5bDxlVDsfmKjFjLiJGPYiqg/xZzb2VJIuaLBAdZHfvaRr+1SONQznK+EzgMK2SHPjXBIcQAZEt2yuVQ/2c241TvKv4WuNY/wAXhw8Km9r5pZB2Em6J33ykGtpmD2bNqY8df1lcjX6Q4hWMurO8Dl/9YXpWTmgwB/mmHhJJ9rGuLtXmKwzX6OSaM8L5ZF9jAN/iqjOb34VWJDZcSkc6am62jk3jQXOQ2F9/Z7PUnN1y+w2PjEmHfNpdo20kj1tZl8RbMLqeBNK7CbRw1pt8BH6IpdIMRpGW13+Jn9ZVL7e5kcVHrE0c47NY39jEr/jqutr7GkiYpKjxsODqRfvB3Ed403V7VYVobY2PHMpSVFkU8GF7d4O8HvBBrIu+jFJwmiS08jqPn+q6bDun93SIFy0PHMey75HyHevFnQU28dt9XZzg8zhjBkwt3XeYTq4/QO5wLfJPW32LXtVQTKRcEbjYg3BBvqDu1G4jhauQvLOtavyVR48D3FelYXjlviDM9B08xsR3j6C0M1Wd8G7Dq+NcOquPi0hsygi/S4fWxBF9Tr3mqzxKa6efZVn/AAYD/HpP+1l/1sPVnCQDd0+9Q9KHThNZw/D+4XM5/YFTHyBVCjJD1VAA1QcBYVNvgy7PR48TnRWtJHbMqta6E6XGlSrlzFskzt8cMfTZUzZmkBtbq6KQu6uzzax4ELL8QyZcy9JkLnrWOW+cnh2V09vhuW/dVztOrvZnXXsXnd9jxqYKy1FKoCA32yPZMHn28F5j5bEDFYoCwAnnAAFgAJWAAA7Kuvml2PDDgFnnRD0r57sqmyu6xxgZuBFm/tGqW5WYNpcfiI0+VJi5UXxedlHsver557NjTHBRYbCRPIM0SkJbqxwi67yPy1T2VnYZQy1K1fLOWQBEySfrzW/0krh9Czs8+XPlLiTENDRufE+IUP8AhF7AWNsPMihVYNEwUADMpzJoANSpf3RXK5gYQ+MysAw6GU2IBF80dtCN4+01ZnOLs58RsomRCkyRRzlCOsskQBkW2upUOo7cwqr/AINMt8d/9vMf8cNOurQMxOm8DRxB+ap2F4a3R+uwn2qeZu/CZB/UeCsrlzy9hwkvQthjJ1VbMuQCzX0sRqdO6s4PZOA2lCzxII3GhZVEcsTEXGcLo4PfmBF7Hsrn4Q8tsef6mE/S9dT4Mk7HEYj0eiUt+kJOr9Bf6e+pW3r6l+61qtDmEkbbaKk/B20cIZiFFzm1A1rpDjrJiIUJbkrKcWcHoJRJk/Ny2B6S3o9H17X3ab6urF4fA7KiQmMSSNoNFaaUgC5Bc2RRpoCALgam12sLGp29JuuMGD/bzRj29GbeFQf4SMx+ORqw6ogQr4tJLmP+ED1CoxQZh9CrWYAXB5a0nWBKndc1cYure1qOIYaQe4NMZjEnw7OGqn2wNsYHaatG0IVwCcjqokAvbPG6a6Ei5BBFxcWNUvzhcm2wWIaK5ZWs8ZIvnRiRYj0gQVNt++wzADoczUzDaGFym+Yvm4aGKQm/buvVm888CNjNlBgDea3qEsB+v66jdGI2PW1AA9rwJAiZIH7/AAUtNxwXE/s9Mk0nU3OykzBAcdPy+R1WOS/IvC4HD/GcWqtIArNnAcRFrARxqdC1zbNa5O6wp/YnODg8U4geDJnOVBKkbKx4KbE5SeHC9he5Favwni3xWEC+UzjNbujfLfuub+oVQGExTArl1IIKi5FiDcEEbjepb++OH1m29FoygCZE5p7frVRYTgvpi0fe16jusJdlg/djaB38OSsznp5v0wrLLCCIpCVK6kRPYkAHfkIBI32IIvawqx+bdI4tlxzGNWyQyyNZVzPkMjbyN5Atc0/z6kfwfITvzQEePSoD9BPqvTnN3g+m2VHHfL0sMyZrXtnaRb20va+7S9X7e0bRv6gpjQ05A5GYWPdYlVusJpdeSctbKTxIDZ8dDC4PIzlpg9ou2HkwoVspYLIqOrqts2VgLhhe+4cSDpVLc7/JUYPFtEl+jZVljB1Kq5YFSeOVlIB3kZd5uavPkZyAw+zmbESzgsEKhnyxqim2awJJLGwG/dcAamqT54uUgxeLaVAejVVijuLFlUk5iOGZmYgb7Zbi9xVHFCRaN+0x1s8ImO2PrZdN0Wez0q/7AXfZ8muaYzdk8fjE8Fuc0HK3C4UTjExmTOYylo0ewXNm+WRbUjd2d1XryTxGFxOHGIjgUITILNFGG/FkhtBcbwba15JIr0/zAp/yoeOK/wBSSlwG7dUd1LgIDSRprv8A1TunWF0qNP7Ywuzue0HXSMp2HgFA+WPOLgJsPLHFAyu6gKxijW1yD8pWJGnYKlH8Dx/wLn6NM3xINnyLmv0Y1va9++9eb4Nw9X0V6kT/APYR/wBgP9MXpLC4ddOqueBow7BL0hwynhlO2ZQLodWBMmeA7l5w2Mt5Yxb+cjH+Jb1eXwj9lpHhYSiIhOIUXVQpt0M5tcC9rgG3cKpLYzAzQ20vLHpw/lF3V6B+FAo+KQ3/AKSv+hPVPDwPsVdxG0K/0gqH0tZN5l0/BMcnuXmAnlihSA55CFXNDGBc33kEm3qNdnl1tvCYMxCWEEyiQrkijP8AJlM17kemLb+NUbzTYc/H8IeHSj/K3ZU/+FWbPgv0cV/mw1X6GIVH2L68NzNMDTTh81g3eBW9PF6Nmxzsj2En2tZAfx8AottXDrtHHquGUxo6LclQuQICXcqpIOhAGupsONWNto4HZaIvRZpGFxYK0rgGxZnbcL/TcAb6ivwXEBxGIJ3iJcp7mkGb6QtcX4QbE7QkB3COFVH5uXN/mLfTVZj+ptDeQM73bxt3eSu1rc3OKNwsvcKVNgJE6u0G58R5FWRsGbA7USReiCyIOsGVVlQNcBlZd4uOB7LjUXp7a2zJMNtGPDyWYdNhwpI0kikkWxsb7wSpB0urDdau38Hdj/CCAbjFMG8AAR/iC1IvhARD+EtmEfKzQBvAYpcv1tUmVl5aNuHtGYOAJGk6hLbtOG4o+xY4upvpOcATOU5Sf2PgQp9zj7diwMcb9Asmd8gUZUt1S1/kns3WrnbJwWD2rh2foQjXaMtlUSQuADcMu8WKmx0I0Iru87HJzD4mOJcTP0CrIWRs0aZmKMMt5QQdCTYa6VzdsxDZeAc4SNpbXYuWBsWAHTSHTMq2GiC1gNwua26zHis81ININ2iTP6ri7WrSNvTFAuFyXwDJDYnTUmOX7qt/g87LU4rEpIqvkjZdVDC6yqpIDXtx9VRrnuwirj51UBQOi0UAAfiYzoBp31KvgvOTisQSbkw3J7SZVufWajfP43/McT/7P+hHwrm67R6MYR+M/wDyXoFk946R1GuP+UJ5TDJUw+D7sCNcPicTMqstyFzKGASBSzsL9rMQf0K2PhA8n4zhYcTCiKFZblVC5o5gLE5RwbJ7xqUbX2DLDsf4vDGzytCsbKu/NMQZjrbQZn+in+TGxZZtlDDYhDHJ0Tw2a1xkJET8eAQ+INbbbT/d/suXXq5mNM07T3rk34uft3pMP067LlnXJETG8ZdJ5qguaaENj8KrAEF2BBAIP4uTgdDU0+Evs5I5MIEVUukxOVQt+tFvygbu2olzNi20cICLESMCOwiKS48QanHwrf5XB/1c/wDmirEt2/8ADKp45h/8V2l9VJ6SWwB0NI/pUVMVi9YJpSisFdyU6JacR+2mFoC0wtCiLQpIv6/3UmWLePX6+Ps+2tn4ib33cbn2bx9fCthcH2301uL2PHfY3b6qqtbK551drToVzyx3WDeAGmneNKZlwml/XwPnjW3LBY6HX1WNx2m3D1+yrA5muRhxEhlmW8MZ3HUSvvy6/kqDdu24HbVu0talzVFJm5+HMqve4lTsqBrOOg8yeQ71s803NYHyz4lTk0McLfznY8g9HsQ/K46aG944gAANANABuFZjWl16fh+H07OnkZ4nifr4LxnFsWr4jW62qe4cGjs/c8VrbUxyxo8jkKiKzsx3BVFyfYK8D88fPOcfKQzP0WY9FAhbIFzGzMFP4x7AG4B1bq7qvP4eG3JkwmFw0L5TipmWQXtmjRRoTvyh3Qm2/TvIinwWeamJFGMlTNI5YYfOL5Ilayy2I0eUgvcWyqUG8EmzXrCk3Ms+jRNV2Xgqx5AcyOJxhWURmGLTLJOGW9t7iJhmY33aFbAairm2d8HrDIvXd5W4swUDXXcFuPbXoXD4cAa765mNXU2rNrVqrhJMdy0banTaYie0rzZtzmJw4N1uCDffvtr9lcWLYeK2ZJ8cwDmVo83S4Vhm6WI2L9GdGLdUMYyetYlesBf0dt6IWJ42Ovq0+m30VDdnQq0nW0ueHbfh66ho1qramWfNXa1tSc2Y8lYfM7zp4XacIeGROkA/GQZh0kfC5X5WVt4a24jdU9rwdzpcn5tjbWgxeGukMrGWILoqykr0+Ha2mRw5IB9OwFk09y7D2ks0UUqG6SokiHtV1DD6DW6DK59zcphbZFVrzqc264kGWEBJxv8ARmtwa257aCT1G4tay6wRUF1a07imWVBI+tu1WbK+rWdUVqJgj49h5heKMZgirMrgqykgg/ksN4PEWPCrE+DVFbGyH/8AjSf62H/VUz5/eQXSIcXCPxsYvKqj+URfyrDe6D2rp+SKobB4tlOZGZGOl1YqSDrvUi4vbTwrz6pQfhl2C4SAZHCR9br2WheNx7C3spkNcRlcN8p38jwKmPwgh/zCQ/8Apw/5BU6+Cw1o8V/WRf5GqmHxJckuSx0GZiWOmmpbWnsFiGW+R3jv6DMtz3hSL6eym0MWbTvDcFuhJ071JeYK6thTbDNBAaM0aeyeSsPm02P0u2cS5GkEuKlP6RlZEH+It/Yruc83OhiMNiuhw5QBY0LlkDHO5Y236WTKfXVMrNIpZkkcFjdmV2UtrvYggk3JOp41oYmQsSzEsx3sxLE201JJJ0038KnbjBZQNOlLSXFxM8+H6JB0ZZcXja9yWvY2mGBschufGT5L07zI8snxsEvT5TIj5WyrlBjdbr1e/rL32qu+ZXZBw+2MRCf5uPEKO9TJCUPrjKn11U2Fxbpfo3eO9r5GZL2va+Ui9r7j299Ee05VfpFlkEhFjIJGDkaaF75iNALE8B2VP6ZDxSNQEuYZnn9aKEdEXUzdNoPDadZsBsH2Tp8N/NehudLmsmxmK6ZJY406ONCGDFrqWubAWOhFtRXU2Jg8JsfDsZJbu9ixNukmZQcqRxgkhRc2FzbMSzbzXnJuVeKIscViSN2uIl3d/XrmSTFiWYlid7Ekk+s6n6akdi9Bj3VqVL2zxJmJ7P7KBvRC9q0GWtzc/wAFseyxsTHMn95U82Ry6dcecawvmcl0HzZATIDpcqgW17XKi9XRy45LQ7TiilhlUMoOSS2ZSralHXRgQde1TfTUivL0ZrpbK2lJGbxyPGTvMbshPrQis21xTq2vpV252uMngZ5hXsV6MdZUp17R/V1KYDQYkZRsCPPnovQnN3zeJgS+IxEqMyqQG+THEp+UbtqSd19LC41vVWc6nK/4zihLGSEhssB3aqwbpO67i4G+yrexuKjWM2nJJbpZJJezpHZ7b/TY0ysWoqO8xZrqIoUGZGAzvJJVfDsCfSuXXd5U6yoRA0gAd3d3bnmvR2Cx0G1cIULZXspdQevDIv5QHFCb2O5lJGhvaM8leZQRzLJNKrrGwYIoIzlTcZy24XAJUXva17XvT0F1OZSVYbmUkEeBXXdW/itsTuMrzzOOIeV2HZaxY76tHHKFYtqV6UvbxBgHvCzR0durbPSs7jLSfMgiSJ3g93HRTn4QXLdJcuGhbMqNnlcfJLAEKgPHLckndfKOBqbckm/5L/8Aa4n6pa8+YqO/7LbgfPEViPFSgZRK4S1snSMFsd4y5stjc6d9No48evfWqDVzcoA4clar9GKb7KlbUXxkfmJOuY8frkkOg4ajeezdr3imcTGOA8fO4+vup9YjwOvn21l8KdxNv2+r6awM2u66thDTuuK616a5gj/yoeOK/wBSSvOkmCtv08PNqehxkiLlWWRBrosjhdd+isBrrw1rXwvEW2lQvImQR+iz+kWG+lbZtFjoIeHSROwI/dcLDx6DwH1V6S5jdtxYnAnBSEZ0SSJkJszxPfKy9tlOU23Fdd4v59SOx08+yn8PLYggkEagi4I7xl1B7x3+FGH4kbSrniQRBHYpekGFjE7cU5ylpDmuHAjsV18leYzosQkkk4eON1dUCEM5RgyZ7nKACBmtfNr8m9cX4SPKtZXiw8TBxEzPIw1USEZQoI0JVS1+wsBwNoJPtXEyDKcROynTK00rKR2WL2+quScERut2a8PDsqzcYvQ6g0bdmUOOsmVkWWDV3Xjbu+rio5ghoAgDtP8AbfjopNzQH+PYX+sH+Vqn3wqY7tgj2Lib+s4f9VVDgsyMCtw3AgkHuII1Hjet7GY53sHd3I0Gdi9r2vbMTb7bDsFUqWIinaPt4+8QZ5bfJWbrDHVMUpXzXCGNIjiZDv8A+ltc1vKf4nikla5jIMcoGpyPY5gBvKsFa3cwG+rr5xuQUW0hFiMPMgcLlEg68ciXJAbKbgqSbEbrkEbredsfFxA0+31ev6aRs/aksV+ilkivv6ORkv45CL1ZsMUayiaFZmZh13ghLieA1Lq4be2lXq6oESRII7R8OOi9Fc3fIeLZiy4jETKWK5S5GVI0BBKre7MzEC/E2UAb709yl5U/HNpwzC4QT4VIgdCI0mWxPezFnI4ZrcKiG0toSSEGWSSUjcZHZyPAuTatMMQQQSCCCCNCCNxBGoI7anr4m17G0qLcrGmYmSVJhvRl9OrUurqr1lV7S2YgNBEaD+2i9D/Cx/6fC/8AcH/Rkrq8wGNGI2cYXObozLh2B+bYXUeGR8o/RrzPjNoyPYSSSOAbgO7uAbWuAxNj4U5hNoOgOSR472vkdkvbdfIRe3aas+mm/azXDTBbBCpO6GPOFMsusGdr8wdHf48Vcfwa8E0eNxkbfKjjaM+KTqv02vTPKjY/T7f6O11zwSP+jFBG5v3EqF/tVUcW05VJYSSBm+U4dwzfpMDc69t91Ox7SkzF+kkDnQvnbORpoWvmtoOPAdlVRiNMUGUS0w1+bfcSdPirT+jlwbyrdioMz6WTY6HK0F3wkBeh+fbnAmwjQJhyoZw7vmXNZRYJYE6XObX82meZHnElxbzRzlS6qrplXLdbkPpc7iVN/wA6vPeKxDubuzOd13Ysbdl2JNt+lGGnZTdGZDa11YqbHeLqQbd3dUvp6qbnrdcv4Z7PoqoOhFt6P+zkN633kazM+UaK032V0G3owBZXlMy+EsUpP/kDj1VPudjkEcc0LCYRdGsi6pnzZyhvo62tl+nurzfJj5CwYu5YbmLsWA7mvcbzu7T20sbZm+em/vZP91FLFKIY+m5hLXOmJ7vkpK/Rq8fVo16dYNfTphk5ZmJE68wVNucPmvODg6bpxJ11TL0eX5V9b523W3Wqu71t4jaMjCzSSON9mdmF/BiRWs1Zd1UpPfNJuUcpldRhlC5o0st1UzuncCNOUBZiNOVrE04HqoQr5bKn2OjtbKTuA83+rxpOFuBqNBY67tb34g33A29dZRz7dT293Hsp/Ci5IIuNR+0fXVcamVxbiQ2ClbL2aZZEjRQrOQqkaEajrW4gC5PcO6vS/J3ZCwRJEgsqCw7SeLHvY3J7zVZ8yexAXkm9ABF7iR1vWF08Hq3a9A6NWIp0jWO7v0/r8l5t0qxE1q4oNPst37z8h+6KKKK6ZcovMPwzMEZsXs2MGwWPEu1iVKh2hQvmFtygqNb3a/CrY5CwBYowosoVQoHYAAB7KqD4azumK2ayD+UWWMt+g6vbs3E3PAZu2reQmPDLZWJEaiw3/JF93Hf66zL/AO83xV+x2d4Le2zyzwsCF55VVQSt9d43gW3nw760dmcrMPiLGJswY6G2/XhrVBc5WCnMby/E2Zs1lXpkjES2Bzt8p2uBY2ZMrZRZwTKLD+D9s5lUiQKSpspuWuDcg5jw7rnQj1xOIyjRWabCCTOy7vOFy3w+HV+kPySRpa/0keSKqbk9zuYJ5B1iutrsLZb8TbcPsqO/Ct2NMmNjchvi8z5WdSeq2hZSfySYznAGrBXA3VW8ezpXYrFDHYZRHHmuZQAcxHSOxuSOqAQzZ0GXNdA5lMH2yNU2rWeDlGy9Y/CK5PCfZEhYgtE8E0bi5A66poRvDRuy6dvbVjcyrf8ALsHfUiFVNjfVCVIv3EWqkObnbkuK2LjcO6tmghLR3FyVjyyBSDrcZLWP2EVefM/FlwGEFybwoxLb2L3Yk24kkn11p03BzQQs+sDOqllFFFPUKTIt68q88fJcYTFMqi0Ug6SLsA/KT+w24bspSvVlVv8ACE2B02DZwOvAelB/NtlkHhlOb+wKxcdshcWxP8zdR+/wXT9EsUNlfNBPsv8AZd47HwPwlebQQfDz531gJYikRtwv9l6Usnnz9deaFe4lpT0XnvpOIUHhb9lAcHtpRj1018fIIoCi2K0cXhbD1Xr0xitjbOgwqTz4aDKEhzN0CsSXCqNApJux1NecZePr8+fpr01tfZUWIwSwzOY42SC7BlUjJkZdXBUXIA1HGun6O+0KsAEwInadVxfTOs7Nb5nODcxzZTBj2Z24xsoHt/lTsRoZVjgjEhjkCEYW1nKkKb5dLNY34VX/ADPchDjpSGJWGLKZWG85r5Y1uLAmxufyQN2oqZcsubHAxYeaWPEyO6IzIhlhIZhuFljDHwBvU1+DLhgMCWG95pS3qCqP8IFXmWz7i7Yy4a0AAmG7Hv8AFVKmJ0bDCqtWwfUJc9rJqbtMEyPCfFaO3NqbHwDdA0CO4AzhYhMy3AIMjym5YixtmJsRpqKVyj5vcJjMP8YwGVHILIUuschG9Hj3I1wVJADKd991efeUMzPPM7XzNLKzX7S7X9m7uq9fgpYhjDil1yiSNl7i6EMPYqmltbuneVzbPptymYgQRH15pMWwarhVky/o13moC0ul0h2bs7+c6KMcwGzklxciTRq+WJzldQbMskQOhuLi5HdVhcrOUWz8NMYJMIpIClnWCEqA4v2hzYb7AnsvXC5towu3NoBd2WY272kgZv8AExqS8tObZMViTK05QEIGiVVzWVbaMW0uOOQ061tqtOzy27WlwqEagbAnmsrFrq3q4kH3TnNY6kx0NJ0JaDw8excPnY5D4cYc4rDqEsEYqtwkiOQAQp0UjMG0tcA6VUS7vq8m9XJz37f6GFMIkbBWVBnI6pSMiyIdSWuFvfcP0r1S7SjTh28fP6rVzvSJtJt1lpgAwM0aCf7Qui6KOuH2WaqSQXHKSZOX+8q/+RuzsMmzo55II3ywtI56NGdsuYnV95IHE+utTkrjtnbQMkS4VUYKWIMaIStwMyvCSbgkcQdeOtdjkdHG2y4xK2WNsO4ka9sqHPma+trLfWmubnY+Bj6RsFIkshWzMZM7AcAQPkqWtchde+wrr6VFx6loDMpYMwIEnQbLhalVrftD3Gp1gechaTlb7X8x4dip3lBybXDbQSC+dOlgIDa3jkdOq3bYXU9otuvU35/9hQwwwtFFHGTKVJRQpK9GxsSBuBA31B+U8WIG0kOKsJGxGHPV+QU6VAmTjlAGXXW4N9b1Yfwomth8P/XH/SesOnQp/ZruGxDtJGo1+C6yrVquvcPzPnM32iDo48dt1HOaXm3GIXpp8whJYIgNjLY2LXGqoDpocxIOoAF5Vi9v7HgJjEMTlTY5YVkAI0N3f5RB0JBbWu3ypYw7JbotCuGjVSOAYIpbxsxN6o7my5IrjJXSSVolRM4Iy6nMBbrHsN+2rL2fYTTt7djS9wkudr8u1U6BGKCveXlV7aTHQGsO23DWdx278l2udfH4GZITg40R8zGS0fRsBlAClbBTmJvcX+TodTUAjW2/t7Ps14evv4VZ/OLzWx4XDNMs0jlWjUAqoBzuF3jXjeqxiY216w7eI7P399c/irK7K38ZoDiAYbty/ZddgFS3faRbPc5gcRLt53jUdui9E8htlYWPZ8WIfDxsVgMrno0Z2ygk6va7EC2pHC9c/Z/KfZWIYRtAsZY5VMkSIGJOgDxk5STuuV1ro4P/APZDw/iUnq/Ft2V53dbjtHHvv5tW7iOIGzbRa1jSCwEgjdcdhGENxF9w99R4c2oQ0h226tTnV5uFw46aG/RXCshJJjJOhBO9WNl11BI1N9IXyQ2KZsTBFa6s65j+YvWe9t3UB18KvXlHKW2S7OescIrE8c3RqQe85rGoF8HbZRaaWZt0aZF7A0pu3sVPUHFQXuFUzf0m0xDXw4jlG/wVnDsartwuu+q6XUyWg8SToPInyVkS8jsC5khGHgDBVLARqGQS5wrA20N1ax7RXk/aeDMbtG/yo3ZH8UYg/VXo3kriJv4WxTNHKIpU6NWMbBB8XyhDmItY/jSDfXOO0VW/P9ybKY15FHVmRZP7Q6jj2gN/aqzjTKdSgKzGxleWnSJ5H9PNS9ELp1tdutqtTMKlNrhrMGNR3iTPcp5sLa+xJpY4Y4IWkkOVQcKRc2J1JQAaA6k11OWkOyMGYxiMNApkDFLYbPcJlv8AIQ2+UN/fVIc0MFtoYP8Ardfcep58LFOvg/0cR/mhqahiGeyfXLGS0gD2dOHzUd1gjKeMUbJtarke0knPrIzbaR/KOCrbnQxeGkxJbBqEhKIAqxmMZhfMchANyba21q4+aTkZhEwEEuKhhd5mUhpEVj+PkCQqCwOjXTTddiaofYOzTLJFEvypHSO/ZnYC/qFzr2V6G59xKmGw0OGike0iMOjjZ8i4YAoDlBt18pF/RPZVXC3Bxq3T2gxwA0k8h2LU6TuNNlthlGoRJ1cXQYaIEnTfXyVcfCK5Kph54nhjWOKWMjIihVDxnXQaXZWU+o1VxFemefDAHE7OEuUh4+inysCrKCtpFYGxFlYkg8UHZXmkrVLG6ApXJLdnAEfXetroXiBucPDahlzCWmdTzHwMeCxmrJNFqwFrHXWEhLam5KUaDQkBTYNKzUkikmlhSJ0ikAVhGoalyo2U8xht3Wt54j2Gm45D4akab936qFlO69vq8Ozf4Vh5AAe8Hdu79D3XGlUNJlcgGkCF6O5p8FkwkJ4uDITxOckrf+xlF+6pbWhydw+SGFR+TGi+xQK369itKXVUWM5NA+C8Mu6vW13v5uJ+KKKKKsKuqv5/cAr4eUu+VY4i6qQCGkSWN1O4tfKjL1bEiQjW9qkmy3zqOwgewitjlVssORcX6rAdgLKy3sdDa4I8N4qIc0W1ukw0Yb5caiNxxDxdRvpFZlwIqStOkW9WAN4/cqQ7R2AhGouO8A/Ta9a77SghjDO8UCZgmeR1jUsxAVczkAszGwHE10Nu7SRI3Z2CqASWOlhXnvna508P0cCwQRYkrISr4iNXRHXKc6K17yDMCNxHtFIGydAnh8Nhx1U454tpwuk2GvH0spi6BZSAJHjJLImbq9KUBC7hrqReq95N4GEqjKAc1rXJ0vw4/sqoudTGyNPBiZopImKlwpJ/FnpG0jBLdHmuGIuCNCTppJ+bXlxGzxxAZRvUkg6EgDNbcCTo31UlWm4gfXFSsrsBIPx7l6f2Fgo4YJmVAl4mLbrMArnU8d5rq8w8oOz4CrtIOuQ7ElrF2OU3JsUvky7hlsNLVWHLnlOiYVoQxDSZFNiOorkZr5QbDLpu7O2rh5q9ijD4OCIC1lLEXB60jM7XIABOZjqAB2VosEQqdwRlPeP3UooooqRUEVrbQwodWRtVZWVh2hgQfoNbNFIQCIKUEgyF4ixmHMbujb0ZkbxQlT9INa8klSjnVwoTHYtf/VZvfAf/AOVRdUryS4pinVczkSPIr6Usa/XW9Oqf5mtPmAUtD66cV6aXz5FJR6gIlWC2VsudD66vLnIkvsw/o4b/AFIqocPXTn5QTMmRpXKadQsSvV1GncRV+yuxb06jSPvNj9fmsHFsJqXdWjUaQMjpM8dQf2WgyCrd+DpyvSMvhZCEEjZ4mJAGcgKyEncWAUr2nMN5F6izim3qLD7x9pWFRvDhzCs4thdPEbZ1vU0nY8iNj9cFc3ODzKyyTvLhmjySMXZJCymNn1exVWDKWJYDQi9tbVMeTmAh2PgmMrhmLF3I0MshUAJGp1sAAB3Asba2obBcuMZEoVMTKFGgBbNbuGcMR4XrkbT2rJM2aaR5W7XYt6hc6DuFhW6MXtaLnVaFM5zzOgnePoeC5p3RvE7qmy2vK7TRaR90HM4DaZH7nxVl/BzxzS7SxEr/ACpIZ5G7LvPExA7hew7q5/PvtFodqGWM2dFgZSNDdVva43g7iOIJFQTZO0pIWLQu0TEFSyMQSCQbXHC4Bt3CmtrY2SVjJK7SOQBncksQN2p7BVQ4oDaCjrmzZp81rtwD/ihujl6s08mXjsByiNF6S568MuI2d0ya5BFOh/Ma2b/xuW/s150WalRcqcUI+iE8oiy5OiznJkItly7rW0t2Vy0eocWuqd5UFVogwAfBP6PYFWw6g+jUcHDMS2J0B4GR2cOZXqbkpg2l2OsaAZpMLIigmwu4cC54C5GtRrme5tcRhsQJ5iiBUdQitmLlxbUgWCjfvNyF00qodkcvMXEipHiHVFFlUEWUd1wdKxtXlvi5QVfEzEHeocqCO8JluPGtQ4raONN7mOLmAAbAaLnh0VxNgr0adSmGVXEnQkwSeyNv7qwOePbscu08GkZDdFJAjspuM5xCkrfjl0v2Ekbwak3wpm/i+G/rz/pSV53hmKkFTYqQwI0IINwR2EEAjvro7a5SzzALNNLKFOYK7FgDYi4vuNiRfvqucVD6dYOGtSNthC1W9FH0q9o6m4ZaIIMzLpJOnDc816J5oeU0WMwgw0pHSLGYnRjYyRgZQ69vVsDbcwvxF4btrmPnzERSRPHrbpCysBwDAKwJHaDrroL2qnMNiWBBBII3EEgjwI1FSrBc4eNAsMTLbvIY+1gT9NNdidvXptZdsJLRALTBjtVSp0ZvrOu+ph9Voa8yWvEgHs0P7ctVePPjh7bMZSfknDC47VdBpuNtK82YaW3n7a6u1NvTzfys0kgvezOxXxy3y37NK5MqVSxbEG3lYPaCAABr4/NafRzB34dbOoVXBxLi7TbUDn3L09ydwTTbISJPlSYRkXMbDMyMBc2NteNqg/JrmZmLj4xIixg9ZIyWZx6NyqhL8W1Ntwubivti8ucVGqxxzuqKLKulgBwFwdNa2sXy3xLgh8RIb7xmte/cth9dX62KWNYUzVpuJa0DhBjxXO0+j+K2rqraFRga9xMwS4Ty000/urU56+VkawnCxkFjkD5dVjRWByG2lzYdTgo13iulzYQLhNmmZuKy4luFxlJQetFX1tXnp8f58e6trFcq8QydG08rR2ClC5yZRuFuwW3bt1NpY7Ny64qN1y5WgbBSVOiNT7Iy1pu0z5nk7u7onwk8lYOzOe/EZ0EkUITMgcqHuFJGYi7nULc6g1L/AIRezM+GSYfzTi5/Mlsp3fn5NfGvPyzC+hJvXax3KfEOnRtPKyEWKFyVIFrCx4evgKiZjb30KlG5l2YaHTQ/3hWbjouyld0a9mAzKfaGuo7N9YkLe5qYh8fwh/8AU/8Ai/h9RqZfCpjJkwdvRxH1w1VGBxbRsHRirKbqwNmB3aEbrDSt7am2JZrdNJJKVvlzkta5F7Zr77fRv0qtQxBtOyfbwZc4GeHD5LQucKquxSlehwysaWwd9Q75qUfBz2J0mN6Qjq4dGf8AtyDIg90u3io7Km/OhzrS4bFNBCkTKipmLhiQ7AsR1WUWCle+96qHZO15ogeglePNbNkYre26+XsubDUb9K0MXK0jl3Zmdr3Y6lj3ntNh+obqs0cY6i0FKjIdMk/Xgq91gIvcRNzdQ6mG5Wt1kdp8Z48V6O5vuUn8IYRzKFBJkhlVb2sw0tcki6MN533rzTtHBtG7xvq0bsh4G6GxPrtcequjs7aU0IIhmePMRmyMVBI0F7aX4Vy8fiHdyzsWZjdmJuSe0/VTL/Em3dJgIOdu55/UK1geCnD7ms6mR1b4IbrIj+5G/JMlabC06BSmH7u2smV1GaEwY6RlrYK6edfPZTRj8+f20oKe18pvJTTCtjL2UgrTwVK1yYK0k0/akMtKCpAVMydPPHzuHZScR9Q86fZSJe4+fPjTLObEeois5cz1chew8D8lf0R9VPVyeR2L6TDYd/SijJ8cgv8ATXWr2mk4OYCOQXz/AFWFjy08CQiiiipFGtfGQXGmh4Ei+/1ivOOIxZ2fj8VCW/Fu8cqX4iUhmOlho7a7r6dhv6Wrzr8M3k4/Rw4uEElM0cqrxVgcja6aEsLk8U7KhrUwWlS06haVD+e3lcZcE6FsjBwbG4zavdQdeqAAe8BRvrp80uysLh8BDLiGzkqJHznJ0DMozKmQA6a9Y5i3bYADz3tDbiym0hJyrfLe97FVC9XdfdqQQMw4giW7K5U9Fh2jdUfUBo264S/VuLkkWFmzgKNd1tTXFJzQI5qyy5DXly6nORyywEt440WRmLXdlmfKuvyWn6q8B1eF+01SGBYQ4lSrEqbgE8AbgDXQW3C+4V0cVjICVCqFYlgzAm/Wtr2dXXdu09ehicBlV5GNheykkg3Ks6upA1st0bXeHPYKnawzqU24ujVgkDTkrk5pEfG4vDwMzMJXBex3RoS79Yi97LvGouDoSDXu7BwBVVRcgAC5NybDiTvPfXkz4DHJ2zS4yZcuZRFAG0A6SzOy3sMzhVWwF+q3bavXANStCrvcTuiiiinKNFFFF6ELydz0N/zDF/poP/DFeoZfz587q7/OTjukxmLb/wBaQDwQ5B9C1wL15NekGvUPNzv1K+jsHpFllRaeDG/+oSiabYUpTQUvVYGFpbIIrFqUi1kGkJSSsCklqdBv3d9ZCUnekzc01SlXupU0NJKEWpUkgpIIpD76cc7qRlpwhOaEXpDp+6nbUllpQnAph46AKdPnjSGWnAp4ckstIcUrWsU5SBN7qdjmpJWkUsSozI0W+k1KaXz587q0L05HJUZppppjdbWenFetLpacL9/n1U0sTSxbfjWvK1IV/wB9YtQGwhrISlNPxyVrGsXpS2QlLA5b2u/dTuHkPnjft8a0UxB3efPfT0M9z58/rqNzSq76Zhb5l3EWG+44Hdp6+/8AcGTfe27id193b7CCPDSmjHx3gfbx/b3URDfb930ebd1MnRVMjVmdb2tu0Ft2n2+onw0rXkTh58+zwrcig7NNAfH29ta0yHj9NODgn0zrEpkmsOb8PZp+ysPcefP00gNTlbDZ1T7Lpcft/WPXcd9YHHzf7D6u2kHtpUZ7f337QbD6qVR5SEzccf3ee+ssgt2+G/2fbWz0V9/26f8AyHruK1HQcPPs0+qlBUjXgplkpJFbDKeNIZacCrAeu8978fP07u6sZ+7z58Kfxad2+3q+v6hWuSO3z7ftqllWK12YL0XzDbV6TBqvGJnQ+BOdfVZrf2asKvO3MJt3osSY2PVnW3hImqH1gsu7eV1r0TXqWAXQr2bebfZPht8IXivSeyNrfvHBxzDx38jIRRRQTW0ufRVe84nKSMyJhbBi5Ie+4dQnJbiban1Dwke2eVUMYk66s6KWKA3OmgBtu1IGvbXn/HYgnF4WVj/9QQ57TOjxr7ZXQeutO1w3rqVR9QGA0x2lU334p1qbGkauE9gVGfCG5sZsHM88MZOHluQ8YZljJIYo4AugBFwbZbAC999UYjabm5beb5r3IYFrk7iACT22vY91fS7EYXOtiL3G7f8AQd/hrVXctubuBg94Y7njkGulr2ZSL765lt5lEOC6B9iHGWnwXhHB40KXIuWIIVRu61737d+4fQKnHJXYkuJljae4QWsnF7G9yBoBpbrcABbttHaPNzkY5FCC/wCSAPqowWxuhIP10Ovm7BJSsoPtK2eVGzUOw8YhPRdFD06MDbJLhissViN15EVTbg54mpp8FvnBkxmDjGIN5kAGc75ABoT2sBvPGvNnOFyulxUaYGK4iYq87De6xkNbfoocLpqS2TgKtHml/i6xKpykEG4+n6OFdRhVp9qt3/A9v1usDHb1ttXZHj3fWy9Sg1mqP5rudGZziRiQD0WJxEegAaNVmcIDuByhcpPGwq39lbailAKOrX4X19m+qdezq0gC4acxsloXtKqSGnUcCujXM5TbTEMMsp3Ro7+OVSQPWbCukpqofhL8owkKYYHrTMGbujjsfVmkyjvCtWXfXIt6DqnIfHh8VuYTYuvbunQbxInuGp+Erz07Ekkm5NyTxJJuT6zWCKdC0p8P2efPZXlBdJ1X0WHAaLWvTkbeRWRH2+fP6qQUpSQU+QdE+tIKeRTYJ8+fop6OTtpuoTYI2TbDz41lSRToArBhpMwTZ4FYjenAdNfPn7KZtbzb6qShoiUFsrY6CkRprWFlp8PSappzBBXS3101NDrWQ3bx/V+uiT10glIAQU0UtTUlbHSdtIXXup4KlaSNStejLT7xef300Up0qUPBSHNIYCnLUhqeE8Qm1tTvQ0kCi5FKUpWJIrVi1L6SsClk8UCQsIacRKwsdPoaYSmvdySMlLEfbTsS+fP106kfs1qPMq7qiYWPz5+vw76cih4jz+yt6PstbffxF/oOmnC/qpRhA+m/2fVf1U0vOyqur8Frxd9/2fbelLvvu7f2U4iEi4G7geHd57qaUfb9nt7PVTJTJlOyC3HxNuHn66Ju3v8AEHdu7SaIjax1I187qju20jXpMTO+SFDlVCTZ7CxJG9ut1VhsVJUubl1yT21DrTBPdAkk8AFTubjqAHR3kmABxJXXksTv8Dw9opDReqk8jeRG1dpgSQRps7BsAVxOIF5pUP5cUIubEagtlUhgVkap9sz4MuCOuLmxeNbiZJejjv2okXWW/YZGt3VNiFO3w1gde1cs7NAzuMb7QB4lc3cdOKLDlt2F8cZyt/Qn4KDhOO/w/Z9VYSG/6vP7qn21Pgz7PtfCvicHJvDxTMwJ4Z0mz5hxsGU99Vfykw+K2bIsW0QHhc5YdoRqRG54LOuvRSbjrpqdWALCnZXVpfaWlTM78Dhlce4SQ7uBnsUtj0xpVXhtduQnjMt8TpHiI7V0bG2vDj+rd9BHhSIUtr7QbH9nZvse+npB6xvzDjcDXv8AHXxpcQ1v519pH0inyuvz+zITboCPRI939a+Oo760inn9vGuoALW7Ne79fuHW+6udLGdey/nybGnAqShU1hdsq2ttbcNb9+h1HjY0jLv0I7xrbx4jxJFNx4wjeNNd/WUeBGorpYTGg7zcWtr1h4Zgc49rcNKiAlZz87OC50cjAgodRYqRvBBBBHeDxAPjXqbm65VLisOslwGXqyrf5Dga79wPyh3HurzTLhFJ07u8esqL7jfrKN1dvkjtZ8NISw6SCQZJlFirprqGHVDoblblezS+m5gWIfZK3tfcdoezt8FzPSbDW4jbyz/mN1bOk82+PDtV8coeXmHi0DdI3oxkG3i3yR4anuquuWvOlKYnygRixAsSXJO4X0tfuF64fK3ZHRBWQ9JFIQYpB+UpO49jruI7vZC+UE/STwwDUJ+Nk9XyR6yfZXv2HYVaGm2q0552J2XzhieK3LHOpEZCNO367lJ+TsTBCBqejYyHifkkk9+fKa19u4HpEZQSGYdUjerb1Ze9Wsw7wK6exsWqElr5SkyMBqbNGQthxOe1h3VU/JyDG44O+LeTCxZiq4eAmIsO1pB+MIGg1ax10A0rSquJcaYbuPDiNSqVAhoDy7Yjv56Bek+Q22nlhjMgCzBEMiAg9YqCStuB3917Gxre2njCN4Bv2iqN2BiXwrYaMs5WCN0imLE54w2YRyKuWzwx2USdbPHHc5WUk2bheUCShTmFzu1BRxa9ww7ddL8dK8yvsFuaIc8DQEzxj+navQLLHreq9tN5hxGk6A9x59nPmuPyiLMTZQPVUJxvJ15eqilnYgADXUmw7h41cuF2e0rBVUWNr3/IHaT9FtSTu01ri85POPszZiGNpDLigUYQQENMSrBgrn5MKEixzkErcdY1k21hUqu02WxXvWUxr/ZViObr4rLLGxVnBTO4Bt8hWCi+pALHXS+hsK7vJ3Y5Msa33ui+1gPtJ9RqkeVfLTHYzGS4pWkw/SlMsCuSiKiKgFmGUkqty+QXJOlS/kzt7aOHOZ3SclJQl0VXjkZGCPdFUNlJvYjhfhY+q2RNK0FNtMyG/FeX4k4V7o1HVBBPwUh27jws22+iNl6VWI7GmjwsknrEjy6dpIrqvOckRDEEaEgkE6AgmxqFbB2K8eDxRkJMsxkkkY7yzW1PrF6lGwcK80uGSMFjJGbDsygZmbgABqTV2zp9TRaKvACZ7N1l3NTrapNIbnT671ZPNxyhnJZpJWEESl5C2oRF/S4mxAHs3VVnLfbpxeIkmbS5ARdTljGir7NTbiTXf5e7eRUGEw5uikGeYfz8q9nHokIsOBOvC7Qhntfyd3kcK8K6Z47Tvrk07cAMbxGmY819Kf4edGauHWv2i5nrHjQH+VvzKYbD9n7P1X9VJ6Qjz5+g1lpb+f3H2E0jU9/nu+0Vxw7V6Y3tT8c2nn94pPQ6+bU0qceHn1D1WrKyee37fVrSZeSIjZKkjN/Pn20j6K2Ype3z9n1VjKD5/X+2m68UB/NajmnI5KRKKC/d699OgKU6hbTtffTQjBpoSX8+fprN+ykDSE3LCdUeTSZacD0TAaWpBumzBTYbz5/ZTmfupoLRIhpYSkApLGk2tu8+fVSqCKcCnrOf10k2oFYC+d1CUCEkrSDTrHh58+FNMOylCkaeaSRSWFZrGenBSBJtQDSgawRTp5p0ynoq24YL61pxCujgm8/sNQ1FUruIEhPRL3edezvp0Rjv8fV5466U7BHx3fuPjp+umSvsv9Gvbrv1twqELMc+SlRRm/bu89+h+mtiZQCbEm2vE33Hf2aC9++mkXsPq0ud1u3jTUpsCTpa5JJtYDt4jTW+7vpwlRnUyStiK1zfXeLb9e32Hu4Uyq31N7Hu10trw8eNRmHlc2IkMGz8PLtCUWzdECIY73sXlOgGh6xsptYNTnOJyX2xhsP8ZxU2DwQJCw4aO8+JmmYfi4I1CSRszHeVfQC+oFq2bbo/dVoJAbP4tD5an4Lm7vpXY2ziMxcf/t1+JgfFK5VbfWDKihpp5WCw4eIZpJWOgyqLkC+l7HsAJFd/klzS7QmxeHxOOwuGMEPWTAviyB0v5Ly9Fh8QsuXf0fVBIUE2zK8v5jubP+DoZNo7SOfHPE8krNZviUIQsYktp0pQddlAt8hdMzPo8luTmNxuNebGTzpEI4z8UjmkihjeS79HaBk6ToIjGjMxPSytIT1QFqrXv2WJqNt3sBpD26jgXS4/yU2gtEiRmcTpIC4zFsfuMQOTUUzs0RrHFx/bZehMDtJyLSqik6WQswGnayqT7opgVpbH2VHEuWNQo7t5PaTxJrn8uo52hyYd+jkkeKMygAmGNnHSuoYFc4jzBCQQHKkg2tXl9/ilbF67GVnjQmHEBsA7yBOg34nvWYymGCQF3b1zOVOxY8RDJDKiyJIpDI4up7CfDeLa+G+lYWGLDRWuEjQavI/+KSSVrsx4u7Ek7zW3gMYsih0YOp1VlN1YdoI0I7xpWQGvoP66lmgHR0Rrw7jxiU/Q6FeW+VPNzjdlh5IV+N4BST0IZmxGES1zlLKvSINepqQLb7FjnZWKWaNJYmDI4uGHHtBG8EagrvBB0q/OdPlBNh4GaDCvi3If8WrpGFCxs7OzPewCqToCSbAasBXkDmxbFYo4tsAkeGwzurs0pZ0wUsgOdIRGhaUsBmWPo8q9QEDefXsEdcYtYm6uA1pBAzyAH8DmEk5hwMe12nfcwfpI6xf1NUlzI0G5byA7DtB27lK8by4wkcpgeVVkuAdDlDdjtbID26gg9lSAYa4vw7RqPbrw7bjXfUw5D818ZwE+GaJlgeJ+tOuXEYyd+s2MlRrvEVIAhic50BYsAbE1hzaNIMJGrn8bE0sDgH8qCV0F77zlUa67t1SPda1Gv+zkzTcGukgzmBIIgabGRrGgJmQOiwLpHWvK7qVRoEglscgRofMa6dyl0JBN9G71sp46WJsfUaS2zwTp1W7NUYerj7a1egBPEandf1cL9g1WttJW4hZB3gbz3jq38dfZVbRdM7M3Vp/b+n6JkQOhJ/8AxbTv3H1itjDY4j5Vr3sL9Rt3pDqt2anU8NadgxQOl7fmtqPa3fxv4DTXZliFgLfK7NR27ju07henAngon1QdHjX6+tF2uS3KgRhopEEkLkF4iMrK3zkZHVDjTWyg8Txpr/8AQxhabEpJ8Zime4lAs0KgACKRR8kruzbjv0uFEeOBtfKTbhxW/wCib29RFb3J/bs2HfMjMvAgXZGF9Q6Nv7Nb213Hd1/RvphcYU4Mf7VPkeHcuF6U9CLbF2mpSOWpz5966cq9WsINK68e1sJiR1v4pKfylBfDt3kDrRX3eiO+s4vkzMgzBeljO6WIiVCO26XIHewFe2YV0kscRZNKoJ5HQheGYt0av8NqxXpkDmNQfFcPER39RBB7CNQR3g61pbU5LqrLiY5fisRytiktnjkBZUCpHcDpnlZIkF1OZ0NxlIPQaudzn4QTYbB4f8mXEZpBvukCyPYg8MxU9l1FTYmXMdT6rd5Lf/EmfCNFUsiH5ut+6z2o8QCPGR+q5nLDlztHFF8HhVbZ2FSyvISTi5syqxLvYGJiG6yKAytcFtCK4XJXm6gh1tnbUlmGpPE69p41L4oFiChQAq23abyAT67k+2tmerVjhVG3AgCeagvsTq3DjJgcAPrVcrAbIXOWyjTd3er7a2WwwMl7bgbV3dh7Cmm1ijdgfyrZVFu1nso9tbYwuFw9ziJhiJNSIMOdO4PNuHYQuvjUOI43Y4ezNXqAdm58k7DcDvsSqBlvTc4840HitbY2xWnzooAUA9JIxyxxqQdWY6DTW289lc/H8oo4IRhMI5YZQs2MK5WntvRBr0cXde57TvZnlZyqknUIAsUA1EEYtGOwtpd272462FRF4Rw07q8W6TdOquIzRt5bT+Lvkvfehf8AhxQw4i4vPaqDYbtb8z8EPHroR57vCgxeT+3T6RSDGRu8/Z7RWWlOgt9l/s+muChesQeBWUgB4+fEUh4iN3q9VbI7j9YpxV7vXTS4gpvWELSDHx7/ADv9d6SW7h9X16fVW+Il7+6ntm7DaaSOOOxaRgg39Uk/Ka1jlUXY24A0+l/EcGgakgeaZUuadNpe/QAEnw3T3JbkzNinyQJmItma+VYweLk7h3LmJ4A1aWx+YbT8diDfisSAAaroGe99MwvkGpU8CGtfkXyaiwsKxRKABYs1gGkawBdyoF2NhrwAAGgFdu1ehWPR23pMHWjM7jO3h/VeQYp00vK9Qi3dkZwjc9pJ/QKnBzCw/PzeyPsP5t7XsbX3aX4jJ5hoL/y8+/8A9O9r9uXs0vbfru0q0eUe1lgieRtyjQcWJ0CjvJ0qisRyuxTEt00guSbKxCrfWwHYN3haocRGHWZDXUgSeA4Dt1TsLu8ZvwXMrkAaSTx7NFIPwBQfPzeyPsH5vbc27LDhcr/AJB8/P7I+0/mjhb1gnjYSrme2hJLDIZHZyJSAWNyBkQ28Lk+2pzV61w+yuKTagpCCFQu8exW3rOpOuHSDGh/oqd/ANB8/N7I+xfze3N7V9ElsHmEg+fn9kf535v6Psb0hluCSQDeQPE2oSQHcQfA1P6IsturCr+suKe/d5qnzzCwfPz+yPtX839L2r6JzKHMRDa3TzeyPsP5vbl9hHEFbeeQDeQPE0RyA7iD4G9Hoey26sJD0kxP37vNU+OYSD5+f2R9o/N7Li9t5B4WKfwCQ/wBIm9kfZ+j22Nuy4vxFyE1rTbQjBsXQHsLKD7CaDhFkN6bU4dJcUO1d6qdeYWD5+e1+yO9r9uXfl0vbfrbhSTzCQfPzeyPfYfm9tzbsNuFzcSuD2UO4G8gUeh7L3YSesuKe/d5qnDzBQfPz/wDj7T+b2W17QTxsMHmBg+fn9kfYPze3N7V7CWuKOZTuIPgQaU7Ab7DxpfRFn7sJfWfFB/nu81TR+D/B/SJ/ZH+d+b+j7G9IZT/h/g+fn9kfd+b+l7V9E5rjSdTuIPgRSZsUq/KZR4kD66T0VZ+7al9Z8V2696p3/h+g/pE/sj7D+b25fY3aCuV+D9h/n5/ZF2j8zsvr2kHhY23HtSImwkjJ7A6n7a270owqzOzGoPSbFhvXeqZTmBg/pE/sj32/R3ZrG3ZcX4h6PmIgB/l59/ZHuv25fR0vbfra2lXBetaTaMYNi6A9hZQfYTemuwmy402pPWXFHf571Um1uaGGKN5DLO+VbhFWPM7WGVVByjM0mguQOsASLFqrTbuzcPFhYsSTPI+LkMezcHEY2lxtzpLmyAJE4tL0hACQlGYZ5BEnqfGIHRgCNQQCNbEjQ+o61QXPNss4PH7LxNs0PxWXZkKAhegxDDpI2XNoOniifD3FiOrwNVbzDLWjQfUp0WuIaSBzgJjekGISJrO81XvMHsxsVitoQ46dY3wyhlWEJ0KrFLJHiW6RyXvFKoQ5sosM6llYGtTkXyAO28TIY3li2NDIU6U2Sbabo2uWw6sXaxB4aZ2IhhWycJPKsOGw2Flw2J2rLLhsfi5UMeaObEPiZIoY3Id0ghBE09hmVDGAbqa9rbF2XFhYIsLh1yRQosaAb7KOJ3lmN2ZjqzEk6msvGL+wwi2Fy5rc2wyxqezh496Z6Tva4NN1VxB3kpODhwezcKyxLHhsPAjOwQWVVRSWdjvZiBcsxLMd5JqtOa7Y8m0J123j1stj/BODbUYWBzcYlxqpxE4swYXyrlNz1BHr/CAHTybL2cxyQ4/FhcQ27NDhgJWhB0s0zBVB7Rxq4Mc40VQAqgAAaDQWsAOAGgrl3dK61LCHX9SA6qS2m0awBIkniZknbQDmqooA1Mg4bqPcscMZUWO/y5ELd6xt0h9WZVBHEEjjXQwuDVSSBa4Ue7f9e+lwgE5gb6WB4Adx7zx7hT9eOVruo5oYTxJPeSJnyC0Q0KK7F25mx+Nw9/5GHAuB/XHFZj49UewVKSKqmSYxcobfk4rZ0Zv+fhsTItvdlX6atYVdxqgKTqT2bOpUz/4hp/8AIFNpGZ7yvPvwjebifHyWlxDqixuMFg4UzCXEEgK0rMyj5GZnkNhGmi63Ms+5iOQ2IwGEignxPTFL2VV6kYbXIGe8jhNynqC1hl0FWE0QuDxAIHde1/qFLq9e9Ka9xh9PDw1oY3k0STrHdodSNSdSU1tAB5eq752pMQ6MsASymCNA0ccjS4nESKqazrJHFDAjCWSTopHZWITKUObmczPJmXCY3aSSSCXPFs2VpFiSBWlKYqOS0UfVTSJDYelVoYjChstx8lsw8crL9TGtXZez8rzuTcyurfoqkMcYX2qz+LminjYGHPtGtABby1JzsO++zXHxjgEhpe2HfXFb7ivKmxIgmJ2km4DGtIB/XwxSHu+Ux0PpX4V6oxUllY9gJ9gryWmJzYzaTDccUEHjDh4Y29jAj1GtToZJp3PLKzzzD9pXRdHGF+IMA5O8o+cLoRTHuA4dnqv1fYRW7hcSQdd/Aa31PiG9jMO6uKj21+n9ZGh9Y4V0FfdbdwB3fah/w11hbC9UrUp0hdaJgTbf233jd2C446lL99PJhrC6kqBw3gHXWxJUDvLX7uFcqNt19/Df9AJH+B/VpW7DjmG5r+0nw4OB4qwvxoEcVnVaTh90rd+MMDZl0AHWW4J7Dr8rjqbinBiFc8DpqNx3gneB366D6aTg8Qp3nJfsAKG3aNUv4hGFtdaelwam2l77mT9THX1Mba9WpMp4Ki4gH2gQeY+v0K1MZgQdwsTa2tm43uRoRu3XFamB2jNCxMckiHeSjFb201t1W9Yv7a2lUjQHMBvGtx6jqPFhbxpOFfMe836p3HttxvbW+l7HQ1GCWmWyCrDXAsIeA5vI6/qun+ErEEWlWDE980KlvC6ZD6z7TSn5dQN0efAREx5smSaWMLnHWsFB3jtvUTxmEINxa2m/9R7/ABvSYgDv188K06WP39EDLWdptrMefYq1fotg9wC51u3XeNP0ICmc/LPDFSPiKeBxEzA/VWfwguP5HD4aLsIizsPBpSRfxW1RFsNpcaevT1b/AGEXpcSjf3C4H7dN/bT6/SfE6oh9dxHf8lVo9EMFo+1Tt2z2if1XT2zyjxM+k00jjit8q/3a2T6CK56wG19/sBA4aX+qlow3b/Vuv+bw3cCRrT0seulgfo3d58ddO6sWpVfVdmeST26rYY1lEZabQ0dggfBaKNw8+fEVrTr26VvTJfha3Z5+mtd08+frqIK9TfxWuU8Ldvh9X0Unozbq3t2HX91bmHYbvq83+ulppu7b6/s076dKd1sFcqRbd30jWn4pO+trFx3BJtpru1N+Glt3r+itfoRbfY9lOmVKKjXDVDyXP1+fHtFWD8H3DhsclxfJHK68bGwTTQjc54qe86g1z8Wbfv7wez6fVVj/AAcT/Hrf+hN2b80XeO/gd3CtTBWj7ZT71h9JoGGVsp/l/cL0mKwWrNRHnR28YIDl+XIciH0bi5bxA3d5HZXplxXbQpuqP2AXh1tbur1W0mbkwoBzr8oemlESG6Rm2n5cm47t+X5I783aK0+W+xegjwqH5RSR5P03KXH9kAL6q0+Q2NhimEkwYhNUCgHr8CbkfJ3jvseGvQ5yuUceJaIxhgEVgcwA3kHSxPZXA16rK9CrXqOGdxADeIEj5eXevSKFGpb3FG2pMPVtBLnRoSWn5+Z7FM+Yz+Ql/rj/AKcdWFVP81XKmOFTE4bNJKMtgCOsqKLkkW6w7DpVwV12B1mPtGBpkga9i4vH6L2Xr3OBAJJHaq25+B+Lg/Tf/KK3OZUfxZv61/8AKlanPv8AycH6b/5agWweVk8C5ImAXMW1UNqQL6nwFY1zeMtcUdUfMZQNNeAW5a2L7vCG02EA5ydTA3KsjnqH8WX+tT/K9aPMR/Jz/pp/lNQXb/K2edQkrArmDaKF1ANtR4mpxzHvaLEHsYH2IaLe8Zc4m2oyYyka9gKLmwfaYQ6m8ic4OhkakLm86PLRy7QwsVRTldlPWdhvUEahV3G2pN+G/U2dzXzOmdmRGOoRrk/2iBoe7WuByLjEmKgza5pQxvxIu2viRXogijD7ZuJuqV7iSJgCYASYndOwhtO3tgAYlxiSfrVUFsjbE+ClKG9lIzxE3VhvuvAEjUMLd99RVn8v8SJMBI66q6RsD3F0I/dUO58oAJYW4sjA/wBltP8AMa3MFITsh78MwHgJx9V7eqm2zn277i0JloY4ieGn9Ut2xlxTtr0NAcXtDo467+Y8itTmIX8dN/Vr/mqwOcQfxTEf1bfZUB5iv5Wb+rX/ADVPucP/AKTEf1bfZV/CP+lnuf8AuqGNf9W8Wfo1VvzHp/GJP6lv9SOtLniX+Nt+hH/lrf5kP+ok/qW/1I60eeL/AKt/0I/8tYbv+kN/1/NdAz/rbv8At/Jb34L3MSyJKrMUDhChF7qDlDZjrw3Wv2U1zSbekWdYSSY5MwCk3yMFLAi+7cVIGmvdT55z2EKxpEFYIEzlr2soGYLlGvEAnf205zQcnCzjEMRlTMEAIJLEWJa18tgTodSSDoLXnotoG6pCxmf594jSd/FVa7rgWdb0hEfybTOsbeHx4J7nh5SOH6BGKqFDOQbFy2oW41yhbGw3313Vy9mc2c0kavnjXMAwU5ibMLi5AIBt2Xrv86/JCSRunhGY5QJEHyurezKOOmhXfoLX1qKcn+XGIw9kNnVbDo5AQVA4BvlL/azAdlF41gvXm9Di0/dI2A8P248EWBqGwYMPLc4++DEk+P78OKsbmw5PPh0kWQjMz6BTdcqgWI3WuSeAOgrq8vuSMGOw74fEKWjYowKsUeN42DJIjrZldGAII8CCCQU8kOUyYlCydVltnQ71J3dxB4H6qkFdbYspNoNFEy2NFxt++s6u41xDp1EQvMXN5yKGF5RTIcTicWuF2aJI2xcgkdJMTMqNkKqiqOiXKbLc3NydKu+qvx2LEfKqZCR+P2OjAcc0WKOnjkVm8LVaFeJf4pvLbujRGjQyQBtqTP6KxYj2SVCOenkcMbhGjDdHLGyTYeZfl4eaI3SRSNRbcbalSbWNiIVzec4s+0FjwTqY8XG0ibUdbqIkgYLeNgLZ8axCrlsUT4wykFIybrYVTPMRjkjxu2IJx0WNkxjzCNwAZcGFVcK0bDSREQNexJUuSbXNYOC3RqYbXY9uc0ofT5tLjlcY4tH3jwzATuVLVbDx26FXLEgAAAAA0AGgAG4AcABwpVau1NoxxI0krrHGgu8jsFVR2lmsB6zVT7R54pZyV2VhDiVuQcbiCYMICL6pcdNOARY5FG8G9tawLHB7q9JfTb7IOrnHK0d7jAns3PAKZ1Rrd0vnGl/51s23ykwmOdv0TLhwvqzg+yreFUhyP5NYt8ZJjMY8Mk8sUOHRcOjrFBGjs7qDKWY5nIYkneG9Vlcq+UxwxUvE8kJHWeFS8kRF7loh15E3fyQZwSOowzMuxjFr1zqFrQcHuZTDZB0JkuIExMZoHONFHTdALjzXfx+LWNGd2CIilndiAqKouzMToAALkmkbMx6yKHS5U7iVZLjtAcK1jwNrHheuXsnbOGx0JMMqTxFgrZDexUqxjcb1NrZo2ANjqNa8gc4PP9jcHtTaC4WUPhxiHUQTr0kYaILHIU1WRFMiM2VHVTcm1zelwPonXxTraDBlqs1IfoI0AG05jrvpA7UlW4DIPBe3aK84Yf4SM8bmLE7PZpFSGR/isnShBPGJFDK4BRspvkLG3bTm0vhHyOpGH2dis3DpQkS373LOAP7NB6DYqHQWCOedsQeM5lYph1QAsa4zyaT+gVo89XLSPBYSWVzcgdVOLuf5OMcbu9h3LmO4V5t5HYVo4V6TWVy8sp7ZJWLv7C1vVTWPOJxky4jHspKEmHDR3MUJP5ZJJ6SS1usbgW00sB2VWu0sMNp4Za/Z2uDnEy8jbSYA5xJk8T3L0bolgVW3c66uBBIhrTuBoSTyJgacBumwfb27qdgn9Xhpf/40wWpVWiu4dR1kLqLPw7eBFv8AC11PqINbEbjdu88FY3H9k1xVlI7x2Hd9NPpif3bx9Oo8QajLVVfbngu20mt78N4uW8DukHrzeunIcURu433EZe+9hl378yA99cdcRf7PygPb1x460qLFnj4XudP7Q1HrvSahVTaEjVSAY8mysAR+SQBwvu1Gv6DeqmdoWNrX4WPHXTU2BPr17zurkJNvtcfb7NCPUDW5s7G236g7x263101Nr76RziRBVd1qaftNCe6cNo5Nzx3nu+i3103Jhrbtfr9nH1VjGAA6btdPH6N31U7BNob+F+z1aa/RURPNOEtEt25LWhcg7/PZ2U6rC97cNeG76f30uOPXUXv3gezt1t3+NJaDv9Z8/R4U1OLmkpbrfW/Hjpc+r7OzupbMfH6+/XcfttTNyN+g+z9XnWlX1vfTu9VN1UZanZ307+y/b3faN1M3FtdD2/rPs39vjfE05O/dw87/AN9Jk7resce4jX292lPlDWRosulr6XHDT6O8Ddp2UlADxOmv7L8NeNqDKeJ9Wn08PqNIDan7P1b9+ml+NLEqQArYxaniNCLHiPPdfTsvWricPvyAEebWv2d/fS+mPDUefOtqeXKe7fofb37+69A0QJYtZYCL5gD4GpHzWbZ6DFwyMbKW6N9/yZBkubcFYqx/RvwvXDkhNjpe/ncCN3DdvrVjFhx8Oz9n699WLauaNVtVu4IP13qG6oNu7d9F38wI817PjNcHllyXXEhQ7MuUlhltrcW1zA1V3NTzqBFWHFEgAhUnAJsCVCpJvOlz+MACqijNa2Y3Ps3aKSqGjdXU2IZGDA3AI1UneCD669Qt7m3v6OhBB3HEd68SvLG6wuvDgQQdHDY9oP12qC/gnh+dl/wf7ahXOHyZXCtGqMzZ1YnNbSxA0ygdtXwai3LPkauKZGZ2TICBYA3uQdb+FZ2I4HSdQIt2DNpHnrueS0cM6QV2XDTcVCWazx4GNu1QTmv5JpMOmZ3UxyrZRlscgRxe4vvNtDuq5aj/ACM5NDDIyKxcM2e5ABHVUW08K796v4TZC1oBpEO/m7Ss7GL83dw5wdLZ9meAVb8+/wDJwfpv/lre5lB/Fj/Wv/lSuzy25MDFKis7JkJIsAb3FuNPcj+Tww0ZjVi4LFrkAHUAW08KrtsqoxF1cj2S2PGArT7+kcLbbA+2HT4a8fFcDnrH8WX+tT/LJXP5ih+Ln/TX/LUu5YcnxiYxGzFAGDXABOgItr401yJ5LjCq6q7PnIbUAWsLcKR1lVOIivHs5Y+BQzEKQwt1tPtl87cNOPgqb21hHwmK0FujcPGTuZb3X1EdU99xVv7P5cYZ0DGVU01RzZ17Rbebfm3Bre5TcnIsQtpFvb5LA2ZPA/Ybg9lQuTmlW+k7AdhQE+24H0VUp2V3Y1HfZgHMcZgmI/RXKt/ZYhSZ9qc5j2iJAmfr4KG8vdufGp7xglQBHGLatqdbb7sx0G+2XjVnnk4V2eYBq/RN65CS5Hv6D1VscluREOHOYAu/B31I/RAAA8bX76k4qzh+FvaalW4MueIMcAeH1yVXEcWY4U6NsCGUyCJ3JHH65qiObDb6wTkyaI65SfRNwVJtw3g+PdU05yOV8JgeOORZGkAXqm4UXFySNBpoBvua3uUnN1FMxdSYmOrZQCrE7yVO4+BFcvBc06A9eVnHYqhL9xN2PstVClZ4hQpOtmBpaZh07ArSq3uGXNZt3Uc4OES2JkjbWPrsWlzG4A5ppeFhGD2kkM1vCy+2uHzxf9W/6Ef1Vc+zNnrGioihVUWAHnUneSdTUW5V8364iUyNIykhRlABHVHadamusIqCwbb09SDJ4c5/VVrPGqXpF11V0aQQOPKNu5N7a5NRyYIWjUSCFXVlUBsyxhrXAucx0PjUM5mNpZMQUv1ZUIt+cnWB93MPWKuLA4XIipvyqq37cqgXPjUM2dzbLHKsqyuCr5wuUWGt8vhbq+FTXeHVOvo1qIHs6O4afvpKgssSpfZq1vXJh2rdzr+2sLt7W5XQRS9FI2Vsoa9iV6xIAJANjpfUbiKi/OTtrCSQtZkkkt+LK6spuN7AaLbeCdey9q63Kvm/jncyZ3RzYG1mXQADQi40HbXHwvNMt+vMxHYqBfpJb6qL30hUz0hTaWmQCTw7p3S2Ho2nkrOqPDxBIA498beK4/MfE3TysL5RFY9l2dCvrsrVM+d7nDg2ZhWxGIJtcJFGvy55WBKxIO02JLHRQCTurvbC2LHAgSJco3niWPaSdSf3Cqw+FxyNmxezs+GUticFNFjYUAuZDDmzoBvY5GLBRqzIoG+r+GWZtLcUiZOp7JKzsWvheXLqrRA0jnpzVE7W2VjoZU5RY0ZMQcRBJJhVzn4ts8o0EkJF/wCUMMgcgjqmMkjMzqPU2GlDKGUhlYBlYahgRcEHiCNb1W3Jnl7g9q4AspDdJHknw51aJ3WzxuPROoDbmTUcQOf8HjbDx9PsuUlnwOQwSGx6XBzXMFyNzxD8WQQNAlr2JrwvpI+7xWlUqXTctai4y2I/huIAjnkdx4h081JRysIA2P6q3aifOFzf4XHBOnQ9JGbxTxsY5oSeKSIQwBOuU3UkXtcAiVmqp50OduLZuLRJkmkSaHToVDlGhcklgWBsVlGq3+SNK5PAre8rXH+5EioASMpgmNx5eeysVIiHLXw/MRAWVsTiMVjghzImMmedENrXEbERnQ26wYd1WXgNixJYBQbAWvY2HCw+SBppYcKpjanwpMAg+TODwBhYH2MUH+KpxzHcq3xsWJxDxywq2JtCkydG/QjCYVlfLcgq8jSsrKSCCNTat3F7LGzbmvf5mtbETpqSBoBp2lRMNMOhu6sICoXzs7cXDwPK3yYY5Jm78inKPWdPE1NGNULz0bQGLxWHwC9YSsuIxI3hcHhnBswvcdPOFQaEWz33isno3Zfabxpf91suceTRqfht2wn1nQ1UFzX4vG7PnleE2xcZjbE4dyeixsU6iVQ+60i52yyC2UkDS5zbuOOCkmeYbKxb4iSR5WhnuuHWWRy7ZsQJgssSu3VU4dc6AAk3vUs510y7ZjI/nMAC35zLiJQCfBQo9VLDfur2h+KB2W4DINRjSSCWmPwkiJAMxxExMLrsD6LW+KWjarnFpa4tdEQY2OuxggHgYmFzNiYKQGSWZg8879JMyiyg2sqIN4SNLKB3V1KC3qpRWsetWdVdnd9f2Gi9Qs7Sna0W0aQhrRA+uZ4rApYFJC0qoSVYWuBWKzfSpJyV5CYrFIZIIs6BihbOi9YBSRZ2B3MNbVYpUX1TlYCT2aplzd0bZues4NbtJMBRqs56nX4INo/0cf3sX++o+eSWI+MjCdH/ABg7o8ycIzJ8rNk/kwTv7t9TOsa7YzMIkwNOPJVKWM2NaclZhgEmHAwBuT2DmuPG1PCX9+4+0V0OVfJafCsi4iPoy4LKMytcKRc3Qm2pGhpvkvyfmxMhjw6Z3CGQrmVeqrKpN3IHynXS99fGojbVOs6vKc3Lipvtdu6h9oD25PxTpy371pB62YZt48PIp7bfJ+aCYQSpklbJZcyn+UNl1UldTpvrp8p+Q+KwqCTERZFLBA2dGuxBNrIxI0BN+6kNnV9r2T7O+m3eq7761OQdY32/u6j2u7mtCLEed2h7fXx3invA/ut9Ivx137xXJD1LeSnIvF4iPpIYs6ZmW+dF6y2vYMwI3jUCxqvTtn1Tlpgk9ihvKlG1b1lV4aJjUwJ8VqQTW4faN/2/ZxrEb3vcbzpu7fr4mtaHEWNrbiQR2nUEertFxWxBLfXceFrWPq9nZ4VWc0jdVnsjWFsBBltfde4Pq08NOwDdTBg116vDtHtO71DspZh/fbhbiPD7K7uxORGLnCskRKbwzkKp71LWLA77gWqSlQqVjlptJPYJVWrc0rduao8NHaY/VRp49N1rHyT2cD33rUY+fP1VN9sc22LiV5GjXKoLNlkUhFGpNjbcL7u+odBCXbKoLFjZVAJJPAADUnutT61pVouDajSCdpCsWd9QrtLqbw4Dcg7d6RHIRuNvO6kFh4a7uHq7PV31NcFzT451zdGqfmvIoPsF7eux8KjXKnk7PhiBPG0d9FY9ZG42V1upP5t724CpalhcUm53scBzIKLfErOvU6ulVaXcgRP9Vz4Xta+nf6u0fUafYLu3X1uLWPq3HxBHCn+SuwpsS5SBc7BS5GZVsoIBN2IB1YC2/Wlbe2LJBIYph0b2DFQQws2oJykj6bimGjUDOsLTl2ngpX16JrGjnGcCcoOvfG610cj5NyBwOvr01HrBtQZQRqLePHwI3ndu17q6nJTkviMRn6CMSZMubrouXNmy6swIvY6ajQ1rvsSTpmw+Q9LmyZAVzFrXIvfo307ToKX7NUyhxaYJ0Mbns5lQ/aqGdzM4zNEnUSBzPLdcx1K6g+rt7vHu30mCezXFwdd2jalSdRY2JVSe9V7BUybmrxxt+I3dskVu/TPdb9xI7q4nKPkliYBeeFkXQZrBkvw6ykqL7gCVJ7DU7rG5pDOWOEcYITKeJ2NwerFRjieEjX46rVXarnTO/eMxv+VxBvuZveb0jfZwmPcXPSOba/KJ4g6i996qdPRHYK5GChZ2CIjO7GyqoJYnsAAuTx8BU4w/NNjyAejVe5pFDfRf2E0UKV3W1p5jHKU289H20CqWNnbNAUbfHt6Tgdgc23Eaa7spYWPAsONNy4994kfTW+c3vcMDvvfMAb9ovwpXKLY02HfJOnRsVzAEqQRewIKkjeLcDpXcwfNpjnVXSHqsqsp6SIXDAEGxcbwb20tem06N49xa0PkbjXRRufh9Jjaj3Uw07ExB7uai42k4/LfUWAzt2Ze30erbXTTdTo2pIfy3vv8Alte9yb7/AEiW3jUk76k0nNXj+OHHiJIfqz2P7KhHnzeiuy6ox1mYTzkKzausLqepyOI3ywY5bLpNiX3dI/hnawFgLdo0UDiLAdlNS4+T5yT327WO+9t7MdbHrN2mtWGbv/V6tf1VsKwPd3n9fh2ioDcVfxHzKsfY6TP5G+Q+S1zj5fnJB2dd+7v/ADV91ewWS20JfnJPfb87v/Ob3m7TfcxeG0G7Sx/aATb1qR4Vz5ouzcPPiPXUguan4j5qanRt3fyN8h8lk7Tl+ckH/uNvup7e1VP9leykHaMnzknZ8trbiN1+wkeDEcTTbr2+fC1N2p4uKn4j5qyLS3/A3yHyT42nLf8AlZN979I++4N9/pAG/aAeFZXaUg3yP2fLbdbL27svVtutpWsmlZX2fV7P1U416n4j5pxs6Hu2+Q+S7OD2vI3869yb6u175r3zX9Ilrm2pOt6xiZJDp0kg4Wzt2AdtvkhR4KBw04wTzw9vD6PGtpcSRo2vnhTDWqg6OPmqrrCkHSxjfIJyXFSj+dk/vH7Se3tZj/abtNMHaEvzkn94/wCb3/mr7q9grcaIG1jrYXHEfr9dIlgHnd583pPtVT8R8ynMp2/Gm38o+S1DtKX52T+8f87v/Ob3m7TWF2rKP52X+8ftU9vaqn+yvYKTPDamClSC5qH+Y+auNtLYj/lt8h8ltfwnJ85J2Wzt2EW37rEjwJ7TSf4Ul39LLe979I973DX+VvzANftAPCtUCsE04V6n4j5p32G39238o+Sj2L5MgSfGMPLJhJtc0kRsGB1OddM265FwDxvpVr/Ak2c7x4/HSu8r4mdYllc3Z0wynrcbXMgXLw6MDcBUJK/u8a4/JP49s8v/AAdiskbNmbCzKJIS3aL3KkiwJUKxAFybCpL7rL+wq2vWBrnZQC4cAZLS4AkagRMhcD0r6MOfUbXsqI45w3QnaCBIHOY1Xsjbe1BGBpdjuHD1/q+qvI3KzlA2O2lLMD+JwnSYaM/OysfxzdwBsoG4gIeJrrYjnk2rp0uCgmcCweObInjkYk27dReovyF2Y8UbdLbpJZJJZLbg0h1Hs8msjAcBOE06lWqWl5Aa3K4O0P3j2aCNeZWL0bwe4qYiw16TmtZLvaBAkfd331105LvcwWzsM+2sQmMRZZGhSTA9LZkBjtnCI3VMg1ZdNOjkIsTXrLH7RRCMx1Pdfd4V4w5WbJd+jlgbo8TAwkgk3ajUqT2N36duhN5Liefx2hKjB4j49bLkK3hD7ukzk5jGPlBSutrZrdejH8Cr4w+lXoukBoa5pdAZGmYSYDSNTHEKn0iwutZXr/ZJa9xc0gTMmSO8HTuhWrz1870ODSxu8jg9Fh0/lJu9t+SO/wCUQdxsGIsKi5tedDZ0QlnxWKvjMUwkxB6DEWjCi0eHjtEfxcS9UG5ubnsrg8lNgFSZ52MuKk60srHMwJ/IU8ABZdNNLDQADvNEOwVct8Lw+zt3WrQ50xme0huaDsJa72Z15mBPJadp0Gubik2rUqBjjrlyzHeZGvPkuVy75WQY7aGCkwTNKIop1nlyOgytcon4xVJs1zu/L3mxt2AKVGRuFh9FbOW9vJ/b4/SKlq1KeRlOmCGtbAkydydTA58tl2uBYQcKoGkXZiXFxMRwA0EnlzWnasrpWwYf39n7+/21gw8Tfx/X2VBK3esaiJ6Wq0g3Hm4NCnXspkJp5hIaIcK9G/BhX+JSf9xJ/pw1Qk+B7rdp7Kv74NC2wcv/AHD/AOnDXQdGXzd//if2XD9O6ofhmh/nb+hVabW56sckkih4rK8ii8QvZXIF+t2CmeazbkmJ2xhppSC7mXMVFh1cHMosB3AeyrCxvPDgFd1bDSEqzKT0UWpViCdX4kVAeb7aaS7biljGWOSWcqpAGUNhZgBZdBrwHbV+q7+NT/j5/wCINOWvf4KrbMBsrg/YupPUP9v8Xs7bDffwXc+Fb/LYT+rl/wA6Vy/gu/8AXyf9rL/r4aur8K9fxuEPApMAe9XjuPYRXM+C1GTjZW4DDSAnsLTQEe3KfYaSoD6YH+of+qW3I9Uj/pd/+wo59j/zaLwwf+oan/woj/Eo/wDuE/05qr/nzcHa0fd8TB7jnv8AURU/+FL/ANFH/wBwn+lNVp33Lzv+azQP4uEzy/cLziK9MfBoH8R/9+X6kry/Xp74MjXwH/vy/UlZnRsf70f9J/ZdD/iG2MNb/wBxv6OXnmeXrtw6zd43mtjDv2H7RY6ebg1z8RiLO/6TeHyjTiy23aefZXOVm+0e9dR1U0x3D9Fa/MlydGImZpBeOIK2U6h2YtkGu9RZjbjYDcSDMOc7nGeCToIAAwtnkYXCkgHIg3ZgpBN77wLVzvgx4sFMSt+tnjY9tirAH2qeJ31B+diEpjsSGNiWDrfcysoykf4hexAK10pe+0wtr6Ghc7V3Hjx8IXmrrZt7jlSlciQxvst4fy8OO8p/bPOHi5I5InkV0kBVvxahgL62KZbX3a30PrqefB95MKkJxTAZ5CwQ/NxqbG3ezBrnsC99UjHiAPX7Bu3cfZevSXNk/SbNiCkXMUiacGBdfbeo+j733N0X1jmLWnLOvH+qm6U0W2ViKVBoY17wHQInQ8u74Kq+VXO5ijMxgdY4lJCLkRi6qdC5cE9bfZbWGlydas/khtOPaeCYSoLm8cqjcrgAhkvcjQhgd4Omtr15vfDkXBBuNDfQgjf7Dpxq8/g04UjDzMdzTWXvyIoJ9pt/Z7qlwTEK9zdGnVJcHAyDsPlySdJcKs7TD2Vbdoa9hbDhoT3ncnjPYo3zBYAxbQxMR3xxSoe8rNGCfA2v664Pwh/+vf8AqofqNS7mwxgbbOPI3FZgO/JLECfoqJfCJFseb8YoSO8dcfWDS3dMMwwtbsKh8pMKxhj3Px4PfuaDSe8tbP7qW/Bb/wDrPGD/AP2rjxJ/zy//APJb/SI1/XXZ+C1FYYs8C0Av3gSE/QR7a4WGlvtzT+kt9EbA/Tenj/6K0/7o/UqpWH/FMQj3Lv8A1apvz7crJ8KcL0EmTP05fqI2bIYct86nKOsdRbf4V2+bra5xuDzYhQQ3SRtoMsijTNbhobG1tVNrVjnP25g4TB8bi6XN0nRno1kyZTFn+Ubi90Nhe+XuFa/OMXfAF8G4WPo85CLrJDluRHa2Tq3JGW5Atda2nFzLitU6zMA3/ljhoOBOnhvK5dgZUtLel1WRxf8A846A+0dJA1jTc6Qod8GnZ0YbFNfMyZES/wApUYubjS4z5RuNtB60c63LnH4bEOF/FRAgRExKyyi2/pGDXJO9boRa1jvNb8k+UMuFkEsRANrFSLoyk6qw3gX3WtYgEGrx5Gc5sGLKwyx9G79UK1nikPohiN54Kyj9eLh15Tr2zbZtQ03zoRxn+8brqMYsK1rfOvqlEVqZaJB/lgCdI7JmDuZjdUJyx5Sy4qTpZsuYIqWUEABbm9iSRcknfa58K9H7U2q8Gy1ljIDphoCpIzC5WMbuOhqpOfnkTHhnjkhW0cuYGPgjqAeoOCsDfKN1jwIAuRNtjD7OjnZSwjw8BKggE3SMb2048as4VRq0q1w2q72oEu89f3UHSG5oXNrZPtmexmIDNti0ZfPT4qlG54sf2x/3Q/XVdE8fOtXltDnyiZHX4vICysurJpdSNfbVExnT66wcUdOWKxqb7yI8+a7Ho7SLQ8utRR22IObfly/dLDVswSfu/Z+qtUG3nT2UhT54VjlshdK5krpiUjTUD6L+H7qSXv8Av+0aj6RWp0/b3eb0ky+f3fWLUgaVAKCfmi/d2/YfrrUaM+eHjfdTrS9/nz21iSTt87+O/wCynN0UzA4LVag3pTHz5303bsqWVZCWvsp1JvPD9Y9VMBvJrLNbUa93E9w437qSJ0THgRJXZ5P7HlnkEWHQu5F7C1lW4u7MbKqj0iQSdAGJANxbC5jXygzYhVYjVYkLAH9ORgG149EnhUq5D4LD7MwyJKyrNIokmIGZ5HI1Ayi5SM9RdALAk6sxMs5KcoFxKM6Bgocp1rXNgpvYE239tdrYYNZshlaHVIkidvAfv4LxvG+lF9XJfbAspAwHRq7tk8+Q24yq3PMRF/SZfcj/AFUzJ8H+E/8A1M3ux/qqTvzmrmZVglfKxW62I0JF9L2va9d3D8rU+LnEOrRqCRkYdYkNYADT5R3VZpUMKeSGNboCToRoN99FnPxLHKIBNR4kgDUak7aDVVwfg9Q/0qb3Yv8AbSf+HmH+lTe7F/tqW7O5y1LoJIXiRz1JG1B1tc6DS+8qWtXZ2vyuWPEx4coxMmSzgiwzsV1G/S1OZSwtzcwa2JA2O527deCc/FceY7Kaj5gncbDfs048VXJ+DxD/AEqf3Yv9tH/DxD/Sp/di/wBtT/bfLdY5xAkbSyGwspAAZvyTfsGpO4D12ks+MVQC7Kl/SYAX7ATa9T07LD3lwaxpymD2H9FBUx/GaYaXVnjMJGu4581Tf/DzD/Sp/di/20f8PMP9Kn92L/bV2XqLcpOWSwTJE8bEPltICMoDNlNwdervPdS1sPsKLcz2ADu5pKHSHGKzslOs8mCd+W6rz/h4h/pU/uxf7aV/w9xf0qf3Y/8AbVm8seUi4ZA7KWzMFCiwO4m+vAAfSK5TcvFD4dDEwM6xOuo6oldlW/sv66iqW+G03ljmtBEcDx281LTxjG6rA9tV5GvEcNT5KDj4PcP9Km92L/bR/wAPkP8ASpvdi/21NNvc4KxTPD0Luy21UjW6htBv0BphecfRycPKAq5iTYC2ZV3kfnX9RqJzcKDi0tEiZ0PDfgpRiOPFocKj4IBHtDWduKiTfB7h/pU3uxf7aWPg/wAX9Km92P8A21PMTy2RcKmJykhzlCXGa+ZgRfdplJrO0+WyJhosRkYiQgBARcEhibndplIp5t8MAJLW6NDuOx2KiGLY4YHWP+8W7j7w3CgL8wUf5OKlvY2LRoR3XC5CbdgIqBcvObnEYRS7ZZYRvljBAQdsiG7Ri/5QMkYt1ilXxt3l0kKREoxklVXWIbwG3ZjuGumlyTfTStPYvL5ZJBDNE8DPoA+oObQA5lUjNuFxY7qrXVlhjz1WjXcxOhO08PA6q3Z41jVL+MZe0TIdGoG8fzacxovMLRjw7vt8nwPCmZoPPH1bv11Med/kyMJimRB+KkAlhHBQSQ0YI16jDTdZGiFyQbw9JPPh54eyuLurZ9vVdTduD9ea9Uw28F3bsuKezhPzHgdF1sQ7gddcy9obrKO48fAi3hVx8wXKPDRYV1eaKI9M5yySojEZIxmysRYaW0uLq2vAV7jYTu0sddONr2uRpbdw0vbgKie1UUNa417CND6j3bqmsL11nW6wCTBCxL2xp4rQ6hxLdQZbrtPApnbNjLKRqpkkI43BdiCCN4I1vrWdh4kwyxyoetG6uOwlTexI4EaHXcabxC23kEer7d2/upt8RbcfaN2vbv8Apqr1rs2duhmV0oYHUuq3EQe0RGq9GYvbWzdpwos0iow6wR3WKWJrWOUtow4XGZTpfub2TjtmbLjk6OVXdrFgsiyzSZQcq2TRRqbXCrckmvNAmB40oCui9POnOabc8Rm+vmuVHQhsdSLh/UzOTh5/0+K7u1NstPjBiJLLnmjY66RqroFGY2FlQAX03E6V6R5ZbS2Zi0Ec+KwzIGDgDFInWAYA3SQHcx03V5QDWoWTwqrZ4s6gHhzQ7MZMrSxboxTvXUSyoafVCG5dxtHbpCvLlJyW2KsMzRTQmQRyGMDGZiXCEqAvSnMS1hltrXQ+D1ylw0OCyTYiCJ+mkOWSVEaxCWOVmBsbb689vasBqlp4x1dUVadJo0IgaTMfJQV+iRr2ptq1y90uDpdqRAIgSeMr0O/JHYRJJnguSSf49xJv879FU5zlYaCPFSJhGV4AI8hWTpVJKKWs+Zr2e436buFR0t20gMDuIPrqC7v212ZRSa3WZAV/CcDqWVbrH3L6giMrzpw13OohSbm25Yvg5xKozKQVlj9NCeHYynVT3EbiavnaG1NlbRRDJJGGA6udxDMl7XHWIuL8BmWvL5FFzS2eKvoMNJzQ5h4FNxjotRvqwuGPdTqDTM3j3/32V58teSWzIMNOYsQrTZCYlOIVmLCxsEQjNcdXUG1+G+uJzL85C4UtFPfoXbMGFz0TEWJyi5KsALgagi4BuaqhKWXprsRy1m1aDAyBEDj3802n0Ya+1fbXdV1XMZl2haRtG8fWi9LbV5O7KxLmcTxrmOZ+jnRQ54lla5UnjbKSd+tavLDnJwuFg6DAlXYLlQxnNHFe/XL6h2uSbAm7G5Pb5yvSs9WamNEBxo02tc7dw3WZS6ENLmi4rvqMb91h28efhCk/IflK2FxMc4uwUkOt9XR9GFzx/KF/ylW9XptsbM2kqM86KyjQiRYpVDalWWThftBAN7HfXmYyWrBa++qtjiTqFM0ntDmEzB5rSxboy28qtuKdR1Oo0Rmby7Rp28V6Xm5U4DZ0BjwzpK9yQiOJGdyB1pHUkAAW37gAAN1VFzebQAx8E0rqoMrO8jkKoLByWJNgLs3E6XqEBqcjmpt1ilSs9jg0BrCCGjbT+yhs+i9O3o1m53OfUBDnu31BH7yro+ENtmGY4ToZY5coxAYxur5c3QWvkJtmym199j2V3+ZnlTB8SEM80UZRpI8ssiIWjclgQHIuLMVuPRqgYJdaf6W/Dh5899DcaqMu3XOUe0II4bAfsqdborTdYMsi8w12YOgTMk/urD5rdmYHNio8XLGbOEhZpMoZVLddJAQvX6umY3sNKnuyOTmy8LIs4njzLqmedGANt6qp6x7NCa8+tFupnLbz9lLbYvTpNA6lpI2J33nxhF70cq3T3O+0vAdAc0bHSDHATGuhVi89fLRMW6LFfoos2ViLGRm0ZgPlKABYX33YkbqtbDbZwM2CjgmxMFmhhV16eNWBCoSD1gQcw1HiK8yKxpSgduvZ50NLb45Vp1alV7Q4v0M7QEXfROjUt6VCm9zRTJII1MmNT2zqr3//AEbsU/z8X/8AcXTw6+ngLVRm1YVEkgQ9QPIEN7gqHIWzDQ9W2ul++kroe76f3dx0od7/ALND9H7u6q15fMuAA2m1sfh4960MKwytZucX131AQPvHbu1Wm48+ftrAp1o/Pn7PZTTeeyqQXQtMrA7vPjSTSSOO6lqf3049ik2SSaC1LpuRKAlEJu/n7KzehqwafKkWR586V0OSwvicIN4OKwikdzYmIEewmuapp/Z2L6OSOS1zFJFKB2mGRZAPWVtU1uQKrSdg4fqqt8wut6jW7lrgPIr2Fy52NE8U0rIGdIJQrHXLZHYEA6XBN72vXI5k/wDpm/rX/wAiVKceBPh36JlImhbo2v1SJYzka4B6pBBuAdK5XN/yceCBopSpLOx6hYjKyqN5VTfQ8OyvQH2x+2tqNbpldJ7TESvnqncj7A+k92udsDsEzCh2zuT+Owsczo8S267gdYuEBJtmWwFr6aHfTXLDlAcRgI3YWYThHA3ErG5uO4gg27a35eR2MjEsUMytFLoS5OYAi2t1Yg20JU69grtryEX4n8Xzda/SdJbTpO23o26nbbvrJbZ3DmOpU2ua3I4EOMjNOmX56LZN7btqMrVHNc7rGkFog5Y1zDy01PJRrnNQfEsF+ig9Rg1+yudzh4xkxUEi6ssOHYX1uwL28da7ScicVL0UeIkToYtBlN2I0Fh1VN7DLmY6d9dvlByRkkxkM6mMRxiIFSWzdR2JsAhXcRa7D1UyvZ3FYOe1hbJpATuMsye4T4p9ve21uWsc8OgVSY2OaIHeY8FHeZjIZZjJc4jU3ffYn8ZodQ+f5V9bEd9c7nU2pNIAssJiRZHyOb9fQjiPR1qWcoeRsvxpcThmjU3DOrlgCw0PyUbR10O7W5413eV3JdcUqLIzLlJPUI3kWI6ynT1Cp/R9w60fbDQgmDpDwTIJOuvNQHErdt6y7OoIEjWaZAiAAQI5cEnkbtaeXP00Bhy5ct79e977wN1h7a4XPbsvNAsg3xNqfzZLA+xgp9tT5RWptrAiWOSM7nVl8LiwPqOvqrZuLQ1bV1FxkkHUxvuNgBoVh2t6KN22u1uUAjQTtsdyTqJVTcqMd8cfAxA/KRS9uDObP61VGPrrf5eoBtHCAaALhgB2ATyWro83nIKSCYyStGbKQmQsbM1rk5kW3VuNL/KNdDlVyUllxcE6lAkYiDBiwY5JXc2AQg6MLXYa33b6wvsdxUomo9pzueyRyDdPmV0BvranXFOm8dW2m8A83Pk/IKIbdklG03MCq0umVW3H+LjNe5X8m/EVMcJFi5ocSmKREzRkR5Lakht9nfcctt1czb/I/FHFviIJIkJtlLE5h+LCG4MTrrr212uSuAxyyXxM0ckeUjKoF81xY6QpoBf8rjuqa0o1G1qjXtfDnu2jJB4niq97Xpvo03U3U5axm855bwHD6KqjAYgzRYfCrvM7nwDKmU+otJ7KwuKMsWGw3FZpFI/rGjC+wtIKn/JfkC8WL6ZjGY1aUooLFhmuEuCgGisfyjqBWNncgJFxnTEx9EJHkCgtn62YqLZMujH0twrMZhV0WjMNyGH/AEDLB+BWw/GLQOdlIgA1G/6zmkf+QT/L7ks7yRTYdlEsQUBCQL5DmUrfS4udDoRbUW15+B5QB5448dhlWYFQktuN+roSbAtuZWIv2V2eW3I95JUxEDqky2+VuOW9jezWNjlsQQR9PMw3I/EzTxy4p0tGVsE3nK2YDRQoBbebk/WNSvRrNrk0mHVwnYscOZn7pHZ8Vj29ag63aK1QaNdG7ajTyEaOB7VD/hYRa4FuIGLX1N8WJHtUfTVKwv26efOhq2/hSbUDYjDRA6xRSu4752jCesLCxt2SKeyqozC2uvfXO9IXg3jo7B8F6X0MY5uE08w3LiO7MVK9uYwFrLu/Ktpr2adlgaufm+wED7PgWVFtN0kRJUXJd5bda1wTaynffLVCJNpa2u83Ouu++m/z21a+Lc/wLh2Q2YSqykbwVncgjvB1HqqPAq2SrVqOEgUyY8QsbpJak0aFFhyzVaJ7wdfNbvNByV6DFYyKRQ2RUClgCGUsSrgEaXU6jgbjhXB5oeScMcE2OxCCQRhhEjAEfi1F2sbgszHKtzYEE8b1avIbHriFjxO6QxmGVexlYHxsDcr3PUJ5rcSuJwE2FuFlsxAPY9mVu8CTQ23adorcbb0qbqLWa+zVcyeJOUt8pXNOxC5qC4c8kS6i2pHADMHHskj4prkry/GLlGGxOHhMUl1QAE5DY2Vs9wbjTMuWxtYa6VVzn8kDhcVJGtzHo8ZJucri4UniVN17SFvxqzeQPISYYmN5YzGsTB8zZdSu4KVJuM2t91gd2l+Dzs7QWfFSFSCiqkYYHQ5bljpoRmLC4vw7ayrx9Z1iH3I9vPDZEGI14DSV0WEXNK2xItsj/DNOXAGW5p0O+8LmfB52CJMW0kgumHjZzexGZwUW97g2XO3cVFdvntw8eIwWDx0KKovlcKAABL22AvlkTKP06kfIHDxYTZ080wYrMxDBdHKEiJVU3U7y7XuLA3rY5PRYXF7PxeEwiPGqKcqSHMQ73eNh13OUyKdLjc1alrRabQW5IzPYXR/NO7fCBqqN7ij3Ymb8B2WnUYyR90Ngh867y7TRR3mXdI9mY3EdFHI8TTOudQb9HBGwUm17X4DtNK5D8qcLtJzhsVhIUdlYxyRixJUEkA2DowUFgQxBs1+w55o8Gz7H2hGilnY4hVQDrFjh4wFA7b6WrS5kub6eHEDFYlOgjhWQr0hAYs6MhJF+qqozXLW1tbjaS3NbLbsY2WFvtaSN+PLRPvPshff1ar4qtf8AwyHEOmNAADrJ30WzzRciIo8fjYpgJWw3RmEOAQwkzESFToWVcgvawLm3Cubzk84WM6ObDYnBpEHBVGIbq670Y5kchdLraxN+6uVjXxWMx+KxWz8142SzIyqxTLkU9cgMriMtkO8WuOy0NnSYiXZ+K/hWJEyq+VjlBYBCQ5CkhXV7WK2udwHFKLc9J1KjLRL4dEtcJO5jgNAlvHdTcU7u7yVSRSBYXEVKboH3Wg6ydTpx5LzQTSSKWn6qV0VcdK9ZzwtYrWGanSpFYIpyeHSkhqWDTbJWKIS7p0msXpsPSlNEIhKvQprFFCaQnVkrZhnrRBpYamvYCmOpgrprLSw48+fqrlK9PJNURpQq7qC33Tvpkr7aRHJTxlH12qOCFHBamg/rrKuD3fXWctNtT04AFOZvP66amP7/ADrWGY0kGnDmnNasEUhTSzSHNPCkCz9FZJ8+d9J8+eyk2/belhLCdlTz+z7aYZacc0i/00NBCVqbFKFKt6/PZSacpAVb/MjzrLhlGGxRPQg/ipgC3Q5j8hwLno7nqsAejuQbIAU9DbPx6SKHjdZEbVXRgynwKkg14aIpzCTshLIWQneUYqT4lSDXSWPSJ9FgZUbmA2PH+q89xroFSu6prW78hJkgiWzzEaj4juXumivES7Zm+fm/vZP91L/hmb56b+9k/wB1aHrRS/AVgH/Di5963yK9tVmvEI2xN8/N/eyW/wA1KO15/npv72T/AHUnrRS/AfMJf9nFz75vkV7borxIu2Jvnpv72T/dWTtibT8dN/fSf7qPWml+A+YSf7OLn3zfIr21RXikbVm+fmB/rZLesZ9PGkvtGf5+b++kIPgc+v10etNH8BTf9ndx75vkV7YorxMu1ZuM0w/92T/d9BrB2pN89N/eyf7qPWqj+A/BKP8ADm4983yK9tUV4gfa0/z8399J/upttsz/AD8399J/up3rRS/AfgpP9m1z75nkV7jvRXiH+F5vn5v72T/dSf4Yn+fm/vpP91J600fwHzCT/Zvc++b5Fe4L1X/OVzpYfCKyqwmxFurAhvY8DKwuIl42PXIvlU628uzbQlYWaWVhxDSOw9hYitJIwNAAB2bqgr9KJbFJmvM8PBXbD/DgCoHXNWWjg0RPidvAT3Le2rtN5pJJZWzSSMWdrWuTwtrZVUBVFzlVVHCmEbs8+FMk1la5Oo4vcXHcr02nQZSYGMEACAOQC7qydvHjr9Zrs4HbblBCZH6LeEv1FNyQQo43N9ONeZxzy4r0IPdk+9rLc82K+bw/uSfe1qDo1fNnLAnf2t153V6W4TVEOzaaj2djzC9T7M2pLCGEUroGsTkYi5tvI0uf11zYQ0ZDIxRl+SykqR4MO7eK84Qc9+LH5GH9aSfe043Pni/m8N7kv31IejeIababe1t3clUHSnDGuJE67+xv3816fxvKnEyoVkxEhXcVzWBG7XLa/gb3qNXI7vq891UMnPrix/N4bv6kmv8A5aR+HHF/N4f3JftmNOqdHcRqGXmT2un9U636V4XQkUxAPANj9F6Sk25M0YiaRmjW2VCbqLbrDdpWlhNsyxFjDI8Ra2YxsVLWva9t/E+uvPJ578X83hvclt/rUyeefFfN4f3ZPvaG9HcRDg6dRsc2oUjOlWEAFpbodSMmhPaNl6L2VyqxMIYQzPGGYuwW2rNvY3B1Nhqa5+3uU2JnFpp5ZB6LMcvrUWU+sVQn4ZsV83h/ck+9pt+eDEn+bw/uyfe1ZbguJZchOnLNop6fSzBG1Osye1z6sT57q+Ng7dngJMMrxE2vkawa17XG42ud44ntp/b/ACnxOIAE00kig3Cs3Vv25RZSe8i9eezztYn0IPdk+8pQ53cT6EHuyfe0voTEQ3IDpyzaeWynd0vwM1OtLfb/ABZNfPdXWBTirVIfhdxPoQe7J97WRzvYn5uD3ZPvahPRy85DzVg9PcMPF35Vd2f91IkUHdVJNzuYn5uD3ZPvawedvE+hB7sn3tA6OXg4DzQOneFji78quxY+39lJkjqmF53sT6EHuyfe1k87+J+bg92T72l9XbzkPNKOn2Gg7u/KrhK1gx1TR52MR83B7sn3tC87OJ9CD3X+8p/q9ech5qX/AGgYXzd+VXHc0sSVTJ52cR6EHuyfeUj8KuI9CH3X+8o9XrvkPNHr/hXN35VdQalXqkjzqYj0Ifdf7ysjnVxHoQ+6/wB5Sert32eaPX7CvxO/KrspSmqT/CxifQh91/vKPwsYn0IPdf7yk9XbvkPNJ6/YVzd+VXZnp4PVHDnZxPoQe6/3lH4WcT6EHuv95SHo3d8h5pp6eYUeLvyq9lkpSyefPnSqIHO3ifQg92T7ylDndxPoQe7J97TD0Zu+Q81EenWFc3flV6MtNtVIDnfxPoQe7J97Qed/E+hB7sn3tA6N3nIeaB07wzm78qutWoeqR/C3ifQg92T72j8LWJ9CD3ZPvKf6uXfIeaf6+YXzd+VXejef31jL586j6RVInnaxPoQe7J95R+FvE+hB7sn3lL6u3fIeaT17wv8AE78qu5l4efPhWGj88P2/XVJrzuYn5uD3ZPvayOd3E+hB7sn3tHq7ech5o9fMMHF35VdWWsAVSv4XMT6EHuyfe1gc7WJ9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width="300px" alt="Big Data"/></p>
<p>Quando pensamos na classificação dos dados, eles podem ser estruturados e não estruturados, além de serem vistos de formas distintas. Quando falamos sobre dados, os termos estruturados e não estruturados aparecem frequentemente. Porém, se estão sozinhos e sem análise, eles não correspondem a nenhum valor. Diferentemente do que  muitas pessoas pensam, o conceito de <a href="https://agazetadoacre.com/2024/03/colunistas/guia-gazeta/9o-guia-gazeta/os-caminhos-para-se-tornar-um-cientista-de-dados/">curso de cientista de dados</a> não é nada novo.</p>
<h2>Então o Big Data é realmente importante?</h2>
<p>E o mais importante, temos um olhar humano para o desenvolvimento do aluno ou aluna, empoderando-as para o futuro. Pense, por exemplo, em uma transação financeira realizada por um cliente em uma loja. Se o sistema da empresa leva muito tempo para reconhecer aquela venda, os riscos de cair em uma fraude aumentam consideravelmente. Conte com informações detalhadas da operação na palma de suas mãos por meio de um assistente inteligente. Conte com assistência de recomendação das melhores rotas de contorno para o condutor. É fundamental contar com data centers capazes de armazenar uma quantidade enorme de informações para trabalhar com a Big Data.</p>
<p>O objetivo na coleta e manutenção de uma grande quantidade de dados é a geração de valor. Além disso, ao final do processo pode ser necessária a exclusão dos dados com a finalidade de manter questões como a privacidade das informações. O volume é a principal característica quando pensamos a respeito de Big Data. Ele diz respeito a uma grande quantidade de dados para serem armazenados e processados, na casa de terabytes, petabytes ou mesmo zettabytes. A TOTVS precisa das informações de contato que você nos fornece para entrar em contato com relação a produtos e serviços. Para obter informações sobre como cancelar o recebimento, além de nossas práticas de privacidade e compromisso de proteger sua privacidade, confira nossa Política de Privacidade.</p>
<h2>Qual é a relação entre Big Data, Business Intelligence e Inteligência Artificial?</h2>
<p>Especialistas preveem que, em 2020, sejam criados 40 zettabytes (43 tri de Gb), o que representa 300 vezes mais do que o gerado em 2005. No passado, armazenar essa imensa quantidade de informações era problema insolucionável. Neste conteúdo mostraremos como as CDPs podem ajudar os profissionais de marketing a se conectarem com os clientes de uma maneira totalmente nova. A análise de Big Data também pode ser usada para dar suporte a ações do governo.</p>
<ul>
<li>Como os dados vêm de muitas fontes diferentes, é difícil vincular, combinar, limpar e transformar dados entre sistemas.</li>
<li>Isso significa que não vamos encontrar prontas as respostas que precisamos, como se fosse uma caixa de biscoitos da sorte.</li>
<li>Usando modelos analíticos, você pode correlacionar diferentes tipos e fontes de dados para fazer associações e descobertas significativas.</li>
<li>Para isso são necessárias soluções específicas para Big Data que permitam a profissionais de TI trabalhar com informações não-estruturadas a uma grande velocidade.</li>
</ul>
<p>E essa análise é feita graças aos competentes sistemas de big data, os quais são capazes de processar grandes quantidades de dados ao mesmo tempo. Isso porque o Dow Jones, considerado um dos principais índices de mercado norte-americano, busca analisar o comportamento social e econômico a fim de propor melhores condições de investimento, por exemplo. Porém, para que esses dados sejam coletados, armazenados e devidamente analisados, justamente para fornecer informações holísticas da realidade de uma área, é que surge a ideia de big data. Você pode usá-la para tomar decisões sobre os produtos que precisam de reposição, por exemplo. Use os indicadores para ter mais informação sobre qual é a quantidade ideal de cada mercadoria para manter no estoque.</p>
<h2>Conteúdos</h2>
<p>Também conhecida como data science, a análise preditiva faz uma previsão sobre possibilidades futuras, tendo como base os padrões encontrados nos dados analisados pela empresa. Quando se entende o que é big data e para que serve, descobre-se que esse processo ajuda a “filtrar” o que é real do que não é, evitando análises equivocadas, feitas a partir de dados falsos ou incorretos. Na prática, o processo  faz a análise dos dados no exato instante em que eles são criados. Você pode armazenar seus dados da forma que desejar e trazer os requisitos de processamento desejados e os mecanismos de processo necessários para esses conjuntos de dados sob demanda. Muitas pessoas escolhem a solução de armazenamento de acordo com a localização atual dos dados.</p>
<p>Já os números, esses não mentem e, por isso, são cada vez mais importantes dentro do cenário empresarial. Se você gerencia um negócio online, sabe que a queda nas vendas pode acontecer por milhares de motivos. A gerência e a TI precisam dar suporte a essa &#8220;falta de direção&#8221; ou &#8220;falta de requisitos claros&#8221;.</p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2020/06/19/big-data-o-que-e-conceito-e-para-que-serve/">Big Data: O que é, conceito e para que serve</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
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