<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1259253746744957859</id><updated>2024-08-30T03:29:47.486-07:00</updated><category term="Corrupção"/><category term="Dilma"/><category term="Grilhões Celular"/><category term="Pesquisas"/><category term="Presidente"/><category term="bancos"/><category term="banheiros"/><category term="compensação"/><category term="incompetência"/><category term="itaú"/><category term="leis"/><category term="lobby"/><category term="reciclável"/><category term="sustentabilidade"/><category term="sustentável"/><title type='text'>Pensamentos Filosóficos</title><subtitle type='html'>No dia a dia, durante a minha vida, vejo tantas coisas que fico me perguntando :&#xa;Até quando ???&#xa;Por que ???&#xa;O que podemos fazer ?</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>36</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-2129893972271336162</id><published>2014-01-07T10:00:00.004-08:00</published><updated>2014-01-07T10:00:55.327-08:00</updated><title type='text'>Por que vender as ações da Petrobrás</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
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&lt;a href=&quot;http://blogs-images.forbes.com/kenrapoza/files/2011/03/Brazil-Petrobras.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;http://blogs-images.forbes.com/kenrapoza/files/2011/03/Brazil-Petrobras.jpg&quot; style=&quot;cursor: move;&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;A muito tempo que os governos vem alimentando o povo com a ideia de que as ações da Petrobrás são uma garantia de ter um futuro garantido, tanto que chegou a liberar o saque do FGTS para que fosse utilizado na compra das ações da empresa, posteriormente repetiu esta ação para outras empresas que lhe eram estratégicas.&lt;/div&gt;
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A grande questão é, por que o governo solicita que façamos este investimento tão vantajoso. A resposta primeira é bastante simples, ele detém 50,26% das ações com direito a voto (chamadas ordinárias), se juntarmos BNDES e fundos de ações dos funcionários do Banco do Brasil, sua participação sobe para 60,53%. Com estes números, já podemos entender que há algo bastante estranho aqui...&lt;/div&gt;
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O desempenho da empresa não é o mais competitivo, isso podemos verificar pelo gráfico das ações, que refletem o humor dos acionistas minoritários, aqueles que acompanham as notícias, conforme podemos ver no gráfico, de 2007 a 2008, houve um crescimento exorbitante, após este período, houveram quedas contínuas, podemos entender a queda acentuada no final de 2008, quando o nosso excelentíssimo presidente Luis Inácio Lula da Silva chamou de &quot;marolinha&quot; a onda que abalou todo o mercado acionário.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRj3keQ1sIb65csMDRMRV2OF194i7cRDwob3TteU-3jGrFgmk4JBSFcuefXs8TbUK7qw9a3O_xJyS_8QaK3vAVYuH-SHxoCKqH4ubGzMhrS_fCgY2I6qk8rPlQCWZdt1fwsW2HBKOJKdU/s1600/A%C3%A7%C3%B5es+Petrobras.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRj3keQ1sIb65csMDRMRV2OF194i7cRDwob3TteU-3jGrFgmk4JBSFcuefXs8TbUK7qw9a3O_xJyS_8QaK3vAVYuH-SHxoCKqH4ubGzMhrS_fCgY2I6qk8rPlQCWZdt1fwsW2HBKOJKdU/s1600/A%C3%A7%C3%B5es+Petrobras.jpg&quot; height=&quot;284&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Após a crise de 2008, todo o mercado acionário se recuperou, incluindo as ações da Petrobrás, após este movimento de recuperação, podemos notar que vem perdendo valor, sendo que no dia primeiro de janeiro de 2014, o valor das ações estavam abaixo de sete anos antes. Isto é, quem comprou ações em janeiro de 2007 e vendeu em meados de 2008, teve um lucro substancial, quem guardou, teve um belo prejuízo.&lt;/div&gt;
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Podemos ver pela tabela abaixo que os volumes negociados são bastante significativos, mas olhando com bastante atenção, as operações de venda executadas durante o mês de dezembro de 2013 foi quase o mesmo montante de compra, porém no decorrer do ano a diferença é mais do dobro em compras comparado a vendas.&lt;/div&gt;
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Outro dado interessante é que de todas as empresas cotadas na BOVESPA, as petrolíferas detiveram, no final de dezembro, pouco mais de onze por cento, sendo que a Petrobrás, sozinha, representa mais de oitenta por cento das empresas petrolíferas, isto é, uma quebra desta empresa, dez por cento da BOVESPA some, uma crise de proporções bastante significativas.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMQfshtq5CdZf7O3hW1De69zq-yoRPOHs9tqpmLzIZwYb79rPfsf_dlgMWOCzClvXW95R7dSelhrwtqeyEII2rb8a_tX5H44VrBjTW0z-I0urRCjcUAQXDiXqjK3YABPSbFMPkNhUB-AQ/s1600/montantes+petrobras.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMQfshtq5CdZf7O3hW1De69zq-yoRPOHs9tqpmLzIZwYb79rPfsf_dlgMWOCzClvXW95R7dSelhrwtqeyEII2rb8a_tX5H44VrBjTW0z-I0urRCjcUAQXDiXqjK3YABPSbFMPkNhUB-AQ/s1600/montantes+petrobras.jpg&quot; height=&quot;228&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Sendo o governo o principal acionista, e não respeitando os direitos dos demais acionistas, a utilização da empresa para a manutenção da máquina governamental, de seus desejos e metas, vem comprometendo seriamente o desempenho da empresa que poderia ser sinônimo de qualidade.&lt;/div&gt;
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Podemos notar também que tem havido mais propaganda nos meios de comunicação, numa clara tentativa de estimular o povo a continuar acreditando na empresa, porém esta vem definhando mês após mês.&lt;/div&gt;
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O exemplo do que o governo permitiu em detrimento à empresa, podemos ver o que houve em maio de 2006, quando o então presidente boliviano Evo Moreles, resolveu estatizar todo setor de hidrocarbonetos, a Petrobrás não só perdeu todo dinheiro investido (máquinas, construções, tecnologia, etc) como ainda teve de pagar hoyalties pelos produtos explorados, seria algo como o Brasil anunciar a todas as empresas automobilísticas que o setor automotivo será estatizado, seus patrimônios serão incorporados ao Estado e, se quiserem continuar atuando no país, terão de pagar por carro produzido.&lt;/div&gt;
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Qualquer empresa um pouco séria, sairia do país e nunca mais voltaria, nem mesmo exportaria para este local, mas, a nossa querida empresa, dirigida por interesses escusos, no início de 2013 concorreu e venceu uma licitação para voltar a explorar naquela localidade, onde serão feitos novos investimentos, e, se não tomarem outro golpe, começarão a operar em 2017.&lt;/div&gt;
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Estranho para uma empresa que anuncia a toda semana a descoberta de novas bolsas de petróleo no litoral brasileiro, sendo que cada anúncio valoriza as ações, cada vez que percebe-se que essas bolsas ou estão secas ou impróprias para extração, derruba-se novamente o valor das ações.&lt;/div&gt;
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Interessante também é que as empresas de Eike Batista, que teoricamente atuam no setor petrolífero, que só existem em papel, estão entre as mais bem cotadas, porém, como não possuem as opções do governo, estão sofrendo sérios revezes.&lt;/div&gt;
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Também podemos notar que, todo final do ano, quando as contas não fecham, os presidentes utilizam o recurso da Petrobrás, manipulando preços, vendendo notícias, incentivando consumo, etc. para que, ou as contas fechem &quot;levemente&quot; no positivo, ou tenham um bode expiatório para levar a culpa de seus (do governo) &quot;pecados&quot;.&lt;/div&gt;
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Outro fator, e talvez o mais grave, é que a movimentação de valores em relação às ações da Petrobrás, é pelo menos dez vezes maior do que o patrimônio da empresa. Em outras palavras, em caso de insolvência, não tem como pagar os investidores, lembrando também que bancos e fornecedores tem primazia no recebimento quando há falência.&lt;/div&gt;
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Por fim, temos empresas chinesas com MUITO dinheiro em caixa, só esperando algum bom negócio acontecer. Sei que você dirá que petróleo é estratégico, etc, etc, etc, porém, saúde e educação, segurança e saneamento, moradia e transporte também deveriam ser estratégicos, mas estão todos na iniciativa privada.&lt;/div&gt;
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Se eu possuísse ações desta empresa, imediatamente daria fim a elas, mesmo que ela não quebre, dinheiro não é para ser desperdiçado, se não dá lucro, por que mante-lo ali ???&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/2129893972271336162/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2014/01/por-que-vender-as-acoes-da-petrobras.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/2129893972271336162'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/2129893972271336162'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2014/01/por-que-vender-as-acoes-da-petrobras.html' title='Por que vender as ações da Petrobrás'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRj3keQ1sIb65csMDRMRV2OF194i7cRDwob3TteU-3jGrFgmk4JBSFcuefXs8TbUK7qw9a3O_xJyS_8QaK3vAVYuH-SHxoCKqH4ubGzMhrS_fCgY2I6qk8rPlQCWZdt1fwsW2HBKOJKdU/s72-c/A%C3%A7%C3%B5es+Petrobras.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-6526193482459514702</id><published>2013-10-01T15:26:00.003-07:00</published><updated>2013-10-01T15:26:43.335-07:00</updated><title type='text'>Meu castelo não vai desabar !!!</title><content type='html'>&lt;br /&gt;
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Nossa vida é como um castelo de blocos de montar. &lt;br /&gt;
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&lt;a href=&quot;https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcS-yBKwOFmm1QL8uYW5DJd0AJ_rRjA5Sn5PQJHcuwaLsvyUvrTz&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; class=&quot;rg_i&quot; data-sz=&quot;f&quot; height=&quot;124&quot; name=&quot;ZfNiA3ATwM62LM:&quot; src=&quot;https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcS-yBKwOFmm1QL8uYW5DJd0AJ_rRjA5Sn5PQJHcuwaLsvyUvrTz&quot; style=&quot;cursor: move; margin-top: 0px;&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Começa com um único bloco, que representa a nós mesmos, depois outros blocos são adicionados a este, os pais, irmãos, tios, primos, amigos, cônjuges, filhos, colegas de trabalho, de ideais, e muitos outros, que mesmo não tendo contato conosco diariamente, fazem parte de nossa vida, personalidades, idealistas, guerreiros, etc.&lt;/div&gt;
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Cada um que começa a fazer parte de nossa vida, forma mais um pedacinho de nosso castelo, e este vai crescendo constantemente, por que sempre estamos a encontrar pessoas importantes, mesmo que nem sempre as percebamos de imediato.&lt;/div&gt;
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&quot; style=&quot;height: 177px; margin-top: 0px; width: 236px;&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;Quem organiza o crescimento de nosso castelo é um serzinho que mora em nosso coração, chama-se Amor. É ele que faz a arquitetura, engenharia e decoração, é um trabalho delicado, cuidadoso e feito com muito afinco. A escolha de quais os blocos serão utilizados e onde serão colocados é um trabalho que exige um estudo minucioso.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Muitos que não fazem parte de nossa vida, poderão fazer parte do jardim, mas nunca do castelo, os blocos que formam a estrutura do castelo são apenas os que realmente merecem esta posição.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Por vezes, acontece que um destes blocos nos são retirados, os que formam o jardim não são importantes e não fazem falta relevante, agora os que formam a estrutura do castelo, estes sim, são fundamentais, e parece que nosso castelo irá ruir e desabar quando este importante bloco nos é retirado.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Nesta hora, vemos que o nosso Amor tem mais uma função fundamental, é quando ele reforça a estrutura e vai ao porão de nossa mente, buscar todas as lembranças boas que fizeram parte de nossa existência com esta que nos foi retirada, vai e começa a reconstruir e reformar o espaço que se formou com esta perda irreparável.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Esta reforma pode demorar, pois o Amor não faz serviço mal feito, vai buscar as lembranças mais importantes e sólidas para recompor a construção, não apenas para &quot;tampar&quot; um buraco, mas para tornar esta estrutura ainda mais especial, inestimável.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
É um processo longo e dolorido, mas sem dúvida alguma, deixará nosso castelo ainda mais forte e acolhedor.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
 &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Pode ser que um dia você encontre o castelo desmoronado, aparentemente destruído, mas na verdade, o Amor julgou que este castelo necessitava passar pro uma revitalização, uma reestruturação, uma nova construção se inicia, um novo processo começa a se desenrolar. Estará pronto para receber mais e mais blocos, mais e mais amigos inestimáveis.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Tem pessoas que possuem milhares de amigos, mas não possuem muitas pedras em seu castelo, outros tem poucos amigos, mas possuem um castelo magnífico.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Cuide para que você sempre tenha aqueles que farão parte desta tão linda estrutura.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Um dia, você também será retirado do convívio de seus amigos, não importa quantos irão chorar a sua ausência, mas importa o bem que você fez durante a sua existência.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Hoje um bloco importante foi retirado de minha vida, de meu castelo, alguns já foram removidos, outros tomaram lugares de destaque, mas nenhum dos que ajuntei são parte de jardins, são todos colunas da minha existência, todos são importantes, todos dão trabalho para recompor, nenhum pode ser substituído, nenhum será esquecido.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Espero que, durante minha existência, tenha feito bem às pessoas, não pelo reconhecimento, já que não poderei saber, mas pelo sorriso no rosto de cada um.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Aos meus amigos, meu amor !&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Aos meus inimigos, meu amor !&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Aos que me são indiferentes, meu amor !&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Não construa castelos de areia !!!&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img class=&quot;rg_i&quot; data-src=&quot;https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTez8-ylLvcUyH4tDfqe-uq3hOkIKNIk0wSy4H5oIJf_3i5LghPXw&quot; data-sz=&quot;f&quot; name=&quot;4evGhuAzEzHVbM:&quot; src=&quot;https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTez8-ylLvcUyH4tDfqe-uq3hOkIKNIk0wSy4H5oIJf_3i5LghPXw&quot; style=&quot;height: 175px; margin-left: -7px; margin-right: -7px; margin-top: 0px; width: 206px;&quot; /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/6526193482459514702/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2013/10/meu-castelo-nao-vai-desabar.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/6526193482459514702'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/6526193482459514702'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2013/10/meu-castelo-nao-vai-desabar.html' title='Meu castelo não vai desabar !!!'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-4620460756797851831</id><published>2013-09-16T17:36:00.002-07:00</published><updated>2013-09-16T17:36:21.260-07:00</updated><title type='text'>Teoria do Bode na Casa.</title><content type='html'>&lt;a href=&quot;https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcR5CIS6Np5oya-vZWTO1Phhw4nCpuOlnZVkUtDyuHTG_oteKazFAw&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcR5CIS6Np5oya-vZWTO1Phhw4nCpuOlnZVkUtDyuHTG_oteKazFAw&quot; width=&quot;175&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Um homem possuía um quarto com três camas, e alugava o espaço para seis pessoas, argumentando que, cada morador poderia usufruir da cama por um período de doze horas, mais do que o suficiente, pois ninguém dorme mais do que oito horas por noite.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Porém os moradores estavam descontentes, reclamaram de seus direitos, não queriam compartilhar suas camas com outras pessoas, mesmo que sendo em momentos distintos. Tanto reclamaram que o proprietário resolveu tomar uma atitude.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Dispensou três moradores, assim todos teriam suas camas individuais, porém colocou no quarto um bode. Usou o argumento de que o bode não usaria nenhuma das camas, os moradores ficaram confusos e acabaram aceitando a situação, até o momento em que o cheiro do bode se fez presente e impossível a convivência, as reclamações começaram e o proprietário não deu bola, pois a requisição deles era a individualização das camas e nisso eles haviam sido atendidos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Depois de muito murmurar, o proprietário aceitou a retirada do bode, porém colocou de volta mais nove moradores, argumentando que ninguém deveria dormir mais do que seis horas, o que foi prontamente aceito por seus condôminos.&lt;/div&gt;
&lt;br /&gt;
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&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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Quando as coisas são desagradáveis, o governo, ou os seus líderes, empresariais ou religiosos, irão criar uma situação tão desagradável, que, após a grande tormenta, você estará disposto a aceitar qualquer argumentação, chegando até mesmo a se culpar por ter questionado seus líderes no passado.&lt;/div&gt;
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Podemos ver isso de forma bastante clara agora com a questão do transporte público, o governo transformou o trânsito em um caos tão grande, que o transporte público ineficaz e incompetente está sendo aceito como uma opção viável para uma grande fatia da população.&lt;/div&gt;
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É uma pena que sejamos sempre iludidos pela mídia e por suas argumentações.</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/4620460756797851831/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2013/09/teoria-do-bode-na-casa.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/4620460756797851831'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/4620460756797851831'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2013/09/teoria-do-bode-na-casa.html' title='Teoria do Bode na Casa.'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-5104030853965362299</id><published>2013-09-01T18:08:00.001-07:00</published><updated>2013-09-01T18:08:09.929-07:00</updated><title type='text'>Mais Cautela e Menos Julgamento</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;Acautelai-vos contra os juízos arrebatados pela paixão porque esta desfigura muitas vezes a verdade. Aquele que olha por um vidro de cor vê todos os objetos da cor desse vidro: se o vidro é vermelho, tudo lhe parece rubro; se é amarelo, tudo lhe apresenta completamente amarelado. A paixão está para nós como a cor do vidro para os olhos. Se alguém nos agrada, tudo lhe louvamos e desculpamos; se, ao contrário, nos aborrece, tudo lhe condenamos, ou interpretamos de modo desfavorável.&lt;/div&gt;
&lt;div style=&quot;text-align: right;&quot;&gt;
Malba Tahan&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
Quantas vezes, quando amamos algo ou alguém, acreditamos que aquilo é bom, e não conseguimos discernir as nuances da verdade, pois estamos usando uma lente que distorce nossa capacidade de raciocinar e avaliar, o mesmo acontece quando não gostamos de algo ou alguém, somos levados a tecer comentários distorcidos sobre este ou aquele assunto.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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Podemos ver alguns exemplos bastante esclarecedores :&lt;/div&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
Aqueles que entram em sistemas como o telexfree, os que entraram no início e conseguiram incitar muitos a aderir, conquistaram muito dinheiro, não conseguem enxergar que trata-se de mais um esquema de pirâmide, chegando ao ponto de ficar contra o governo que proibiu seu funcionamento em território nacional, e continuam com a visão obscurecida, aguardando quando este sistema será feito diretamente dos EUA.&lt;/div&gt;
&lt;div&gt;
Da mesma forma, uma pessoa divulgou pelas redes sociais que determinada alimentação tinha uma determinada contaminação, quando foi questionada, já que não havia nenhuma evidência de verdade nessa afirmação, a resposta foi que &quot;este não é o tipo de alimentação que Deus deseja que consumamos&quot;.&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
As pessoas são capazes de ir a extremos, mentir, roubar, enganar, transgredir, para dar continuidade a tudo aquilo que as lentes desfocadas os fazem ver.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Para que possamos olhar sem essas distorções, ou pelo menos com poucas distorções, devemos olhar como um prisma, isto é, olhar por todas as facetas, ver todas as possibilidades, optar pela que consideremos correta, mesmo que esta não seja a que gostaríamos que a verdade.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Todos sabemos que fumar faz mal à saúde, se a pessoa deseja fumar por que isso lhe traz um bem superficial e passageiro, ela não deve ser condenada e sim respeitada, quer fumar, fume, só respeite a minha opção de não fumar e todos seremos felizes.&lt;/div&gt;
&lt;div&gt;
Da mesma forma que a pessoa que opta pelo homossexualismo, é uma opção, deve ser respeitada, da mesma forma estas pessoas devem respeitar aos demais. Não sou obrigado a ver pessoas se agarrando e se esfregando em público, independente se são homo ou hétero, também não devo me incomodar com o que ocorre entre as suas paredes.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
É difícil não ser preconceituoso, é verdade, mas se queremos ser alguém melhor, devemos vencer as dificuldades, caso contrário, seremos medíocres, mais até do que aqueles a quem condenamos.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Mas, o mais importante, não julguemos, pois nunca teremos informações suficientes para fazer justiça.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Viva e seja feliz.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/5104030853965362299/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2013/09/mais-cautela-e-menos-julgamento.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/5104030853965362299'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/5104030853965362299'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2013/09/mais-cautela-e-menos-julgamento.html' title='Mais Cautela e Menos Julgamento'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-1945283207479976306</id><published>2013-08-31T08:06:00.002-07:00</published><updated>2013-08-31T08:06:19.492-07:00</updated><title type='text'>Seu comentário !!!</title><content type='html'>&lt;div class=&quot;fr0&quot;&gt;
Uma mulher tanto falou que seu vizinho era ladrão, que o 
rapaz acabou preso. Dias depois, descobriram que era inocente. O rapaz 
foi solto - e processou a mulher.&lt;br /&gt;- &quot;&lt;i&gt;Comentários não causam tanto mal&lt;/i&gt;”, disse ela para o juiz.&lt;br /&gt;- “&lt;i&gt;Escreva os comentários num papel&lt;/i&gt;”, respondeu o juiz. “&lt;i&gt;Depois pique, e 
jogue os pedaços no caminho de casa. Amanhã, volte para ouvir a 
sentença&lt;/i&gt;”.&lt;br /&gt;A mulher obedeceu, e voltou no dia seguinte.&lt;br /&gt;- “&lt;i&gt;Antes da sentença, terá que catar os pedaços de papel que espalhou ontem&lt;/i&gt;”, disse o juiz.&lt;br /&gt;- “&lt;i&gt;Impossível&lt;/i&gt;”, respondeu ela. “&lt;i&gt;Já não sei onde estão&lt;/i&gt;”.&lt;br /&gt;- “&lt;i&gt;Da mesma maneira, um simples comentário pode destruir a honra de um 
homem, e depois você não tem como consertar o mal&lt;/i&gt;”, respondeu o juiz, 
condenando a mulher à prisão.&lt;/div&gt;
&lt;div style=&quot;text-align: right;&quot;&gt;
&lt;i class=&quot;aut&quot;&gt;Malba Tahan&lt;/i&gt;&lt;/div&gt;
&lt;a 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JvHmxMgH+C7/rjVp2r0eleSW7ljy+14qriMSmk0nrTraGyJWHUFR/UP4hGOhResRUDE66QbA4lWkYBPNnYJ0jg1jS5x0AA1JRsJgONX4+5WLZeHcDbSW1xboRfeFlnnr0uYoDbkD4HiN2hoZgN4PFrjz96jQVomJ6PtkBz2b4nffMqu7T6Hyx9qPtN31x9CeGU0Viv0jAIFpBoiiN4O9HaFokGhLxx2jRRKQw+FU5ZahyGzYCpHAxkalPMJgCSNFKzbGIbbQVy/slumvjqbQ085OicbEZIZ4uqFva9rxwAyODrceA03pnM2jRXM78payR8Yd52QgZu4mrI7l1SSTple0v052625o4PNklc+V/03OJOW/ohUKSdTc8DjG5jqcN7XAUWkcxxCrkrCDRRjN+xS0GNewgtcQRyKtOE6SNxMYgxrc7fmyfPYeYKqDGJ5h4CVdkI9m2cYn5TqDq1w3OHMKY2ZhSaCW2LG5zereMzDu+kw/SaeCsuxsE1j8r/ADt7eTxzb+oWGfLrqNMcN3tIbB2CSBopXyg4JsOAYBvMrB37jf4K29HWtEfm6lUTyv7SBfh8MDbm3NJ3WMrG/qp4+OblXy5/ShNriT6Aj54x81x8XAfgEgSuAjj7F06YHuEibI4NDCPBx/VG2js7qhd+1HweNiYKBew88od+oQxeDDxmE2fxaQfxSCKtUvbPy8n9X6K5vFKl7Y+Wk/q/RXCq3eR6LNjZB/8AHef/ANIlsjcLYqlkfkQbePl+zP8AzYlugiSyx2JdITH7AjlaG1qq3tTog0EAUAASXH2K9vbSY4kA1eo4jn3Ljz47j3G2OW2TwdGZXPdkAtuu+j3VajThbkIaLI3gcaGpWvYyKMszAdoXVaakUNVSpeiUoeTE5pc1uYi6Ou8JTO/Z2IP4I7M1mUh5FlvdV2K7k+wmCkHmjQi/Qutw0+HkZMN47+BFFvqU1sjEPihkbYa2Y9rOLy5jo5nHRKgx2d8JkeI4jZrdpQ8cymtnwYsx5zFnYLGhD3Gt5aATeoSeHxccDnh0OayKkD3Aty+f3kEWa71P4TFufiOswouBrWlwaQGZjo3Th3kckjVzGdE4cdC2RnZfqHcC1zd+nEaj/sqVi+is0JOZpLQazAGu61vboRDBGwAZuy0ublsOfoX7qOqas6OSnrM0zXg3lbkyg7iCXalp37tN3gtfLKdTtGp7rFMDsZxVh2fsI6aK7O6KON52CJwOrmHNG4c9Nx9SkdkbFMfnixzWVuV9rmp6Rew+jQ3vCs7NmRhuXKKUlBEK0RnRrXi4sZN1GWd9Mr6adE8oMsY07lQKpejZ8KHNLXCwdFhfTDZvwfEPaN12FrqzpO9olpQdhRKQCzPobAGpAFk2OIHHuSYcpTo9tIQTNe4WwtfG/nlkaWkjvF36EyHj6DNka2SB+Zjhu3ka1Sfx9BnMrtA8wASfQOPim2y9oHCyZJMzo9zmtcRYO57a0PAq07YxkTYxDhWEGSg+V7e3R1ygkXeupWOfl/V46QkfwaA5XzHMN4ZG5xFb7I0Vg2HJgMV/LbiGmQm2te4xygjcWMdRJ8FUNnbOEzyG5QMrnEucG6Aa6lP29FBi8O0xwtD2PDesLwHvJNtIb3aceCywmO+1236XTH9LjgGPjnALmimTCsh5CRo8x/sPduWUzSyYiWSd1l8pzb7IHAJaaSfD4n4PiiXsNt7eua9BZOrvFRm0oHYeQiO3M4NvVv8ASf0XTj17ZU/+L5v8KSueR3uQZsud26GQ/wCh3uTPD7VeR2JXjuD3AjxFrsuNkd50j3eL3H8Ste0pOPZIbriJGRj6OYF5/wBIS+M2zExuSBhP+Z3uVdLkUuT0Cz5CTZVP2v8ALSeP6K05lVNqfKv8U4VXfyJGsdL9mf8AmxLdY5bWFeRIf26X7M/82JbYxpTpF59QonE6FSJcmWMZamzZ7Q+LzfN1HE8vBNw2nNaHdpw7V+2ypVkGU3e7VROOaS9wZpm0cT+nJcnJx+PbbHLZtjYWU0RssMcWdp95nb/UuYrC5y0YghxyuyV2WxgCxXpUViYzE+M9+azuNHcpbFibFRTYpwDGMc1uUDeKGvtHrWU7UhQ5ocQ4uyFoDnXdE8e9T5IgwrDHnDg9wuq7WQFum+qN6quY0OfGLyhrPXTjr4pebaPWZ3Pc8yZWhjm0G03QNcOVJho8G1BNFxzF8QOUGi7O3NXdqp3Z+NEkZcCd90QAQA4itOHZKpPRHaUdTRFzQ+8wLT2XDkwlSnRTEZmODqIaxwJFnXOSQ7xB9iMdyi6sXaOSgAd5H4b/AGapTqRd+ju9Sjzif5YJ33XtITjrR53Kr5EEafiF1ec+2OqdNjpDIiwyhwsbvcj5lcyxkT2Te1ZB5WYAJGPHELUcfjRoGnuKy/ysSWI/SVj+zyz6aeOozoPRw9NQ5GD1vpCShxIIySWQPNcPOZ3d7e71d+gdHIRiMOGPcw5QWdZZykVcbi7e0jQUa3a71lwerb5NtssgxeSauqxAEbiaprgbjcb77H+pRlgcqfw3Q+bqszxG5gJeGhwzOsUacOGgNbkhhsBIHZmtJLKaYxYcP8w4K3bU2FJGHdS5wabpof5176Lh2Xd24rK9o7RxWEmcI58QwO4OIsVvBsc1xXiuV1Om8z1NpTpTgJJJY3z3G0Fvak7LhlN0Cd6rW1Z2PeS0mr04GkjtDaUs5zTSPkPN7ia8OSZly7MOPWMlrG5d7dkgYde0D9IEAoNJG8331r6UXMily0k0nZQuXC5JlyKXKiKZlWdpfKv8VYcyru0PlH+KcC8eRQ/26X7M/wDNiW3B5WI+RQ/26X7M/wDNiW03qikMTaQkNp1pSbT1wSM2mIAUPihd6p/NJaj5ErNhETueHNNDsnsg7vSuDaD2tDqtmYkss5ZHj5zm8hw8FIz4fS7ULisKT5p8TwA7lzZ8WvTWZG0J6zOTVBjicxyjnQrjyCj9Adbynkn2Pc1rmiIOLNPO3vNamvFNpZWhzOzeVtFpJq9QdeGqy1pW0rsLHwwvbKQXEPAEZOgZRzZzW/UVXfasuw+lTBC5uanNLmxx5dA2yAA++03jR3Ws6gBt2o07XDQDUpxgJ8ry5tPFO3g0LabIG+xeh5hAbD8YNySsc4aOOWuLrDi0VvrMB6VJYSfMA27zRNBF76436R6lk+ExbpKdpbSTYNECwT7fTqp3EbXew9k0adFodQA8ndwU+Vh6WKfbL42xBooRkA6+drRNqZZt0CMP53YVKxeKcWPs2xmrdx3kE/iihz3MaLq2l1HS/BTunqJePFF0r9d5setVLypzWWC9w9yuGEgGZrzoAzVZb092j1kxo2ASFrwT5JzvSuBy7mSAcu5l3MC+dDMkMy7mQGpdB/Kb1TWwY63NboycDM4DcGyt3uH+Ya873p75SWYPExDEwzwlwbXZkaS7kA0G77qtY/mXLU+PexsuXopcksy5mVApmTn4vmrN1MuXn1Uleuu9d2dpqKzGw0kgAekkAWtW6HRuZklmc4zG8uHJJa1rho865QCHWFhnzeN9Lxw2x0uXMyv3TroBiozPjB1TmOkc90cIcDE11ncRRHOuazvMtpZUFcygcd8o7xUzahcZ57vFVCXfyMmsdJ9nf+bEttYeKxPyLj+3S/Zn/mxLbYwAih3NzTWVl7k9DB6F10PEINDyQJCXC6KZMOqSxMYAtIIGbD6JjMwbgpmY2ovEtooCBxMZac7bDgbBHDwUHJYuuKsOLeRY4KCxjNbWWeG1TIyxHbLaBzEkE2O0SezQrRImR0eZurTq13MUaI/FHc8G78T7glWQNkoGm0KOUG7AsE3vsbyFjevaz/Yu12h8fXeaKGg3BujbArv18VMfD4nB7s16uPfW/wDVVybZrnas14VVVfm63qlMNsKUk6a6Aj9FGsae6te0NtRiDFBjiTlhDbHEgX6kzd0l/lQje9sdetNXdF3tOWRw1Ac7uvcE7h2VGw2SNBx7lNk+j7PcV0mqGuIb+izTGz5nEqb6SY9tlrNyrRcuviw8Yyyu6PmXcyTtdtapHzLuZJ2haAUtczJO0LQCmZAFJ2haAlI8WygCaqgCGndxvmVqnQrpXhI4mxuxELMt9p46tx77cdXEAA16ysWtC1leGVXnW0dPPKfB8Hkw+DPWPlYYy8D+XE06ONnznkE1Vgb74HF7XLXLWkmoka1E4vz3eKk7UXivPd4qoS8eRn/fpPs7/wA2JbdG1eeOgfSCPA4h0srXua6J0dMq7L2OvUjTslaC3yt4Uf8ACxHqj/egNKjOh0R2O0WbjywYT/BxHqi/eunywYT/AAcR6ov3oNobtdx3JCd3NUD+LuE/wsR6ov3pKTysYU/8LEeqP96Aukjd/eo6eH8dyrM/lVwrqqLEX4R/vTd/lNwp/wCFP6o/3oCZxsG+lA43D0EnL5RcM7fHN6o/3plP03wzhXVy+pn7ktAwxTC3h/2SmExwrI/QOcM5AF02yMveSdToKSOI6T4d26OT0hn7kwdtqG/Mf6m+9Tlhs5dLfF0gjhA7Od3acaOlkU0egD2ruF6VUaDTpfeSTx3b1UW7ag4sk9TfepbA9K8HGPkZSeeWP9yy/QvzSm0+lEp4aneTvUDLteQ2Cd6a7X6RslPYa4DvDf0KiXY8HgfYqx4pE3M9lksolpp8NHI+xD4aOR9i20k7tdtM/hw5H2IfDhyPsQDy0LTP4cOR9iHw4cj7EA8tC0z+HDkfYh8NHI+xAO7QtNPho5H2IfDRyPsQDq0LTT4aOR9iHw0cj7EA7tctNfhg5H2Lnwwcj7EA6tRuJ84+KcfDByPsTWV1knmghXCiQuIIJgEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEB//Z&quot; 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vHmxMgH+C7/rjVp2r0eleSW7ljy+14qriMSmk0nrTraGyJWHUFR/UP4hGOhResRUDE66QbA4lWkYBPNnYJ0jg1jS5x0AA1JRsJgONX4+5WLZeHcDbSW1xboRfeFlnnr0uYoDbkD4HiN2hoZgN4PFrjz96jQVomJ6PtkBz2b4nffMqu7T6Hyx9qPtN31x9CeGU0Viv0jAIFpBoiiN4O9HaFokGhLxx2jRRKQw+FU5ZahyGzYCpHAxkalPMJgCSNFKzbGIbbQVy/slumvjqbQ085OicbEZIZ4uqFva9rxwAyODrceA03pnM2jRXM78payR8Yd52QgZu4mrI7l1SSTple0v052625o4PNklc+V/03OJOW/ohUKSdTc8DjG5jqcN7XAUWkcxxCrkrCDRRjN+xS0GNewgtcQRyKtOE6SNxMYgxrc7fmyfPYeYKqDGJ5h4CVdkI9m2cYn5TqDq1w3OHMKY2ZhSaCW2LG5zereMzDu+kw/SaeCsuxsE1j8r/ADt7eTxzb+oWGfLrqNMcN3tIbB2CSBopXyg4JsOAYBvMrB37jf4K29HWtEfm6lUTyv7SBfh8MDbm3NJ3WMrG/qp4+OblXy5/ShNriT6Aj54x81x8XAfgEgSuAjj7F06YHuEibI4NDCPBx/VG2js7qhd+1HweNiYKBew88od+oQxeDDxmE2fxaQfxSCKtUvbPy8n9X6K5vFKl7Y+Wk/q/RXCq3eR6LNjZB/8AHef/ANIlsjcLYqlkfkQbePl+zP8AzYlugiSyx2JdITH7AjlaG1qq3tTog0EAUAASXH2K9vbSY4kA1eo4jn3Ljz47j3G2OW2TwdGZXPdkAtuu+j3VajThbkIaLI3gcaGpWvYyKMszAdoXVaakUNVSpeiUoeTE5pc1uYi6Ou8JTO/Z2IP4I7M1mUh5FlvdV2K7k+wmCkHmjQi/Qutw0+HkZMN47+BFFvqU1sjEPihkbYa2Y9rOLy5jo5nHRKgx2d8JkeI4jZrdpQ8cymtnwYsx5zFnYLGhD3Gt5aATeoSeHxccDnh0OayKkD3Aty+f3kEWa71P4TFufiOswouBrWlwaQGZjo3Th3kckjVzGdE4cdC2RnZfqHcC1zd+nEaj/sqVi+is0JOZpLQazAGu61vboRDBGwAZuy0ublsOfoX7qOqas6OSnrM0zXg3lbkyg7iCXalp37tN3gtfLKdTtGp7rFMDsZxVh2fsI6aK7O6KON52CJwOrmHNG4c9Nx9SkdkbFMfnixzWVuV9rmp6Rew+jQ3vCs7NmRhuXKKUlBEK0RnRrXi4sZN1GWd9Mr6adE8oMsY07lQKpejZ8KHNLXCwdFhfTDZvwfEPaN12FrqzpO9olpQdhRKQCzPobAGpAFk2OIHHuSYcpTo9tIQTNe4WwtfG/nlkaWkjvF36EyHj6DNka2SB+Zjhu3ka1Sfx9BnMrtA8wASfQOPim2y9oHCyZJMzo9zmtcRYO57a0PAq07YxkTYxDhWEGSg+V7e3R1ygkXeupWOfl/V46QkfwaA5XzHMN4ZG5xFb7I0Vg2HJgMV/LbiGmQm2te4xygjcWMdRJ8FUNnbOEzyG5QMrnEucG6Aa6lP29FBi8O0xwtD2PDesLwHvJNtIb3aceCywmO+1236XTH9LjgGPjnALmimTCsh5CRo8x/sPduWUzSyYiWSd1l8pzb7IHAJaaSfD4n4PiiXsNt7eua9BZOrvFRm0oHYeQiO3M4NvVv8ASf0XTj17ZU/+L5v8KSueR3uQZsud26GQ/wCh3uTPD7VeR2JXjuD3AjxFrsuNkd50j3eL3H8Ste0pOPZIbriJGRj6OYF5/wBIS+M2zExuSBhP+Z3uVdLkUuT0Cz5CTZVP2v8ALSeP6K05lVNqfKv8U4VXfyJGsdL9mf8AmxLdY5bWFeRIf26X7M/82JbYxpTpF59QonE6FSJcmWMZamzZ7Q+LzfN1HE8vBNw2nNaHdpw7V+2ypVkGU3e7VROOaS9wZpm0cT+nJcnJx+PbbHLZtjYWU0RssMcWdp95nb/UuYrC5y0YghxyuyV2WxgCxXpUViYzE+M9+azuNHcpbFibFRTYpwDGMc1uUDeKGvtHrWU7UhQ5ocQ4uyFoDnXdE8e9T5IgwrDHnDg9wuq7WQFum+qN6quY0OfGLyhrPXTjr4pebaPWZ3Pc8yZWhjm0G03QNcOVJho8G1BNFxzF8QOUGi7O3NXdqp3Z+NEkZcCd90QAQA4itOHZKpPRHaUdTRFzQ+8wLT2XDkwlSnRTEZmODqIaxwJFnXOSQ7xB9iMdyi6sXaOSgAd5H4b/AGapTqRd+ju9Sjzif5YJ33XtITjrR53Kr5EEafiF1ec+2OqdNjpDIiwyhwsbvcj5lcyxkT2Te1ZB5WYAJGPHELUcfjRoGnuKy/ysSWI/SVj+zyz6aeOozoPRw9NQ5GD1vpCShxIIySWQPNcPOZ3d7e71d+gdHIRiMOGPcw5QWdZZykVcbi7e0jQUa3a71lwerb5NtssgxeSauqxAEbiaprgbjcb77H+pRlgcqfw3Q+bqszxG5gJeGhwzOsUacOGgNbkhhsBIHZmtJLKaYxYcP8w4K3bU2FJGHdS5wabpof5176Lh2Xd24rK9o7RxWEmcI58QwO4OIsVvBsc1xXiuV1Om8z1NpTpTgJJJY3z3G0Fvak7LhlN0Cd6rW1Z2PeS0mr04GkjtDaUs5zTSPkPN7ia8OSZly7MOPWMlrG5d7dkgYde0D9IEAoNJG8331r6UXMily0k0nZQuXC5JlyKXKiKZlWdpfKv8VYcyru0PlH+KcC8eRQ/26X7M/wDNiW3B5WI+RQ/26X7M/wDNiW03qikMTaQkNp1pSbT1wSM2mIAUPihd6p/NJaj5ErNhETueHNNDsnsg7vSuDaD2tDqtmYkss5ZHj5zm8hw8FIz4fS7ULisKT5p8TwA7lzZ8WvTWZG0J6zOTVBjicxyjnQrjyCj9Adbynkn2Pc1rmiIOLNPO3vNamvFNpZWhzOzeVtFpJq9QdeGqy1pW0rsLHwwvbKQXEPAEZOgZRzZzW/UVXfasuw+lTBC5uanNLmxx5dA2yAA++03jR3Ws6gBt2o07XDQDUpxgJ8ry5tPFO3g0LabIG+xeh5hAbD8YNySsc4aOOWuLrDi0VvrMB6VJYSfMA27zRNBF76436R6lk+ExbpKdpbSTYNECwT7fTqp3EbXew9k0adFodQA8ndwU+Vh6WKfbL42xBooRkA6+drRNqZZt0CMP53YVKxeKcWPs2xmrdx3kE/iihz3MaLq2l1HS/BTunqJePFF0r9d5setVLypzWWC9w9yuGEgGZrzoAzVZb092j1kxo2ASFrwT5JzvSuBy7mSAcu5l3MC+dDMkMy7mQGpdB/Kb1TWwY63NboycDM4DcGyt3uH+Ya873p75SWYPExDEwzwlwbXZkaS7kA0G77qtY/mXLU+PexsuXopcksy5mVApmTn4vmrN1MuXn1Uleuu9d2dpqKzGw0kgAekkAWtW6HRuZklmc4zG8uHJJa1rho865QCHWFhnzeN9Lxw2x0uXMyv3TroBiozPjB1TmOkc90cIcDE11ncRRHOuazvMtpZUFcygcd8o7xUzahcZ57vFVCXfyMmsdJ9nf+bEttYeKxPyLj+3S/Zn/mxLbYwAih3NzTWVl7k9DB6F10PEINDyQJCXC6KZMOqSxMYAtIIGbD6JjMwbgpmY2ovEtooCBxMZac7bDgbBHDwUHJYuuKsOLeRY4KCxjNbWWeG1TIyxHbLaBzEkE2O0SezQrRImR0eZurTq13MUaI/FHc8G78T7glWQNkoGm0KOUG7AsE3vsbyFjevaz/Yu12h8fXeaKGg3BujbArv18VMfD4nB7s16uPfW/wDVVybZrnas14VVVfm63qlMNsKUk6a6Aj9FGsae6te0NtRiDFBjiTlhDbHEgX6kzd0l/lQje9sdetNXdF3tOWRw1Ac7uvcE7h2VGw2SNBx7lNk+j7PcV0mqGuIb+izTGz5nEqb6SY9tlrNyrRcuviw8Yyyu6PmXcyTtdtapHzLuZJ2haAUtczJO0LQCmZAFJ2haAlI8WygCaqgCGndxvmVqnQrpXhI4mxuxELMt9p46tx77cdXEAA16ysWtC1leGVXnW0dPPKfB8Hkw+DPWPlYYy8D+XE06ONnznkE1Vgb74HF7XLXLWkmoka1E4vz3eKk7UXivPd4qoS8eRn/fpPs7/wA2JbdG1eeOgfSCPA4h0srXua6J0dMq7L2OvUjTslaC3yt4Uf8ACxHqj/egNKjOh0R2O0WbjywYT/BxHqi/eunywYT/AAcR6ov3oNobtdx3JCd3NUD+LuE/wsR6ov3pKTysYU/8LEeqP96Aukjd/eo6eH8dyrM/lVwrqqLEX4R/vTd/lNwp/wCFP6o/3oCZxsG+lA43D0EnL5RcM7fHN6o/3plP03wzhXVy+pn7ktAwxTC3h/2SmExwrI/QOcM5AF02yMveSdToKSOI6T4d26OT0hn7kwdtqG/Mf6m+9Tlhs5dLfF0gjhA7Od3acaOlkU0egD2ruF6VUaDTpfeSTx3b1UW7ag4sk9TfepbA9K8HGPkZSeeWP9yy/QvzSm0+lEp4aneTvUDLteQ2Cd6a7X6RslPYa4DvDf0KiXY8HgfYqx4pE3M9lksolpp8NHI+xD4aOR9i20k7tdtM/hw5H2IfDhyPsQDy0LTP4cOR9iHw4cj7EA8tC0z+HDkfYh8NHI+xAO7QtNPho5H2IfDRyPsQDq0LTT4aOR9iHw0cj7EA7tctNfhg5H2Lnwwcj7EA6tRuJ84+KcfDByPsTWV1knmghXCiQuIIJgEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEB//Z&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;span class=&quot;aut&quot;&gt;Sua palavra é tão poderosa quanto a maldade escondida nela.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;aut&quot;&gt;As suas observações sobre o próximo são construtivas ou destrutivas ?&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;aut&quot;&gt;Se você desviar suas palavras, encaminha-las apenas à construção, você certamente viverá melhor.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;aut&quot;&gt;Se não viver melhor calando-se diante da difamação e não a propagando, é por que gosta do mal, isso é sua opção, porém, mesmo assim, você poderá evitar as consequências de suas maldades, somente se evitar as praticar.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;aut&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span class=&quot;aut&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;aut&quot;&gt;Um ótimo dia.&lt;/span&gt;&lt;br /&gt;
&lt;i class=&quot;aut&quot;&gt;&lt;br /&gt;&lt;/i&gt;</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/1945283207479976306/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2013/08/seu-comentario.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/1945283207479976306'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/1945283207479976306'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2013/08/seu-comentario.html' title='Seu comentário !!!'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-6451118609207658903</id><published>2013-06-12T13:14:00.001-07:00</published><updated>2013-06-12T13:14:12.322-07:00</updated><title type='text'>Por que a passagem deve ser R$ 3,50</title><content type='html'>Estou olhando as &quot;manifestações&quot; populares, o que há de manifestação é mínimo, porém palavras de ordem, baderna, depredação, violência descabida, enfrentamento e movimentos políticos podemos ver de sobra.&lt;br /&gt;
Primeiro vou fazer uma simples continha de chegada, R$ 0,20 por passagem, ida e volta, na grande maioria dos casos estamos falando de R$ 0,40 por dia, como temos entre vinte e vinte e três dias úteis no mês, vamos calcular com vinte e cinco, R$ 10,00 por mês a mais em transporte, pouco mais do que um por cento de um salário mínimo, um valor abusivo ?&lt;br /&gt;
O quilo do tomate subiu para mais de oito reais, sem contar o valor do arroz, feijão, carne e outras coisas de pouca importância para os manifestantes em questão. Afinal o que tem a ver o aumento da comida com suas vidinhas ?&lt;br /&gt;
A saúde está apresentando sinais de deficiência respiratória, falta remédio, maca, médico, encontramos filas imensas, mesmo com planos de saúde estamos enfrentando grande deficiência, mas acredito que estes manifestantes não ficam doentes, então não há problemas.&lt;br /&gt;
Temos um déficit de moradia que cresce diariamente, levando muitas famílias a morar em locais inóspitos e inapropriados, a falta de saneamento está levando mais pessoas aos hospitais, aumentando o problema crônico da saúde, como já foi citado. Mas esses manifestantes, não só não tem problemas, pois moram bem, como não faz diferença, azar de quem não tem um teto agradável, não é ?&lt;br /&gt;
A segurança apresenta graves problemas, pessoas sendo assassinadas por não ter dinheiro à disposição para alimentar bandidos, a criminalidade está fora de controle, porém essas pessoas acham que podem andar pelas ruas, depredar patrimônio público e privado, colocar fogo em ônibus, colocar em risco a segurança das pessoas e não querem que a polícia esteja presente, mas querem que a polícia preserve a segurança deles, estranho...&lt;br /&gt;
A educação está em pleno declínio, cada vez mais pessoas com menos entendimento, conhecem mais, estudam mais, decoram mais, mas não pensam e não entendem nada. Deve ser por isso que são tão facilmente manipulados por alguns poucos.&lt;br /&gt;
Traduzindo...&lt;br /&gt;
Por que tanta baderna por causa deste aumento, ou melhor reajuste, que já faz mais de dois anos que o valor da passagem não é revisto ?&lt;br /&gt;
Por que placas contra este e aquele partido ?&lt;br /&gt;
Por que parar e prejudicar milhares de pessoas pelos seus interesses mesquinhos ?&lt;br /&gt;
O governo já subsidia a passagem, se ela não for reajustada, todos os que não utilizam transporte público irão pagar pelos que usam, acredito que este seja um dos objetivos, um entendimento completamente deturpado do que é democracia e do que é doação, o povo brasileiro gosta de viver de doação.&lt;br /&gt;
Para mim, sempre que alguém começa a gritar deixa de ter a razão, por mais elevado que seja seu objetivo. Este povo que se diz representante da população, não só está gritando, está assustando a população.&lt;br /&gt;
Quem tem dó dos que foram presos, pare de olhar para as carinhas de coitadinhos dos que foram pegos e olhe para as faces agressivas quando essas mesmas pessoas estão destruindo.&lt;br /&gt;
Quem acha que todos (vítimas) estão sendo agredidos pelos (maus) policiais, olhe um pouco mais além, olhe para o que estão fazendo, quem está agredindo os policiais, quem está destruindo, quem está violentando.&lt;br /&gt;
Acho que o povo, os lojistas, os estudantes, os trabalhadores não merecem passar pelo que esse povinho está provocando.</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/6451118609207658903/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2013/06/por-que-passagem-deve-ser-r-350.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/6451118609207658903'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/6451118609207658903'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2013/06/por-que-passagem-deve-ser-r-350.html' title='Por que a passagem deve ser R$ 3,50'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-982324196088619056</id><published>2013-05-06T12:34:00.002-07:00</published><updated>2013-05-06T12:44:06.664-07:00</updated><title type='text'>Pensamento - Adrian Rogers</title><content type='html'>&lt;br /&gt;
&lt;a href=&quot;https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTpnyBeliHAWStPhqkapr63kzC4yL82-WOdoWhqimAdx1DY5kwV&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;133&quot; src=&quot;https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTpnyBeliHAWStPhqkapr63kzC4yL82-WOdoWhqimAdx1DY5kwV&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&quot;É impossível levar o pobre à prosperidade através de legislações que punem os ricos pela prosperidade.&lt;br /&gt;
&amp;nbsp;Por cada pessoa que recebe sem trabalhar, outra pessoa deve trabalhar sem receber.&lt;br /&gt;
&amp;nbsp;O governo não pode dar para alguém aquilo que tira de outro alguém.&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;Quando metade da população entende a ideia de que não precisa trabalhar, pois a outra metade da população irá sustentá-la, e quando esta outra metade entende que não vale mais a pena trabalhar para sustentar a primeira metade, então chegamos ao começo do fim de uma nação.&lt;/div&gt;
&amp;nbsp;É impossível multiplicar riqueza dividindo-a.&quot;&lt;br /&gt;
&lt;br /&gt;
Não é tirando dos ricos, é ensinando aos pobres...&lt;br /&gt;
&lt;br /&gt;
É um pensamento bastante simples que nos leva a pensar por que os governantes agem de forma contrárias à razão...&lt;br /&gt;
&lt;br /&gt;
Se eu ainda tenho vontade de trabalhar, não é por incentivo de nosso governo, pois seria muito mais simples jogar a toalha.&lt;br /&gt;
Eu quero que meu filho seja alguém, não sei se quando ele crescer ainda existirá esta nação, sei que ele será alguém onde ele escolher viver.&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/982324196088619056/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2013/05/pensamento-adrian-rogers.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/982324196088619056'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/982324196088619056'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2013/05/pensamento-adrian-rogers.html' title='Pensamento - Adrian Rogers'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-721956426635184850</id><published>2013-05-05T20:14:00.003-07:00</published><updated>2013-05-05T20:14:52.038-07:00</updated><title type='text'>Segunda-Feira, de volta à alegria do trabalho.</title><content type='html'>&lt;br /&gt;
&lt;a href=&quot;https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQi9b7u7Bec5uowXrhwSz2LKAJd2YtTiZqwume45fL-064YXwssaw&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQi9b7u7Bec5uowXrhwSz2LKAJd2YtTiZqwume45fL-064YXwssaw&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;Para muitos segunda-feira é dia de agonia, pois tem que voltar ao trabalho.&lt;br /&gt;
Para quem já ficou sem trabalho, ir trabalhar é um grande motivo de alegria.&lt;br /&gt;
Para quem gosta do que faz, é sempre um grande prazer ir trabalhar, é um
 prazer chegar no serviço e enfrentar os desafios do dia a dia, vencer 
desafios de migrações, implementações, etc…&lt;br /&gt;
Vejo muita gente reclamando sobre o trabalho, sobre a empresa, sobre 
salário, etc. Eu acho estranho, pois quando se faz o que gosta, faz com 
carinho, faz bem feito, sendo uma consequência imediata uma melhoria em 
salário, um reconhecimento por parte da empresa, e nunca há o que 
reclamar sobre o tipo de trabalho. É claro que sempre sobra a opção de 
outro emprego, mas, quando não se faz o que gosta, qualquer empresa será
 uma péssima empresa…&lt;br /&gt;
Eu gosto de chegar na segunda, pela manhã e verificar a situação em que 
se encontram os meus bancos, ver que melhorias posso aplicar, desenhar 
projetos para o futuro, acompanhar os desenvolvedores em suas 
necessidades, acompanhar os ADs em seus projetos, participar de reuniões
 produtivas…&lt;br /&gt;
Se para você isso tudo é hipocrisia, acho que você deveria rever seus 
projetos de vida, pois o trabalho pode (e deve) ser um momento de prazer
 e, por que não, de laser…&lt;br /&gt;
Muitos entram na área de informática por dinheiro ou reconhecimento, 
alguns vem para a área de bancos de dados pelos motivos errados. Se você
 não é metódico, detalhista, criterioso, creio que a área de bancos de 
dados não é a sua área.&lt;br /&gt;
Quer conhecer bancos de dados ? Afunde-se em MUITA literatura, tenha em 
sua casa um laboratório, implemente todo tipo de tecnologia que te 
interessa, seja feliz em seu trabalho e a segunda-feira será o melhor 
dia da semana…&lt;br /&gt;

Abraços&lt;br /&gt;
&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/721956426635184850/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2013/05/segunda-feira-de-volta-alegria-do.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/721956426635184850'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/721956426635184850'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2013/05/segunda-feira-de-volta-alegria-do.html' title='Segunda-Feira, de volta à alegria do trabalho.'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-7059225550081159326</id><published>2013-05-01T15:28:00.001-07:00</published><updated>2013-05-01T15:28:38.450-07:00</updated><title type='text'>Morreu</title><content type='html'>&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Morreu de morte morrida&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;ou de morte matada.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Morreu agonizante,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;a língua da terra
amada.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Depois de muito
sofrer,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;tombou em combate
desleal.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;A língua dos
eruditos,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;caiu frente à
linguagem coloquial.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;A cultura, as
artes e o esporte&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;seguem por igual
sina.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Sem poder resistir
ao modernismo,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;tombam à cruel
chacina.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Onde estará o
valente paladino,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;que enfrentará
cruel destino.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Salvando-nos das
garras de Hipnos&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Tornando os homens
dignos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Quando
alcançaremos a esperada morada ?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Teremos paz com a
pessoa amada.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Caminharemos
juntos em campos floridos,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;deixando atrás,
tempos sofridos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Onde estás, ó povo
varonil ?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Desta transtornada
pátria servil.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Ergam os olhos, os
braços e as vozes,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;lutem pela
liberdade, como lobos ferozes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;O triste fim não
chegará.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;O nosso povo
lutará.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;Nossa pátria
ressurgirá,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;tal qual uma fênix
se erguerá.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/7059225550081159326/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2013/05/morreu.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/7059225550081159326'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/7059225550081159326'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2013/05/morreu.html' title='Morreu'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-6894465217631648463</id><published>2013-04-16T10:07:00.002-07:00</published><updated>2013-04-16T12:43:15.807-07:00</updated><title type='text'>Maioridade Penal</title><content type='html'>Primeiramente gostaria de me posicionar contra a maioridade penal, pois, isso podemos demonstrar facilmente que não é funcional e não resolverá o problema.&lt;br /&gt;
&lt;a 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&quot; 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/&gt;&lt;/a&gt;Depois das últimas ações criminosas de menores de dezoito anos, principalmente quanto a assassinatos a sangue frio, retomou-se a questão de punir menores nos mesmos critérios usados a maiores de idade.&lt;br /&gt;
Acho que, novamente a justiça está se esquivando da responsabilidade de um julgamento consciente dos crimes cometidos. Em parte por causa da grande corrupção por parte de advogados, promotores e juízes, em parte por causa da incapacidade do poder judiciário em julgar tantas ações.&lt;br /&gt;
Se o sistema de informação funcionasse adequadamente, poderia ser de grande utilidade para o poder judiciário, evitaria que criminosos reincidentes fossem soltos por falta de informação, as punições poderiam ser melhor elaboradas de acordo com o tipo de infração, reincidência, atenuantes, agravantes, etc.&lt;br /&gt;
Uma vez que se pegue um estuprador, ele cumpre sua pena, e, caso haja uma reincidência, não se poderá aplicar a mesma penalidade, pois fica simples perceber que a penalidade anterior não gerou nenhuma correção, penas alternativas e e formas diferentes de punição.&lt;br /&gt;
Quantas vezes um estuprador deverá agir até que tome-se uma ação concreta ? Quantas vezes um assassino deverá matar até que seja retirado das ruas definitivamente ? Quantas oportunidades serão dadas a indivíduos como Escadinha e outros bandidos incorrigíveis ?&lt;br /&gt;
O que existe hoje é uma total descaraterização da justiça, usa-se a prisão como punição, nunca como reintegração à sociedade.&lt;br /&gt;
O jovem que matou a sangue frio já possuía outros crimes, por que não foi retirado das ruas e passado por um processo de reeducação ? Esperou-se até que ele matasse para agir ?&lt;br /&gt;
A idade do criminoso é o menor dos problemas, pois, o baixar-se para 16, os crimes mais violentos começarão a ser cometidos por crianças de quinze, as estatísticas em que o governo se baseia para justificar suas ações são dinâmicas e não servirão por muito tempo.&lt;br /&gt;
O que deve ser colocado sempre na balança é a ação, o motivo e as reincidências, caso contrário, nunca poderemos andar em paz pelas ruas da cidade. Se colocarmos idade mínima, devemos aumentar a penalidade com o passar dos anos ? Então os idosos que formam gangues no centro da cidade serão punidos com pena de morte, por causa da idade ?&lt;br /&gt;
Temos que pensar melhor na correção e critérios de correção do que nos esquivarmos, como faz a justiça, criando regras genéricas e totalmente improdutivas.&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/6894465217631648463/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2013/04/maioridade-penal.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/6894465217631648463'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/6894465217631648463'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2013/04/maioridade-penal.html' title='Maioridade Penal'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-2909294010269869372</id><published>2013-04-08T14:31:00.000-07:00</published><updated>2013-04-08T14:31:20.601-07:00</updated><title type='text'>Ditadura</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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QK1O6A2twOumNEb01GehLZWXMYTlYai8sfEa6+GM8bv1MQTqhVLcgWBWW3kRdU/pEjTAOlmYEhYpAPwKcgeFwIVxKUSym2YT/0cy296i2Iyd0uQ81ObHk/6qwYdUksZuFZG/Fzn5VDYBzV7PLfWl/pSt9yHFd2ts+NLlpZAdTrMdT4Zoh88T6UUBOqKT4Rv8Tc/PFW3j2PZmdVVUFyLZhfzzDu8cB73DMk1fDDdm61hGSWJITMGe178VUj2nBl6U3RbtUm9MhV2jU2MzcY6caa5nDSORayqvsEfRNUdTWPPa5igkZfBmtGn6Tge3Be30gYwid1zIkeWNGcKGL2aR27hl0LaFUSS2rAgALth5p/4TKAqscsa8AAOCRL9hRYaacOZxpnoqqM+zotR2RbTxAb+1jLu2qqWWQvKTzUaWVQv1EXgqr9kcMaJ6CUcUH0mhJFhblbsnzKZdO6x54Ak4iarY6PcyyTMO7rWRfchUe/ErfEXU7DhlJ60PIDxV5HKfkZsvwwFK3gXZcYJMCTWvcPUMPYM7WN/E4DG8u16Js6x0YjvfIyzRHL3fxaEeYJJ8caDrtwaAjSnp4/KCL70v8AHAl6Qth0sMUuREGUWR1jQXN+9Yxb34CA3P2h194XEMUQUZmCxrcHQl3lYoo7zlYnuwa9j1OypFWnpfQpJbDsRga24nMqX9tueAJu3SUkrKrxMPtSS1KpGvebZQSPAG+CXsw7Bp2XLUxNIOHU07MSe4MyyNr4NfAEWPd4Le1LTrfjlkcX90eHECzDKih4yOBOWSO3cbFX8jp7cMKOipJmASmnQ29cwunLjdgMTNDsnqhZZpSO52z28swwD+qYiNiOIUn2gYzH0wV5krGvexkdwD3DJEB74mxp1bhe0b95xk3pPiddp1KtqBIxU/guxkB/SJwDXdKMs75B9Iq542/CQFsnk6Bl87YKvSTs9DseGZCCsvbJ7yUzhvAnLr44pm6FI0SBzlDAhl7JzesLq4t9Vwj3+zn5Ngib5RdVQejgD0eSilMY+w0P0kdvExEg+KeOAB2x5bXBeZR/k7H2eeJByCdPTm+z2RriK2LBIXBRC1tdbW42uc2mLVPHGpYvLEtj2Qkkd7eP0LW18sBDvQnlFXDUnVP/AEGuO0FCGIMkdabfbiuvyxIKaZhYytx4ioiF/fFiQpoKZEKhs+vKtpi1j4sB58cBSNr0qoRlWZdT/GJl92DD/c83ynzqB7vRD/aOBfvVTomXIZbEnR5InHs6piMEjoHkdYnKDM4FYVU8C1qKw9p0wBarIeqp5cx0MhbTueQH5HAo3Wa28iJa2VJxblrnYW9hxfNt7a63Z0jDrAQY0YvG0d2JXPlDa2BvwuO4njgWbmbX67eOOXLlzhlI/wBUdcBoq2FjzrhYARdP04U7PLeqJWY+zLiW6O956RaUzS1MMZkdjldwCO0zHQm/rM3HFr3o3Tpq4R+kx9Z1RJUZiOI1vblpioz7hbPAv6BTBRzNSw99gcA+3w302e1I4WrgkbNEcocEm0qHl4DAF2XtpLKpzrYWtnCr+UVJwZX3N2YoJFJR/wBKrYi1r30GPUW5uzypf0XZ4AtqJpGF+GvZ11twwAuG1hynyju9OcW/Ij+eG1XtdSe1KkluGeqncD8qMjBeXdPZ4FxSUBGlrtIDrawNwdeOJHaG52z0iR46SgW4Gsqm2o0tbXAAxNqQj1vRfCyFvfeHETt6vR7CPLw4ouQeWUKAcHWXd7Z6sBJBsxQb2tG5OhI8OdvjhDdKhYlhT0JQG9lhlvl5cOJ1HDAArdraPVl0AGaVoQL8OzKr6+F1GDnvptFRku4yBSqnXshLqxIGoAZGN/wVtYqpL3Yu6NFIxDUlIVGvZp3UgW07T21uQdOWInaG4EddVTLTv6NFTMkbAAt1rlRK2bM5BUB1AHi/fgBrDstq6rhVhq9nSHgFhv2AxH15GNyeNiTzFja23Uo0Wjok9MqlvmjQgBSxuzyv6sYueB15AaYjtk9FAhneoNbOZJcwcqqKbNxCtYlDyBXUDQWxedi7FgpU6uniSNeeUak97HiT4nADmfYO360lpaqOiQjRIiWPttw8wcDnbFTtejmaCqrJI8zCzuzFWF7B0axFhzFweOD1vrTEw9YkDzshH0aOVLL9YaOvv1xTazZEFSF63Y1aw4jLUIw8xepHvwA8rt2NsTq8sdWaxeZgqswIsBcC491r6c8D6upZInZJVZHB7QYWPx+eDfNu7RQjPDs3bMEnfAe0tuBv1rKfjxxxr4/3Uhq6OojlWqp0M1LNNGI5XiGlpLCx1BBsADcG1wcADr4vu5GxNsKC9FCYs1gZXjRTbXg8i3C9+XwxI9BuyoJJ6ipqFDJTRBxmF1BN7tY6EgA+/Hfa236vbGYmtpKKlzFVikqBGxUc2UXZ/lgG+2KitUlavbiIQbZYpXdvaIVsPK+Huwtj7caLr6GsllhJurSMVL95VJb3Hicedibk7NiIeTakUrD6scAkX2AhgfdgkbsVEcsoiSrrpFUCxkAgjJAvliCQxlrAajgBgGW7+9W1YbjadC5jABM0ChiviyKSW8cuvhitdKu7aVEY2lQSo4iAZlU3KqCSTbiACb5SNLnkLYOOIDbW6NPUZmydVKwt10XZe2uhI9ZddVIIOADO4ValRPHHxzsvZOvI2BPHQKY78cqJe/HEh0n7fElEsIH0sc7qgS5HVlJIiO/iT4aDvxP7M6F0ppVlgrZkkQ3U5F42I4eROLF0Zo8dNJSTMJJKOVoc9uKkK6nXX1X+GAznsbaE9Nf6OYjkLsAPYVIv42viS/vte9zDMTzvMfl1eNCbQrDmZbyCzHUzRKCAbadknjpbjhqJrFAX7RPq+kR3Nr98YJvlb8k92ACMO80/FaSo9jv8xHj7JvPV2stNUr/TkP8AYwdkqWOULI/EcKiI8BcggrwIOtvAjDymrGMbgSu73VgEMbMFNrWtoQe8+OAypWUVTMxc08uY6kiNyT53vgj9Eu3k2eD6TDUg/TerA59f0a3L/JNgxNPNl0SrJ05w34e4cPjhU4nU3IqmAtoWhN+HcL//AMOApu+m9a1lOscVJtA/SRsW9EktlDXa2mumKB0a7v1kO1qWWWlnRCzDO8bAW6thclhpy0ODhJUVCqOzUseZCQ34NyLDwPuxIbMkcscxly66OigeYKnXhgJC48MLHu2FgOdSTkbKATY2BNgTbQE8sQUNJMpISnp0BzX149rTQeGvmbYmdpMRE9lLHKeyDYnTgDyOKoafsr/B6glYxr13a4K2XjYm7EX7lwEoKWfW60qGwt2TpqfLguX23x6SKoBt1tMFFtOrOnD8K3/YxAvQgggURZiSAJKkc+PAk+qSffjusEStlFNFplNzOpIY5dCM1+JA8beVwlXWYAF5oCbj1kAHqked8xHsGOu26kLHGWbLmdRcKpFjrqz9lRYcfLnYYiKtMxRmho2Oc3+m/GuRfictvjiZqT/BwbugXLpB2joQMvA3HI4CCXaSZB9LVXzPa0S6kLopIXKPaRqGvbHIV2dkC+nsDZSwIVbaHMdASCHHAcraa4leuJDi1f2T3KM2p9Ui2nu5Y9mNhey1h15yDxHNvb7sB33eAbNIGmIYXCyPcC+tgOVrW1w13L41vf6bNf3Jb9Gww82QpGUETglWJ61wxFmUa2PO1xbS3ngK7276V2z9qVdPTOqpLOr2ZA2rpGLi/Lw7wcBoCSUC1yNeGvE9ww2SrkLhTCwB+tmSw9ga/wAMDiCTb5aQR1Gz5jEQGRlZWuQGGmQcQRre2HlPv/WU2m09nTRj+WgHWJ7QD2fecBd9vTOlPM0bIjqjFWk9VSAbFteAwM9g7ZAjGTboVD2/p6Zcylu0RmYhSLk6KLY476dJmz6hI0jqBlWRXdWpXfNlNwuViq2773xTNo76MD9FSsOJX6COEEDnlVGe1j9vuwFrrqqzFzvPdBqQkak99hle1+4WxGdG1ZNVT7Rq5Jnm6qlaGOSQWOVnLC4Hgt7fhYHW2t7qqpTqZJT1IOYRg9m/ebkknzODV0V7J9H2FNIQc1QssgtxtkyoB52v/SwFf6CKBZk2jCSdVKN3WcEKfPstiG2FvjVwyCj6mhjaE9Xdowuq6E5iGLHmSB7MOOg4lWrFJYMeqUkG1rtIl/Y7KfZiI6adkmOtWoAyrVxrJbucALIPO+vtwBJj3irtA1RQIPtBnNv6IgF/hh/sHazGpQNtGGqmbRYRCIwicXYMzZr6eN9BbmM77GrTExYQxSgC5EkecAeVxbFvi6SG6toxQUYZlKqY4gpBItmAsbnAaT2jVBRrm5G6qTz7+Hxwwh2iwc9mZ178iBffp88UvZXSfBLBEslNXCQABhDEzLcC1gwYMRh5VbwysCabZM5sLmSrIiAHeczMxAGtsBfaQ3GbMTfvIPy0xB7BiC120LfWaBj5mK1/cowOd8qjaMWzGrJq145WaMLBCAiIrHhwzkkC/EYk+gTaE9RFVz1EjSsXjQM3HsKdPZmGAte0kiaSRbKSW7YaCRgR7NCezy00xyMMIJZ/Ry12zkwSA2IN76njc/HD+pkkLvY1IsdMpisbG91ubgeB+7HmV3A41p1v2RGfG3lbTAR8dFADbLS8MwywSC2pscw8b4e06IFlyLDoEsEBj1uPWc8tBoO7HoVT30WsNmtwS1jzvwsPfxw7iJMcmYSG6Ds1Fgl+NiR52PlgIuOiYFrU694PpTXJ9+gGnxw4MHZH0cXrXt6Q3da9++w4fgnHxaRLg9TQ/Wsc/l+B7/Zjw0CnhHQWBH1r2Aufs8RfAe6mHQgRQMpuP48g2N83Hhxw82BCQxYxImYXJWUvrpoAdPaO7xw16gGw6qiJJIIzce1Y27PHLfTvGHux4LNmyQqCBrGb3Nhe2g0/VgJnCwsLANdpxK8Uit6rKwOttCCDry88UL0a5bRwWADEVkS6FcpuFUW7IGg8LY6dNO2J6ahjankMbvMqFhbgVa41B00wP935q6q7J2osLE2GeBO0Qgdu0FFrA88AQFooVIYRwhi4ZW9MIY5b2bsra9he3njssMZWwSitowBzyWKpk5AXsg/751zaO4u0EgaV9sysFAIWOOwN9BYiQC1j3YCg27VyGxqpzfvmYD+tbAaRdlX1v3OQ6G/UtY6FW7tbuefAm+JGs23TrTkCeLMdbJKsR9a5sSezz48de/Gal2aHXNNUyFvsi0nnqJD8scJNlxBrKtS3j1Vv1nAHmffOiTQ1EepOYNWsx4jlGG8dPC2I+fpD2Yp9eNrX1Bnfuta6C4uBocA47GkPqxze2MjHtN3Zj9Vh5r+s4A00fS1s6Eg5XNgyjJCQbEjKLu/cF92KVvBt2l2rtmkeNXiVpIkdnt2rOMpAHAn1dTzGKFNsaZfWjI/78MM1up5gj2EH9eA0xvbtZNm7RSrLDqagJBUC1yjKGeNx5rcEa8BggU8iuoZSGVhcEcCPDwxlOm3xlnqKU1WR4kkGcZfXBARma5NzlNtLDB82Kp2WywO7PRPYQOeMNzpG5+ybizHy0wFirNl0oIkkhhupuCY1JB7xpe/lrgdb5RF5JY4UVGcXKgC4W1utnNrRKeQIeRuC5bHBUNmFweI0I+YxRt+Y+og6uJNJGJOtjI+Uk5nJvooZmc8FU2ubWDNs+z1NV1Eb5wXWMPa1ySFvYE6X8cau2nTLTUAiTRY0RBbuW36sZn2fu5XSSCpjjyaiRXK5V0bslVtwuNBbUDBYpN9a2WNIq+jaMGRP4QosjAHtZlPqgqT2r2uRwwFB6Gp2NbJEDrNBIBfW7raRePHtLgi9L2xeu2QJbdunkLa2vlZsrj3kNgZbl7GqabaUbiJyYWLZRlDOADYIGYZsw7uRvgobZ3a2htTs1Teh07XIhiAbW4sZDcZz7gL+eAFG5Wy7nrGKiNxkD57BZOSOSCqlhwEilG4XudChuvu0kblkE1PKNXMFgV04y0smdSvLPCWB5ZRiA2PulVbGqusktNRuMsjoLr1d9esjNxYcfAag6EYLVLsGARgqWMI7UNmOaLmRFIO2FOnYvYDThpgJHZyz2XPJE694jKEjv9cgH2YrO3N4EqZ/RIjeFLmqlAJFlIvAlvWdjlzdyMebDDqvlNa7QJI60yWWd00ZzoeqVhqOzqzLwDWGuoGnTfXJTegQ0f0Sxq8i9UctgbKLEa/VN/LANOm7bxdYacaMzvM4sQcuiRZhe47IJAOtrGw4Yb9G3SbBsylMD08sjNIzsystrmwAsfADFK2MvXMS95H1JzR5ybgakl1+JxNV9HEiD6BWfn9EF/5xwFzfpV2ezOxhlVmYm/o8R0PIkS3Jvzw6XpS2bqLSWPL0fxBPCe2thgYQUUVrtDqT6pV/mr4+vs+H+Ty/nP2jgCnB0l7LsQcyjleB/IE5ZTwGJWl6Stl9W6+kqA4tYwSkcOYYm+APWUcf1CoHiJb/ANS2IzqdbZl+IHxGA0MN9tlmwNXS6A2HobWFyb+Pdh5T73ULCyVlFYKOFK3IAE2HAX+Y9ubJosvNT+Kb4MP9zwB1sl+ayD/hH7jgLqm+VCPWrKAsDqOoYam/DnrfErutvPTSz9TFUUjMwJVIUZWIC356WAF/LHqt2pBV0shXqzIjRh1tdkPWqLNcAg6YB3R1OY9uUmXQHIh8jAAcBqC+FjyWwsAOum6LPTUicc1ZELeeYY4bg7AgeMpNDHIrEZldM1yIadwdeFrnEl0t2EVEx4LWwMfIFj92O+7E4tlU2PXrr4CKNSvn2MBO71oBRygCwCqAByGZdAMZe3c4AmnQ2Gjm+p5aXHvBxqHfH/A5fHIPe6jGVNhTxmwkeUZRewcZT4ZSPvGAm6zeCe9hTkKCQCvWi9tL2EmmFFUzSatCw4AG7k+XbmGmONXOgLMojytawLHwB5ke7HenctrlS3LIbn3Zj8sB0BI49YPzf/7OPRnAXtO9u4tHw/2rDo5WtdKg9+pA93UnHOoip7G62/G1/wDL4CH2ksLJdJAH5WZb/wD5TfLFYnXU65u82+/FtqDSryT2qPvp8RW0a2ICyJER+KpN/E5FwEEDbGzo0SaGzgMsi9sHX1he2vEa6YxpLJfkBpyGNT9Ge80NdRxMGAljVUkjzcGUWDW/CC3HtwE5sqoEdoHc5kGVb27a8Va/flFj43wy2lsxauftXaBAAy8nNwclvsjQv9ohV5MMTElMpdJT6yZhoDz04WxA787UmjSGCndI56iURrIw7MYys7Me82QgeJwDzau3qSIlZJYg8eoX1ipA07K/Wtw89MULfnfl6qnlpKKlqJjMhQusL8/6PvOJuj2PPTQCP92ERU+v1EfMkkszMSXJJJJOpN8NKmrC3L7bncAXIh9GBPkAC2vlgIfcbd6GmieM7NqKuVwOtaZIVVRxCKskmYLfvGpA7hghw7u3S6yVVMzD1EmzBD3DMGX2DTHDo5lD0gcTJMGZiGHrjX1ZWsM0g5mw+/FrwFMqYa+lu5YV8A9ZWQLUBeeXIBHJpbslVJx82VtSlSkkeOePqMjMlnGZON0ynXstwBAI4csXM4gptzKB2LtR0xYm5YwoSTzJ044AW7r9KYSlVFoqqVjm6x41GUuxLOVyjTU6eAGKdv3VzbQqI5Y6CqVEjyZTG5JOdmLXVeebGgaOlSnrOrjVUSaEtlUWUNEwBIA0uVkW+n1cMd5IX9IBVJWVoxcqZcqEPYkqjAHsngO0fYMAA9l7PqIxcbN2gptbMisOfMmAn447yCuv2aPaA/GiZv8AlDng0Kr5r+jVIJZzc1EhFrgI1g/1kGo4qQQRzx9ps+gaOuW4UsVlkIBY2awIzdnsn2twscADxs6uLX9D2gQeXUMfd2MOo9j7Q5UNd7YnHyYY0LDTMKdrPKzkX9fMwN+ClgPjywyljn7qq34Lx+Vr99hf2+GAAVVsjaDCxpdpL+LDKfmxxEybC2pfSlrte+nk/ZxouemlHqx1RF+dUq+34/AYdUNPKSO3UAE85Y3Xhbja9uemAy3LuzXfWo6r8xJ+zi39H20azZrZv3OqZLljbqnHFbcch88aBrOs6hAvWE6BiJEVrC/aLWIN7A6d+IaQVAYDLLla5uawDQ34aXv5d41wFM2h0mVUyNH+5FSua1yEcnQg8Or14YqHR9siofbNNK1LOkasSWeNlHZRgCSRbkMF5qSoGuaYc7LWBjpe+jjLxNj7MTeyZZTJZzNpb1smU9nWxXx+7vwEwVOFj3fCwA86Zm/g1Nf+Xv7opD88Md3drRUs6xzlQszO6uxCqrCSZSCTpe0YsOdz3auum/SjhI5TH/hSY7buUkbluvjV4zdQrqGF2q58hsR+Fx8cBYt4qtJqFpI2DoxjKsuoI6xdQe7GWt3KlQcrMsYNrsQxJ10GkigW441XvPGBSOFFgMlgOGjrpjLG7lV1RBTrGY20WO4B88+vuwFmqtoRKvZquH1Q17/lVNx5DHI7ViOpjp2Pf1IJ97LIL4kjtOcqcjyg8uxIov4nrABiCm3gq7lZnitwsagE+0Z3+WA7CsgPGJQeWWliN/fS44vVR6hYgfOlhH/kjbHKkqxfR1Hj6UfkFAx6cZ2NpgSb37ZPnqzge7Ae1qgB2oVA/wBHi+/Z+IjahhJzoEPepAXu0yrFGBjttETD1Kh8uunWr90mICd31DE68bm9/PXXAc5nBNwoXwF/vJxZujWqqFr4lpnCyPmUBgCraFsjg/VJFr8r6Yq9sEroy3RqYq2hq5YzHE0xVM+jN9G5uFtounE/HAG3dveRaxHhkVqepQETwlu0htbMv2kPEMMQ/Slu/wCm7PtCCxQ5go9ZmFwLeN7g+BOHG/277u6VUDiKoiAyTcLcexMbawNz+ydeBNuu4+9yVLSQSoYKyInrYGPEm3bjvxU8fC/cQcAKqXeGgXJC+yaeGVVALS5CrMBrdnFgfbz1xP0UrcYNk0RB5hqe3hqGsfZi97f3HpasNnVc3PS4BtytYqdb3vzPebjVtzayhzxwzuYuPVMY3Rie5JQiP46q3hgLruDtecVUkFVTrHJMDIrRSIyKiAKqlEJEY5A3OY5u7BEJxnWCvrqeQmBaJH4Fo6eSItrezdWoVte8nzxaaTenb0g0ShHfdXzfk5sAVqio9ZQsjEfZ09zEgYaPtaOCwnkihB4B5hmPtb/1xQo6La1WPpaqSJbkEQosN+WjNmYjx7uRwMt9tlQib0enLVVQt2mZWMmUKDmBlbViOeigcOOAOq7Zgnr6UQTRygR1BORw38kNbHxw529S5plPVwG6Bc0krKeLEqFHHkb+fcMBr+50ps1fNJ9iAj8p14+xTgw7wtaoVjHSsoT1pXAceudAeWnHxPdgI99lRa3jpG4KuaZ2GXlox0Op4d+Oz0ig6rSLYsR9I1za5F7Hxuccg+bIAuzh3dq/J+HZ7wP0sc0IJJI2e3G3aI7RPaB05i2AmYKYLDNGoUnIezG7ZuY1Ym97ggHwxERU5HZalPO16s8wR2bnuPsvia2SnZkISnu2YAxtoxuxsT7dfEnFfOSQKRFRXA0LyOPXNgApXN2gDby0vgJFqQEm9PGbd8+hINtRfw+GPEGzkWxMEClfVHpBsO8293vw1mhCSBDHs9XGjguwIDkldLa5mzD/AL05xpGFzIuztc1iCzZgFzAg27lYnywFn6pPR1WyFR2QC/ZsLra/Ps/fiANOD60NFlBFs0l7Dl+kDp5YmNq5Y4EzCAWP1yQgORiSNPPTuviNaVBcZaDLdR63cSSNRxF1t54DiYFIKFaHISQbN9U2J/pXscPdhpEKjsdRmIbWN2voFA7PD1dPZhlNKi2CmgWxB17iLkge+2H2yKmPrrKaQkWA6sWfXifK3ywFmwsfL4WAo/S1Dnp4E+1UAW77xyDHzdpWkji7zkY37kqAxOvtw66RKgKdn34GtiX2lXA+JxAbO3h9GNAzlxAaaTOUiLlm6z6NeyCwBs505gd+Ave83+DSf0P664yNsuWQkKGbIBcjMwAHEmwdfnjWW3KjrKJnysuYIwVxZh21NiOR8MZT2CWUMyhzwHZlRP66tf2DAeJaJpZCsYaS3NeHtJZvnjvT7MK6PTyMef0gUfBTiUrJpJLBgRfjnrY/iIwtvaMM3oEj1dICOJOeVh+iLYBlNQG/Zgy+Blv8bjHh1WP1o478gWY/AG2OdZ1Y1Xqz4Krj+th3u1uvU175KaJm724Iv4zcB5anwwEdU1ecfxca2+ytvvxObo7i1m0CDBF9HezSubIPfq3koODLuX0LU1PlkrD6RKNcvCNfZxbzOnhgmMVjUACyjQKo+AAGAom5fRTR0IEkoFRMBcvIoyr+Kh09p1xEz73is25RU8JUxxF2YqQdRG/MaaeBPvw83z2lkZ0Lnt3ORlNyLj/FA5nAvxcrGOYOpwOuiaUSbdjYFzZJdXZSTaMj6oCgeAwGjzzBFwfd5YGHSHuuYylVE5haK3V1A4wa+rLa+anPC9j1d9QUvlJpns+Wx14Hl5eBx0lQEWIBB0IIv54Ci7k76iqZqaqQRVyAZ4dLP+HG17MtiDYE+Fxiy7zVZipZZFy3VbgNax8LkgXPfgH9LOwHpSGh+jiRs0ak6x87QS8cvMxEgqfVFsctndLQenSKvikkZOEsTAMRa3aBt2vEW4YCL3Z33qEqcs8iMgYm05yqNfrMsbOcGjdvazVLdiqpgvHq4ImDW7zJINV8ox54BNRVbHdy7jabsxubtDr8L471O+ccdK1Ls9JadJGHWyMxZmXW4vcheP1QL4C+9IvSBLUy/ubsvM8jErJJGdTyKIxsAB9Z727jzxKbg7lrRlImtI72eW3MAnKWOtog3qJxdrsbBccuiXdZViWQRlI2yt1j2zzaBgcv1Yvsr4XOa+l2jhMVSAGPbOYm1y36zYWLGwRQqgXbADCRanduWqljpFmpZpECStKqkAhiEyi7aEkXI5YUfTGKltaAl7WsrRvoL/bjvzOnd7cXPp0p82x5j9hom/TC/JjjM1LUGNlYC+U3sb2+BBHswGhod5akatsuqKHVSiQOLeBAsfO+OFV0j00LBalKqnYkNZ6SMXFhfvvwtcd+Kjur0prAwVkeNDxcWaxvrnTQSD8IZX7y2DHAaXa1L9KsM0bclYMB4qdGQ+YBGAqmzOlrZiizTvw/mxUX77KD4e7DOi3p2UxuKqlW5uc0E6k9okEktxBJYHke7Fa346GJIQ0tE/Wx/wAm57a6/VNgGHgbHzwP0WIP1UlNkcCxDu6kG3MAXHfqMAfavb1FUgl6mgmOmmax0zZTYuNQGNvacIbSp8yhDDfsWyBjbKCo0EmXQNp7b8jgHJsNDxSPXumf/pHHCp3eufo8gtxJdmHsvEMBpl6vrqdCGjZr3IkjvpZgOwCTfh388R3Ug5OshhYizECnlAv2Tcdjja2nh4G2cKnYQRMxlUOOWlvYxYG/sxb+iPZSVlR1dQ0rJcrlWZ1HqMw9Vh3YAwS1Fx1i9UoVQe1RSXHID1b/AFuGHWw6vPNZXi5WApnQ6atZmFtQT3cTiN2t0fU8cTGnkqopCVAZaqXmyg8XIOhtriibn1FTFtSlieqqJFeaoRlkkLAiIWU27739wwB2wsLHzAUfpROuzv8AToz7lY487GOSlpJkNidnp8Oqcn9I48dLD2/c891WD7onxH7CZnhoUXUHZqj+kYmH9n4YC772/wCCS+S/11xk3Y8pVSVllW2rLGvEDmWzC2NZbzQFqSRRxyryJ4EHgoJPDkMZzj6K64+rl9sc4+cGAhJ9qPYFzUqDzzn7zY4ZNHJUyKkPXTSHQKRc+wAn34ulH0XVSuOvXrE+yhlQ/lGmaw9mCZukktEOrp9kxoPrOKhy58zJTrfyzAeWAqu5PQmxtNtBrDj1CHXydtfcPfgt7MpSiLHTxJTQLpYr2iPBRot+9iTx0544tt2oAuaGUeckZ9+RjbFU3t27tZxlpI0pl+20csknsywMo9xOAvFdtOno0HWyBbnQMSzue5R6znwA+GB3vf0pJGGCs0XEZVymdvEXukK+LZm/BGKPX7ubSlLHrLFtHbqqsu/fmdqctb8EEL4YiU6MK1jxUk98dQPiYMBCbc3plqCwH0cbesqsxZ+4yuxzSsPwjbuAxcf7n2K+0me18sLDyzEa+5T78MoehzaDHTqvaZB84xi59Hm5G09lzSS9RBNnULb0nJbxv1Zv5YA1jHxjisJtXadv/h9P/t3/ALfHM7U2ryoKb/bT/wBHAVXpE2oRDPG8aOhJBjduybC5yN9SUDtADTW5UaEgDaKxhvoi2U/Vcar4EjQ+Ywet4d19p1jyuYIoWkTLdanMCLaLIjRZJFzcDYMt9CbDFGboQ2medN+cP7GAGWO9EhZ1ANiSLG19b9w1PlgifvH7T76f86f2MOtm9DO0YpFdupYLrZJyh/K6skezXuIwBI3DdwyLLLeRUW/XMDMy2sCkKm0ERtfM3bb61iNLDKS9Tr9Go4gevIB6uY/4uG97Di58LhqXsTYG1qdiq09IkB16uKdkYtfR3lMbu7d4a4PMYkUoNqhgwpqbNck3qmPHu+h9b8I5iBoMowE90m0+fZVYtr2hZvye192MvUO7s00IliyPdimQOA9wAdFNs2hHC514Y0pXptaeGWF4KJFkjaMkTyMQGUre3Vi+h78D2Hom2jFH1MdUgS5YmOMXJNvrEh+Q0vbACQ7Hnsv0T9pigFtcw4qRxB88OqGKtpzmiFREdWumZfVNiTa3A6a4JsXRLtEAAVTgA5gAF43vexl447L0UV/87mF737EfM3N/4TqDYce4d2AjNh9LO06cfwmIVEQVCxdcjAN6pzAWsbHiuvfiW2jvpsLaEdquGWCTkwTtJ+IyE6eBFvDHSl6KK5TpVyCyheCAWFwARnYEC50OGs3QZPI7OalEvyEQ7vwWA+GAqNZsqOJjJQbQhqUt/Fytkkt3BZBlY+IsfDHHZu02mJWNXVhqbWP9SI4uX7wUtv8ADIx4GI/t4dRdARA1rzm8INPf1mAHu3omKdsTG1+Gg5anNGMWfoIcCpXvMtv9zLiy1HQlIy5Wriw/zKj7zfE1uP0Xts+oSUVAlQMzMpjsQcjKLNn/AAjywFv2rJ9MRyCQkj/XD7sBfdmS+19mkfbqBfvIzg/EYNe3EIhqWPDKCv8ARH68AzYBy7ZoFH1aipX/AHsg+WA0YowseScLADnpxbLS078MtQNfONxz0xRth1skC0jLUUr9QIbxelKmaxqc4zE2uOsU92g9pH6Yt36itoVipY88glVrZgugDA6sQOeBZs/cza8cYQ0MjkXsTUxqPYM334Au0O/cRQGRqcMSeylZTsAL6AkyjW1r2GJJN54yQB1epH/iIfkJMBj+9jbfKgA85xb4TjHUbsbcPGgg9s3/ALjAFbbm8j9VmpY2kZXUuqNExKAjOqgSE5rcMSNHtl2jDtTyKTrkLx5gOWa7gBrcRcgd5wGaXdDbcTZkoaO578jW8e2518cOJd3dvNxo6PX8GL9q2ALzbbN7dUwHC1mJvy/iwy28b49SbWkBsIb+IY/sYCUm6G3P5jSexIP1490+6G3Abijph5Mi/wBSQHAEPYm+cwJiqKdxIGfNI8kSpbMSmUBsxGXL9XTW/fibj3mZvVjjcgahJgSPPs2HtwLItibeUZfQIG49oztfXx9JGPP97O2GN32dGbi3aqQ49zyvgCz+7sxGkCDW1nnVfuwy2JU1qvIskcJUySMJTUXzKW7ChApylVsp5dm/PA+p9z9qkAei0aLzDCFrDw7Bx3PRxtG/ZXZy+LUyf2VOAJR22+dkCIzLb1ZL8e7QHCrNu5AQyOGt2SELC9tL+F8DWPcHbCH6NtmjxWFV+Ud8OF3J2zf+M2cP9SDfz+j1wE9sHfx8mWriELoFHr5ixtq1gAFUnv1xMxb8Ux4uAfNQPeWGKVJuVtgZmV9mljyWHJ8Qg+OGZ3f3gXQR0Z8Q1r/pD5YAgtv3RcPSqcHuMqE+5ScR27O+LvGomMAKrZ5TMAsjDg0QUHsEXJJtY8L64rtPsveIaquz0JHHKL++xx0Gxd42JJloAfxAf+VgL5/fDFbV4b9wl+/Ljwd5Yub047r1Ci/hqMUdN1tuEgmfZ9+8wg/8vDhd1dsn1qjZvh/Bgf7AwEhT7zzrUuC1LJAzg5xUqWRLeoIxqX468DoTiefe2BeJOuvL7yPlirSbqbVYWM+z7d3UyAfBhiPPR5tEm/X0S/irMP7eAvab2QN6udj3Bbn54gtsbxVAqUenA6ooUdJQRlObN1ihfWNtMpI4cRfERH0eVfOWlJ8Ff7745v0bVZv9LCL9x+V4DbAXf++NbAhXHeSo+Fmx6beOIi4dR+MbfI3wPU6KqsaCpt/rmPzhx9PRNUse1WkDnrm9wMYF8BZ94duyFY2pqimEkb3KyFwjqVZSpKgkWJBB8MPaHebKiiVo3f6xjuF8lDakctTfFVbopqFt1e0pdO9F08hj5+9VUkWO0r/jUsbfE64C5Tb0LxS1hxDFQfdnww/vzUE5nUW4ZY3b2dltT5Yq46IZwb+nodb2NHHb549T9EczAD02MW5rSgH3h8B42pvHOaaqVn6yFhI0bejzrIASSFkzIEQKSACSbgcsDTYu0f8A/chAIKrXPlIN79ZLa9+BHDXF8q+hOpbT90iVI1Bjax9gktjzsHoQmp6qGdquNhFIr2EZucpuOJ7xgDUQcfMfb/8AdsLAejj5hYWAWFhYWA9YWFhYD4cIYWFgEcIYWFgPuFhYWAWFhYWAWFhYWAWFhYWAWFhYWAWFhYWAWPhwsLAfcLCwsAsLCwsAsfMLCwH3CwsLALCwsLAf/9k=&quot; 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&quot; style=&quot;height: 183px; margin-top: 0px; width: 244px;&quot; /&gt;&lt;/a&gt;Segundo o dicionário, ditadura é a tomada do poder legislativo pelo poder
executivo, traduzindo, aquele que rege as leis é substituído sumariamente por
aquele que deveria cumprir as leis.&lt;br /&gt;


No nosso mundo moderno, estamos sujeitos a diversas ditaduras, não só à
ditadura política, hoje exercida pelo partido no poder, tanto em municípios
quanto estados e federal, estamos sujeitos a diversas formas de ditadura.&lt;br /&gt;


&lt;a 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&quot; 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&quot; style=&quot;height: 173px; margin-top: 0px; width: 173px;&quot; /&gt;&lt;/a&gt;Costumamos utilizar esta descrição pela imposição da vontade de uns sobre
uma grande maioria, como é o caso da ditadura da moda, alguns decidem o que é
moda e a grande maioria segue, até mesmo aqueles que se acham
&quot;rebeldes&quot;, seguem uma moda ditada por outro alguém que também está
manipulando sua vontade.&lt;br /&gt;


&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;Quer dizer que você não tem vontade ou direito ? Não, você TEM direito a ter
vontade, porém não tem o direito de expressa-la, pois vai contra a ditadura, e
sabemos que, sempre que se colocar contra os preceitos ditados, colocamo-nos em
situação de perigo, pelo menos de isolamento.&lt;br /&gt;


Outra ditadura que está em voga no momento é a tecnologia, nós somos mais
que servidores calados, somos escravos e dependentes, sempre que a energia
elétrica falta, muitos problemas sérios são causados, mas, perder os alimentos
que estão na geladeira é secundário, como posso ficar sem televisão e sem
computador ?&lt;br /&gt;


Existem diversas formas de ditadura, algumas nos colocamos contra, sempre
com o receio das punições que sobrevirão.&lt;br /&gt;


&lt;a 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style=&quot;height: 172px; margin-top: 0px; width: 256px;&quot; /&gt;&lt;/a&gt;A rede de televisão Globo é quem dita o que nós devemos querer assistir,
felizmente eu tenho um estoque grande de livros, filmes e músicas que me
permitem passar ao largo desta imposição, porém as pessoas se espantam quando
digo que não assisti a um determinado programa, na verdade, quando digo que não
assisti a nenhum programa...&lt;br /&gt;


&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://fbcdn-sphotos-d-a.akamaihd.net/hphotos-ak-prn1/529580_355806011198263_1560192469_n.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;spotlight&quot; src=&quot;https://fbcdn-sphotos-d-a.akamaihd.net/hphotos-ak-prn1/529580_355806011198263_1560192469_n.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Hoje em dia temos uma competição por duas forças ditatoriais, de um lado, os
líderes religiosos, querendo impor suas verdades, vagamente apoiado por suas
crenças e suas literaturas. Do outro lado, um grupo (minoria) que quer se
colocar em evidência, e que tem utilizado as leis a seu favor, ambos estão
pisoteando o poder legislativo para ditar suas próprias normas.&lt;br /&gt;


Felizmente, ainda há formas de repudiar estas ações, não dando valor a elas,
deixando que os que desejam colocar-se em evidência sejam colocados no ridículo
por seus próprios esforços. Não podemos nos deixar dirigir por nenhuma
ditadura, porém, como é impossível colocar-se contra todas elas, a opção é
seguir nossa própria vida e deixar essas forças se digladiarem em vão.&lt;br /&gt;


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&lt;![endif]--&gt;</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/2909294010269869372/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2013/04/ditadura.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/2909294010269869372'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/2909294010269869372'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2013/04/ditadura.html' title='Ditadura'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-7895382744906612435</id><published>2013-04-07T06:12:00.001-07:00</published><updated>2013-04-07T06:12:11.996-07:00</updated><title type='text'>Teoria da Conspiração - Mercado Imobiliário</title><content type='html'>Ultimamente tenho notado um aumento significativo no número de moradores de rua nas imediações do Cambuci e Liberdade, que são os locais por onde circulo com maior frequência.&lt;br /&gt;
Vinha achando bastante incomoda a&amp;nbsp; presença cada vez maior desses &quot;moradores&quot;, e indagando, por que começaram a &quot;migrar&quot; para esta região, até ler um artigo na revista Carta Capital, que dá uma idéia dos por que, que eu não conseguia entender.&lt;br /&gt;
Lembrei de um professor, a muito tempo, que disse que o antigo governador de São Paulo, Orestes Quercia, se não me engano, que, para adquirir terras no interior de São Paulo, &quot;incentivou&quot; a instalação de prostíbulos nas proximidades das terras que desejava adquirir, isto aliado a outras ações de cunho administrativo como a não reparação das estradas, entre outras, acabaram fazendo que as terras desvalorizarem e seus proprietários acabaram vendendo suas terras por valores bastante inferiores ao de mercado.&lt;br /&gt;
Pouco depois, como que por milagre, as rodovias naquelas regiões eram construídas e duplicadas, verdadeiros tapetes para escoar produção, e, por conicidência, o novo proprietário dessas terras era o governador.&lt;br /&gt;
Assim como as obras faraônicas do ex-prefeito e ex-governador Paulo Maluf, que atendiam aos seus interesses, todas as obras eram para viabilizar seus trajetos e suas emrpesas, mesmo sendo bastante óbvio, os políticos e a polícia ficaram na busca do dinheiro desviado, que não era realmente relevante perto da valorização financeira obtida.&lt;br /&gt;
Voltando ao Cambuci, a reportagem da Carta Capital indica que o novo prefeito, Haddad, tem a intenção de transformar o centro em uma área habitacional para os &quot;sem teto&quot;, porém está esbarrando em um problema bastante simples, não há terrenos onde estes novos prédios possam ser construídos, portanto, a solução é encontrar uma forma de obter mais terras.&lt;br /&gt;
Aqui vem a grande jogada, fazendo com que os moradores de rua se mobilizem para a região do Cambuci, desvaloriza a região, os proprietários de imóveis vão embora, vendendo por ninharias suas residências e seus empreendimentos.&lt;br /&gt;
Para deixar a coisa mais clara, o prefeito está tentando estabelecer um albergue a duas quadras da minha residência.&lt;br /&gt;
Você pode dizer que o morador de rua também merece um teto e uma alimentação, onde vou concordar plenamente. A questão é, por que no centro e não na periferia ? Até pouco tempo atrás achava que eram os moradores que não queriam sair das proximidades do centro, agora vejo que é o objetivo da prefeitura coloca-los no centro.&lt;br /&gt;
Qual o problema do albergue ? É simples, vamos ver o que eles oferecem... Janta, banho, dormitório e café da manhã. Legal, né ???&lt;br /&gt;
Agora, vamos ao problema, o albergue estará apto a receber um número determinado de pessoas, porém nunca chegarão usuários em quantidade inferior à capacidade, muito pelo contrário, se couber cem, chegarão cento e cinquenta, o que acontecerá com os cinquenta que não puderam entrar ?&lt;br /&gt;
O que todos estes indivíduos farão até a hora do albergue abrir novamente ? Vão trabalhar ou ficarão nas ruas esmolando ?&lt;br /&gt;
Como você se sentiria, ao chegar em seu empreendimento e ter que &quot;solicitar&quot; que um dos que não conseguiu entrar a deixar sua porta para que os seus clientes possam entrar ?&lt;br /&gt;
O que você acha de seu filho chegar à noite da escola, faculdade, balada ou trabalho, e ter que passar por dúzias de pessoas que não conseguiram sua cama quentinha e estão cansados, com frio e fome ?&lt;br /&gt;
O que você acha da sujeira que estes indivíduos deixarão nas ruas, além dos lixos coletados nas lixeiras, os restos de comida e a inevitál presença de fezes e urina ?&lt;br /&gt;
Será que o objetivo da prefeitura é realmente nos expulsar de nossas residências ? Ou simplesmente são tão incompetentes que não conseguem conter esse mundo de sem teto que vem crescendo diariamente, quase exponencialmente.&lt;br /&gt;
Difícil dizer, apenas sei que, se continuar deste jeito, o centro será uma grande favela e a periferia será o local de nossas residências.&lt;br /&gt;
Ainda resta a questão, será que estão fazendo todo este movimento para os moradores de rua, ou estão preparando uma reurbanização do centro, com os imóveis em propriedade dos envolvidos, como fez o ex-governador?&lt;br /&gt;
Aliás...&lt;br /&gt;
O que foi feito da doação da prefeitura para a ONG do ex-presidente Lula ???</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/7895382744906612435/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2013/04/teoria-da-conspiracao-mercado.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/7895382744906612435'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/7895382744906612435'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2013/04/teoria-da-conspiracao-mercado.html' title='Teoria da Conspiração - Mercado Imobiliário'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-7404246797376445525</id><published>2012-10-10T10:05:00.002-07:00</published><updated>2012-10-10T10:05:35.205-07:00</updated><title type='text'>Eu desisto !!!</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
Neste últimos tempos tenho visto tanta coisa que não poderia ter sido melhor descrito do que na música de Taiguara, pessoas querendo compartilhar seu mundo errado, pessoas sem amor, pessoas egoístas, egocêntricas, querendo convencer que as crenças que elas mesmas não seguem é o melhor caminho.&lt;/div&gt;
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Taiguara vai buscar seu refúgio em um amor, é, talvez, o único lugar onde uma pessoa que não compartilhe desta globalização da estupidez humana poderá encontrar um refúgio...&lt;/div&gt;
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&lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;Eu desisto,&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: monospace;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;Não existe essa manhã que eu perseguia&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: monospace;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;Um lugar que me dê trégua ou me sorria&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: monospace;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;Uma gente que não viva só pra si&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: monospace;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: monospace;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;Só encontro,&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: monospace;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;Gente amarga mergulhada no passado&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: monospace;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;Procurando repartir seu mundo errado&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: monospace;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;Nessa vida sem amor que eu aprendi&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: monospace;&quot; /&gt;&lt;br style=&quot;background-color: white; font-family: monospace;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;Por uns velhos vãos motivos&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: monospace;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;Somos cegos e cativos&lt;/span&gt;&lt;br style=&quot;background-color: white; font-family: monospace;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;No deserto do universo sem amor&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;
&lt;b&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;&lt;span style=&quot;color: lime;&quot;&gt;Vamos mudar este universo, esperar por intervenção divina é fácil, arregaçar as mangas e mudar a si próprio e o seu próprio crescimento pessoal, intelectual e espiritual, para isso é necessário o desejo de ter uma vida digna...&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-color: white; font-family: monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/7404246797376445525/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2012/10/eu-desisto.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/7404246797376445525'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/7404246797376445525'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2012/10/eu-desisto.html' title='Eu desisto !!!'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-1903823119718404983</id><published>2012-10-01T16:17:00.001-07:00</published><updated>2012-10-01T16:17:15.238-07:00</updated><title type='text'>Pensamento - Adrian Rogers</title><content type='html'>&lt;br /&gt;
&quot;É impossível levar o pobre à prosperidade através de legislações que punem os ricos pela prosperidade.&lt;br /&gt;
Por cada pessoa que recebe sem trabalhar, outra pessoa deve trabalhar sem receber.&lt;br /&gt;
O governo não pode dar para alguém aquilo que tira de outro alguém.&lt;br /&gt;
Quando metade da população entende a idéia de que não precisa trabalhar, pois a outra metade da população irá sustentá-la, e quando esta outra metade entende que não vale mais a pena trabalhar para sustentar a primeira metade, então chegamos ao começo do fim de uma nação.&lt;br /&gt;
É impossível multiplicar riqueza dividindo-a.&quot;&lt;br /&gt;
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É um pensamento bastante simples que nos leva a pensar por que os governantes agem de forma contrárias à razão...&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/1903823119718404983/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2012/10/pensamento-adrian-rogers.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/1903823119718404983'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/1903823119718404983'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2012/10/pensamento-adrian-rogers.html' title='Pensamento - Adrian Rogers'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-8154415625868088453</id><published>2012-09-22T14:40:00.000-07:00</published><updated>2012-09-22T14:40:51.170-07:00</updated><title type='text'>A Caverna de Platão</title><content type='html'>Segundo uma parte do brilhante discurso de Sócrates no livro A República, de Platão, há homens em uma caverna, assustandos pois não conseguem identificar as sombras e os sons que chegam até eles, vindos lá de fora, com isso, escondem-se mais fundo em suas cavernas, até se sentirem confortávies, longe das sombras e dos ruídos ameaçadores.&lt;br /&gt;
&lt;a href=&quot;https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQyoSemdg5brJESiEWJpwNBnLPbQkoBWU4wWYnsSD6W_s0HMPVy&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;rg_hi uh_hi&quot; data-height=&quot;210&quot; data-width=&quot;240&quot; height=&quot;210&quot; id=&quot;rg_hi&quot; src=&quot;https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQyoSemdg5brJESiEWJpwNBnLPbQkoBWU4wWYnsSD6W_s0HMPVy&quot; style=&quot;height: 210px; width: 240px;&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;Alguns dos que lá vivem, resolve ir mais para perto da entrada da caverna, para tentar entender o que seriam esses sons e essas sombras, para muitos deles, as sombras não são meras sombras, são manifestações da realidade, tão concretas quanto eles mesmos, e isso lhes causa um grande medo, por isso, os que tomaram esta decisão são agarrados à força, para não se aventurarem a lugares perigosos e, além do mais, acabar mostrando às sombras a localização dos demais moradores das cavernas.&lt;br /&gt;
Desses que tiveram a coragem de chegar à borda da caverna, a grande maioria fica com medo e retorna para a segurança do fundo da caverna tentam trazer à força os demais, pois realmente não é seguro ir mais longe do que a entrada da caverna, eles perderiam a vida se seguissem em frente.&lt;br /&gt;
Depois de muita luta, alguns poucos conseguem se desvencilhar de seus companheiros e seguem vigorosamente pela saída da caverna, onde enontram uma densa floresta, se maravilham com esta nova descoberta, descobrem cores e, principalmente a luz, mesmo que fraca, já é possível vislumbrar árvores, animais e rios.&lt;br /&gt;
Uma parte destes exploradores sentem-se satisfeitos, descobriram que há outras coisas além das cavernas onde viviam, não conseguem identificar todas as sombras, mas o simples fato de acharem algumas semelhanças, alguns sons, torna-os sábios e felizes, já encontram-se fora das paredes frias das cavernas, estão livres e conhecedores de &quot;toda&quot; a ciência.&lt;br /&gt;
Alguns ainda insatisfeitos continuam em sua busca, não sem antes enfrentar a ira dos companheiros, que, ao exemplo dos que ficaram nas cavernas, alegaram que é perigoso sair da segurança das floresta e se aventurar em caminhos desconhecidos, afinal, argumentam eles, já descobrimos tudo o que havia para ser descoberto.&lt;br /&gt;
Após uma nova luta, os exploradores conseguem seguir em frente e encontram uma savana, vêem o sol em sua intencidade, os animais, os rios, conseguem entender os sons, as sombras, realmente descobrem o que está à sua volta e agora sentem-se felizes.&lt;br /&gt;
Alguns desses descobridores resolvem voltar às cavernas e, de lá trazer para a luz e suas maravilhas, seus companheiros que ainda vivem no infortúnio da umidade e frio das cavernas.&lt;br /&gt;
Não há de ser diferente, quando chegam às cavernas e contam todas as maravilhas que descobriram, são tratados por loucos, amarrados e &quot;cuidados&quot; para que não tentem novamente sair para os infortúnios do mundo exterior.&lt;br /&gt;
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Assim são as pessoas e suas crenças, vivem no fundo de suas cavernas, acreditando que lá é o único lugar seguro onde se possa estar, enfrentam vigorozamente todos os que ousam sair pelas verdedas do descobrimento, tratam por loucos todos os que mostram que há mais vida e luz fora das cavernas.&lt;br /&gt;
Pessoas que vivem em suas cavernas, fundamentadas por suas crenças e seus medos das sombras, não querem sair e evitam a qualquer custo que outros o façam, alegando que são loucos e precisam de cuidados.&lt;br /&gt;
Quem encontrou a luz das savanas, não deve voltar às cavernas, para não ser preso em suas crenças infundadas, seus medos sem sntido e suas argumentações equivocadas, viva na luz e no prazer da liberdade.&lt;br /&gt;
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É claro que também há aqueles que, após descobrirem que há vida além da caverna e, posteriormente, encontrar vida além das densas florestas, resolve continuar procurando vida, vão em busca do intangível e criam novas crenças e novos temores.&lt;br /&gt;
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Vivamos na realidade, ela pode ser muito bela e cheia de vida para quem não vive se escondendo.&lt;br /&gt;
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O texto acima foi desenvolvido por mim, com base no que li e entendi das explicações de Sócrates.&lt;br /&gt;
Pode ser que eu tenha entendido mal alguma coisa, mas pelo menos caminho em busca das luzes das savanas...&lt;br /&gt;
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Encontrei este blog com o texto e com uma ótima explicação...&lt;br /&gt;
&lt;a href=&quot;http://paradigmadivino.wordpress.com/2011/05/18/o-mito-da-caverna/&quot;&gt;http://paradigmadivino.wordpress.com/2011/05/18/o-mito-da-caverna/&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/8154415625868088453/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2012/09/a-caverna-de-platao.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/8154415625868088453'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/8154415625868088453'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2012/09/a-caverna-de-platao.html' title='A Caverna de Platão'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-50130568646957060</id><published>2012-08-19T08:16:00.002-07:00</published><updated>2012-08-19T08:16:58.180-07:00</updated><title type='text'>Claro estupidez Ltda</title><content type='html'>No começo deste mês liguei para esta companhia para trocar o meu aparelho, como é um sistema único, só eles fornecem. Pela internet não foi possível efetuar a compra, pois haviam pendências na minha conta. Achei estranho, liguei para eles e me informaram que havia uma conta em aberto, o mais divertido é que esta conta em aberto venceria dali a UMA SEMANA, não é D+ ???&lt;br /&gt;
&lt;a 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&quot; 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&quot; /&gt;&lt;/a&gt;Aguardei pacientemente o vencimento da conta, tentei novamente fazer a troca do aparelho pela internet, novamente não foi possível. Liguei novamente para a central de atendimento, depois de vários pedidos de espera, e a insistência de que eu utilizasse o sistema pela internet, me informando por diversas vezes que o sistema não acusava nenhuma pendência, foram passados aproximadamente quarenta minutos, depois de muita insistência minha, a atendente finalmente me informou que o sistema estava fora, achei engraçado que até agora a pouco ela me informava que eu não possuía pendências.&lt;br /&gt;
Tentei pelo atendimento on line, nova surpresa, depois de passar todas as informações para a aquisição do aparelho, a atendente informou que eu deveria enviar por FAX uma série de documentos, inclusive uma cópia AUTENTICADA do meu CPF. Interessante enviar uma cópia autenticada por FAX...&lt;br /&gt;
Vou tentar novamente pela loja física, quem sabe lá o povo não seja tão ignorante, o que eu duvido, mas vou tentar todos os caminhos legais para recuperar o meu telefone fixo.&lt;br /&gt;
Se não funcionar, tudo bem, um telefone a menos para me incomodar durante a noite !!!</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/50130568646957060/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2012/08/claro-estupidez-ltda.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/50130568646957060'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/50130568646957060'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2012/08/claro-estupidez-ltda.html' title='Claro estupidez Ltda'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-7838059567364180495</id><published>2012-08-15T13:37:00.001-07:00</published><updated>2012-08-15T13:37:33.464-07:00</updated><title type='text'>A política atual na visão de Platão</title><content type='html'>&lt;a href=&quot;data:image/jpeg;base64,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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;rg_hi uh_hi&quot; data-height=&quot;102&quot; data-width=&quot;102&quot; height=&quot;102&quot; id=&quot;rg_hi&quot; src=&quot;data:image/jpeg;base64,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&quot; style=&quot;height: 102px; width: 102px;&quot; width=&quot;102&quot; /&gt;&lt;/a&gt;Estou lendo, já faz um tempo, A República, de Platão, uma discução muito bem elaborada sobre vários pontos de vista do filósofo Sócrates diante de uma sociedade ideal.&lt;br /&gt;
Quando li este texto que transcrevo a seguir, vi que trata-se da forma que nossos políticos atuam, e, pelo visto, não é uma coisa recente...&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;a href=&quot;https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcRXlaenLlCdxQ9TQMmvW97GkpESTB0ZjNrIgwx1yIxdZ2a4QSX3VQ&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcR1GhB8BNcFkZuGTIBmWsW2MfFte1P-Y388yq_YrrDhU5cq7bCJyw&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;rg_hi uh_hi&quot; data-height=&quot;224&quot; data-width=&quot;225&quot; height=&quot;224&quot; id=&quot;rg_hi&quot; src=&quot;https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcR1GhB8BNcFkZuGTIBmWsW2MfFte1P-Y388yq_YrrDhU5cq7bCJyw&quot; style=&quot;height: 224px; width: 225px;&quot; width=&quot;225&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&quot;O tratamento que os Estados dispensam aos homens mais sábios é tão duro que não há ninguém no mundo que sofra outro semelhante e que, para criar uma imagem, aquele que pretende defendê-los é obrigado a reunir os caracteres de múltiplos objetos, à maneira dos pintores que representam animais metade bodes e metade veados e outras misturas do mesmo tipo. Agora imagina que algo semelhante a isto se passa a bordo de um ou de vários navios. O comandante, em compleição e força física, sobrepuja toda a tripulação, mas é um pouco surdo, um pouco míope e possui, em termos de navegação, conhecimentos tão curtos como sua vista. Os marinheiros disputam o leme entre si; cada um julga que tem direito a ele, apesar de não conhecer a arte e nem poder dizer com que mestre nem quando a aprendeu. Além disso, não a consideram uma arte passível de ser aprendida e, se alguém ousa dizer o contrário, estão prontos a fazê-lo em pedaços. Atormentam o comandante com os seus pedidos e se valem de todos os meios para que ele lhes confie o leme; e se, porventura, não conseguem convencê-lo, e outros o conseguem, matam estes ou os lançam ao mar. Em seguida, apoderam-se do comandante, quer adormecendo-o com mandrágora, quer embriagando-o, quer de qualquer outra forma; senhores do navio, apropriam-se então de tudo o que nele existe e, bebendo e festjando, navegam como podem navegar tais indivíduos; além disso, louvam e chamam de bom marinheiro, de ótimo piloto, de mestre na arte náutica, aquele que os ajuda a assumir o comando, usando de persuasão ou de violência em relação ao comandante, e reputam inútil quem quer que não os ajude. Por outro lado, no que concerne ao verdadeiro piloto, nem sequer suspeitam de que deve estudar o tempo, as estações do ano, o céu, os astros, os ventos, se quiser, de fato, tornar-se capaz de dirigir um navio. Quanto à maneira de comandar, com ou sem a aquiscência desta ou daquela facção da tripulação, não pensam que seja possível aprender isso, pelo estudo ou pela prática, e, ao mesmo tempo, a arte de pilotagem. Não acreditas que nos navios onde acontcem semelhantes cenas, o verdadeiro piloto será tratado pelos marinheiros de indivíduo inútil,&amp;nbsp;interessado apenas em observar as estrelas ?&quot;&lt;/blockquote&gt;
Qualquer um que esteja acompanhando, mesmo que de longe, a farra que o PT e os políticos a eles ligados estão fazendo em nosso navio, pode perceber muito bem qual é a pervercidade que assola a nossa sociedade&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;a href=&quot;https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcQzNgsAwsPs6zLBAI-NzPxTkQj64_877A1POcZEmr0EWjxe8QiTrw&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;rg_hi uh_hi&quot; data-height=&quot;205&quot; data-width=&quot;245&quot; height=&quot;205&quot; id=&quot;rg_hi&quot; src=&quot;https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcQzNgsAwsPs6zLBAI-NzPxTkQj64_877A1POcZEmr0EWjxe8QiTrw&quot; style=&quot;height: 205px; width: 245px;&quot; width=&quot;245&quot; /&gt;&lt;/a&gt;&quot;Acrescent que não estavas enganado ao afirmar que os filósofos mais sábios são inúteis à maioria da sociedade, mas faz notar que essa inutilidade é devida aos que não empregam os sábios, e não aos próprios sábios.&quot;&lt;/blockquote&gt;
Enquanto o governo estiver mantendo o povo ignorante, o povo irá considerar os estudiosos inúteis, ociosos, improdutivos e dispensáveis&lt;br /&gt;
&lt;br /&gt;
Faça a sua parte, vote consciênte, ou ANULE o seu voto, pois não há candidatos que mereçam estar no comando deste navio.</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/7838059567364180495/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2012/08/a-politica-atual-na-visao-de-platao.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/7838059567364180495'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/7838059567364180495'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2012/08/a-politica-atual-na-visao-de-platao.html' title='A política atual na visão de Platão'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-3848618072561191631</id><published>2012-06-26T08:05:00.000-07:00</published><updated>2012-06-26T08:05:00.103-07:00</updated><title type='text'>Real aumento de consumo</title><content type='html'>Vemos que as mídias, compradas pelo poder executivo federal, informam com grande alarde que o consumo do brasileiro médio aumentou devido ao &quot;real&quot; aumento de renda da &quot;nova&quot; classe média brasileira, é uma verdade parcial, pois este aumento de consumo vem se mostrando pernicioso não só aos próprios consumidores como também à toda cadeia produtiva, já que estão sendo incentivados grandemente a aumentar suas produções para atender a esta forte demanda.&lt;br /&gt;
As pesquisas mosrtam que a intenção de consumo aumentou em 4.8% rem relação ao ano passado :&lt;br /&gt;
&lt;div&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;a href=&quot;http://www.brasil.gov.br/noticias/arquivos/2012/05/22/pesquisa-mostra-aumento-na-intencao-de-consumo-das-familias-em-maio&quot;&gt;http://www.brasil.gov.br/noticias/arquivos/2012/05/22/pesquisa-mostra-aumento-na-intencao-de-consumo-das-familias-em-maio&lt;/a&gt;&lt;/blockquote&gt;
&lt;/div&gt;
&lt;br /&gt;
O que as pesquisas mostram, porém não são divulgadas, é que a inadimplência também aumentou, em relação ao ano passado, o aumento foi de &quot;apenas&quot; 21.4 % no mesmo período :&lt;br /&gt;
&lt;div&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;a href=&quot;https://conteudoclippingmp.planejamento.gov.br/cadastros/noticias/2012/6/16/inadimplencia-do-consumidor-aumenta-6-2-em-maio&quot;&gt;https://conteudoclippingmp.planejamento.gov.br/cadastros/noticias/2012/6/16/inadimplencia-do-consumidor-aumenta-6-2-em-maio&lt;/a&gt;&lt;/blockquote&gt;
&lt;/div&gt;
&lt;br /&gt;
Não é interessante quando olhamos todas as informações, ou pelo menos olhamos além das informações que nos são mostradas pelas agências oficiais de notícias ?&lt;br /&gt;
Eu já havia postado anteriormente sobre a inadimplência na compra de automóveis, com a &quot;baixa&quot; do IPI o governo coloca as montadoras em situação complicada, forçando-as a oferecer mais veículos e depois ter maior índice de inadimplência e de devoluções :&lt;br /&gt;
&lt;div&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;a href=&quot;http://agenciabrasil.ebc.com.br/noticia/2012-04-25/banco-central-registra-aumento-da-inadimplencia-em-financiamentos-para-compra-de-veiculos&quot;&gt;http://agenciabrasil.ebc.com.br/noticia/2012-04-25/banco-central-registra-aumento-da-inadimplencia-em-financiamentos-para-compra-de-veiculos&lt;/a&gt;&lt;/blockquote&gt;
&lt;/div&gt;
&lt;br /&gt;
É claro que as montadoras não tem prejuísos, e fazem suas próprias estatísticas sobre os números de automóveis vendidos, mas onde vamos realmente chegar com estes números tão maquiados ? Para que tanta destreza em prejudicar a população ?&lt;br /&gt;
Ignorando-se as divisões de classes&amp;nbsp;que foram estabelecidas, com as quais não concordo e já postei a respeito&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;a href=&quot;http://marcio68almeida.blogspot.com/2012/05/classes-sociais.html&quot;&gt;http://marcio68almeida.blogspot.com/2012/05/classes-sociais.html&lt;/a&gt;&lt;/blockquote&gt;
Podemos ver como estão gastando seus rendimentos :&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;a href=&quot;http://www.istoe.com.br/reportagens/195047_COMO+OS+BRASILEIROS+GASTAM&quot;&gt;http://www.istoe.com.br/reportagens/195047_COMO+OS+BRASILEIROS+GASTAM&lt;/a&gt;&lt;/blockquote&gt;
Ninguém ensina a guardar, investir, ESTUDAR, cuidar da saúde, etc.&lt;br /&gt;
O que o governo ensina é gastar para manter a economia aquecida, investir em bens não duráveis como casas, viagens, etc. Estudar para que ? Já que os coitados dos professores são levados a passar analfabetos até que cheguem nas universidades. Cuidar da saúde para que ? Estão sendo criados sei lá quantos hospitais, AMAs e outras sopinhas de letras que me recuso a tentar entender.&lt;br /&gt;
&lt;br /&gt;
O povo infelizmente continuará sempre sendo massa de manobra.&lt;br /&gt;
Abra o olho, VOCÊ faz parte deste povo !!!</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/3848618072561191631/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2012/06/real-aumento-de-consumo.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/3848618072561191631'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/3848618072561191631'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2012/06/real-aumento-de-consumo.html' title='Real aumento de consumo'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-2476413802457015842</id><published>2012-06-05T15:24:00.001-07:00</published><updated>2012-06-05T15:24:39.772-07:00</updated><title type='text'>Diversidade</title><content type='html'>Esta palavra nos leva a uma variedade substancial de opções, vamos nos ater a algumas delas :&lt;br /&gt;

&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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CCERB8eho+lEBAmdhZW1hSIRAAoDMDg4mQkgBpotlttCImOp0tak93Ub84eMBaPGoglbZMGVWrNFV2zRFVt01RZesYdXbKFlR8mSI7TvDiy9f1TlGZDYOviGBo62iqWIfQKLoceSpXdggVwiDMPGEGUooiYXawB4C4LqwXICRHGhPr/l8eff2zz1BRy/QOVsklmbyloOHrrwfW98kSgqI/CTdGkFRZRiSMoYkjIy/xNYEmu3JjBmDe9zpzb95bt3VH0Ka9EUnDMUzdxRZQrO3IFlKJxQOPsVjl6ptUNiahbq6/iaao66gqUsxXCLyLIk11wncLaw7M0kcwPZ0khyd+c6e4F7CPj35MYW8fVHyV1niT2XkF0XYN2XQdcV0HUZdFwCHZdyOi7ndl6Bd18AbYdBwwar96Rz5oH6o9/e+tKf997+QDt4HWq+B9d3ATZyLXfqFnL+0dzph8HIrdyBK7yxa9SGg4T4EjO2Kk/t6FO7zvIjRfWn/mXznpX0z5VYd8TX7PFle3TJGp63lMyaiqdMheOmwhG5o1XhalLYqrmaEJHnQNDUcKoCy5KTeRIMlYYkUXB0JopMNXn96YYmtkzBkMk4KpXR7xcaDRyNmiaTCo0GOI3M1ynxXJpIr2gZ7JIaFAAHo/LpAA4ABg7QCAyFnIsnICEagGHQdD6cLOaoglx1UmSsUrrajQXDltCkJTxjCS044muO+Loj+o/74B1YprxJY96YzjeicPWJLG1cXR1LXcGUR3nqGMDIWSIniijKQdHZXCWLo6CxZDkoJgwtQBE1FE4ATXdB/EKANXgSg8t3PfyDX2aeefk3eakRubXG4O3snbx49oE3TfljWE6CJEixFNUsWQWGWkyXpEi8OFtZJTK1S209av8ee3TJmVi3RpYD5bu+9LYntemMr2W7dXt0yRFb9KXXXYllc2haWzCm9A8r/cOqwLAmMKJ2D8itHQJdI19bJ9DVclSVkCiGYBWSFCm6rpJprafbmyjWJqK1mWRvI3gHYHkTIH8aBOcQ6R1iyz3kviv4vquI7ku44VvwvvtQg7egiYdJ4w8huq/ktJ6Bd54GLTuUoRPqqcuVJ761/OTHQ5fetg/fT6k5Tuw+n9N7DgxcABP3oWYfwc8/Tph6FBq6Rqk/xK3eklTuqsp2TaX7bckde2LHGd/5/55j/bdKbjgT647Eij26Yg3vswTnTcXT5sJJU+G4wtmp8rSpHPVCQ4oi8qPoRhhFjaRKSRwpnEhCkxkkDg9OJDFEkmBpWXlTi1CjU9hsvmjUXlTEVquQDDqWw2YopHSZEMumVLbV//Bnr33xG08zxGwEhMrBIlAkHJpMpPK4OCqdzObBCRQaX0ITaBgSH0cZkZjK1a5mnb/HVLjHUjJtDe9z/ktYU58DS1PGVsa5qjCKqqfxzBBDhcRzAMCjsFQ4moqB+BS2jsK28uQlDGkJQGlwbF/rnkPPvfanl9/+69u/y+zc86RAn1Raa+c2Hzpx+fumwCBPUwtxYxAvgmUWk3kRkbaWxI9yVNUSU6vU1qMJjNliS67khiW24i/b+RTWyqew9tmj+1yJZXts3hya1hdNqPNGlf5hhW9Q4RlQO3sUljaRroGnruKoKumKMpI0gRNHKdpymqmG4WimOVsJtmastRnv7MB4B2AFM6BkCcQ3kVVHca1n8L1XcP3XUL3X4D1XCGMP0qcfh8YeQHRfAi2nYS2nUJ2ncD3HGIMng0eemXjig7H7f1my+LS04xK9/Ty29yIYuARGLoOpm5iZh6C9D5GGblLbz3Cq98sr19Vlm8bUpi2544zvuOI77sTuvwkrseVMbDgT647omi2ybC1ZNBfPWYqmzYWTKlevxtutc7fLrVUseRDHtsHI2hyiGGJKcBQWlSOhccVoMgMJ0bQ2d+/4ZHEq7Q9HlXa7UK+35OcbfD6mUoFkUAEGztfJrzx8s7ar+Vs/fKmptx0OYagCDkDBc7AoMoeNhIgAhoDjIQyZBpBkIsfElBdKzKUqV53S3ar29hoKJ+zRJWd8zRFdc0Y2HOF1Z2jFUbLsLFlyBBfM+VOm/PHPwGrh6mpYmjKlvU6oi2MZJhhOhCFJILo4BwbRmCI4mozEs+A4ARwnpwv8DGkQAIk73Pv0S++//LP/OnDm0Vfezbz8xl/yE4NCdWJy+b7Nu57We7oU1mYip5giCNPFMZ68FMcs+GdY0RVXctMSW/WWbnlS6+7k2qdD9k9aK2tk1hKeMYemjcFJbcEehW9Q4uoV27sVtk6FqVWsb+SoKinSFEmaIKvSNH0lzVxLczTQ3O2Qux1jb0Pa2zGuLrR/FBZcyk3uoquOY5tOY1rPYTovYfuu4gZvwnuuUCYfYex9FNN7GTQcB43Hkc0nUE1H2cNnbBsPDz/x6/mv/Dm6+5yw8yKz8yKh8xJi4AoYvQom7kPuvR+aup8yfB+l7Syt6oi0cltTtmYsXbclN1zxLXdsyxPf9cT/fVju1JYruemMrdsjq7bQsiW4z1o8Zyma1vmG9YEBk79X42oW6lJkQQBBNQGcGE8Ts0UqocJApPMhlhBP5+DpnLxwIlxe6Sws5mu1gXj8vieeWDt6tGN8zBkqBhC2f2bsxhMPYpmkpt72p5//OkPMB2h4XjhU1dy0e9ex2dUVMoNNorOIVCYMS0NRZBSRR2SMy+1VUkutxN6izxt1RJYcsVVHdM0RXr8DyxFc/O+whhWunjuwOKoYRxUk8RxokhyG5WBJPCSaBgAGAAxAEHPQnFyCFE+3kPh+c6Dp9tOvfZDJdE7tp0id+w5cfOWdvx24+1FHQeve5StL+x8WGys4ijhFUEzk5FMExVReEZ4eoPCjXFWl1Nwms/d+CmvbElt1JdZdidUsLGd8yRZZyPZVhuJJY3DKVDKVhSX3DgjtXTxzi8TQJDM2ivR1LEU5URwjSOM0fSXX3UxzNtK8bRR/N9HbiXR05Do6Ud4+RMEEIraBqjxBbD5HbL+EbjuPaD+P7r6KH7qFHbqJG7wP2XUBNBwHtUcQzcewzccxDYeM+263P/j2wvN/T5/+AbvzPK3zEmvPbdB+Nnf0es74DcTULfzULeroVXrHvbSqI8zYmrps3Vi6YkutOxPr3tiWP7bti/2vsP7VbdFTuutO7bgT287YpiO8bgst24r3WYvnjHljxrwRk79P526Xm6tZ8hCW6YRBSgxJxJcZ+DIDisigsMUkphDkougCaUVzq9kXoIvFwXT6x+++u3L48Nn7bzzxjf+4+vADT37t2ZKyJMChAAq2e/L4jUcf2be1efORxxY3t89dvrZz6CjIgYNcBApHxEEsgOfhuSautlhkTgkNlUJLo8Y3ZA3NOaJr9si6I7xuD605SpbtwSVHcNFVfAfWns/AqmZpSsnCQro0n8C2EugaOI4rlJvrm7qD0dL8YMzqK7J6w2Zf0l3U5I/1LB+69fJb//XA0z805pcBkqhxcP4n7/7lm997v6FzeX79cs/EXQxpEZ7pZMuK4ZCRJiigCwu1tnqKIMxTV2VhaQOT9tiqO7VjjW3YoyuO2LIrsexOrmRhGYNT+qIJbcGYrnBcXzSuLxpX5w1J3T08Syvb0MhX1wo1NXxNNV2RJkjjRGWKYavj53VQvc2UQDuU143xd8LcnbneHnT+KCY8jy47iGs4Q2q/TOy8hmy7mNtyDtFxCdV7Dd13FbSeBjWHQPWB3NqDqMZDtM57xKOXKs59f/LpPzZdf5s/eC23/gSm/xp2/DYYvQHGb+ZO3cLuvUXec5XRfYZdd4Sb3OCXLOjL1s3pVVtq3ZVY98W3s7D88YP/Nixver+ndNeT3HHFt5yRDXtozR5cspcsWAunTfljRm+/1tWhtNYLNKVUUSGeZcGQRBS2lEgXwnF0PJWLhpgASSCxBcWpdCASkxgMWqfzxpNP5ieTMqvJWpg3v7U2Oj+dS8SiaSQSj2PyeS4/cHtycUmmM4BceCSZ7h8Zg6GwFAYbi4NyUQSAoaPpKprUw9WE+Pq0wFyv8vQZCqfskVV7ZN0eWsvCcgQXXcWLzuJZc8HE58JiyEI0SR6SosGQFRiSyBWIPvbkV77z/Z+88N0ffv0733/hB28+/a1Xn/jKq48885M3P8z8/PeZ77z5+2defmv39I3999784Vu/e+XtP95+/Hvf+dEfDp16fHj+ZPvQdl3nUkG8p7lv0+ipI3PzKIISnrryM7DWnKn91tiGObRojy5lYbkSy9bwvL5oQpO/R1swpi0Y0+SPqgLDMk+v0N7BNbdwjA0seRlbUc5SltEVaYoqTTVWMZ2N7Lx2sreVGOjA5XXBA105vp7cvAFcaJqYXifUnsA1nSO2X8G3X0G2XcxpOQeaz4LWM6DlFKg9CmoP5jYcRjYcJLUd087ejJ98fvSx3zRc+Kly7AFkw93Insug5yIYuILbfAZM3cqZvh83foPUf47ReJSX3pBEFhWhOVN61ZxetqXW3YlNX3w7EN8fiB38v8DypQ95Sw96UwfciV1XdNsRXneULNuDi47ggjFvTOvsVdnbVLYmmamKq4oxxH6IoYKoQjiOjiKyMCQOGmLi6TwslSU3mqMVVRqHA+Jy144eXTt61Bjw5iVjAAHjKuUAnkvksLAMBpnPx9AYAIbAkGl4GnN+eb2uuR2JJcDgaCQCi4cYAEOHkcQ4jpEuz+PpkiJro8LVo/KNOiKr2biylaxmYTmL9n0Ka+wfsKxNWViQII8k8OJZJhxVRaDJuBLd7sGTb73z/gvf/eFjT//HM89975s/+MUrb//nG7/OvPT6f37h+TfOPfjVH7z7hzd+89fvvPH+m+//9Ve/z/zyN5m338988OfMm+9n3vog8/p7mZdf/eNXX/hlZdM8keWlCoM8dbnM0ip39GnyJh3x9SwsY3DBGp53xpc8qdUsLF3huCowoi8a1xbsUfqHJK5eob2DZ2nlmlt45iaaOEkVxamSBE2ZZpmqOK4Glq+FGmgheJsx/jZUoDPX3wn8vfDiESi1j1pzkNR0Btd0AdN0HtVy4RNYDXeD6mOg9i5QfzSn4TCy8Qil84R29mb6zLeHH/9Vx6W3XNNPEupPIdrO5g7fB/ovgT03ENtfATMP5kzfjxu5Qmq/m16xxYsuqCNzpviCqWzZULZsTW+4kv+AFYgd/vdhlR3wlR3wpA5kT0N7ZN0eXrGFlhyhfca8MYWjV25tU9paFdZmkb6ao4zQeGaIKcvF0jEULo7GJ3PEbIka5KKQJEq0otIbLGFKpW0jI2dv3RKb9M1D/TKrCc9l8bQqQMDiOZwcCKKIxHgmG2JzNRb7ys4BtkCSg0BTaSwqjQVgWICm5hD4GJqKIvLwdTGpvV7h7lC4+hzRfY5I9jK47ChechUvOov2OYvmrfl3YA0qXF0iaxNXX8nSJDnqKFXsI3IsAMVB4jkA4Kpq29751YePffGL9oAfwHH50arHnv3BL3+fGVs6pbAltd4yhTPWOLTQtmd5cGbnmRde/0Mm885HmaNnHuqb2j546sHvvPrRT36e2Tx8P1NUgCTZqMIQT10ps7TLHX26vClHfN1VumuPrRmLZy2hOVdsxZtadSeWbeF5Xf6Y0jtkKp7U5e9RePtE9g6euYVrahSYmoTmZrIwDvGjeGGUoi5nO5p4gQ5GoI3oacS4G1HeFqS/AwS6QV4/LLSXWLFJbTkJtZ9HtpzNbTiV23QW3nYB1noe1JwEpQdA/Ul44wlY3SFU3QHx0IXYieeGn/jFwn/8qXD1WVH3dULbBUTvZdBzFkzcACuPg5mbYPomZvwauf8cveEIO74iCs7ow/OO1Jo5vWouW7OmNxypTW9ixx/f748f9McPAnd6/+fWv4Jlia5b42uO5LY79Ukj74it2qMrrtiKPbJgDs5o8/Yo3f1iayfP0MLVV9KkHiJXi6SIcohMOJGJIjFRZCqSRAa5cLpQ0Nrf1z81cfb+GyeuXNT53OXtLaaiAo5BRxALc2gUvJCP5bBxXA6cQskhEJRmy2NffuboyVMmu4sjEIMcOI3JwxLZCE07Kr8AACAASURBVBwbjuPjqCqGxMfXRQSGUo6uQhcYsAan3NFFT2TZUbhg9c/Y8+Zchfv0nlG9Z1jrHVK7+2T2VqGpnqMrY2qikMDLVRcBrAhiqQEgUpkSiMK9dO3G7/7z467BTgSRUNPa8+FfMvc/9V2mrBjg9HxtkquNkyUBujxAkTrL2vb87KO/v/P7TDDdCnF0Q9P7f/lx5vj5L+ldNSR2PlueoktSHFWt2Nyh8QyZCqbMwRlTcM5YPGsunrOWLDhKlpzhRXvJnLV4xlQwoQ/sUbsHVK5elaNTbm0RGeq56iqmrJQqSVDFSSwvStHUcdw9DG8Pq2CQWTiAstXj3I1YXzM2vwsfGiWk9hFrD5Fa7iV2XQZNp+DdFxCd50HTKdB4L6L9Iqz5HEgfQzXcS2w+AzXdLei9ED741ZFHftF788eh7S+T60/jmi7ldlwE/RfB2BUwcx0sXEctXMeNnqd1382pPyxIb0qjK6rQoj60bAwvmWOrlviaNbFuT2y5ktvu1I4ndcBb+n+AFVu1JdYdqU1XetuV3nKkNrKbKs74SnZqrM2fUniGRbZenqmTa6hla4rxfD2ABADPRNF4BJYAQ6Xn4PCeosLto0euPHjr3uuX24YGzPl+hkKq9rkgqZiiktO1KjiLgRPwiGIhT6dlqZQwCCLxeGK1trm797kXXrr54CMj41MoLIQlMJBYBgLNxJBEVIGFqykQGmJCY1oX6DIXD7vCs57QnLNgzuqfcQTmXYX7jO5xg3fkH7DMtRxdKUsVIYu9NKkH4IR4qhzAKWg8E49nRWOpj/74m8effmRwbPSNX/7mu6++n6wbR1McWFaeQFtNlyXo8ojcUSE2RwOp1qe/89r7f8ucuPhgbefET3/51xd/9JHFX8+RhfjqchwrSBeXc5T1YnOn1jtsKpiwFu81B/eaiqetxXO24n3ZGZsjOGctnDbmjen9IzpPv8bVrbZ3yi3NIm0NV1HOlCaoojhRmCBI0mxbO98/QLZ3Elyd5EA31tOCdjWhfa34ogFCfC++fANffxzXchHVcRW0n0X2XUb2XgINd4PKo6D6blB9Dyi/C19/Blt5nFx/0jH3eOd9b0099WHF8a+Luk/h68/Amy+Dnqtg+AqYvAKmL8NmLuEmzxE6jzIbD4jKNxWJdW1kzRTdsCa2Hcnd7HaCLb5pT2xlnwRmF0XBv9og/VewrPG1/wnLHlt1xlfs0SVzybyuYK/SOyJx9Ass3QJzg9gSJ4nNABIAAgfHElN4ciyVBdCYG488/NAXnnIVFlS3t6rtVq3HKTLpIYkAJ+SLnTZjUQFZLkVxWEg2k6GQUyRiOInEU6ngeCKVywc58ERZ5V8ymdHJaQyeCkeTc5FkGI5FZKhZMo/IEJHaytTeZkNen71o3Fk87ciftefNOQLzzoIFk3fM6BvV+YbV7j65o01gqmFrU0xlGM9zkPl2iKPDUSQgBwIAh8HQYXDMlRtX3/vt+1/5xrd+9us/juzdj6FZ4AQHiR8RaOpYinKBvkrtrhebEgpH4p77nvo4k/nBWx995YU3fvZhpqVvBUEyMMXFNFGULIjRxWmOsl5i6dJ6h82Fk1lY5uBMFpa9ZMFesmArmjHnT+n9o1rvkN47oHF1K2ztYmMDT13JlJXSxDGyKEaSl5HV1VxHu8DbTbU1E2yNBHcL0tWI8LQh8vswkSlc+Rqu7iim8RSq6Xxu8wXQfG9u14XcjvOg9gQoPQjKDsOqT6BrTmBrTiJL94t7L9Wef3X6mT+2XH1VO3YZnt5A1p+GtV3K6b+aM3Yd7L2as/cibPwMbugkpm6LXrEhTq6p4+vm2KYjuestP+yvPJollVV15xGzM7Xzf4FlT244S7fcZTvusm1n6aYzsX4HliW0oC+c1gTG5O4hiaNfYmuT2koZSjeapUJQJFiGhMgSYyjsXDyxKJZ4/nvfnV5ZtucFGnu7BXqNPx5hahRMrVpXmOdNJfhmI07AA2QIzWKi6HQ0jZZLJGKoNJALLyiJnL9yfe/8Io3NQ+MhGBoPEDiAJqNIQorQxNcVyWxJpbNW424z+ges+eOOgmlH/qwzb95ZsGDxT5gDY3r/iMbTn4XF0iQZyiAkdBM5FgrfCMdxAZwCAA4OJwKAKq+u+9FP33z1jff27jvMEnohtg9Hy6OJStnyaq66TqivExoqpZZytbt87dj1t36b+dHP/vDL32VG547ACAq+qoSniGAZAbokyZCUcdV1EktnFpYtOG0pmf4EVnDeXrJgC85aCvYaAns0nkGVq1/j6Ve6uqTmJr62hqUso0mTFHGUKI6xzc1UYxPNWMey1XNcDQxXPcFeC0yVsEBPbskEIr2GrjuGbT6LarmQ23Qe1J8B1SdB/d2g/iSouQtU3QWrvgtdcxeu+ii6fD+t4XjexrODT/ym44F39DO30TX7kfVHchpP53Rchg9dQ07cRExdR4xfQA7eg+84AlVucktXFYl1Y3zTGd/xpg7404cC5Uf+lZN/e0B6J6485bue8h1XesuV3HDEPxkcW8P7jMWzuvwJlW9U7h6SOztF1nKBIchUeCGeHk2TIEkcNJmDoTBBLlyuNz769JdvPPpIY293WWsThkXnalUUuZRnMmjz/EKrmaVVozgsSCigisV4FovAZkNsTqK65usvvtQ5OAxy4BgIQmJxMAwGINAAhcnF03FsBVPhFhpLZNYyha1W42w3+Ybs+ZPOgjlX/oIjf96ev9eaP2EO7NF7++SONr6xmq2O0RXFLFUhhq5FkCQARsWTeBCZDwCGROIMje797g/f+uC3mYnZwwCpYIpCFE6ELi4n89MseS1PU8vTVintdZaCltUjt77z+h/eej/z4o8/sOdXwQgqvqqEKw/TRGEss+gOLJ3vH7AsJdO24Ky9eNZePGsrmjHmT2p9IwpXn9TeLXd2i62tfEMdU1VBlaXIkgRFFifKU0xHB83eRjNVM81lfEcF21lOMKeBuQoRHAOJFVBzLLf5Arz9Kqz1Kmi8AOrvBfVnQc3doOp4Tv3d2KZ78PXH0OW7iOQKqXq/bfbB2guv1Fx+1bT0BLbhWG7tQULfRdB+FvReho1cR03ch5m4ghk8g+84RmnYz6vcVpZtmZLbzsSWJ77ti2+7Yzuu+I43vT+bRJ9dWbAntv5tWHfiKgvLXbbtTm06E+vZVVpbZNFcMm8onNLmjat8o2pvv9RRLbOnhMYwVeJEUmU5BC4K4hAYfAKdBXLhQrXmwS889YM3Xm8Z6JMYdGy1ApKIyHKpwGLiGHRcg44o4NOlUpZCwVEoYBCkNFue/ubzlY3NIBdOorNIDAYCi4RjkTlYFMCgAZaIoHAgvoYhd4mNEZGxVGap1bl6bPnj7uI5d8E+e96cs3DGXjhpyR81+PqzsFiqKF1WRBa6UVQ1CpLAcVwiRYAjsAHARCLlX/vay6+8+u6HH2W+8cIvsCQTwJh4sjI8K0ziJfnaBpmlla+rZsqjel/j2VvPv/P7zMd/y3z/jT+09q9SeE4EySDWJimCEgKnmClLc9U1UmuHzjdsKZqyl8xYQzOWkuk7qiyFk/rAHpVnQGrvFlnahOZmrr6eoa6AZCmCNA7JkxRViqqrJJoaae52jquObU3yzRG6oRhvjGG8LZjEQm7FAdBwDrReB+23QOs10HQB1J+Bt10DjedB3Sl04734hhPYyl10agWTWlYPn0vc9Y2qs9/Vzt5G1h+BNx/H9V1C9l3O6b+cM3QVOXodvecKfvACofsUpekIu2pXVXnAUrbfU7obSO4G4jveyKazZMMaXPOXH/SUHXCn92dPuTuLMMCd2vnccia2PrfuwPJW7PdW7P4TrOxpaCqe1hdMavPGdYEhrb9d5a4WGmI0iQ/L1CDIYjSJj6XyEHgKQGIIdOatx59o6etN1dfmx6NIOgUSCpgaldRho6sUVKkEy2HTJBKqWKy0WuEkkj8UvvHoY95gCV+pAkg0QMBzMblIAgIBoWB4DMBicvAkFI1P5GpFukK+NizSlWnsbbb8PZ7grKtw3p434yqadhZNWQv2GHy9SkerQF/BUkRo0kIM04ymabBUGYEqRuNZuXCSWmk5c+baj3708+W1Y1fv+9Lv/pypqN8LJ5q5sgRZEKVLUnJri8zaxNOW8TSJivbll17/82vvZW48+uLPP8w8/uxrWlsaRjSItSkc008VRZmyNE9T+zmwgtP24LSteK+5YFwXGFG4+sTWToGphamrpaoqidIkVhzDSWKQIkXXVTKs9RhTPdXTynZUcEwhkbmAbcgjm8NQXjtUuZlbdzdougJa7gett0DLtZym87lNZ0HDBVB/HtFwFlt/D7JsF5lYYtbv6kfuTR97NnHsK/alh6C246D6IKLzLHr4PtB3BbbnPtie68jhK+iBc1DXaVrzcW7NQVn5jr5025HcDiR3i5IHCuK7gciWq2TNGlwJVBzylh/0lB24Ayvbzv9LWI745udXatNZuuUp383C8pTvuFObruTGHVjW8D5zcMZQOKXLn9DmjZqLB5Seeo4mRhb5Ia4Vz9SiyRIEgUXjSgGK0NjZc/nWA7l4nM5hH5uf03lduRQyU6NSuJ1EsTA7a+Cq1SyFgiIQmP1+JIm8d3nlS994jsLjY2l0AAMAm4uC4GgKBklCAxwKYLAwIg1NEwk1Ab66SKRJqGxNtvwRT8mMu2jBFph2F8+4iiftBWOfhUWV5NHFXgxNA1Cs7CYWgcDs7Rl5/ae/ePjhpwEghmMNf/ivzNdfeFdlTePoLpWjnqVIiE3VdHmEp0sUl+85d/v5jzOZcw983eqv+c6Pf/+Hv2c6BndJXC+JE6CLQxhmgCkr5WmqpbY2vX/IUjyZhWULZmHttRVPmQvGtf5hubNbZGnjGBuoqkpIUYYVx1CiCEYSJWrSdHMN09mEdzSR3Q2QPkhTe1SOArmziGYNEbyNtLr9iMZ7QdN10HwLNN8ATZcRzWdQzWdA7AgouxtZey+q+hiILMIic5rBeypOfGXggZ/krT/E7LwL33YXpvte0H4GdF3KHbmFmLwfOX4dM3QJ332a2nKcW3tEWnFAV7prjqw5Ixv5sZ3ixIHixIH82I4vtOEMreVVHvZVHPKWH8xOEu68HgE8yZ3PreySvz2y7ohuuOJbnuSON7XrTe/P3grtyQ1HatNZuulKb3nT276yHX/Zlju5ZossWsP7bOF5a2jOUDilCYyovF1Kd7PMViPQJ1nSPCLLjIIkMBwL5OCECt3d5y/J9UYUCSJx2K39fUMzewU6nchkdEfCGo9b5XCIDAa6VArx+QAOp4rFBDYby2A8+uyz9d3dcBIJRsQiSWgkCYGAkHAiEk5A5+JxOTgCwFJZYgtH5hdqwlJjpcrepnX2al3DeteIyTtq9A7q3f0qe5vYUMNRJaiSIiLfQxd7AZoHAAWJ58CRlOLi5LPPPPfxR3/u6RnHENhylfPWI1///msf9U7spwm9DHmhxFxKkxdJrClTQX3z8ObLb/3nL36fSbdMEZiW2dXzb/8688SzbzLEBUJ1AkV1U0QhjjIt0NfIHR16/5C56JNxg7lwUusd0nn6Na5ehaNbYusQmpu5pkaOsUHkbGcYa3IFJYBTSNSW0y11kLESslZjbNUwTcQUb905c/NbP3rryee/v3D3TUvzIja+kFN5F6zzftD5EKi5CEqPgfQBTP2JnIqTIHYQ13AvreU0Irki6Lir8dwL+77yftWpr6lGT8MrVxGNB7G950H3BdBzDTF2G7f3Nm7iKqH/LKn1JL3mID+9I49v6EOrruimL7qRF90siG0VxLcLEztFyQMF6YPZo/BOg+VM7XjKDnjLD/5LWM7Ypiu+5YpvuRPb7sR2FpandNeZ2MiqcqQ2HakNR2rDndp0pzYdsWVPat1ftuVKrJqKp7V544bCKUvJtNrbq/R0yBxNQmOaJQ+SOHYMWYHA8wCCvLhx8Edv/KKxsztaVlGciC9ubR48dbcvGjXmBaxFhab8vLxEwhQIUMVigELpvd68RGJqZSVSWXnh/vtfffddDJ2OpJAQJDSShEJAKASEghPQMDwmF0vIwZLpPB1LZOfJC6X6UqW1Uevs1rkHde4hk2fY6B7QuXo+C4skcGPoejRVmYPmABhFZ/BcOH/9b3/J/O7jv7zyys+ef/Enz/7H97750ptvvfdfL/zkg+uPfuv2M69ceOhbFx759pFLT52875lnXv7FWx9nvv3qhwv7L7QPbB2+58mXfvyX777618bubaa4GEl10KVhjiolNFTLHW36wIC5aMwanDIVT5sKJvT+Ib23T+vukzs6xJYWvrGRpa9j6GvJmnKyvhKjSKKUSaq1jmqvJxgriJaqXG0sPLjxwPOvfpTJvP/nzLt/yPz448zqrRcoqQUQ2wCJY6D0JKg8hW0+R2i4Kze1gag8BlKHkRVHcFUHmU3HCjaeGLj909En3rbOXWW0H8ypXIE3HcL2X4D1XQa9V3OGrhMmbxGHLxDaTkJVB5jJDUl80xDfdMW3/Imt/NgnlZfYzkts5yV2A8ldf/lBd3r/nabcmdpxp/f/b7D86QP+9AFf6X5f6X5vajf7pzu14ynddqW3naVbjtSmPbluS6zZY6v22Kq3dMOd/HQHMrJgDc2ZgzPGokm1f1jt7VU42yTmGq4qRhX4sru/dK66qq7zzMXrO4eOTs3tG5ycuP3kEzcfezSYTjNkMq3bHSwvN+flcdVqvdfLVatnt7bO3rrVt3fvyMJCXU/P4OwsX6sFeCyChEdCWCSERRAxSDwWgcMhsIRcDJnIEJPZOqbYJ9REZaYataNd6+7TuQcNrn6Dq1/n6FZZW7KwaOICksBNYJtJLC2Nq6WxZB5P8erKzsVzV48dvuexx77y9FdefvY/vvelr3331Z//7s0P/vbSTz/81V8yP/t95vWPMi/97PdvfJx59z8zP/9D5sO/Zz7KZH75UeYHr2d+9GbmvY8zV25/T6JLUUVFDFmEqy69A8tUuMdcNGEonDLmj5vzRkz+Pq27R2ZvFZoa2LpqqqqcpEzDRWGcqhSrSUPmao6/neFrxZmrsOYyZbz76jde+3Um85tM5pkXX3n+J+9+kMk8+/OMpHKZUblDqrsbV3cahNdB4Rw6uYwtXcWkd+HJHVTZLq/zdPjgV4cee6f95o99Gw9ialZgVcs51euI1mOYvvPogauw/mug+wI0dIXYeQ+h5iApsc4JLavCa47kbn7ZofzS3bzUdl5q25fa8ia33PENb2zLFd30lR34n7A8ZQdANpD+ZxVUHimoPJJXfihQdjBrK/u/r2zXXbbjSm87Upu2xJoltmIJL5lDi9mssob32SKLrvhS9rGXsWivLn9MExhRe3sV9iahvowlLaJybBBDDQAJjWeCHBTIQcAxeJCbm6yu+sEbr3ft2ZOor083Nw/MzAzOztoKC+VWq9btnlpbM/r9CCqVKhbDKRSAQJCFQoZEgiRBKBKEhIgIIgGJxyPxeASWgMCSUAQ2jiKjcmwceZFIV6awNqqdXRpXr87Rq7V3aeztSkuzSF/NUSXokkKy0IMkKwGSjSGJ0HgWgcCkkNkYOI4CsRh0OYdvEMvsYpWrb2z1xVd//cizL8caBoz5pc17Vp564fVf/z1z/alvHzr/8Kn7vjSxempu7crY7Nm9i5dOnP3q4VNfNnkauaoYiu7iaVIiY5Xc0arz9xsLRk2F47r8CZ1/1Jw3ZPL3aV2dMkszT19LVZUT5SmcLAEThjDqUow2DVlquAVdrPwOoqOOaK/o3j735t8yX3j59YGFbV+8Nlrff/bRb7/0m0zn7qPmjqPYkjly6TqUXEUWTUOxeUJsjlq1H53agKp2vctPjDz5/sTTv83b+SKqZgNE94KqNWTLEXjbcWTnvdjBa+iBa/COc5iW48TaQ5TSLVZ0TRpaMYXXvYmdgvT+/PL9gfJdX1l2wLTpiH+ykuT7tG3PXgYdyW1X6a6n7ABwx7Y+tworjhSUH84vOxQoPeBP7fcmdjzxbVd8y5veySaWPblhja9+8kZoaNEeXcoehZ7Uuj2yYCmZtUcW3IllQ9FefcG4LjCkcndKzTUCVYwp9jF4lhwUk0Dm4yEWkczAkag5KJRIIXvi2Wci5RUPfulLjz777ANf+MKb77/fPzVF4HLrenqeeu45gMHQJBKAx4uNRq5ajWWxYBCEJFGQEA1JJCOJZBQeQuGISAwRgSUhMDQ0UUBk6BlCH18ZExurZJZmubVNbe3QWjtU1laFuUmsr+SqYnRJIUXkJbKNGLIMTxGBXCIKRSaTWAiAwqGpWDQfhuBBZBUAdK7U9YXnXn3vT5mq7mkYTdE7e/D51377+Dd/Gqkd6ZzYXTxwTWZJCJUxlihIZHixFCdPEeHIQgJtgqdJ8LVJkalC7mzW+XsN+SOG/D2awJjGO2z09us9XWpHm8TcwNFWkZWlOEkMKYnARGHIWEW21UH2OsjTiHPWEdwNgmDbMz/94Ns//zDe0s83BTyx+p6ZAw899+Z7mcw7mcypL79jql1DOdpwnh56cExVvymr2+TUbJHK1mXdpypOvzjw6C+jJ7/JGTgDr9sB5Wuo9uO43nsR7XfD2u7B9V0i9F/DtJ1GprdJyQ1OclOR3LHGd92xHX9s05/YzKvY76ncdlRsW8s2LakNS3zNHlm3hde8n8ZV9jJ4J7SAK7r5ueVP7fen9vuSu77kblZVFpYruWlPbtiTG7bEehaWNbJsCS9l1yCz5YovOWOf5JYpOGcsnjYVTOj8/Sp7s1RfylcU8SQetsAMAJ5I5tBZfJADJ1CpCp3m2oP317S1f+fVV8/cd5/abt8+fvxbr7yydvRo8+DgpYceAnA4nsOB+HyNyyUyGFgKBZbFRpKZSIiFIjLQBCoaR0JhIRQWQmHJMAQZgWPjKSoKz8mSBLnqUr6uWqCrVZrb1OY2paVFZmwQ6Sq4qhhDWkQX+WBEWS6WD8eycmAQEkki4Cl4FBHCM/lcKxqj5PG9QnleDlrSObr1qz9kvvTi2zU9+77z1p9e+VVmbO1erbdy+cjN/aeeEOriXGmYJ4tJtaU0XgGVn8+Vh1E0B5xq42uTYnOl3Nms9fXo84Z1gRGld0jp7te6OjX2NrmlSWioZakrSIpUFhZcHGG4mnh5nSRXA9JcAfQpvKdBWz749l8zN5/+eqCsvmVs6ewj3/jJh5kPM5lXf5t596+Zn3ycmT7+hK1ixlw+7WhcNdatolzt9OSsoGGnZPOJrps/LT39Am/oHLLpEKH3NKz1Lnz/eeLgRWTnvYi2U4Se84Suc/iGE5jYGjO2Jk/tWNMH/elD+cn9+bEtb2zdXbZpq9gwV24ZyjdM6Q1zct0R33RENzyfxtWdh4bZ0PqXsBzhdWdkwxnZcEU3sxnmiW+7E9u26Kol9kl9+mWEVXts1V+25YyvWMP7HLFlf3o9v2LLm1p1RJYsoUVzybylaNqYN6J1tSnNlWJNRKQIoPBCMk1KoQsQaAKGQCJSqAQq+bGnv/iNl7+7fuTI5PKyNxRyFhXt29n54vPPv/HBByuHDyNpNK5aTeTxAAYNCQUAIjLlCiSJg4J4KAIbjWeicRQ0joTJwkJCKCwbS1JAbBtNmEeXhhnyJFNeJje2KI0tSmOTwliXhcWWFTIkPgxNgyFJsSQBjSHBYmkAINAwLB7NwKHlNJoLg9EzeT4UUWvLq//CN9765o8//uaPP/71XzM7p59QuStl1rKDZ55eO/Ko3FLJEoXI7HyeLELjFZA4fpqggCYuYKsiAl1KbK6UOxu1vm5dYEDrH1Z4BhWuPrmlWW6uFxtq+LpKpjpNUiQIsgRaFiPoy1m+FoavleCqxznrUPZqvKdBHGn/wa//+N6f//7CG79692+Z9zKZDzKZ517706kHnl85euvVX2deeuOvT73w65ffy3zjF5mdB3/o6TyobdnOn73aduHF+gsvqaeuYhoOoFrvgrWdRHTdi+o7jxu4iO09T+g5T+w+i20+jqnYTy/dFie2dcn9juSB/OTB4sSBouRuIL1jKV01lK1qKlY1FeuG8k1z2aYjue1Kbt85B7Nf9/gHrCyLbDmia47omiO64YxsWIqXrcEVR8mqM7Tmjqz5ohv+2KYvvmkOLRrDi6bIkiW2Yo2v2hJrzsS6M7Fujy65k2u+9Ka39JOZlje57i/bsoaXLKEFc3DGWDCq83YpbLUifUqoLuZKPWhIjIG4cDQZwFBUFhcgkUWRSGNXJ0MknFldW9m/a/H5XYVFe1dXrz78cOfoqKO4mCmXkwQCgMUIDHqRyQhQ2M/AomdDC4MlonBEOIqIwjGwZDGBpaPw3RRxPkVSQpVEZMYGpbFRaWyUG2ol/4+w94ySsszWv5/urpxzzjlXV86du6q6cuhM50DnTDex6W46Z4IgOWeQJAKKillRxAAKoogBRAmOMzozOnNm6v3QHs+8c5zzX+taz4daq7791v3sZ+/r2rcyny3100U5VL4TjBbAsHwgBQukoAAACgBQGpmFgFEQcLnFXEEgOYTyIIGRBoBlg7Mnv/05ce/Pif3nb4itJUh2pi2vbeP+d5aOHmcrY0RuHpqSzhQFGZIAXexHMdLZyhBLFWKro1xdkdhSqXA1qNKbFc5mqa1JbGnga8t42lKOupiujBPlEZwshJSG4NIg01VLsVVCNQVQfQEtp4HuaUQ7S9Gm0MTek/f/nvj6l8SdXxI3/5S4ePPneNscwxA1eGre/+pvf0wk7v+S+D6RuJ9IfPpL4rVvE1XTT7XufLXt8Pv2oWNAdDCpfA7dvg8oXQ/UbU+q2wGr301s2k9v2k+t3YEpXIvMGxEVrFVF5rTBabN/xumfyQjNZsfns4vXaYPDqsiIIjaqjI9pYxOG2KQlOrPwHjSHpn5bG2Pwjy80HQB1aLkquELpW6bIW6bJW20MjjpjMxn562z+aZt30pI7YskatGUPunKHs/xj2eHJ9NiUMz5paijpdgAAIABJREFUj47bImO2yJgjNpFWMJ1RNPtrmzQ0bg2NL6BmDY5ZAqO20KglMGTIW6nN6VnI44vMZSJjAU2ag+WYIHhhMooGRlFgaCIYgU6GQJMhUDga5Q0EZ9bOOzIzbenp7nBIbtCn2m2eeJSrVqfg8RSJGMGgMzUqHI8HJbHwTBGCzMTS2BAkBoRAUBj0JDAoBQpLgaGSkSQwlgknydAsA0HgpIhz+JqoUBUXqgp48hhLHKFy3QSmE08zQjB8MJoBQhJBcDQYhoYi8EgkGYniUKhmMj2dSEuDYEwIohNFz/aVrHnvq8TtHxJp8dVEWZylK1Nltk7tvuyvmJBaa1nKQpa8gC6LUyVRkjCE4wcwXB+Km0dXFXL1ZVJ7nSazRZvVrEpvkNiqBaZKlq6Coi7BSiJwgQ8mykMrw0RDCdVWyc5qpaY1IfWLIKmFyeowIMluevLE2Kk3wt0T7TOHN1+4M3roo2jvIYF3KcZUJgt3bnnxk68Sie8SifuJxINE4g+JxONE4tt//POTHxI7X/rM2T7PrB4FV0wBZbNA8x6gZV9yywFM6xFG62FO3V5G8UZ6eJYZmhWGZ3TxtabYnCU6Z43M2SMzCz0me2TKHJk0RCYWpA9PGkO/biL6bQb4m31hwXYFaKNLNZE+TWipJrhcFxwwBoetoQl7aNrmn1wAy5o9ZMsedLmHMn2jWeExV2TCHh23hkctoRFLaMQWGXPGJ135UwvdrH8FayEoZgsNW4IDhrwVmpxeeXq7yFEvsFbzzIvoqgCO7wCT5ACKlYKkgVEkCBILhqMQSDSRSBRJxEv6erPcuVyxUCCT6ew2hdFgSHcJNBqKSESXywAUkiyTKF0uBJ2DoLKJfBGaxgBgUBAChiJg0ARMChwKQiBSEDgwlgYjiTBMDZ5vJYvTuQofVx7gysIcaYQlDNJ4HjLTRWSYoRgeBE2FIPEgOAoER0OQeDiKjEDzKHQ7hmiD461QnA3LzEXQcvn6qq6xZ1bMvSR2tPItiyXOFlf+4LrD173lExJbHUNZxJQX0qX5ZEmMIIxi+WE0N4jg+oiyOF1bzLdUSV11irRaqaNKYCxmpxaTVcUERTFKGoNLg3BFEK2NEcylJHs12liJtdahrbU4Rz3cVEzMKN/y5ue3E4kdr39evGonO7sTY24mp/XhnR2kzMbFG868/DhxO5F48sKNsT3PH3v547c+/eqnxD9+Svzj/i+J0+/dd7ZNY/KXAeUTQOMWoOsw0HQA1HoE03KYtfgAr2IbL7aOF5gUB2bV4TlTbO533S7/loz/t8T874Bl9C8xBXotoWXW8EpraNASGLL4Rsx5IwuJPLN7xOweMbvX2PNGnP4xV2jMFhpf8MksZNjNgVFbeMIemfxXsP6HrdDIAlhG3yptbp8ys1PiahLZ6gTWcp4hnyLNhtG0SRhuEpIKQpJhaCIchcfhiRgMBgSGFhQWrxocsmdkCOVye3aWJFXLUyn4ajVbqSSLRQAKiRcJtJmZZKkSTKIT+SI4mZyERCBJeDASiqMQwEg4GIkEIfFgDBVOECJpSjzbQOLZqYIMuiB7ocRmC3wMbi6NlU5hmWHo/wUWkopA80h0GxJnRhBsCEoaju1B0t1whldsbxJamiiq8oX8TKxp45ZTn6XnD3B0ZUx5IUNWQJPESeIoQRjG8gIYrh/F9RHEEaoin6svE1kqJdYKgbGUpcmnKmJYURQtjqLlUaw6jtPlE4xFBGs50V4LN1YizPVQcx02rTlZXwyzldRuPHH01g93Eomzn//V372F4GhS5Y+Kgsux9vL5C9dvJBJDB1/mZdZxHVUaT31w8Yozl9/7LpF4kEi88NV/mdumIZHe5OrZ5LY9QOchoPUgpO0wtukAvWons2gDJzQj9E8oQ3OG2HpL9P8N1r+y9btU2aKzgMZVp8tosLg7bL4+Z6Df4R+w5g2Y3UMm77DJM2r0jv73YGfU4h+zBMfNgbH/XrYxqPeuMfqGzYExa+jX/vu/s/UvYOk8yxeSTFJng9hRI7aVsTUBLNcKJoiTkYxkBBmCJiNxJAaTjUAhoTCEUCobHp/wRSJijZqvkGusFqkuVaLX06VSAo+H5/MIAj6ayxUYrXAmF0yipuDxSCqZwKZDcUg4FglFI6FoNAiJh6CpUBwXSZRg6Fo804hnWIgsB5mdSeXmMLi5dG42je36P8DCEA1ospPEdhM4XizLi+UFyNICtr6apFjEMdYLbY0EWVHN8gObT36izekgSqIMWQFDmk+XxMnCCJEfwnH8WLYPxfYSRWGaIsbVlYgtlWJLOU9fzFDFSNIwnJOHEobxihhRV0C2lJJtiwj2Cqy9DuVogloaAH0tNrsbk92GyWlkxbvk5b0zz79/9e+J/e/9SR7vFweW8jzt7JzaC7f/evqjPwjddXhdscLTI8xo9jVOTR558dJXf/7kH4kXHycM3RsQJYPwxk3JrbuB5r3JHUfhrYew9btJpRvp0RlOYFwSnNBF56z5G/5vsP43W79LlT02B/AUQbE2rjaXG9IbrLldDs9Sh7ff6lltyh00eNYY8kYXKjJ94FcZAxNG34jeO6LzDOk8w4a8YXNgwhqasEem7JFfjfD/itdC98HkG9B7V2hy+pSZ3fKMVnl6o8xZLTAVUKWZKJomBcNLQdIgaCoSRyGSaBgsnkZngmDw3DxfwaJFLneuNFWb6fdlBfxOr1tpt/C0KqEhFcdjAwgYW6enyNVJRDKUSsFxWRgGBUsjJiMhcCwahsZBUQQwigJFM+E4AZoox5LVaJIGS9ET6TYy00VjZVKZaRSmjcTQwzCc/wYLDYJjIQgiDEWDofkwTCqBkckUBWniMIEfoCsKZfZGsb1JaGuUOFs4xlq0MLZk8tzs3nd5piqiJMqQ5jPFhXRRjCwIE3kBPMeHZXnRrFyaNMJWFQj1iyTWCom1gqcvpqmiREkIxvaihEGiKp9qKqHZy0nOSpyzGuGogzlboM52wNwEy1pCCKwQV03I6iYIoWZ4Rn7H3vOXHiXCy3eR7NW8nEZnxfJDb35++oNvC5Zs0ASX8zJ6HJUblmx9p2Hds75lW45//sv5HxOWwT3YullY41ZQ236gaR/QuBfeuBdT+SShYIYWGOX7R1XhSVNszlGw/j8ZP/8TXv9GlT02tyCAyLJReekceZ4kNa6yVujTm0zZ3abcZYacFQb3akPeGmNwzBiYMASndP6JVN+4JThpDkwYfWN674ghb9TkH7cEJxdGPf/C1q9Hly00bg+O2gILHsD+hYCvKqtLmdUqddVJbKU8bYAktMNJMhCaA0LRoRgaAIChSBSGQIQiUXgqtbK+Pr+8TGu15MVjZYvrS+pri2qrnX6vxKTHcVkpFBKaLxBYrDiREMPnYjhsMAmPY1JBaAScgEdgCTA0EYqkQBF0OIqNwghReCmKIEOTNHiKgUizkmgOIs2KpxhwFM3vgIVkwNBCBE5PYGYROG6qKMRSFvIMFRJHM01TLrQ18i2L+ZbFLEPl2LY3Bja+yEgtYWlLGNJ8hqiAJoxS+GEix49ne7DMXDQjhy6JcFRxob5Eai4XmcvYukKKIowR+dHCAE4aIWoLyeYSkqMM76pCumqgzkbA2gjLWQHNWQnKXo709dtWHVl56Zu+8zcEFX3EvOoVR68Glu3CWyq6Npx74dMfv0skvk4kbvwlUbriiCo60fzE+8uOfB0eOUcMLVv1wu1D3yeMI0fQi9cn1WxEdx+Fth8Byp6EVW9DlazDR8YY/mFJcEQfnbJFZ53/ocD6P9j6XarssTkAztAgWalYrpksTmeqfEJDgcxeo3I16bJ79O5lZt+ANThmDYybAxOGvFGdZ3hhtmPxT5h94wvGB0d4xhWdW9j4+9ve399W/9qD47bAmNk/Yswb1HtWp+au0OT0qnM6Jc56mbNSailmqdxYpiEFw0tCMJMRZCAJmgJFACAoEkdMgsB1ZluoqFCu11mzMuva2+o6W7v6l8cqSkUGDZ7HJIsFYDpNZLMLLWackI9iMTFsBoJCSELBkCQiEkeEofFQBBEKp8AQdASSjULzUXgRmiTFkdQEioFANuKIegxBjcJL/wUsLAiGhyDIMCQLhhKjSFYi1wMnp+O4Xo62lG+sFFobyMpSvmUxVVsudjbK0lvm9l3tnT7L0paw1MUMcZwpzKfzI1RuiMz2E5huPCMXw8iiCv0MWZCrjQv0hVxdEU0VxQn9ME4uSREnqQtI+mKiqRhvK0O5KqDOupS0ZsDUmJy7Cps/jy9aTy57ImP84smfEyd+THgnj0Aya4ODxwqGTqTVzr/weeLYm3fG9pxdf+LVs9d+qB9/pnj4uRVPPQpNvSFr2YstHl189ubYJ79QOzaimjaCardg2g+jWw4DpZtgJeuQsQliYIgbHNJEx23xGWdk2hacsP+/wPq3essWm/5N9vjMf/upZoEUjjSZLUlhKyA8LUpsI6lyOIaIwFySmt1icHdZfSscgUFXYNjhG7V61phyh1yRaUd4amFbpjUwbg9NuqIzabFZZ2T638BaYGsBLItv1OQbNniHdO5+be5Sbe4Ssb1ekVYrd5bzdGE81wbCSQA4G4BQkqFoEBwFRWHxFDqWRE2BIRu7Oqubm3gKeXVLc2VLQ8/AyuK6KpkxlSLgUCRCKJPBNZqU6WkIDhvFZXM0yhQCFgAnIckkBIEExxCgCDwERoLCKQg4HYVkYgl8DEmEI8vxZA2OpMUQtEisDI4RwDCsfwGLCEFQYEgWFC3G0BxUcQCEdyAZuQx1MUtXIXW1ih3Nsox2snqR0L5YntE8t//drvETLG0RURT+F7CCZJaXyMjB0bOwtHQyJ5cqzGMpwixNjK6O4aUBONedTM+iaUvIuhKioQRrKkHaSqHOimRXPZDeBmT1AZ4hbMkmSs1uXNlmat32Za//UnbwI8qiUSCtmV0woa1YH+jed/PnxKK+dThlmjFSH+yYLllzonzuDc/wJVbNTmjhHLR8ZvFLXy9+9R6Q349v24lt24eo242u3Y2r2oGIzWCCw2TfakFwUB+fcBbMuiLTVv/YfwLL9t8W5H87tP6Nqv8Bi5rhxFgMKXIFwBUALAHAUyJlVpIqh6b2cXQxubVan95qy+5Ly12ZlrvKkdNv9w9bfCPmvGFz3rDVP+oMT6bHZrIK5q3+UVtgzB6ccIQmXZHp9NhsRnwuIz5ndq8x541YfRO2wLjZN6pzDyiz+mRpHTp3jyazRe6olpiLuGofkWtLQouBJAIARqfAUAAYDiSD0WQqlkqXperH5tbylQqXx+2JhQqryyc2zNZ3t2gcRqKAjRPywXQaTaXECgUwJp0mE6OYtGQMCoonADBECgyFwlJQWBoUSoRBiFgMC4NjQZFUIkWKxorQWBmBpAZDOUgMH4lhw1BUEBybBEEBUDwIQYNj+CiCisLLwbLcaJYHLwjSVUVsfSUjtZKsXiTLaKelVtC0i6RpjesOvb941T6JrRov9BM4ITI3whBEmcIogx8kMXMxFBecaEGSbWiGi8DLJkl8RHkII/FB+e4kdg7dWEk3V1FslXhnJdJVBUqrBdIagbR2wLsaVryRULsfV70PVb4TVbEVWb4RXjIH5A1C80bhuSM036SxfOOr9xK7L32WXtGjDddlNK7p2fdOx5FPyaUbUvKngeBq/YYXh+8niL1byUt2Q2s3Iau305oOo4u34Is2EvNnWAVT4qIpbdGUKX/KFp6w+EYtnmHbf7CqL7zgFl55/z/molPW6KQtNrUge3x6QQDRayV4LPhsC8ZlQBhTU5QKgC8GmOIUtgYjsLNVfpW51ORcbE9rszvbzM52W94qs6/f7OtfmAbaQ8OO0JgzPG4LjNiD4/bguCM06QxPuSLTrsh0WmTOGZhyBqYWpo0W/4TRO5zq6de6V2hyepUZbTJHrchcytNGSIJ0EEENQBhAMgoAw5PgKAACRxIpCAKJxhMsqq3fsGO7Ic0uUMvdUX+gKBoqievSLHAaEUqlYHg8gkiEEwiQHBaWy8Hx2Ml4DJRITEKikhFoJI6EwlJgMAIcSsBi6TgcDYYk4Yk8BJqDQPKweBkYykJiuAgMA4Yig+DYJDAGgBDASCYCK0QRtSSeG8vxoNhevChMVZWwDJUMfRVVW84y1vCsdSJHgyO2ctvpm1V920TWcpIkROCEKLwoTRBnCqM0foDEykaT7XC8CUm2YllpRGEOVpgD42VBeNkIWQCjyadZaim2WoKtBuWsgqbXAZkNQE4b4O4DIlOIyl34xqfQdUdglfthVbthFVtAxU8AOcPY4u3g3HlK4AlqzmjXlitvPEi8+TCx8eKHT75+p+vgVeuyw5hF60AV6znDJ4tfeZD11AcpTetYK48xug7RGw7QKnchA3PovHFmbJoXn5AVTqQWjpvzJ2zhCbtvzOod+z/A+u2j73+OrsikITC6MNkzBkcXZAqNmUJjACFqpuXbWYVpnIIMmt+KdmiSVQKAywQYHBBDjOakUoUugcyr1MZ0hlK9pdqY3a5z9xi8vSbfcktgpcXfb/GvtvhX20PD9uCoPThuD07YgxMLQ2t7YCYruj4jvNYZmrP5py3+KYt/whwYs4RGVFlL5GltUnu9yFwh0OfTZXlohh2EkwFJGCAFnoLAJSPQEAwejMZBsXixWrvtwP6Wvm6BWu5wZyxaXFXX0RAoCpuznVAymSAQgEhEolBAlUrAZBKazYJTqWAiMQWLBWGwcDwJhSVBEXg4HI/GELE4EgKJxWBoEBgZBmEiUTwIlIlEsxAYOhRJAsGxyRBsEpQIQXJQeCmapCPy3VieH8sLECVRmrqUqatiGqqp+kqsokiW0SpyNOSWjW45+XGwdoJrKKbKo0R+hCKI0UT5dFGUxvcRmFkokhWG1yMpZizHhRflwHkZAMORxM3EpMbZGYvpjkaSvQFtr4M4a5IzGgBPBxBaDsSGwRVb0U1HCW1n0Y0nYbVH4TUHoZU7geInoaW7MWUHYYEdxOhOqHONIDo5duaTV/+Q+CyR+DiR6Dxxg1A6RWndBVStF80/6zr2Pqj7SaBmmrPimKDnGKd2Pym8AZM9SsweFkZnpLFxZcG4rmDcFB+3RCZs/kmr7z/WWL9DVXh6waRuj0878mcc+TPOgtnfBJAK9dQiI6PIzCw0s+JmekhPd+tomTq8Xo6SSyFsIYgiQFBlZJ5ZpPQoDDGxZZHYUaXIaNDmthvyuk2+XpNvuSlvpS04aAuusQVGrP6xhTG2JW/SkjeZFV2fHpq3+afN3gmjd9zsm7SGpuyRSVVmnyytQ2RrFFmqhaZFHE2ELMrFscwAjARAMMlwbDIcmwRHgVBYEAoDQqMChQX7Tx5zebOoAlaoJFrTVt/c21beWMOSyYgcHgCHY9lsnkaDZDIgFDKWy4GSyWAiEUIgwAhEBJYAR+NgSBwShUNjMQgUEo7AQiA4CJgMg9IhUDocyUCgaFAkKQWGSYZgk2EUGJqHIShxFDOR78UJg3hRmCgroKrLGPoqhqmGYarBq0pk2e1kTVFWyZq5/e84wksYqghVHiYIoxRRAU1SQJfEKAIfnpmOJJnAOA2CZkKyrEieCyrIAAmzYEo/3rKIkdlISW/Du1phjsZkVz2Q0wKEekHFY6CK9cimg4SuZ/Ddz6Kaz8LrTyDqj4Gr9wLFW5NLdgNZM0mBHajwTmzeem7BOkvrpuUnrp57nDj1OFGw9TVo0QSt5zBQvR62dG9Sz2agahzU8gSpfS+1ZjsluoGQPcHOnZIEZlWRKXVsXJM/mpo/ZohNWCKT9tCsLThjD//+h+HvUBWetkQmF84nU2hswU5siUwsCKAVqmmFamq+kh5XsvLV/AKdpMiiLHKKAxZORipRJ4cLeWA2H8mVEcUGmiKNosilqQNsXUxkLVGm1+lyWk3eHqtvmSVvpcW7ypo3ZPWOWL1jNu+kzTtt8067AvMO36zJM6nPGdPljBm94+bAhC08qc5ZocjolthbJbY6ibVKZChlqUJUcQacwAdjyAAMC0CQABQOxuIRJDKAgBNZzPnNGw+ePNrU3VZYVVzZVN2+rCM37LFkpPNkCgSJnILFMmRygV4Pp9NhDAaUSoFTqTAKBUokQrF4BA4HR+PgCBQSCUehEHAYGgHHw6BkKIQCh9EgMDIcSYUiiClQXAqUAEIw4BgBjqQl0KwEvpcgjhBlBWRVMU1TztBXMc31HFsj3VgtzWrDK+Kh+rn5A1esgS6GKkIU+4niOFlaRJUV0qQxisCLYbpgRF0KRgGnG8B0I4hlhUuz8cYYyVGKc5QjLWXE9E5MWgfU1Zqc2Zqc1wMqGIRXr0M07cJ2nSD2PYfrvghrfga2+ASy8QSk5gBQshUo3AxENiZHt8PjOzHRzaa+U86Vh5qPXKnYdcm39qyocw+4dB108e7k5j1JXbuA9s1AyxPYJbuR1U9gYvNkzwwnZ1rlW2sMrzdGZ/XRcW18VBsf1UcnzJFZe3i9I7LBFp3/3ZULv99xCE+YQmOm0IgpNGIOj5rDo5bI2IIAZr50QewCGbtAxs2X8eIKQUwlyzdIw0ZhnpGdrqNYUrFqJUKmgAlVaJEZI3LiJZlkhYetj0rs5ZrMJoO7S5fdo89eashZZcodsnhGbd5Je96Mwzdr9UxZPVNG94TRPWFwT5i8U2b/lCU4rvcOqXOWydI6JI5Gqb1ObKnk6wpYSi+ercRQOQAEDYCQAASZgsZi6Qw4kYChUsLFBe/dvLZ571ZvzJcTyi2oLOzo64gUFqbneMRqLQCGICk0fUYmXS5PJpFgNCqKxUQxGGASHoLDwgl4BA4HRkBgcBAWg0AikXgcBYdhwmEUFJIOBuNhSBIETlgAC4xkInEiAkVHZLkIfB9eEiWrimnaRVRtOVVfybIs5jtbeI5GcUYLz1bTOnJ066mP0mK97NQoTpRHlBWQ5MVUeRFFGiMJPGiGE0pIBTByON2QQteBOBaMOo+ZUc7Ircc4ygBNPsrZBnd2QTO7wN5eaHQ1omIK3bQV3XkIs+QMtu8iovO5lIYzkMWnkE0noXWHgNItyZXbWX1ngfytqLJ9lOr9GWMvl+9/v3zvZdWSrYTycULtVlzTAaBsO7TjONC+D7zsALh7G7pjO7x0nlqwnh9Ypw9tNvs2WHxzjuisJTapi41qYiOp0XFDdN4e3eiIbbLH1v5rO+o3/f5sJzxhj0/b45OO/ClH/pSzYPo3AYwQhxnmMsNcVoTHDHMYIQ4zwGb4ObyITBjTSOJmSczGD9hoWUaMVYPUqtFyE1pohXPNcK4FLXBRVX6+qVTmqFe6WtTpXdqMZYbsAYtn1J435QrMpwXXW3OnrZ4Zm2/eEVjnCK13hNbaQrPW0JQ1NKHzrlZm9shcrXJng9RWLdSXcDVBikBP4kgBMAoAo5IQWACGQJIpaCoFgEJ4csnxZ05dvvbOpt2bewf6aptrJtdONra2LaqssaVlwvHEZDRWqNNLzGYEiwWl09E8DprNApPwIBwGQcbDCVgQPAUMAfA4JBaNodPYdKoAjaRh0MzkZAwMSYLAcb+BhcJLiTQTiZ1G4PuIsjhNu4ihK18Ai21tEKS1idJb+c6G1LzugSdf2HDkqjXQwU6N0lRRoqKQpCihKYqpsjhJ4EEx7SCCGsBIYQw9lG1CSNLwhgAtvYySXYOyLwJSi8G2FrCzG5KzFBbuR5VOYBY/ge3Yg11yHLXkaUT3s6CWc0DdyZT6U6jmM7D6o0DpFqBsHtmyM2nRFlLTUfPY6wV7b1Uev6kfPMRsWouumCU17qd0PwPUHElpPQU07Uvu3p/ctiWpag5RNCtatE0ZeTKjcI/du87hnUuPzttiU/rYqDo6qolO6mPz9thmV/5WR3yDIz7/v/X7nffwhCEwYgisMQTWGIPDC1o4wACqn03OoxM9VIKbQvRQKAEaI8JhxXiMCJcVFfPy1YICIz9u5YSsdK+RlmPB6PVwhQ7gKwCmBGApYGILSeNhmeJiR5XU2aBO79JlLbO4h5y+yazgfFZ4g8U96fDNusLrMuMbM/M3ZcQ3uqJr7ZEZZ2Ta5BtWZy1dSFvIbHUCYxlPGyEKDWSBAoCiATg6GY0FQKAUNApNIYLQMAAM+KK+i6+/cO75C7sO7JlaO7O4pWHV6v6WtlZXZhZHIgPjCAgaXWpz0FRqGIOF5fOxXA6YhAfhUAgyFk5EpsCSQGCASEQS8Fgul89hC7FYOhbLBJLQUAQRDCekQAnJMBIExUIRJSSGnsR14QReoqKQllpBM9QQ9dUkQw3D3sTPaBdntbMsNaZQ38CTLwxsfE7qqqGqYzxzOUleTFaU0BWFDFmYLMjB0E1gvBJAi2AMPZxvQ6vdeHOU4CjBOMrg9kUgaxVgbQZcPcneVdCCMUTVOlTzDnT3YVTfKWjP0+Du80DzGaDmGFD/FKLlFHzxEaBsC6JuM1Awzl96SrTsXHjP7eozD5xzL8LKpuCVc+i6LdDavdDFR5MWHwcajya1H0H2HoHWrk8KDxIik+rybdrghtyS3Y68tRnBdRnxOXt8Wh8b1UZGtZExfWzWUrDRVbjFEd/giq37TY74wnP+d+c55vCENTppiU3aYlPW+JQtNmXLn7THp235k4CszMQIizFuOjqXgswlQrIwCDcOH6Qyi4TUOI/g52C9XIJXxAxpRYU2eWkO2Wsh5towGUaISQlIeQCLAdCZAE0AEVswsmy6OiY21+jTuu3Zq7M845m+6fTwtDOyoFlnZNYZmV+QIXfY4B4yuFcbcpZpM3uUzmaJpVZoLhKaPXS1EcUVA3gigIACSBAIC4UTESgSHIACIHjK0Pjwq2++9dSZc9t2HyyrrOvs7igtL4wWxvz5cRKPl4QjSmwuvtlGkiopcrXIbGbIJWAciswiQ5AgIgUNRwJsLgmOACmVcqczDQBAXK4US2AiMPRkOBGOZYLRjCQ4BYxh0wU6usyF5ucIHQ1EbSXR2MBI78FZW9lZffKXiNI8AAAgAElEQVRgvyyvj2WrVeW2je18bcnMGZ6tGiYKkNUlBFEhW1HBkeSzBV42Lx2FkwNgJggvQvNtRK2H4VrEyq2nZNVjnbUIS0WSpRbIXAL4h2Gl63FNe4hLjmH7TsF6TyV3nwaajwCtJ4CO0yntZ8CtJ8GNR0C1+8AVW3HlG5CxCXXvybLDdytOPExbf5Xddwpcsw3XdRjeeiClYV9y40Fo2zF457GU1n2w2s3I4BDdPygIjClCU/rQrCU8bw3O2IJTrvisI3/Glj9tKZg25U8ZC6aMBdPm+Kwjsi4tujEjvjEzf1Nm/qb0/I1p0Q2OyLw9PGcPz9nC09bQlDkwYfKPL3iJzZFJY3TSFJ4wRCaMoXF9ZGzhCViW+BQNLl65jlmiIEZ5cA8JnINFevBoD4ngo9MifG6+QligFcV1gnAqN6gTFqdRAkaCW0sPWmh5ZrhFAch4gIgPMLkgvpakyhFZijWuRp2rLdXWqbJ0aLOXpXpWmnwDttCoMzqVFptNj86nR+etvgmrf8yWN2LxDhpzlmnSuuT2RrGlnGvyUTRWJFcCEKkACgEgQckYEBQPoXOJSDwUQ0Tl+tzbdu1dumKob8Xo+NS6oeHVHd1NhYsK3OGAxGiEM9lEiUJgcRKkKpxQiuPxiFw2DIOAoSFAMoDDgbDYFBIJhkQmKZTiouI4kATw+GK+SIklsnBUPhRNB5LRVK7Cl1/hjS3CczQEcS7XWs1Na+VkdOJtbQhDA8nZwcrqEru7KPpSaXr95J7Xm9ccJqiiaHmUoikjS0vY8kUsYZjNd3O4LiRWBoAZAE6Ek2WQDBFKeiU5uwGb0Yh01sPttcmuJiCvH4hPp1RtQbQdRPWehPc+ndJzBug8CXScSlrydFLXaaDhEFC9J7luH2zxfnT1DlbtNl330fjmD+pPPcjbcp3VexpavxfSeADZdRLScSS55QCo7SCi4xCibT+kYTti0Xq6b43UM6gOjOoik5bojCU6s5CF+XX1Rv60OX/KnD9lKpgw5I8b41P28FxaZH1G7ImsBbBiT7iiax3hOUd0dmH97K/b9gJj5sCYITBqDI0v+P50oTFDcCw1OKoPjKYGRwH1Crek08VvsvAW6+llcrSfAc8mYrLJ5Fwm1c1i5nI5bqHAIxH7lDK/WhZIZWRIpWGLLGxn52h5HqM6P0sWyCBZUqFyGUSqgot1CLEVK80mq0IsfRHPXCmw1UtdrersJUbfKltwjSM0Zg+O2wLjDv+4wz/u8I1aPYOGrOVqV5fM2iIyVXGMAYraheZpUihsAIMDkDAACU5BgygsAo6CQmBhWBJu2ar+ZSsHmzt6t+3cd/zEkSMnDvWP9HvjYVdenshgTiHT0TwRViAhiCRkobCgqmzpqr6y8gKFjEWjQIn45JQkICUJUMl5Q6uXo1EIgUBgs6cxWXwCmYXGUYUyTV1Tx9HT5/ccPlHVuoypcqOFXp6zTpTdgdHX4Mz1jLR2pqtZ7m7XeFuySpbP7n25uncTRRNhGEuomiKmqpSrKuHJ87nSAIOXASVoAJwczneQjVGCYxEhow6d2QhNa4C4FsPTWyDuJckFk0DFJmjDHmTHUcSSU+CeU0DHCaD1aFLPmeQlTwPtTwF1+4CaPbDF++GL98HLt4hb95fuuN7z/I+FBz4XrzwLqt4O1OyAdRyBdx+Hdh6Fth9GdBzCtB1AN+4CV2yC509zgxOqwLguPG2Mzdnz5+358/bYnDM244hO22LT1ti0KT5pik8a45P6+IQhNmELTzvCM2mx+fT4XHp8Li02u2AscMVnF/614L2zhsYXUqV6/4jOP6L3j6T6hnW+4VT/mtS8Ia1vCDBMhwVLnYwWnajLYViak9qeLi3T88MKooNOsdDIBirFQGWaGHwbV5ouVuTINR6dJEslylBIczSyXJ0gU8vPSBXlWHiZVpJFB5HJAZYQoEsAvh6lziAb/HRDPsdcJnbWq7LbdO5evXtZas5yTeZya96Q1Tts9awx567WZSxXObol5mahsYpjiNE0uQSRFcaQJREYABoHIOAAHARFgfEUbAosGQADvrB/45atT27fdeTkyf1H9h07dWTD1g2VzYtjFRU2j5ckkWkyslIzMqQmE1XAWTW86sq7r1964fT2LVPzk8tL8jNVUhKNkJzlTN2+eV4qYHGZtEg4yOcLASAZg8XX1Nbv2LP3+Zdefv6VV5595bK7oBnBdpBVIY69GqnMJ5kqqNZqQmqhwFkudi7KjLUPrT++ZHSPLdhIkHuJUp9Qv4ivKeWrC/iaKEXshjLsaEkON6OSlF6Nz6xHZjWB0psAZ2NSRgvcuwQeHYLWPAlq2gNtPwzveQraeyap+wTQdgxoOpTScwZoPQY0HoS1HsV3PIVrPoyo3YUsf9I28kL7+e9bLvygHbmIaNwJa9kL6zwE7TwC6ToC6zqK6jqCbT9IaNyDq96CKFyLDk1Io7OpkWljbM5asM5ZuMFVsC4tf60rPr9gOLZGp8yRSWNswhCb0EfHDdFxU2jMFhp3RidcsUlXbNIZnVhwC7vyp5zxSUdsYsGVbg2PmkIjxuCwxjOg8Qykugc0ngFt7mq1e5Umd6UqdyWgmPMKR9JF/S7likx1V4ayzqEtczjKc2wF6aHaSPtA6/zO6aPP7r/49tOvf3TxrZsvnnv91NyOqcKGfH2uTpubao3Y9X4zP00hyNZzMlIpTi3GrIamqgCFDJBKAKECLnPilW56aphvLZa6apSZzZqMdk1Gp8232uYbtOcN2rxD1pzVhvTlWmePwt7CM5awdCGaPBvHs8BoshQsMwmBBWBQMAKCJqCQOEQyFMAQ0d1Lu9589/LLb7767odXdu3fOTi2prt/ee/QQFF9PVetYchkgeLCrGCeWCUeHF5x5e0Xrr514drbz965/sprzx96YmZpQ2VgeWfl4d0b7HopAZlStaggkJcj5nMcdvOO7ZvPX3j6xMmjp58+ceP27dkn92lcMabWy7cXM63FCm+z2tcsSS/XuavV6QWR8s7NB8698Pbt8U3H2FoPS52nsC6iin04Xg5dGaZpozh1mGwr5wW68LmtSHc7OKcDyGoFMloBzxJEbA26ch2y/QCk5zi09xRk6dOg3tNA10mg5QjQcDCl6wTQsA/UuJ/QfYLUfhRVs4PatE+56mzNyft1Tz90rnsT1bAd1LgdvfQYZMkhoHUPuPMgvOsgruMQsWkvuXobqeQJUmyeFphQRucN0XlLfL29aIOzcIOrYIMrts4VnVvItZvDEwvlkS4yrouM6yNjhuCgOThgi6yxR4ft0WFbZI05OGQKDNqjo/boqC0yYg0PW0K//mj0D6myl6uyl6uzliuzlqkylymz+pQZvYrMXiDtYIlkKpPareV1mkxLPOldoezFIU9V8Oxrz77x4RtffPvpX/75h78nfvwl8YefE4/+nPjuT/988Evij49+uXfswv7ihpjEJpS6ZPa4S5ihEGRrBF4DN89Ey9Yj7QpAywXELIAnBfN0SJGVqMpiGsJCe6kqo16b1Wr199n8K52BAVdwKM2/xuldY8sdMOUuF1mqBeYSXmqUIXfjeRYEWQpCUQEoGkciAykAloSBosBAMqAxKs69+PTTz53ZfWDX/BNzw5Ojq8fXzD65ae3WLXWd7fbcTGum0xPyuPMytm9fe+ODl6+9c+Hqyyfeef7AZ++fu/rK4VP7Z545suH88a35XisMAIpDOcMruvo6GsaHV1x+/fm333zx7beef+ON5z6/88krb77TvWoiLVQhc0VYxoA0szTVW6XNKSlpXjW6bs/J869d/uCze4//9vrV2znRaqbUpbUXoug2CMXCMhRIchpZWQ3EjAZUZhMitwPk6QLc3UBOF5DbA4RXI8tnsS07EUtPQlY8A1lxHrz8XHLf00DXSaDtGNB0MKXtSErzAVTrYWzrIVjFFkTZJk3/uZLDX/S+8Q/3tg8JbXuTazfBu/aDe/YDLduAlm2gzj2Ijn24lr3Emm2U4ifo0TlueF4amtdF1hoj85b4ekf+E8789a7YOkd4zh6aXci1L2ziMIbGdaExXWhMFx7V+VcZA6ss4QFrZNAaGbSEB4z+foNvlSU0aA4OmAKDRv+Awbdan9ev867WuVfK03oUaT2KtC5FWpfc1Sl3dcqc7TJnOyCZdTp3RKKH68KbqzJXhANLS0Z3z770/usPf/rDH//yw1//9uMviR//mvjjT4nvvk98/Sjx9c+JP97/6atHv9z/OfHjlz/cXjG9TOGS4uV4caZCmK3k5yo5bhUjR0XNVhCyZMQ0JVwlQ0iVMLEaJtKipFaiJptlDPEsherMxdqsVn1Ot8mz3OpdZfWstrgHTLnL5Y4mmaNeZqkQ6GJ0aRaOqYNieMkwEpZAB5KS4RgEhohC4qEoAqhnZevazdMVtWU79+04feH0ll3b1kyPLRta3b60u7yu3OwwFpeGuztrnzu7/4uPXr3/6evffHzpk8snL1/Yfu2Vg+9c3PPOxb2vn9uztLEADQC5FsW2+aG9m2dOHNzy8dWXr7xx4c4nlz+59uonN96+/tH7L73+1vDMhqzIIoEhW+EK5RQtDlW0bdx15KPP7n778Icvvrz38SefX/ngRl//OE9m0pi8JI6Fo/a5CntdlWuE4SXozKYk5+KkrFYgtwvw9AB5vUBgJVA0CW/Yiu49Clt1PmX1c8n9z6asvJC09CzQcwroOAa0HgKa9sFbD6Ga9oLKN4JL13E7D/k3X2169vvwwc+Eq5+BNGyHtu4Gd+0FWrcDHTtTevaAO3Yh23YSF28nLdpAC81w/VPq0DprfJM+NG8Iz1kia+2x9c7oWkd4zhqYtvqmbP5Ja2DS4h8zB8aMwbGFijs1NKLNW6ELrDSE+k2RAUto0BRYbfCt1nlXGbz9C5eM6tz9C/ueNdmr1FlL5Y42uaNlQTJ744KktgbAtsmdOuE0DKT7Zwp79vXvevnwe3c/+vGff/mvxD/+mfjH3xN/+yXx00+J7/+YePRD4sEPiQf3//HtT4mffkz8+Cjx6KfET/d+vrt237w6WyNwiHlOISddxM2UcN1ygV8tCGpFITMzXUexpKKVcpBImMQRgXhKuNiAljhZxhDXXCi2VShcjer0Nk1Gtza9R53epXS1KdOaVI46qamUo/QT2VYETpICp6eA8UgsAQyHEag4JB4MQQPOXP3UhjX+qKd7aWffyt7Z9TM79+1YvnpZVX1Fdd2isrLY3MzA2RM7b3146ZO3n7n97rl715+798G5228d+eKd49de2vvKiQ1vnN0+39/AQQMuFeP0nnXnj265dHbvVzdef/f1M59ee/HaO+duvP/iu5df/PmXH9+++t7K0fFFjZ09Q1PHn3v1zQ9ufXHvu0ffP75546PvH3x35/PPrl27dvLU2Ui8VKWxS1TOnHhjff+T0SVPiKNLUFmNkMwmIK0RyGoFPF2AfykQHQQq5iHt+1ArnwYNXAQGX0gaeB5YdQFY9gyw5CTQeTSl7RBQvwvRvB9aswXIn8LXbU2be7Xi2J2Kk3ep3YcQLbtRXQcQSw4CjVuAtq2I/qO4gePQth3Ypm3kqiep+bNMz5jUPW4Lrs8p2mYMzBiDs5bwvD08t3DtgyVv0uQZXfgqt/rHLP4xk3/UEBjV+Ud0gSFt3qpU/wp9oN8YGjAHB4z+fn3erzcn6nJXpGav1Gat0GSuVGesUKUv16T3yu2NSnu9wlqvsNUpbHVya7XcWiu3VgPeJ3zZUznZg7m5y70bn9t844dbf078/OCnR3/8y5/+nvj7z4m/PfzH4+vff/Tmg8svfffyha+ev/rDjbcffHTnv759nPjL7Z/v3U88fpT4454L+yUuOVKE0fh0VBOT4eAJcqX0NK48qJPkmYReizDXwkw3kE2pCIU8iScEaEIwXwsTWnGyHJo2zLeUKTKa9LmdJk+vLbA0NbtdZqkSpBZxVSGmKJtIN6DwIhiCCiTDERg0jU2hc4kAFKBwEQPj3Tt2b0zPsuUXRUYnBk6fOXr4yJ6GhvLh4aXPnTt66cLh61ee/ebWa998fOnb6xe/+eDczVcPfvLK3jtvHfz0tf1Xz29+/+Lu83smbWI0JQnYONxx+cL+157Zffvqs199/OKHb5z46J0z92699uWtt259/Pb7H7xz+b13Ll+7/t6tz27d/ebrbx/evHXj1o0PH979/MdHd7/98tMvPr1x88ZHb73x5vrZdYcOP3XsmZeLWgcWj+4xVKxGp1fBMmrBOQ1Juc2AryOlcDWy8Qlc3yHE8lNJy84Aqy8CKy4AvWeA3tPAsmeS+04DbYeB+l2ItoOwhl2Iui3k5t322Vebn/tD7am7ytVnQLVbYG37UH1HUcuOgLr3AZ07Id27Mb170a1bURVzqPAIOW+NPDjtiG305G/1FmyxheYt4VlLeNYanLEFZ2z+SYd/0uEfdwUn7cEJW2Dc7B8x5K3Regc1ngG1e5UpvMbo70/1rFRlL1VnLdXmLNd7Vpu8g+qMZSpXr9TSLTJ2CPRtImOHzNKtsrUrrXUKc5nUsEigyecoInRJHkXgJfFzAHNPamTCHxrwrjm++s5/3X6Q+O77/3r858Rff0n87esfvrn4/qWpw2sLVpVry82iEqWq2mRZ7G7dtHrkxKY3H3/8yd/uPUz85at/PLjxw+3uyV6Gjk3TMQVpYpaVSzMzaDYGL1ss9GmFfp0oYBT5zXyvmZ1tpjtNZKsRLJKChWqoyIiUOkkaD9ucL02v1uQ0GT0dEls1SxljKcLC1LhQ5SczLBAkH4agQ+AEKBIFQ0PRRCgMC1gy5SfP7377yqXR0ZVLl7ZNTw9MT/Z3tlf3dtc+c3LXldefufLyyZtXzn197fkv3nvmmw/OPbx2/usrT315+dDdK0e/fuvoxy/suvHC3lePrQuZuGQAmF1We+W5/e88u+/2u2fvXr9468rp2++d/ebWS/c/e+OrTy9/dvPKjZvvf/TZR598defL+/e+e/jtva8+vff59T99+/kvj7/8/u6n3965+fVnH99478q1t1756taNPfuPtK4YXfXk0cz6foQ5DOiDqKwKaryDWd6PrxxGNa3HrTiKXfMsaPB56OSbwJqXgBXngb4zQN+ZpJ6TQNtBoGEPuv0Aqnk3UDovXnGq6fkfGi48No4+x+o5DGvZC+k4CO0+DOk6AOrcA+7ciezcSejahaqaxxZNkoIjHO8apWfM5p/ODqzLDa2zB2Z+zcIv3PnmG7P7xuy+UZt32OJZY/GsMbhX69z9WvcqTe5Kdc4ynXeVzrNck71MlbVEldGjzlyizehLzVyqcS3RuJZoHN0qW6fc3CYxNIu0DUJ1lTS1SKwJ8xV+piiXxE7DUM0Ioh6K0wJlk7HmjVUVIwVHLu9+mLj7KHHvp8Sf/pz46cTLJ8Z2TLbOLFmyo7/nwEDR+rr0Ab9jZZ6505fWW8CPm8P91dPntr3/4+07iQffJ/7yxp0r6cXZEC5ckCam6OlkA5Wbwac4GGy3hJWn4PnVgqBOGDIIgyaR3yrw2vBmDSpVBZUrU0RKsCAVKbMSNNlUnU/kKGWlRmkyH1sZkhoL5fooR5iBIytxeGEKGE+g0OkcRgocAEBAdtD09MX91z989fkLx7dvmTq0f+O2jePD/W3H9q+/9s6FLz569fbVZz+/ev7Ou8/cvnzq7ntnv//4ue8/Ov/gvdP33z3+8Oqpz189eOvS/g8v7GqJOYkAsGpx9Oqz+69dOvTZ22fufvjc19eevffRxW9vXXr0+Wvfff7Wt1++d+/rj+/e//zeg6+/e3Tv0aO7j7/57OGXH/147+Zfvrnx+M71B7evf/PpR19ev/L403fvXn+zu61pWf/Q1mPP1Kya1gQrlaHq/JUzDZsON+w+mztzWLBqF2ngKdTwxaShF8GTbwLDLwMrLwB9Z5J6T0GWnIR3H0O2H0K37kU37iC27cnb/dHSdxP+Pdex9ZuRi7chuo+kdB5Oad8Pat8L7diLat+Fa9lKWrwJFhkkRIY4wWGpb0SdO2zKXuPKmUj3Tlr9Y+bAmMU/ZvaPWHwjtrwRm3fY5h0yZ60yZC3XZy9PzVmuyV6mzllQnzKzR53Zo85cos5cqEw65LZWqaVZ7WjVOtp0jnatrVVhbOArK5jCfCrHtxD3xVENaJIGhpWDUZJkuBCA8oGeJ5s61tZOHx389K8f3P3np48S33z2440jrxyoG6rPXux2Lc4pX9uw9MxI74XRJc+NrH5trvf8ZM3upaGJGnmlQ1uRVjvd+fq37z9M/PQ48dPqrSNYNZlsoKPUBIaLKw+p8XYa2y9hBqWcoJwXVvIjKn5EIwinCkIGYdjK9lpITh1Cr0iRSgG+GOCIAKYMLXESZdlMlVegC0mMUbk+LNf4pcocClWJxXMQaAKBSsSSkQAIMLjER09uuXL53NefXbn+7sWbH1z6+OrF65fPP7pz5cvrLz+6/da3N1++++FzX1195osrp++9/8zDj5/9w42Ljz88e//t44+unvn69WOfvHDg00tHpjpKqQCwOGh79/zem6+e+PTNk3evPfvw1ksPP7v03a0XHnz64uM7rz+6+97jB588evTFw8dfPXj49aPvvnh095NHX3z4h9vvPf7sync3Lt//+MrdG+/du/72ww9ffGb7WKHXMTc5euGFl6a37uocmuhft3nn+edPvn/j+M2v+5+/mv7E0+SBI+Ch88ljrwH9F4FVzwHLzwJLnwYvOw3vO4nuPY7vPoJs2kHvOZyz88Oa53/I23eDs+IpVOM2UP1WWM+xpM7DyW0HoB37cV0HiW178NVPYIsmkZ7ljMCAIjqhC40ZPCOGzNW2zDVO94g5b9joHzL5hkzeQYt30OLut7n7be5+Y+YyY2afPqtPl92rze7V5PwqqbNF6WpRp7dp0ttUriaFtV6srxRoF8mN1TJjhUxXKlIWcMRhCicXR3ahCEYAxAEg9CQIIwnGBMHZICQbguRA0Fygc66xZbL29LuHfkh8813i6y8Tn2559on8ZbGiwcKCNUXFMxUlG6oDM8VZ49HYlurWp1fOfrh9+fOTnScGslZGUmuc1rrMyVPr3vnDtQeJHy99+Yax2Ik1U/F2BiWHxwnKcVksTlzOicu5+Qp+oUpUpJGW6hRlZmW5VV5slRbYRBEby2PEO9RgrRgQMgEmE2CIIWwtXmihyzM4KrdQ7ZVpvAqNh0pTq7VpUAQeSAIoTBKJicwOWC699tSlCwe+uvHqd59d/uy95z989cSNt57+6sOLN9489fjTVx99+vKDj1+4f+3Ct9efvX/twv1rFx5dv/D4w2fuvXH027dPff36UzcuHrj98vGD031CBBDQ818/ufXmqyduvnb86w8vfH/71e9vv/zw1ov3P37uwa2XHn915fvvPv7+0Z2HD+98++3n39279Yd7n/zx7vUfbl99ePPygxuXv/347bsfv/vgxuWfrl98srdkVW3wwuFtV958+dDhffsP7rn40nPnXjj3/LtvPnvz1sbL1+O7n6P1HwINnsNu+ABYdg5YcT5p1QXoynPwZacQPceR7QdQLXtwLbsztl6tv/Sj/9AtYtf+lNpNmI698K6DSe2HgPYjkI7D2O5j9J7D9Kad+KJppGcl1b1CHBwyxqcc0Smrf8ycO2jLHnJ4ho0L97V6Vhk8q4y5K025yy05y83ZSxdkyO7TZfdoc3rU2d3q7G51VofIUi21VcvsNQpbldxSJtQVclVhttTHV/jZklwa14mnmVB4DQwjgyIlUJQAAAhAEhZIxgMQEghKASOpcDQdhmEAvWu7Vm5aeuHjs/cTXz1I3Hvx6wuVk4tig+H0rrTMpdnuAV/uSDB7JOAc8jkG85xD3vTRvJqDTb1nV3YfX148U6atMBrKbZOn52/8886XiQfVs63ckEJYpCPk8XE+PjkiIga4pCCPEuLTowJOoVRcrlL9f1y9dVjTb/j2/6a2sY0O6YbBGBsbYxvdJd3dJS2NgYGBiCAoiAEGoqggIEjn6M5tdHejgPnRPX/4fb7P7/jdx3lcx3Xff7/u+/zrvk5fFeVAoqQTStYZK+9GRLioy9iRhExwnFoKMBV5JklpRiEZJn4ZiKAityRBSEZLREpTUJQgJo7HYHXVNI0UlNCs7GAZpMi1tITWjtLR3qqlsYbDxd6tKfLiSN3ySO3KaN3+dNs2telgpnV3smmb2rA/3bJNbVgfq9mm1O+N1ax1lqx1l612lk81Fc+3lbUWZWtLc6sKQxteZ1NbSmnk0tWx+r1Z8t4seW+2dYtauzPdvLvYs7c+vrc9s7U1t705u7M2dbo9/2tn9tsq5Xh+5Hhp/HB+bGd67GR+ZLY277aXRsm980O1hUPNZZXv8lur30/0N/aSyzu765pH+18Njvu8axG7/o7pajXHwzHgahPL9WZoSgv8SgNrQjnkfDE8oogj4pX8zVr/5i/OVRtCSSWg4KfM5/KZwp7zXPkMRL1niPoAjS7liSkVCi8S9HnMY32LyyBJxuyakvl1klWqhtUd9bO3SCYpJMNrBKMrWKMkZeNErFESzjBBxSBRxSABrxeP148lGMarGsSo6MVgdCNR2uEIzWBZzXOyGgGiGEdxjK0Y2kYUZSksbyogrccrrsEjSuARxnHwKbJySjNBhBlZ+BlZeFnA/GBWfjArHwsrL4iVm4WV+19lgXAws3IAyU+v3Huf3rfVu03fXKIvPmzJcrxlG/I8yOWBs9F1I3y0qmq8mnGqpeMjL5cnvk6P3QkXCJrJalZ3z4a/DXvQeT/pXRLRj4h1V307XjZP37hZk4UN1SPEmoj7YoV9McK+GF47aT4bKT5rcX4bMUF7CTEXWVkvBXlftKSrvJy7koIXXtFbTdFTHeGiLmVPkLJUFySp8KCwcAkFiJA8q4AimwCag0+JgwclJo4XEFQ0PevkHxyKI2KtHEzfV74qryzob30/3v5+prdik9a0M926Mbn5UOwAACAASURBVF67OVG3Q23Ymqg7mG7ZmqhbH63enWzZpjatjtftTzUfTjRu9lSsdZdt9FQutH9cIJdT6t956qnIQIHyx7dH64upbSWrY/Vbk82btKb9uba96ca92da9pd7dtbHdrend7fm9rfmDrbmvG1P/7cz9XKWeLo59X6N9WaRuT42ezg4WX3ZL91IdKLoxUf2st7Kgq+LFZPvHme6y1fG62YmWAVpvydBweHm74r1y5ms1jLc7wbfaobfIsJQm6KVqeHwZT8JHyWs1SneanT+tu9duYTLaWEOesccUQc6/BkKfc1ypZoorA8dXwmI+coS84fDK47bPELS4JW56BWV2Xdn4qorhZYLRFZLJNaLxVRX9S2ideGXDBLRhLMYgHmsQi9WLU9GLwevGqOhEqehEKWuHKWmEyqsFSqn6iODcBTCuAmhHPlljHmktDnE1mKAKmF8JzKMA4pKFcEkxQs8wQniZwNxMYE5mMJwZAgND4BBWNhicixXOA4VyQ2DcrFAOECs7hJWdBcIGFDYUFTa9nvo+tU3frlutCSs4F/M+6mbbNe8CN6c8e6v7loYpBqRYNfVYTfs054jXUTHvowwv6zjcsz57zfByZdKjgYeZbem2N+wS310YoI/lDr3UiDPRv25HvGSqfs1CNkwVEaoqF4ST9EOJesmJuMuIecpIeMtJ+SIVArHIAJyCv4q8jwrCiyDnSZB1J8q7aspbaCsY60lqkDiRCkwCogCnEIhXkkNYgYNfDsopwsEj4uDodu9eZm7Ogw/vi8iN5f2Nb1eGq5eHPu9ONm3T6paHK/an6leHy7cmPu9PNa6NfF7sL9+caNicaFwbb/g613VMad0d+LzR/Wm7v3q9u3KxvWKlqzrWxUSEAfiQdXXgcyGt9ePGWNPmePP6WP3RXOfBfMf+Yuf+ct/++ujB5uTR1uzXnflvO3OHC8M/1infFke+zg58X6YczIysjvYdTnSl+2gXJ1qvND2ebigY/vxskvx+Y7hyuv311ljlCqV+ZJz8rot8vqxZPaeG/WYNkFzLeKOZ+Xoj86VqUPxH9vhyqev12nkjdu8Xr9Lomo96eWLf8F34wHnxA1N0IUPsG5bEEtjFTxxJn7jOf2Dzewa1Sec0vS5mfhNlnYoxS0EbXERpxaO14lT0L6gaXlLWSVBQj8QYxqINIpUNIrH6kTjdCBXdcBXdcBWdEGXNILS6H5LgJYNzFleyE5C34JM145bW4xBTZRNAgbllAJgoABYAQHwAmJcBwg0ArAAjhAkEg8I44GwcMDY4FAqFQCDMLKzMLFAQGA5hZYfCOOBsXOwcPOwcPEBa3t2GoYa5k7ld+k5O6wP3LBfPZ25RlWGer908Xjp75jsFvPAOyPP2Tnfzv+P5ceTD2943jpec7JJtLK6Ymd0wtrhr5pBrb552NuhV8AR9MnfgiekVS8PL5ua37PWSzTQuG5JSjAgp+ipXdRQTiZJhKCFfWV53cR4XcTFfRXE/JUlfjJQPVspbRdILL+2Jl3HHq3jp4t11lZ20EJYEYV00J06GRVYIEOYHuDk5xCSFJBEszHASWu3p3bym4prB6sa+z68n29+sj1YdTDcczNTv0Kp3pj4fLTQczDYczDbuzzTtTbXu0Fq2KeStibbt8ba9obqvI/V/Zjq/jDUttZXsDdXPt3x4kXJenBG44GEx1Vw6R67YHGraHWtb6a0/mO49WOzfWx44WB06XBs+3hz7tjn+a4vyZ2vi98rwj8WBP6vj9I3J49mR1aH232tz9QX3vVTPTJbcmfiUOVqdN9/7fmm0fH6geGnw/eFUzdZ0w+hIY0UP+XZTr0VBg0RGndDjAY5HQ/CH/ZwZXdw3mnniK6Uu1Vq9nEvspZ8tmBBLKuWIfskY8YQloRA4/5Tpyjsg4RVrXCFn1Ave4Gf83jmCjuniVrdlLW4oWdyQ00tC6CYo6CYo6sajdeKVdeNwOnEqejFonVCMXjDWIBinH4TR8UWS3GVxDtJoKzGEsSzanJ0PB+VSYufDssBkWTkUmGFiICg/wABlAnEwgzlZIFy8Z8S4+USYWaAAAwgK42SFsgMAMz+fEBzODgJBoFA4GAKHcXAzsEBY2Tih7FxMYCgrGyfAwAz4RPvmf3q+Ql9do68/6s2LKonyLvQMKPULKPXzfuMRUhxwsSIh8VV0fG7k9aeX+5a6R7fG/a8HG4Ya6cbo6F/R1b6urpeqrX6NpHNNl/xfe+lKWdy7RP+8IOd0N4sUK5sMB6Msa61MM7W7JsQ7Rvgb+vKJBIEAOZijEL+nrICXvIivooS/slQAXioAL+WLl/FWQfuSsN7qWG91JQ+SvDNR0honbIIW0kMDEjyMglwsXFziErJ8UAEtpFZFzoeu99WD1cV91U8X+kr3JuvWxyp2aFXHy817MzUHsw37Mw17U817U6071LYdavs2pWN3rO1wtPHrSP3peNN2X+UyuXR/uH6tq6Ix/w6WGwg0JUzUFC12Vm0PN++OtW0ONB9M9+4tDu+sDB2sjnxZHzndGPm5Ofbf5vjfrbEfiwP/rY78Xh79Pj96NDW4R+nfow3cCHZN9TZerHk8XvVorOHZdO+HhZGypeEPS4PFW6Olq6OVlMHartHed2OT5yt71XNqpLMaee41sqXWsV3+xHuhXP5Gk+GjUZd3q35Vu4SMDt64YraEt8xxhSyXi4G454zJ74G4F5yxBWwB91ntU2Dml86YXZE6ewVhekXB8BJCP1FePx6pF4vSj8XoxSrrRuN1Y1R1I9DafkpaXoqabvJEJ2mctRjKRFhOX1Bak1dYlVcIxwQRY+OQ4eKRZ2YRZGQ6AwBwAAAzM0HgME5ODl4YlAMAmAGAGcQC/dec4RfmYOfh5RHgYOcBAGY4jJOZhRUMYwcAZiYwFMLKBjAwgyFwCJwD0PU1jn6USKHPtH/rjfgQHVObEFgWEloT6Vnk5VPod7k2uWy+vGWlpWuxc2Cu/wv968K3pYef864UXw17GW6Taa1xhWiQpmvx4CzpAjFrMOtqzdWEksSsruysruzo4livZz62+a76D8yJqfrEVH3tDHPtDAv8NV1ErKp4CFoiGCMWgBbzw4j6okV90eK+WEkfrIynspyniry3KtJXDemrruCthXTXUnTWRjvo4Kx0uaRE2Hh4FBCoMzA+vBT6Q+7T4caPPdUF/TUF010ftml1+zMN27SaTUrV/lT9/lT9/lTzHq1lj0bepbTvUjr3J9pPqG1fx+t3+j+ttL/f6C4/GK3bHqiaanprjhE0QvJ1lzxa7a/ZHm3aGm/em2g9mO7eXxraWx46WB05Wh873pj4vkX9sU37tT35ZWHkz+b06eL4LrX3YGrodJHSW1lsT1RozL22QS4e/5xPaXk72/dpYfjz2ljVUs+7jb73m4PlyyON05MDXdMzeR2jwcVtNi9aDPKacKkV0gkvla6U2L4YCanfcSpdVLnfLpj8CRzzFnSxhPlyGUtyORBfzJJUBop5zR3xlNXlBqAXyagewqsTI2OUhNBPlNWMVDSIReqfV9SPROqEorTOKWkGotUDlNS8EXgHKZyFCMqYX0aHW4zELoCF8aHhvAoguBQDSAhg4IWxi0NhoowMXCzMvIyM7IwMYDY2DjicHQAYAYBRWlpWS0sHg8GqqWmQSOoSElIwGBsAMLKwgKWkZLi5eRkYmEBgVgBgZGIGsbNzAgxMAMAIhkAB1UAdo4s29ccdZYf1Khc0XN74erz3D6k5n9x1K+BNmHdeUHZLXvfa4Ff6j1P6j72fh/v0o3n6Eo1Oe7/wLqDQV+M6ST2FpHNLyybb+krDFa9cL4c0x7CX4ddqr6W2pT2iPQmvPu9Q5KmbYYK/qaN2W18vw8Iwy9owy4Z4wwh3WQ9xniQahD7jo8DnhRDwkhf2Rkn5Kcv4qcj64xEBJPlADWSApqK/NsZHVy3ATNPT1DLAQU5FgYkF4IBBxXj5VGSlnt65OEEumewq765+tjJcvT/dsjhYtjLyaW+yYW+yYY/Wskdr3aOR92jkA0rHIYX8fZr8jda83Vex3lV6MFqzP1K91luxNfg53E4NyQ1UPL62Mvh5Y7Rua7zhcJq8P9txuDRwsDL4D6yvm9STralvO3PfduaOVqi/dxf2ZoY3J/6BNf7wUpSXPn62pmi56f1I5cvpzk+Lww2LI3WbY/Vz7e/3Byq+jtYeUVrXxruHhvsqOvqetQ7ldFCT3rZE5Df45X4OyG+N+DgRWDapnt0CO/+cJf4NEF8MXCoDLlcwJFUwxJSyxpZznX/H4XOfzeYiWDcCrhEipB0ppxstrx2FUAtW0g1T1A5CaPhIE90ksfZiSlaiiLPCcoYCMtq8EgQ2QQyIW56RTZoRKs4EFWWGiQLMvAATNwuYHwI9w8zExczMyckuzM0pLCQoBgCMEAjUzs7hwoVLnz5VHR+fnpx829s7mJ9fLCn5eOXKNRJJnYUF/I+8f4bIADACACMnOxc7OycExMrGxgHIBeHFfNE5s69r6N2CofL4VAOtrLOGuXYXOm7f6My8WnMvp7mgtKdm8WjrB51+Sv+1T/+yQF9u3W99PPLo3PtA61wLg3Q9tasEjwLX+E+x7g9cbW/b2KTaeOV6RBSH3+q+fbX3ekxron95sO1zF5MHlroZZjr3THXvmeukn9VINVG9bqCUpCUdTRQNwwoEoc74KUiE4KTO4WVCCXKhRIUITaUoPXykESnKFOerRfLWdTjvfCU7Ga+DARgBJUVxODOgpSzxLu/W9lT3dF/lYEPRwuDnHVrz2mjtDrVhh9K0T20+oLYeUMmHtPYvtK4vtI4fM+2/59oORz/vD1d+m2raHfo03168MVCRGecqAQFyk/3nez+uDldtTtQdzZEP5slflnuPlvuP1oa/bFC+bE1+3Zk/3l062V053lk+2VlanxzemRrenepfGWgOtdF7diVypfkj9dOrkao3i32N6xNdiyOtG2Mts20l38abfo01fx9r2R1omu5qGu3tGhid6KPM1Df3NndMtI6u1FL3H3Ut+7/pwd2tOHP9PZDwGkguAy6WAQllwPmPLJHl8JAyodBiNuurZyziRMxiJIyiZHXD5DWC5Il+8gRPeYK7DN5RDGN5Rt6QS1wNLqAM5VIEc8ixcskwc0owQIUBEB/AxAOwcAMgXmYILwMTJwuYBwbjA7GwsTDD4TAeGIQLxAKDQTmQSFRsbPzEBPX09PvJyTc6nX509PXHj190Ov309HtDQ1NR0dtLl5IlJKRAIAiYBcLJzsUGgTMxMPOwc4uLSshJymKUlAGZCBK3p6zXx7jSv22yF9X4IxTkk9URF9TQF7Tdn4dFFF2+/enhi5bS8Y3ZY/rvU/rvxd8rtUt18cVxvs983Aqc3F+7uhU6ub5wcnni6J7nap5i5njXzv2Bq1++r0uOk32OXUhFaFRdVHxLYmxTfNCncOdCz7O5Nvr3zUl3DDTumuret9LNttZIt1BO0ZdNJIpH4fgDkAL+SCF/RZFAJalzOIVwokqktnqUgXG8uW2inb6P9r2XNz+1FFnZa3HzAnKS7ELsgK6y5IcnabszveOtZUONxftTHTu0lq3xxu2Jpr2J5n1KyxG1/Qut4+tk98lUx/fJlr9z5O/Uhq8Ttd8mG3cGK+ZbXy92Fpc+jEdwAkk+hpTWwoW+0i1q7cFs89Ei+WSp53i573h18Ov6+Jet6a87i8d7K1/2104PNg435jenRw/nx7YnupoKs0Ms1GnVhfN1b0dL86caP64MtmxSe+aHWtbHO1Z6an5Q278PN30fbDzuq98daNmnDmxMjcwMdO+NT2yOUTbnN5Z2vrXMf71WN6GfWy2eWgpcfM18swpIKgFi3gOh79jDS9k8Xp1xfcRheF7EOFzONBJpEIZQ85XGOEohrSUUzorIGgrIaHNJEKGCKBZuaQAmCDDzAgwcAIQPAHMDzJwAMzvAxA4wwRlZ2JlAbCAQOwTMBgHDGQEWOJSDHc7FADAyAIwYDLay8vPBwRH9/66/f+lfv578o+rPH/r+/uHt23d8ff0zMu5LikvBwTBuNi45CRk5SVmkjDwBq6qjpmVufBZQSjQWDSUg4vVu0fItXgaw+cspJOtIxOCVLumpXzFHBWt4Z4eXTtQt03c2/h5MHs1O/zfXtN0S+TrCNsPaOE3fIsfU7qmV8wtH+xwbhyw7m1RLu1Rro8v6dves3fIc/It8bPOsHQscvN56BpcHhVdHBleFeX3wcyz0MMmzMXviYPbU0eSpk36Onfp9C1yqoXKKrmAIUigQKegvL+gjJ+yDkPJFIv3RWH+cUZSeaZieXbhRQqr/p6anFdW5Hp7aEiJMckJwGAAYExQ+FmSOt1WONpct9NXtUNs3R1u2xpt3x1sOJtq+UNqPaZ0nk13fpzq/URr/TLf+pDZ+Ha0+Gq7aGShf7SpZ7HxPfptOEmPyNlHs+5w33Vm8Tavbmaw/We44Xer4ttz9baX/dG30ZHPyeHv+eG/lZH/92/7a3srU4eL4ycLoen/tw1iv7AjHna6SpdpX09Uvtvqq14Ya1yY6pvvqNyjdu5TuE0rXyUjrr2Hy94GWo76Gb9Tu48m+tc7a74Nd+51tS909MxMzPdObOWSaZU4lb/RD1guvOG5/YkgsZo4pZgsvEg57B7dKZ9O9IKBzTkTNXUTFUVzJRkreQkxSX0CQxM2DgXPLQ3lkWLjEGTkEGGC8AIQDYIIDTKxMEHZmVg4WCAcLhI0JBGNggTAwggCAmZkJwsIEYmJgZAIAOAQMYmQAMTJoqZHGRkb//v17enp6enp6cnKyubn548ePX79+dXV10en0P3/+0Ol0KpWqqKhobW39tuiNqb6htKg4Vl5RR01Dj6RhpKNnpmtga24JKMVaIWPOstohzlWnJnXn8AdhsSlnRcNVub0R2EQ95fPagc+jH3YX5JILbpSkJb9Jadvp7D7tuVZ7zeGBvWaKutF9faP7+nppOrYPrByz7b1y3f2f+tjctXbMtrW6Z2aWbuia72iZZWZwW8co3cDhmaPvB/+Aj0HeJf5BVREepYHWL931c63V7puSMk3Ussw1sy2x13QwF9SR0aqyIShpf4SstyzSU1bZXQ5nL2Psi7cP1Hj+IaW+9Ul5eXp15f1QfxOZM2AFAU5hKGCurlz9Om9hoJnSUrEy1LQ52rY52rI71va/YJ1OdX+f6jwda/xNbflBaTror9zq/rjT/2ln8PNqT/lgxWMjRW4bklh7aQ6t7d0OrXmL0ni63P19sePHUuePlf5va6PfNydPt2dPd5dP91ZPdpb2F8e/r1G/zfetdpQm2ZPqs2I2Ggo2G1+uN78+nmhYH6peGW2g9XzepHUfL43tT3QfT/T+mRw8HSJvtFYcDNR9p3Uc9tf9N9xKn+j9OTWxPT03Nrla3D0T9LwelfSYLzZP9EYJe2wBf8wricgXyPDn7HoJIJS7lI6vMNqCU0yD+4yqoABR+AyOi02OhUmAkYWXAcwDQDkBKDsDDM4Ig4KgMAgrDApjg8HZ2dg54WwcUCiUmZkZAAAGAGAAAEYGgIUBYAL+p4oK8N27c4tO/3NycnJ4eEin03/9+vUPpoyMDCQSGRQU9P3794ODAzqdnp2dLSwsHBYS+uLJMz2Shry4FAmD08ITTbT1LAyMXaztAEyoEyrUXjnSER1t5//2hl6aLzLWWDxMXTQYLx2uiorVIFzU07liZHjVxOiKiXGycWxx4sOevLTOe5EV589VBLsUOptkG9s9tTVONTJOMbS6Y+n72CvwRYDnE1enx7Zu+Q66KRruBU6+rz2cntg55TvYPLY2yjQxuG9iU+DoXxUa2hTn9jHQ6Jmd/mNrg6f2xk/sjbNtrHMcta8ZmN40dct2jsgP9E61875qGZ/heedxWOH7q3UND7rb8/vI+Z0Nj9oqc1MTg9UQosKsgAAIMFSWfZlxdaK5Yr6nfuDz24We2r1x8lp//a/Fwe3hxu3h+p8z3Xs9n78M1Bz0f/423kRfHDieaFntrNgZrl/trU4JcZSAAsUPrs70fl4ZbdqkdBwt9P9cHfi+2PV9uf/n5sSPramv69StueHFsc7TddrJ8ujOWDN9c+TNNf9bburHXa+nS1J3W/N3O17u9L3bHinbmKheozSsTLSsjLdvjPfsjPUfjPUdjfeeUHpOJrtOpzt/THfSZ3t/UXoOx/q2JyfnZzeahhZTP3S7ZpYhwjM4Pa4IBqZZ59YbXX8L1/RjUrCCyZqyChHg/Bg2LiQcLgMHi0EZBcEALxPAzsgIB1hgABgCgEEMYBZGMBMLCxMIxAwGs4DBYDCYBQRiBoOYQSxMIBYmCDMDhJmBAwZhBgAWAOBmY2UBAG83p7+/v9Hpf+j/n/Xz58+DgwMtLS0AADAYzNzcHJ1O//bt29u3byUkJM7w8d+/nebj6CrAxqWJVbUyMLHQM7I1PutsYQNgfDwRrk4KHs7S7jZnb8Vio5xkz5mIBWohIvUR5zXkY4gKsXh0Ah53QRV/WUXtspp6rLZjhofnU1/PQt+ouuiL3ZfuUtIKt19fb08JeRNin2HvlOV0rjA4sjQsoNjH7bmjS56t2xN7uyxL6+yz3oWeIeUhXm+8rR/bmuZYuLzxDKyOjGhNjO68HNGW5PwxwCDX0vqRg/dLH/v79s4ZtgmvQ0sn8humippGX/TT3o1NlkzTPs5RPs4Mv5voetnf8KizKre9/PndhDBVSX4pdqYzTABRWuDTs8wdSs/WaOfqYMvBZM/OaOtST9XaQO3pXPf+ePNOX823ibbfMz3/zfb/WRj8NT+0O0KmtZavj5DTEs7J8YJuxZ/rrvu4MN69MNa7MNqxQe1YG2/Znur+tkH7e7D4+2Dh1/78n/0F+uECfZtyMtW21FIYY45svB9+2PpkpyFnp+XJTvvznd7CneH3G+PlaxPVyxP1i+PkdUr/JmVomzKyRx05oPUfTfcdz3Qfz3T+mOv5b3n0aGp4cWhoYXJxcn7/feNEeHqx4fkMj/ulUW/IPg8+Ih0imKQ1GQSxDFzyjGySIJg4K1gEyiIIY+SDAVxQgAMEwJmZ/iWuMwMQJkYwAwuYEQxiAIMYwCBGMIgZDGIEgxhBLAwgFoZ/VLGCGOCszP/AgrIwnOGGv3ia8+fX6Zejg5OTk//+++/Hjx+/f//++fMnnU7Py8tzdHS8du3a3t7er1+//vvvv+joaH5+fjRKycHc6k7ydT2Cupm2vrGGjrGGjoOZZZC7N6DqFiFr4alg4y1p6aTiHyjtYoPwtZPxM8PG2CjFGMtFkSQjMBIRCMkYOdkEhFKCkmKoikqUpvolPcN0M6undj6lfsndyXkLT0t2yx6NPYkvS/R85O2W4+pd4OHxwsXpiV1MRUT4+6CgQj+Pp86Ojxzcn7t7F3o7PnUOLD1nn+9seP+sdb5TRHPC9bG7MZ2X3Yp9Qz+GXqpNPP82NDTPI/l1aMfSh6m9+v6JosmpstmJ0tmR93P9b2e6X892Fs53vZ7rejvW8K7p7eMXaZf9LHTEWQFeALDVUC7KvL7Y1zTTWbM00PBlpndrvHmH0nowRT6e7/4+P3g81XNE69keaVsbat2e6F4f6x4n17ZUFMcFe/PBwVqquPt3U7vILdSx0bXFuaPt5Y2FieXp4b2VqR8HKz/2Fo5XKcdLI/Rd2re5LvrmQF1uYsxZxGHHy4VPd7cac7ZaHm+S87d7Xm0NFm2NflifKF8er54fa1ybGlybHNmYHN+cmtiZHtmbGdyf7TmY614ebdqc7NmbHdudm16fWpwaX+rsmalqoZS1z2QUt/hdeSihZQ2wiwGcYhBeKQinKMDICTBwMgGcYIADCrBDATgrAAUxQFiYWRlBYAYwC8DKzARhBIEZoGBGKJjxH0b/AxML4/8KBmb+nwpiYGYA1Im47Y3lv7+//f3z+/Bw/+fP73T6Hzr9z5cvh3T6n+/fT5eWFjY31+n0P3///re2tmJtbSkkJCAqIqSEQJS/LQ719bMxMTXT1bMzO+tuZ3/O2wfQdLuicDYMZx+DsY9Qcjonbe2m7Oev5OeGDXdRCreUj9CTiSBJRaIlo5FS8QhEHAodRZT2RSPCcJhEokKCsnKyqlmOtXuhT3zlhasNN6/VpEQWn/cr8Pd+6eVR6OaU7xD42i+sOPhiTVJcxXnnXCfLTAuHXHubhzakZHW9O4ZGmWY6dwy07hjYFbhc6L72bO3Fk5nHpWtvXlMfp1YkxD/yLuvKpixVUCY/rMxUrVIrVkdKl3vfL3UVr3a/W+/9sNZXutBRRmsqme/4XJSR7GWiJs/JzA0AlkRUUeb1+Z6Gxb7G5eHm/dme4+WB+YHqk5XBg/mB7em+5bH2FUrPxszwaHdzbVnxp9J3FxNizc3NwBAoEwRu7+KVlvW4sKSyY3BilDo9u7i0tLK8urZ4tLt+vLN8uEw5nBv4sTK0PVRNX+nOirD+eDvwsKeIUnpnrenJamvBavurjd6ircE326PvtsY/roxVLY7Wb04PbkyPbUxRN2coWzNjOzMDe3Nde3Nda9MdKzM9O3Nj+wvTy2Pjo+TeoY5h6tjS+9JGMztfThF5Jk5BHhFZcWkUHMbDyMDKyAhnZGQHAXAwAIcCUCgAYQUgIAYwCARhAkMYISAmVhZmViYIKzMMzAwHM/8vUlAQExTEBAMzwyEscAgLBwzCxgo6w8PNy8MBBTEFBvjQ//6m//1Fp//5/fvn798//7G1u7t9cvKVTv9zenr8589vOv3Pzs5WfHyslJQEHo8jEvBKCERJ4etriUmmOrpGmlpWRsY2JqYu1jaAumuq4tkkNZebGh63VByTFKxCVLyi0Z7Bip4eKD9HpRAbdKQ5OtZQMU5TIV5VIZaAidGS9FWSDcUqJZIkIhQkIhDKl0jEZG3NJH3rNKeAp+ci3kbHVyTF1yT4vfOzfGh59o6Z1R3zgOf+50sjgwqD/F76Br4OcM/3cM/3EqoCqAAAIABJREFUcHrsYp1jf/a+lWG6mX6aidG9s+ZZljEVUfmUh3U7HyumX6S/jy+qSx0Yf7uyWLO/1Hw03/Rlqn5/vHpnsGKzt3S1890iuXi9r2prqG7w0/OZ1tLGl/dddZSR3CBBBsBBG0sueb4y0kbrqqJ2VuzPdy+N1q9Okuenuianej9VFr0szP1Y8SYrNzMiNiop5bqthxfJxAIqLA3A+HFG9mbeEWd9o4OS79/KL6sZnJncPFnaOd47Oj452j/amDtaGvu+PHg83T7V8DLSGketyqNVP5pvKtgdLF9o/7DUXb7e/3F7pGx3rGx3onx7vGp9rH5/bnBvdmJ7hro7M7E3M7w33XswQ96bJa9Mkpenu5cpnYvDnavDffN9veSyyoKsPCwSy8QA4mDnRSkqE1XVleSUeCDs3BBOOIwLCuOEQTjYQOzsjHA2RigUgIAZQSAwKxMrKyMMwgyFsEBBrKxgNjCYDQyGgligIBZWCAgGhbDBoexsMA52OCcHGw83Jw83p5iIqKSkOA835507t/89UcfHX/777xed/ufr16N/Jz9+fDs+/kKn/zk83KdSJ54/z1dRwQoJCejoaBka6Olra91JSbl786aGqipBWRmPRhOUlY11dQGCY7ri2WsEx3Rtr2xVx5so60RlhwRF+3A5W18FV0+Mnzs+zAUfbYeLNcfEGipF6ypF6UgHqchHqSITCGIRimKhCjJRaOkQJVKcrmaCodGls5a37T0f+5x7FxZQEuxV5OWa52KfYeeQae+e6+bx2CPwVWBCZcK1lqvuT9zc8z28Xnh7PPeyy3EwSze3vG/t8szFLNU49I1/ZtuNtyO5+Q23S1syyT3PaGMlC6Mf10YqdkYq90eq94dqdvqrNrrLVzpLF9rebvVXzre8X+wo2+irbXiRGWypKwEBhJgBBz2Vj/n3lsZaKF2Vc6MNm7Mds9TWIUp751jbzQc37P2dfKOD3SPPmbi72oaEmPoGER08oAhVgFtaQMNKxsxDVM8VZRtmGHYn8WnNs/qxuqGF5YPvJz9+Hmwub88Ob092/Fzqf5cZf8nHaI78dvRz/mpfxcZQ7XxP/WJf09pw/e5YzSH181dq9SGldo/S9HV+8Ghu7HCWcjAzdjg98GWq88tk09FU0/JE/fx4yzqtY39mYLmvtSIvK8LFXksRcYYVoqqI9HR2djC3QIhI8IFgoqzcCAFxbk4eDk5uTnYeThgXF5iDg4UNDoJCQKwsrFAmOIwJDmOBsYJhcCgUyg6Bs0OgbKxQdigrOxuMk4ONm4uDl4eLn4/nDB//GT5+YWFhSUlJBAIhKCj88OHD09Pvf/78OTjY+2d//9jq7+8tKip8+DD70qULvr7eurraUlISqqoqeDzO1NTYytI8yM/3ckJC1t27mgSCjpoaCYfDo9FaRCJA8niEtrunbJ+h5pFDcM7A2t3C2F7B2CUpWIUp2gagnH0wnu7Kfs7YIDtcqLVyuKlMoLp0MF46HC8ZgRGLQEnHKMvHqMiGYpXD1VBBBLS/KjaEpB6vY3rH3OO1d3RNbFxFXHxpbNibsIDnAV6PvTzzPGNKY+4P3H848jCp+oL/ywD/lwEhxef8Xvu7PHG1e2gbVhoaXRYW9Trwasn5h5+Sq3vyeoeKVuZrt6frDicbv1Cbj6nNX8abD0cb94bqdgY/7w5WbPaWfh2vH618OtPyfn+89e295EQfOyQvmAMArLXRVUXZUwN1k4M1S7Tm/v7KFxUFGW9yQ28l2Ef5usaFuV+Ms4qM0PUPVPMKUvMNAynrAnzygIIur6G7qMU5hNsFQcs4jM8d3bD0kLTCt/W9PaOTNOrY4frs8mjbfG/VvQTvDw8uTrWXTLZ/nB+opXbVzA72LYwMboz37E+2H081fp9q/DbZeEJr+TE/+G129HRm7GR6+GSy53Sy9Tut9phWc7zYvTnZtjneTG0pfXYtyhwrJQUHJDmYXC0Mbl6Ky3+YefF8FFFeiY8BKsbMxccAZ4Oxs7LB4XB2Dig7D5SDB8rBCeNgY+MAQdmYYGz/xmqCYewwGBsHhIODlY2bnYOLg5OHi5uPh1eA/4yQgKCwsLCIiJigoLCEhJS4uKS0jBwfv1Dqnbv//aF/+/6TTv/z4+fJj58nG5sr2Q8y9A20kYpy0jLiYuJCyliUEloBpSSvo6uBxiANDHVsrM0DfDxTb1x7eP+erqaasb6OjgaJqKKsTlABDIJeqnk8wjpkqrvlarg9VHO5r2qfpuachrG6qGQVjbQMUbDyRdp5KLl64Lw8VQJdNWKdNC/a4hNM5UKJMmEqijEkxfNqskHKyuFqyAC8oj8eF66uEqWGicYTkjWM0y3CS2Iu116/3nTzZmtqSuPNiOKIsMKQ63VX7nWmppFv3m2/ld5x+8LnOL8CT9ccB88nrgGFvpfq4pOr4tNrLz9rSv3cm9fSkz9FK9+ard+datijNOyPNR6MN30ZbzmmtJ1S2/YHKvb6y1faik+pLV8nWiZqigYrXze9yQu0MxCFAZxMgL0poaXm9RytbXSg+s2Hh+fTYvUDbUkeVvrnPHWCfM/GRNtdStaPjJa1cdIJi+PRswIkVQBRAkTDTdg6TtLtFp9DqoDzXT6byzIuyaZRmT6Xs3PefFze3Fyep1S9L7gU6dVaWTjY9nmku3l0qLevr298YpJKnVycGt+aGfoy13M62/5zuv3HFPnP3MB/s4O/ZkZ+TA38mOz+RiN/pzacUBo3xxqWB+vbS55cCbQlisBEGQFNWZ4ge/3nmVffPk5/+SDtYcolD1MTRW5+JIxHAGBhZWICgZghYBY2VggnFM7DxsHNycPNzQuGwUFwODOcHczGBoWxwWBsnFB2Tiicl5OLh5uTn49H4AyfsJCAmIiohJi4hISEiJCotLSsiIiYmJgEJwdvUuJl+l/6ly/HdPofOv3X4dFu0ZsXaAySnYMVp4JWxqJExQS1tdS0NEmeHi4kogpBFWtna6mnq0nCY7PupT16kK2rqYZXxiDlpFHysuoEFUDLPZvomK7hkqXtkk20vadmn6nl/IBoe0/F6hbe+ibe5ire9pKq/QUVh3gVh1gVl1CMh6NKgLVahJN2rKNGrI1KuIG8P1HSA4UOJSoGq8gHKMv4o2WD0IgwZVQMQTle0+iug9UD75D38en9ue/XysrWS5+PPb7bdP1W9YVHnbcf997N60nL67ubWn8xtjj4fHFQcKGfzzP3iFf+KeVx98ovZJUkVbQ9nFmsWZytWZ2q26TV7VAb9icaDsabjsaavow1nY43nYzXfx2p3x+q2+6vWeupXuqunuupIVe8TD7vjZLmZoMAujpKDx/deP0uJ/paiEmIFd7HTNXfSTs8RCsyxigh2SjusqpfsOa5YGKAr+RZC0ACBSgaCplEcurH81qnM5jfZbR/AHHJhbtmc7nck/a9q3c+0yM561PnQNyVq+kZ98oqyj+UV5c39pS2jBfWD9SOzzZTJwemp2mzlDla/zql8wut4xu1/SeFfDrc/IfW9d9kz+FA88Fw61dqz+ZQ21Tb58cpiaY4WWFmQI4D8NDHPr0WRf7wuL/qVe3LzMainA9Z1/OvxRXevHg/MjjB3UEHh1TDobTVVOBgJm42KAwMYoezQaFQKBzGygbn5OIRFBaSkpJAyMnISYlLiQlLiQmLCwsoyEqhkQhpcRFJURFpcbEz/LziwiLiomIKCHnBMwIiQqKB/kG723v0v/Tjk8O/9B+zC5PqWngCEWtqpkckYO3tLJUxSAwKoaNJRCKksCgFPAalicfhMShNEvHZ08euzi5CgmcUEPIK8nKmJka2NlaApmM6wfqWun26pmOmqmUaweqeut0DvMU9Vct0Vcs0VatUgvUtgs0Ngs11ot11gkOCkq0n1tVFzd9bJ9RHK9yNdM4G42cg701SClJDBRMVgvGIczjEOZxsiLJsiLJMCE4xTguXpK9z09LliW98ZWJmb8Yrat772fzC0az8/rup1fGX3oekVJy/VRN/pz7pQeetOy3XbtZdvFwak/AiOPFpQPqb+Mr23ImZTwtzNSvTdRuTddvUhj1Kw8F4w/8Da6zx60jjwXD9zkDtet/nlb7qhb6asbayrrrijNtxOIwICwiQRwlbOugbOOqYR9gR/C1wfk74oEC0TwjSK0wtJN4k8ZLGuUD1QC9FBxsGpDIgrcGhGchtkCzo8Bjm9oLZ+w2Lz1tmn1cg72dcvo+kAu/jQ+64XX9AcvKyCzsfcivNJyXTJ63AK6vEK6fM/X5BYtGHR/XNNQOD1IXZ3bW5vamhnaFW+vwQfbLnL6Xz2xj5aLj9y0Tv1mj3ZFudh5EW+gzHGQZAHyWeHhfQWPSgryK/q/TR4Kf8+udpHcUPekvzBkqfDpcXdL951FPyoubNs8GOhorilzglBA87FAxi5GTnEBAQOCMowC9who+Pj5+fV0jwjLiYkJy0GBIhhUEh5GUlUAoyivLSkqJCkqJCMhLiYkKCaKQCGqmAlEMoyMppqakH+weQm9rof+l0+u//6D/qGj9bWJuqqeOJJNy74sKx0YGnjx4SVZRxSkg8BqWlqkLEKKGkpPGKqCA/39s3b2lpaGKU0Ib6BjbWlv5+PokJcYCa3V0Vi5tEmztqdum4s7dVzNOI1vexZmmqlhkEq3sEq7sE61SizW2ibQrRNoVgf4ngEotzDsE4+qAc3VGuTlhvR+I5R7VIO9J5S2yYPjJQTcoHI+GlKOmHkgvGIsJw8pHKyPNYTJwq8YKacaqB73PXK/XxOQOpjwZSnwymZbQlX62IulQalvwx6m7D5fzBrMLxx++o+QVdWbffxd8ujC5uyOijfJidr1uaq9+YatyabNylNh9Qmg8nmr+Mt3wZbz6eaDqeaPoy1nQw0rA3VL81WLs2ULvcXzfTUzPVW9fbVJqWch4tL8DECAgIggkGGB1PI4KnKcbNBu3hgfUNU/GPUguJPZt4WSs0WCPIW8XTFUbQBETxDFjXM6bXRFyfcnoXsvgWMfu8BvsXwYMKOYOecHun8bsmcJq7c5pYKXj54SKi5cITJM9fFUm8p3DjmXj4FXzCbfu03LuVDT2Lq3MrK4u0seM5ynpPM31u9PfkwE5v07epoePZkXc5aVaaOEkoo4oot5ex+pOUuJ6Kl7TWj0OfX7a+zRqqLBisfEapKxz9/Hzw45Outw86ih5QG0v76sr62mozbibzsEN42KGCArzcnFxcXFwiYqJCIsKCgoKiosLSUhKyMhKyUqKSYoI4DBKlIKOElFVCysrLSCrISiki5OSkJIkqOH1tLRwag1fGmhgY2llZ375+i/7n758/f+j0P58+lRMIeClJcSUUcnJinP73D210FCUnR0RjNFXwwtw8hhqatsZnpQSFnjx8mHwhyVBXJ8DH28/L08bCDCUvi5STBjQcMlStUtXs0tXtMlXM01Qt09Vss1XM0wlWmQSr/xkST7S5TbK7RbK7RbRP0fS4pep8EWUdgTD3RVh5opw9Cf4+muE+pHAnlVBzpUB9eT91hB8BEUhQDCEpRZIUI5SUYpVwSTi1y6raKWqmd3Udcs56PrMJK/a+Whf9oP9G/si9J/1pGY3J18tir36IyWtJKxl6Vjny4n1HzqfOvH5a2cJK88piy8Zs8/ZM8/5k6+Fk6xdq6xdq6zGl7ZjS9oXaekRpOpxoPhhv2htt3Bmu3xpq2Bxu2KN2TLSVU7uqx7uqH6QlaRMRPJwAjBtA6ChoeFpo+LignBwx7gGqAZGEwAjtsEjD6EiNQF+CjxevnjEgigfQ9kKWKUIuuSDnx4DzU8A1HxRQxB31gS/qNad/BqtjPKBjx+boKxISJRpzQeDiLfbL6SxXHnKnveK5lCOWlCV7/pbzg6KSicWJzSPa5OwqlXJAHdvsI693Np7QBrdGO/NuJpDkhTkBwEFX9WHy+f6qN+ONJb2fXvRVPR+peTlUXTDw6el8R+k8uWSkqoBS/Wqq/s1k3dvFrpqhpsr8B2l+rnbiAtwSwmeEBPkEzwgoKCgICAmKiIlKS0vLykrLyUrLyUoqyEkiEVI4DBKtKIdWlFNWksehFVUwKBxaSUlBHiEtpUEkYJXQODRGnUBUUyUY6hhUlVX+/P7r7196b2+/trYuTlmFqEq6l5q+s7F5/dJVIlaFiMZaGBi72tjbmpq7Wdu/ePTkdUGBq6ODhIgwGqkgLiwgJSYswMslKSoE6Dg/VLPN0HLM1nbKIVpnqNlmaznkEa2yidb//vyn/9+wlDtqdndI9ndU7dNU7VMJjjcJztfwThewzpEYp0BFZzcFFzuUt41qiL16tINGjB0hygITYoAMVEWeU5APlUJFyqkkotSvq+jdUddP09C7Q7LJMXF/Zh1TFpTde/MNLff12MP7dVcuPD93713Sy9r0mt7nXZSS0dmqmYXGpdnGZVrDzkzbwVTb0ST5K438lUY+oZJPKR0nVPIRrfVwsvmQ2nRAaTwYbzoYb94fbdkfbVnvr1/uqVsebJzvb+yte/fiQYqDKYmJEYAKs6JM1TQ9nTBOjggbJylrR6Szh3Z4uHlSrFawP97XS/SsDSCnDmDshGyuctqmA/bZgEMO4JwHCijkjf3IH/0W6psJ2MQBht7s/omc4Zc44m/w3X0GSX8BpL4A0ouZb70Rzijnv/AYdTnvSs1Q/dxh+/AMualjsrN7d2x0vb+jMi/T3YjEywgoiLIlhblXvcwea/iw0FM73vh+6PPzydbiaXLxWP2Lker8+Y4PtIZCSt3Ljf7P/67N9kgLpaP+nJcjQUlORvSMEB8XDAriZOcQExMTERGRlpZGIBBSUhKiIkIyEqIErJKxnpaRvpamGl5ZSR6JkEIjEVglJFYJhVVCIeVk1QmqWmrquppaelra+to6UqKSuho6LU3kw/2v05NzxoZm4kISWBROSlRaVRlve9Y2PCg00MPX18Uz2Mvf28k9NjSq9PVbrKIiG4SFC84qcoaXlwMuKsAnJSokcoYX0HV5pG6Xpe2Uo+vySM02W93ugbbjY5L1A5JNFskmi2STqWaboWaX/n/zd+5pOOSoO+VpOj1Uc84gOt1ScbykbB+tZB+EdPRScndX8fMgnfMghbkRQ53x52yxwUZqMVrYcBQiUEY2SEohSg53EU1KUdW4RTK4p2V4R8M22yT4pXtyWUQu+ea70ZzyoSelrQ+qyc96Rj7MLDWtrXauzLeuTjVtT7UcTpO/TrYfT7af0v5H36idp7T2w8nW/anm/anmw8nmI1rrEaXl60Tr1wnyQuvHnaHmQ0rHUl/9VEclreNz6bP0AE9LRjaAUQjOp6KItbdT9wtAubgrurpqh4eeTYzRCQ8m+vvJOboDyoYAxprP6hLUMoXJ4xHg8QTwegYOfs0Z9Z7tXAHgcAswjABs43nC70LDb8GTHghkl4IzS4A7H4C7ZUBqKSTzM9etD9LXX5vcKzmX8zG3uLG/nzY3RFno6n2desNYUUqGHXAwxL/MvT7RXUXrqBxvfD9UUzTa8IbW8pba/JrS9JLS9HKi/vlce/Fsa/Fab8VKd8V4zUtaw5vZzsqCeymqilLi/BwYeSmElJispJistIyoqCgSiZSUlBQSEhIXE8EoItUJKjrqBC0S3sPVwfKsEQ6DlBIXkpMSR8pJI+Vk0UgFvDJGV1PDzMjYUFePqIIn4VWlRCX5ufhMjM72dg3S/9A/FJdhUSpykghbCztfD79Q/9AgnwBTHUOMnKK8uEx8ePTDu/e18EQoMzMrM4MwPw8fJxscBOLnYpcRExM5wwvoOj5St87Ssnuo45BLssxSt36gZfeQaJGhbp2lbp2lYXNfwzZD0+7eP6nbZRq4PddxLlC3zVG1vqdqfYfgcFvD7baWd4q6VxLeLULJ0VfO1gVh74RycVXx9VYLdjOIsdGNM1aL0cFGEBFhaESUEioRh7tKVL1OVE8hmd7Vt75jYH9TP/GVXwUlj3rUSFuun55pmJtt2lzp3F/t3Z3v2JtpP57vPp7qOJns+jbZ9Z32/3Qy1XEw1bY707I/3XIw3fJlsu2E2vaNRv5Bbf9OIX8ZbT2ldR7Tutf762c6qkYbPzSUF1g5GvHICwJCHJL6Gpr+PmpB/ng/b0Kgt27EOaOYCP3ICJxvCJhoDsibsBlHQ21ugP2eAAH5DAEFkHOFsHOvWLxzAPOrgGY41P2OSPRTzohHZ5LfiGTUQm58ZLj9CUivA9JrgLRK1rQK8dRShfg81aCbYTefVtV0fSh462loIsnCoC7GfSPcrbkkt6/xVUPpg/7ql73lz4arX82QS2ba31GaXs61F++Of55uK1zu/bDWX35IbVrsKustyxuuet5X+dIIjxTjhWHkxNVwKAnhM6KC/FISkiikIpFIlJaW5uflk5QQ01IjmRsb6KkRlORl7G3MzYz1sGgFOWkxjKK8MkpBXkYaKSeriJBTwaDVCURVLE4RIS8rKaVJ1NDT1LUys06KvdBU23y4czTUO5wUm+hgbY/HqEiJSmJRyng0zsPJJTE6NuF8DBGrwgwA7BCIEC+vIA+PmIAAPye3IA+PEC+/IA8PoGn7gGB+T906S8MmG29291+PN7ujYZOtYXNfw+a+pl3mP6q07DO07LK17fI07B5p2OVqOuRoOT7UcX2g75Wl55Op4Z6i6nRB0SpcxtRP2sRb7qyPom0A1tkH72FrEOFoddXX/IaX5gVrTKwuJkkXf01X+RKJeIVketfA+o6BRbJGRK5TUXda/3LJ+kbnxmLH+mzbxkzbzgx5f5r8z/7+f0j9L1j70207sy370y2HM61fp8jfJtt/0tp/Udt/Utq3Oj5td1d9nSDvDjctdH2itpT2NBS39VZ5RXvxYiSgKDE+Lbycw1mcr7Oyt6NqgJtZUoz5hQsaoTFQdStAQgeqd47T4QaLbw7g/4Q58CkkuAAa+JTZPRswvw7oxEHc75+JesUWUXAmuYzvVi0Q9xZILmdMqwfu1gD366B3P/FceolKemp341XQ1dyA4AQJLgGckFCMg0Xds/SJutcTLa+pnW9pXe8X+ypn20snW95Nk9/Pd5Us931cG/i4Pli2O/55c7hipu3Nck/ZXHvJRH1h78fHedciDVUUFER4FcQEMHKSaDlpPAalpIAk4FW1NDSVlZVlpKRlJMQxCgpqeKwOEa9FwhNxaCIeg1aUw6IV9LU1tNWJKHmEnJTkP0PEK2P1tLTtrW2M9Q2iQiNvXEmJPx/n7ealq6GjhiflZGV/LCl99OBhzPno82FRVy9dfpb3+Oa160oKSC42digILCkqJsQnKCUqyQIwiwmKC/IKCfEJc0A5BXmFAOLZTJL5fTWLTHXL+xpWWZo297Vss7Tt7uvYP9Cxz9Kxz/o3PVfHPvPflmh+l2B+l2R1V806XcM2Q8PhX9pTurpDKsnhpqrtNazVRUXzOIRJpIxhmIyBj7ypo5K1DdbNQTXQlRjhRIh1UEmwxCYaES4Zal7RM7iqY3lTz/66rstV7WsvfVtG8+dn6tdprctjDRuUluP53uOprt3hpqOx1lMK+TuF/G2i7XS89Xi89etYy9FY8/5E08E8eX+h9WiOfDxLPp0m/5gi/54k/0cj/5xo+0Uh/6CSTybaDsabN4frlgdqaAPVA9TmzKIMk0BLOE4YkOXiNcIp+Vkp+dkgPWy0IwI1Q0NNEq5J2AQAKLMzlrHsVhfB3tksQU9AAXlsIfncofmA4x3A+DJgf4c7opA79h33xXLOK1Xwq9Xgq1WMVz4BV0qZMmuZ0spYLr0QvlxASs7HeiaIY40kJFA2Wnp5l5Jonz+MlD3rfpfV+zGro/TuXNebxZ7ypa6KlZ7K1b7K9YHKjcFPWyP/o8Xud4s9JVNtb4drno/UvHxzL8lJB6OPRajKS2hiFYloBXUcRluNoCArJystg0YpoVFKyiglHFqJhMPpqBNNdDTNDHWJODRJVVkVp4RWlJOVFJOVFFNSkFfFKmupkZzt7aLCwhNiYmMio/y9fYz1jBRk5Xi5ebg42eEwVgiYBQb9P3y9dVDUi/f/v94L0t0l3bXELss2SywstezSIAICggqKSghId6dgt6BId3d3NyIiHUqD6Ov3B/fez/v3ju/MY14zu7N/Puacs885rznU3NyccrLScDhMW1NLTkaWmZGJ+iIVKzMLPy8fLzcPGws7PR0LCzM3D7eQoICUoIAUH48YO6sgE8NfYiXA9BPUDePhRgkI43gkMQFlEv+vp3j/Jh5hHAvVD1czCIMZhsOMIxDEGIRJLIoUhyTFaVqlalgkY8wSkeQYNWKkqlGIskGQiv59eR1nRcIVRWM7sIWdsv1lyHVrNU9LuDcJ7qMPvY1Sv61m+EDDMlTT0FPFwkstKNm2p+3d16GatdGGlaHazaH6rcH6H8ONv2a7DoYbztkbqd8bbtgdqd8dqd8Zq9+abdycq/8+07g73Xg42Xg00Xg63vhzrPHncP3xcN3BcP2P4brN4ZqVoaqlwYrpkYqu8cqEnCirABuIA5pZU+QPdV4OQ7CMo56qm4Wamz3CzY0YEKVo6wmSIzBir/JZhtNYxdI6ZTE5Z7Fcy2J2yQCZhYGMgkB2SXRe2awh5RyxDfSRVZQhpZRhJVSRJVSRBRcevGKNfs8f8oL7ZiSrgROVHIZXCqKJ1na3sn7s7z346flsxdvPda8XW95O1jz60vH+W1fRUlfpUnfJ167ir12Fi515i515i125Cx0f5lpyvvYULHTmTzZ8GKvNyUnyt9ZW1VSWEudkEuVkluTnVhQXlZcSFxcUVgUraeE0kXCEKlhJVlJCRkxMXkocqiCLUAGLCfJJiQspyklCVRRQ6lAdHIZooG9BJnm637zpes3W0kpbAweWkxfiF2BlYKGmoOTkYGNgpLlI9QflxQs0tJTUtFR/Uv4BugCipqWhpqGjpqGjo2dmZuHg4OTl5hHg5hNhYRNiZBakpROgoualoualoxdiYhYJXN3eAAAgAElEQVRjZZMCnVt1Lpa6YSzcKOb86i5UP/Rvwv+CEAHVD4USAqD6vmoG/mqGgeqGwepGYQijSLhxtJpBhJp+JJQQoaobpqwToqQdrKj1AKx1X1HjlryGizTOXlLHRtrIQsHSQtXRQt2NjLlN1LpnoHNPm+irZemvSb6jbu2N9Ikyz0zx7Kl6szZWtz5at9pXudxdttJZujNQvTdYuz9Utz/acDTReDrddjbf/nuh82yxa3umbnOm7sdU3e5k3eF43fF43elo3dlI3elo3fFo7d5I7fZw9fpY9cp49fJkzfx8be3Qx5i8EI9HN66kXVW7g2M0FKLUucRqrAC5aQZ2skS4uZn4R2l5hHNo2NFCrfhN/KkMg+mtkljtU5jsk6isI0HE+yDTQJBr2sWQvAvhxaDYSsrUBuq0WorEElBMLlX4a/GkDxLBWZxOfn9omoFEVUDMfIwcAlB5BXluDjM1+bfBt2fKXm51FewOFG33fdofq1zvLV3pKV/uLl3qLF5sz19o+zjXkjPXkjPd/H62NWe5v/RbX9l0a8FQdc7ruPs22mokDTU1KWGwqIC8yCVZYUExQX5RAUGosoqKIlhFEaysoKisIK8iLw+Rl4XKyUDkZTBwKAoOQSOg2jgU0UDPxsL06hU7F0cHqLKStLgYLycXEx09NQUl5YU/aCiomRgY6elp6RlpGJnpGJnpGJkZ6JmZGFnZmNg4qemZaOhZaJk4zi8tMHEK0bHyUzHwMbBK0TBJUjFIUjNKMXEo8gujpRUMlKCmIJh+AswgDmYQBzOIgRlEwQwjYYbhMMNQCCEIov8AQgiCEEIghBAIIQxCCIMQgiAEH4j+PYj+PQjBC6rvByUEQAlBUL0QmF4IVC9MDR8K0Q2F6oRAdAIhOoGq2vflUR6yyGtSyCviKCtxLFlS21CKoCdjhFO11tR1NzK+a0j01LH0wlve0zS7jXK8pRl837Yx/+HqaO3meMP2SP3WUM1ad9lqZ8n3wZrvg1XfB6u2B8u3B8s3Bss2BsvWB8u2Jmu2Jmu+j9fsjdUcjtYcjdScDtWcDtX8nmz6OdFwMFG3M1GzNlm9PFPz7XPd/Lfa7La08CK/OzkeN3JuWjyxQ4bp8TkogrBcPGYISRsjjLu7jnsA1jlIXM+NWoHMrX2LQe8Bu0U8z5VkNrvoP0z9QGRfkFM0hd9LqrhiUHAuKPgTKKn8Ymo5KOodRfgL7ujnkKinvLY3QQooEL806JIUA78oFzevCBcHQlLIWEUq0/vaQk3Obn/lWlvuYv3bLw1vV7tKv3WVLnWWfO0oWmwv/NKW97nt0+e2T5878r50FawMVHztLh1vyOspffsmPuC6KR4mKYiUl9CEgrEQJThYQU1RXkVeURWshISpQ5VVFGXl5CUlVWXlsDAoUUfLysTIzsrMxpJsZW5iaUYkGxvg0AgZCXFudjYeDnYmOlp6ahoWBkZmegbai1T0VHRsLOyUVBdpmehYONhZuDgY2dkZWDlYOPnZ+UR5hGQ4+CQZOUVpWUSpmESomERoWCTo2GR4RXECkgRxRZICzAaGc8ESPHSMvQlkPxDcIF5dP05dPwamH6lGCFXTD4YSHkAJATCDQJhBIMwgCGYQBDMIgemHwfTDYAZBEN27EN3bEN07qvg7qjr3VHW8VbR9VLR8YboBULy/Gt4fgr8P0faFaHurat+Fankqot0U0c5grIMCxkoWZSIB1xZUU+eHKPKriomhJMF6cnh7rPMDK9cQKzsvfYfbeuFBjuXvE4YassebPyx2F2+N1G4N1Wz2l6/3lm70lWz2l24Plm4Nl22PVeyMV36fqNoaq9oerdoZrdodrjoYqjoeqDoerDgerABmm3/PNh3O1G/P1CzPVi3MVszMlQ99KX3SEuVXcss1294+x+5KnqNNrgsqzpjjsjw1XorHGKNyxV7ayE4Id5kdYv6nOOGSliePfvAli0RR+yRumwhKss+fdg8YfTI54vNpEkpAMYWgiDxQaDYo6CVt8FPu0CyZkHR6LROQmCKIlQ/EdYldVEpcRh4sJwuRkcApSqkLc7kaYJtfp+0ONR5PtJ5OtR+Ntyy1lSy1FX1rL17uKP7WVbLcXbrcW7bSV/6tr2y5r2Kpv2q+o2yquXi8oagu+3FmmK8uREELooBRlkOrKKJUlGBgBbCMnJSIGAaBxCCQGgiUFhptpK1jSTS6amXhan/ZwdaSgMfJSYtxsTMx09OwMNCyMTGyMTFysbEy0dEy0NCyM7OwM7Mw0NAy0jCws3JcpGW4SMdIz8LBxivEIyTFLiBBzSwAouAEUXBdZBSn41CgYVX8k1GOjhMqLGukgr2qjvdAGfhokQMJVuGGNtH6VtE6pmGaJsHnYp1bFQ4lBKnq+qvg76vo+qgZ+P/FX8d5g9UIoWr6gar4Oyo6Hsrat5S1bytpeoJxd8BYTzDWU0XznrKmpxLOA6xxE4xxVUA7yqOuyCHtZOE2cghrBaSFPNJEGooXUYTxSslyiAkKyomwCDLSX6KWgF3StkQSnXWc/WwSnzyoq3o6N1C6PF77dbhyY6xuZ6Jupa/0a2fet+6C5Z78tZ6Ctf7C9aHizdHirdGy7bHyzZGyreGK74MVu4MV+/0Vh30VR31lh/1lwHTj6UzD/lz9+kz17GRJ/0huW9/b8v6nGe3hnkVXL783tck1t8q3sip0MP/gTMh0kL6B5zHGcOI06cFYRnk9NjCJTtpYAHOTC3efUy+YlxhET7gL0rlGYePD4ZfFGZNDE51Ll1ROFV1IGfCWJ/iNQsQbUfdIJrwliE/iAjMXHfclfgkpUUkpaWlJqJI8WkUeqygFE+Oz0VQvzoxf6qz92lb9ra36W1vlcnvFckfZalfFek/Fen/VxkDV5nDN1kjt6kDV2mDtt/7aL93VX3vr14fbF3ubBmtLcjIS77s6aKoqqstKqSvIKUlLqoNVkFCYPl6XZGRsa27pYGNjZ2ZO1NXRUIOoyknzcbJysjGyMNIw0VMx0VEz09Mw0tLQU1NRgEB/gkDUFJRMdPRsTMwsDIysDCysLJyMbDx07Hz0bAJ0bJfo2IRoWEUpGUQu0ImBaCRoOSBcwtqXZIjiSjZglBvW0M/AOgZjEoImhWPIERpm0Rpm0VjTGAwpFkOKBZ0fb4bpR6gRQiF6ASr4+8p47/Orz3/jo4L3U8H7qeADVPB+ylp3VLRuK2veAmvcUsR6KKBvKaI8FJA3VHG3VHA3lDScFdBX5BCW0uokCaihOJTALYXhlkRyi0O5RJU4L0mz8QqxcnMzc7IysNLRsFCALoJAF0EgKhCIAcQixgjTkcfryDhZoXzcjKLv275OvFv8LLj+fWxvScZST9633ryV3vyVgby1oYL10YKN0eKtsZLNodLtwfIfA+W7/eUHfaWHvaWHvaUHfaWHw5W7o5UbkxUL48X9A9nVLVnZFbEZJQ/iWvyuF9s5Fpm71NjZlFuRCyyti10ci31ID2/B79pLmZpxqOtxqhKlNV2kcNf44C6cGC8WrC+z5h0KtAsIfYXWxlcg4DF/xDvG4HesEUXcYUWX7r+XuZUlezmUW838AouUgLAcH6+gpLiUkiJYVlJCSlRQWUYSKisJFhXAKEg6GutWvX66PTa43N2+1NGy3tu63d+001+3PVC3M1i7NVS7NVS7NVy3NVy3PlS3OdKwMli/2FOzPNiyNdG7Odb3bah7vqet6OWje872DmSiqR5eCwkn6RlYkc1sLa3MTEh6mtpwVVVZEVF+VhZWKkq6CyAedmYudiY2ZjoGWkpqigsX/wDRUFLQU1NxsDDzcXFe4uXj4+LmZufgYGFlpGH48w9qDn4JVn4pBnaxP+kFQBQ8IBpBeg5lLhGcEtwBjHRRxbgjdf10TKIIFom6pok4k1h1owg1o3CoYRjUIAJmFI0wicOYpWhYpIFghvEwo1ioQYSqfpCKnp8S3huMvwvWvq2g6aGg6QHG3QbjboNxd85RwnlAtN1UtVxUcW7KGDdl1HUwwlUR4awAdxRTIosqGQkp6lySRfJKqXCJyXEKS7ILCtOwsVMxM1HS0VBc/JPiTxANJYiRGsRCCwLLsBrrKZqSIXhdaU0daYSGuJA0Ix0ziPoPEOufIJYLIBYQiJcSJM4Iggn/QYbzB1zVDr9hmOJr9Sb2RvmLoM6ipLH6p/Nt7zcGy7b7K773VfzoK9vtLdvtK/nRV/K9v3i9r2B5uOjLWMHYyMfGrsc5lVHJ2Xf9Xl69X3XjWvnlGw0Od7vdXJvtbSusrQqvWGa72Dy/6/oi2iEhXv2yuxDaWs3EG2cTLoHzlNEPFMH7C+h6seKuM2i7irlEIqI+qMUVCPq+FPZ7rRiYrXTnMZemC4hNCUQtzM8jIy8pKy14SVVGGqGkqCAmIisioK4gg1FVQClI46GKNroaBU/SD2Yn9iZGtof6toe69ie69sZbd8davo82bI/Ubw7Vrg/VrA1WbwzXb461rA41LXTXfump/9LXPN/dNNvZNNPZNNvT2lT44X1maoCnO0lXB4/GQMFgXnZ2DhZmZno6BioqWgoKeoo/GC9SMFBT/AkCUV28wEBPRU9HRXXxDwqKP6ipqRkZGSkoLtLRMzMwslJRM9DRs3ByXuLhEWZmF6LjlKNkU6BiVWDggwnKGShjHDGG93TIQdrkUD2LaH3LBF2LZJxJPEo/GqEfAzeI1bJO17BO07BIQZomI0wSYMREmGE81CgeJIkPl9YLldMPUTAMUND3ksXfktJwE0c6K+l4gjU95FBuUurOklAHSehlGZiNLNxCAUVUQBjIQg0kZPWExfDCwngJCYK0PIGNT4FNQJJTRIRDiJeG5SLoTxAVJYib4w8GGhAbA+gSBwgs+qcelMPBUMrXARLhgXwWZfQx3bLkhWPhS6fiN9fLcu7lv7r35uH1OF+jCA9tnyvqV/XFjSHsSOE/5VlBYrQgoYsgQUqQMBVImgmkLkxlrMbnZAC+a4WO9bDMS7w/VvZypaPwa1vuXPO7b71529MVX0fzZsdy+wdfVTQlPM7zinzhHPDY1vOltWOulVP1Fccqa/tK09vtDo7lpp5N153ynGyfugaWZTmnJ8qbOQhqXJbW8VAg3Fc3DYMZPYAY+Epr3eKBOTFBr/DpekKvpxqHf4K4p5Jjcg0DHvOgLUG88mziSiKyyrx8AtIi/PKivEqSlyAyYnB5SYSCFEpBGqUgSVBTwsiKORBw9e8f/5jq2xpp3xho+tpVuTPV/B+07ky1rgzWrww3rI40r4y2rI61r453rk10rU/2TrbVfxns7K8r660r76mv9HW/JszFwcfGzMpAy8JAy8pIx8LMyMrCxMbKzM7GwsbORE1HQUNPScNIRctEQ8dMT8PEcJGR+SIjy5/0bH/Qc/xBzw2i5/2D8dKfzMKUrOKUbArScGcZ9G1lLW8oIQBJDMOQIzXMYjVM4+GGEWiTOCw5AU1KQBjHwo3iUCaJGmapKJNEJCnxP58gYQ0/cR1/Wf0AMPG+KtFL1eiWst4NJW1XUWUrCVUbachleehleYiVjApRSlFPQhHNKy7JKSTMwSvEwy0hwC3Hzy7NRMdLSUFPQUN5gQZ0gQZETQ/i4QUpydFrw/mNNfi9r8OC7yKTQwgvE8zy0m1KHloXZ5gUpRHyk1C5yeq5KcjCTM3y56bV7xyb8+92lQYNV8cOV8T3F8d25UW2Zkc0vA6teh5S8TTkcfC1xHuX/ez1nPVVSXARHQV2rBQjRpxekRkEYb+AEqDWFmckKnNf1ZUNcNaM9zN94ImPCiNnPHZ6luPxKM8jNdct/oNLaP7VaznmTiXWLuUWruXkm9UWV/ONnfItLr+0csu+51+cYRsbJWPiKKThKK3lCcY/QJOiFBCuSmhXsIa7DOamKNpdXOeuEjkEYR+reyMFauUjhDSlF1Wh45fgEZOQUJRTUpWHQ+WREFkkRB4DVcSpKemoq+jBIQZwqI6KvB5EwRwLeRzmtdRdc/ql7/Rz7+Zo7fpY9dpY9fo5o7Xro7Xro3Xro3VrI/VrI/WrI/WrI42rI40roy0roy3LY22b0/1rE33Lo91LI11NJR9vX7WR4ONgpARxMdNysjBwsDKwsTKyMDPS09NSU1NTUl28SEdFzUhPx8JCz8FOz85FzcJJwcgFouem55Gm5ZWh41VkFlLjldOShJEgOk5wo7squg9UCZFqhjHqxnFwYvw/ly+x5qlwYjzUIFrdOA5jloKzTEebJsOMYlEmif8VkLyWr6zGHSnUdUmEvTjMUhJmKgMjy8NM5ZRJ8sokeQVDKWm8iAicm0eehfkSPQMLGycDMysFI90fDBdBzJQgLgYKIR4aSRF6DFpQT1/U3FLaxUU1PNDodYZrbpb7q6TLWQmGj5Lwz1L0Xibh3yTg3sTCX0WBX0ZK5meA3ydIZCfLFD1DVr0zqsmxaS3xGGmM6CuLGCiJGyxNGCxNGipNHy7LHCp/NFT+5EtH/lzLx4m6t0MVz3tLH/eUZPaUZPYWZ1ZnhmWH3o5zId8jwp01ZSxgfAR5OrQESJIdJMkHkhAFySiAVFEgTRKDmZvIFX+lW08M3J4beOSYeBVZ3C4y86m96ll6zavM17sw2v11svZtb3G8vaKupzohWF0rFIOPQGn6oLXuIbS9VTTvSaFvCai5cio7sIBthTVc6WUJVIJqHFJql+RVL0lJy4DlMDgEGgNHIWHqMKg6RBWlCtFQg+rA4foopCFC3RCuqq8ql+rnsTHUvDfZttJduTNWvzNZtTNZ+X2i6v8Yr/k+XrM1Ur05XLUxVLk+WLU2ULnSX3n+J3GyrXSms2pxoKnmwxM3KwMlUW5+pou0IBArzR9s9BfZmejYmRnYmZmYGOnp6WioqGmZ2XhpmHkpaDlBVKygi5wXaPkomUWo2WUklA2k1UhgjC1M7xqW6Klp7oO3CsJbRyCIUQiTBBQ56Z/rc2qGMRD9KDgxHmGSgCQlIkl/HcX86zf/SyxeCaNLskbiYKKUsr6kIk5ICsJ3SZ6TW5ydTZSNSYiFlpfxIhsTJQMzFTUbLSUHA4iPCyQlfhGlymWkKW5nDL51BRF0RycuxCg9mZyeYpQUrx0Xjk4KwT6O1Hserv84WLPwjdnHl/rvHmq8SIK9TlD+kKJYmAkufypf+kT800PBjxkiRU+Vyl5rVueYthRfH6gLmmhImap7OFmbOVnzaLLm2UTVs7HqF2PVL4YrXwxXvhiqeD5Y/qSv7FFPaUZXcVpXftpyU/5i7Ycvle+/1LxdrHszVpxe9/R+TtzVh4HEOD8d/1uQa44iFuZshkQavDGFFpECZ0GvbkatdY2D6CdhECjt+pxom2Hi8MT15qsw0zB/RVMnKZwzlhhGICXjcNFoVIimVgAKexeCvC2v7i6hdkMI6sqncpUDbENxSZNaGMMlpyEF01ZCYpVhUJi6ChqjhtPSRKGxajCkirIaVAmCgKhrwpC6SLQ+AmmCQWmCpeO8rm+Nd+6MtS+0lZ5+7l4bKF0bLFofKP7/U/p9rHpntGpruGJjoGKtr2ylp2S5u/hrT8naaNP6ROdYc0mU1zUVUU4BJgoJHmZ+VhoOeko2OmpmOmpGWhoGGlp6WgYGOkY6OjYQBReIUgBEJUzNJM3OpyYiq6uEtIVpX1PXcUMbeGqb+uvZhBFsIrUsQlHGD6CEALhxNMIkAW2ajDVP1bBIw5qnok2TkaRENcMYJCnx/ON5GUOSEjUs0v6nWFwcMuxsokxMfHS0TNRUlNSUIBoKEB0FiIECxE51QYDpohw/E1qezwQj6Wis6GqlHOarH+ytHXpHI9pHMz1I53EkPjMSnRoBTYtRTgiXToyQeRSn/CYBlhOHKozHlabpZKch32aqZ2fCPmVBih4rlz+Vr3gqWflCuPqVUOULofysS++ThXIzoY25loP13pOtMZON6TP1T+caX35ufvulJftrW+7XzrylzsLhyhej1a+mGt7OteR87vzwpfvjl+6Pix0fu9+lDrxPH899PFP8dL786XRJev/HyNY3vu3Zvi0f7zTketR/ul6V51ySa5+XbZX91qwo7+qbd9Yvc22zcq19Hur6vbAieKHkrFW079ipXXGQxjuANT20DCP1CYnaqGgtVJiOdghawxcC95SHukuq3RBXcxOGOgtB7AWUzIWVjSRV8YpqODhaQ1sLo6cNx2vC1eFIFShKHqwmI6MsI62kKKcCU4KhIXAdONoMj4dJSziZ6HeVfVodbptpLZ/vKNsaqd0aqfwPqndGaraHqzcHK9f7K9d7yle7Slc6S752lkw0F5W9Tb912RgsxCbERCnMRstNR0l/AcTLzMhOR09/kfriBUpKEBUVBQMDLRsD0yVWLjVuIbwU2EIN66Zp4KVnFkSwCCNYRqD0/ZAGD1CGwWjjMAwxHEOOxprGYEzjkKR4FDnp3Kp/FQtjlnJevc5boYZF2rlh/1MsfhYmLnpqVmoQCzWIiwEkwgNSEKWEyTCY6UhfNlC4aQHzd8bG3NFNDSBkheo9jtR7FGOYFoZP9EPE+Sin3FfMClF6EQd5nQJ5kiCXGi6cESGak65S8gieH6eU7S/26r7w62jpN0lyn9LBxY/BlU8Vap5KVj+5VPmYszSTqeYFd+1L0Ypncg3Z+LHa6wtdEQsdKfPNjz83v15oebfYmrPU/ulbR8FSZ+G3rqLFzoKvXYVL3QXfevO/9n5a7PnwpTvnS3vOTnfFbmflj87yrdb8tabs5Ybn3xoeLzVnDBcFdufeaXx7tebN5Zoc24Z8u5Zi+9YSh8Y8+4YCx/Y6j/oGzw9lN15XeDuHEAWQ/PxIJTGsPljzKhR3B470gUN8NdQC9XCRGjh/tLY/QtsPivNWQNwSh7gIKV0WULQAY+wVEWaqcAIKpY2FwzWgYAJS0RSPRqjBoBCEspKakgJESUFNTQmBhKA01DA6CE1dJBYqI3fLwX6gsWZtemS+r22irWqxt/5rb/U/LPb9xVRz4VRz4WRT0VRD4WR9wWRt/kRN3kht/nBjaUqYH1iYlxYEusTMwMfMSAUCUYMo6CjoaP5koKJgoqHiYGEW4ueTl5BEyCoSNHTv4QyCdEkR+mbRBPNYHVIk1jAUrheMMghDGUWijWLQJnEYUsI/qwY4y3RNqwxNqwycZTrGLAVhkgA1iFYlRJ53wPOG+E+jPB/V/7tYEDFajAKzEZr/ClHypp3iXRdlX1fV+66qkfdwsd6aife1Uvw10gLUU+4rJvtIxt0TSwxQzghFPYvBvohGPgoGp/lJpQZIpAdLvkmFPU9QehYr9zpWJjdWuihGuipGsjJWKjdK4mOsZF6cZFGSWFW6SOMjobbnAp0v+RseMXe8FhjKU56uNFhsdFnpCFzujP/amrHa/X6589Ny56dvHXnfOgqW2goX2wsX2ws3h2s2hirXB8vWBotXBgtXBvNXBvNXBwoPRxoOhxoOBuv2Byv3B4p/9OVu97za7H683pW20hG71Bb6rStopffBUo/PbOvNsTrn+WaPr11ey0OB032Bk0Mxg0MZj17eU1QX4hDiFZKDK0LMFFUcZaQd5aVd1FU80SgfSSUnBaQ7RNsbou0tj74poXZVSs1eVt1WWtlYWgGnooTWhKHxEBUNGRG8rCARIoNTAaNVIWhVCBaijlNDaalr6MC1dJDaKCUEQgmuh8EnRcb1trQPdXYNtHf0t7b0N9QO1tf2N/xF39+MtjWPtbeMtbVNtLVNtrZNtbVPt7ZPtrd319c/S88gEwwlhMTEL0lws/JTXmCipeJmY5Hg5FQQFIZLyxNU1S2w2s66BrcIJv46JlGaxnFYg2iUXgSCEIE2jMYS4zTJSThSIs4sWcs8XdMiHWee9s84hTZNxpilYM1Tz2vV+ZeqhEioQfR578OYpagbx513RpxlOsok/r8CSvE1jr2jFXId5ntVzttJwt9NOvQ2OMoL4u8m639NJuCa1AM3sXB34Zi7Qin3BdMCxcPvigd7iAXeEAxzF0nwlnkYqPokAv4kCv06WafstXljrm3lc71PcQqfQoXyH3B+vM9cGCFQFC1YkSBcnyba+Uh06JXoxHvRmU8iX4qlZgqkvpTBt1rMdjrd11r81ltiN7uf7gwV7AyV/Rip2hurO5xoPp5qPZ5tP5nrOJxt25tq/D5etz1WsTFaujlWsjVRvDNecTjRvDvS8H2wZm+k+niq+mSqZHcke6Mna7M3ba07Zr0rdKsv+Mdw8M7Q/eVOj7lGp90R36PJwO2RgNkWz9XhqJWxzIbCCB24kAQfl5SQvLQoRvwSXlzQUEHGFqLipKDsIIdwUdG5rW7graztLga145cjCskbSysbyyloiwoqCLHxg3kFdGUlzcCSRAluDR4GOUYKWVYGeQ4WJR4uZf5LSpdEwIKSioLSEGkVPQzBhmx356b33dv373j6BPiH3Lp5N9A7JNg7JNg7JNA77IFP2AOfMH/fMH/fsPiY9MTo9KSYzNTYRxmxjzNjn2TFPctKePYiK+f5049R4RmODndJRBci0VVTy15JlQxDXkFruuGNfIlW4WS7eJJtgpFlnJ5prAYxDktMxBoloI3iMcYJaGIilpSsQU7RtsjAmqYgjOPV9KPVDOKQpERNy0xdu8cqehEQ/Sh14zgkKfFcsvPidG4ezCgWTow/n8DOv/mfYj24LBd2FexrI+ptKxjqLhd0U+r+NcnIe9CgWyp3r0rdd5H9kGmR94j0OAoe6s6bGCAVek86LQL9MomQ99gy0Rc535l09KUwL+tGdrob8KMJ2KutfmX3Nky5IRPWmiFbEcHe90Rm8JnM+Cv5+WzwSp7idqnibpXCQa38aYvKUTN0v0njoIV00OH2sy8IGEkHJrP3R4p/jFTtjtbujdXtjzXujzXunW8kz7QezDQfzDQfzNbvz9Xtz9Xsz1ftz9XtjDfujDfvjDbsjFVvj5duj+XtjGZ/H3u50Z+60R+/1hO63uO/0cXKBJYAACAASURBVOezM+i9N3r/YMLnZM7v15fAb+1uy63uP/qC9vuTtjsfOaJE5GhBymw8PCA2UWY5BXEtaQltTl41FbS1kIqJONKGVVqXU1aXW1pbQtWYVxhxSQgiwCnBQ8POAgLJ0dJcUVUIMsRFGeOc5AS0OS8iWC6AqUFSf4BEQSBRyj8l6JkkWDjF2PiEOQSFuMVFLslJSCjLKSAUIRoQGF5JUZug42BIcMbh7HTwV7X1nHB4J7zRdT2iOw7vjNRw0NByNjDwMDK8hdd0havbaGk76ei5GhjfJpr6kC0ekCyCjMxCDEzD9M2i9UxjdUjxOJN4tFG8un4cjBCvpheHMExAGMahjeJRxgkYkyQMORlrmoQ1TUKZxP+zGHy+ywknJcJJiTq2WVjz1HOrNK0ytG0yseap5+P8f4eUgCbHY0wTzsGaJZ4DCrYUC70sEe4g6X9ZMNBZPOi6rJeDhJeT3D0npQAPVLQvfqAhfnPmTcELh2gf5d56n5mh+KWpRxtzL1fGn79Pd5rtegUcTi4OVr5OeXDwtQc4HJluTGh/Z9f/wWjsA3L2g8pSvvJqPnizSGmnRGm/XPG4SuGsRvZnncyvJvnTRvBRE+KwmXDa7nDW6wMMxQDjzw9G8ndHq3dHq8/FOhhv+hexzt1q3J/72625+u/TLdtT7dvTzVtT9VtTlduTRTtTH79PvVkbyljui/3WFbTS7bfdf/97v9d6181vrc6rvW6bAze+NTt977h11hNw3BR4WB2dYaVG5qWxl5cxkVAUp2RnBTFzMAlw8YgzcotxS8F4ZTEcYmqcolBWXnlWLhk2ZmFhTjFRVn4Ir6AYCEQU4n/p5vjJ4+oLW4N3jsappqhoI6ifpsI1VVGyKBeWgxFMSyV28SIn6AIHBT0PA5cgj7i4KFhGDqagjFZSxcPVLbEYBzjcDoaw09RzxxncVtO6BtVy0zD2xhp5ofTuquFuqWHc0Vr3DIjBZlbROD0vbQNfvPEDfXIowTQCT47SMonEGkdrmSZrkNMwpIdIYgbMKBNqkKlCeKiil4o0TkER41DEOPS/lBM0+dynuH9x6y/OTToXC2eZrmX98P8pVuK/ivWPVVizRFCEuUgIWTDBSSHYRizIXvpJqMGLGMtn8Q6lb0Mbi1JfpNwbbH4HALOt5Ukx/kYbn/MAoBcAugCgDzjtK8sO7al5Bex++72zXp6TvTE7Aex+OV6o3ehLWKx3WSjX3axFH9ZDTusUT+sUT2sUzmrkz6qlzqrFz2pEgUbJs0a5k2bVo1at006rX303gCH/s9Gkw7FPu6OV/ybW/mTLwXTbP27tz567Vb8717g71/l9rndnrmNnvvX7XN3OXMXOXMGPuZy1kUdLfbEL7QELLV4rHfe2eu5977v7vc/zS8vV9a7rR/13fvd6HVVfn043GgglfLBQfGOOLL1pV3j3tj0YLE55kYuSUlKQn4WZkZGBjZqalZ1VgIOVj5majRZELcl5Ca+g+uh+4OPbd9yRMG8EJP+GY56zxXOSVq4dIfsy7v0VjTf22s8uayWZaQTqITzQqvZqKnqSEohLQpKsXFzUTMwXGdkYOXi5hIQF5dmZ5Pk54fy8GCFRHRmwqRzUWg7uoIK7IYNwUda8hTDw0yaH48lROsQIbYMwnF6Qhn6ghmGQFjFcmxipZRKNNY5FGcbADeKx5Aw0KRNh8ljd5AmU+ARi/FTF6JmqURbGNA1jmoAmx6NIcUiTWATxfN8uEkWKQ5FiUKS4fwVJite0yjifrtCmyRoWaTjL9H88+69iYciJ/1auNMyTNMyTQM9c5JNshF94qCQ6SaXeggyXBh98Lvy10QZ8HweOvlTmPi778Ag4Xf4yUf860396MA84G9xaqdhdrwXORkfa3492Fp/tLP/68WNtful4cxs42AAOxoG1vIORgJUG4kqF2lG90kmd9Gmt/GmV7GmFzEm59HGZxFG52K8GuZ9NSiet8OMO/Em35enAtbMhr+PhmMOxnN2xir2xqv3x2v3x+oPxpv3Jlv3JlsOZ9r+YbTuYazmYazqYa9qbaztYGNhbGNpd6N1d6Pyx0Ly7ULu3UL6/kL8x9nRzJG1zIG67P+xHX9Bu7/3dbq/vnZ7Hww/WGm5MZ5v2JKLaAhTrros1OEq2Oqn23TKcCLg2GuH7zNrETJT3EgjEdwEkyvCH0EVKdhCID/QHDwgkAPpD7ALlLV39grDw7dq68RdPCz1vPiTpZehj31kQCq8Y5ZhrfLCEf7qMLHDSLnQzzHMjvXUmP7YnpVwmBZMNvYz0nHBYYxUwQlRYmoOdj46OnZJWVRwuyQtlo5agoxTm4oSISukISumxCeEE5YkiSpbSsKuKSDcVlIcK6jYUcUcV4YnCB6D0HqD1gjAGIRijKLRRDMo4AUlMwphmoEyzkKaP4WZP4abP1c1ewM1eI8yfaVikaZgnYM3i0eRYpEk03Ph83y4cTY5Fk2PR5Pi/ICWccx4xYMxS/hnhz8es/ynWf7NKwzwJ9OwKZ4IJdaYDV4wVS7yT4GDhXWCrGvg9/nNzAPi1Pt7bWF/68dfeCnC0OjFQOzdeC5xNz47mDXe9BA4HgKNR4GAa+L0D/NwHzn4BZ6fA2Q7waxbYKfw5FbzTYb5apbZXAz6okTuqAh9XQ04qoT8rYCeVsJNq9bNG9FkL7rSDcNpjcTJw9Xj41vGI3/5w7MF4zt54+d545f549cFEw+F5uZpqPZzp/Jv2g9n2g7m2g7m2g9n24y8jR59HjhYGDxd6Dj537C80HC5UHS4U7Yy9XutNXWqL2OgKPR6M/j0ScdLz4HvT3d5Mk+oQdI6r8HtbjmqXS0N3FIavy095wDdDLLajXL+GuS/G+9fcuXoXIqHL9qcbRDJYE3tNUtJeSNiYidmAnsGIkfH5ZZu1nPfTD9NmHiaNxoVWXLd/YaL10gSbb6Nf7mRUeEWjyAFb5KhZ4IT/5KSf42T4/irxtTP5hbPFk2tWGc4WcfbEIDO8uy7MDi5DVpbWkZQnKMA1pKES7EJsVBycTILcXNIMrOLMnHJ8IkgxWV1RaX0BYfwlYYKCvBUc4aYCd1VG3VBF31LT9ELg/dH6wVjjSBw5DkOKx5CTMaZpaPOHGMsstPUTjM1TnM0TDYtkDfM4rFksmhz9t1iRMMNIDCkeQ4rHkBL+wiQJY5KEJiWd+/RPgnWeLPxvtxIxpglYs/hzNMwTzsFZJILq/AUqvLkrHwgWBAh/fCAznO8IrOYAP+rnBj6dbo+f/lhYmh042lkETtaAk+WfB3PA7y8LE+XNlenrXyoBYBoA5oCzReB4+ef++o+12V8/ZoD93qPZRxudN7fbyNv16ING5Ekj6mcj7leTHtBoDDSRgWZzoMX8rNn0rN3qrNf+bOjGz1Gv4/EHB+PhP0aT9yc/7I2X7k9U7E9UHUzUHU42Hkz9m1idB7OdB7PtB7PtB7Odp/Mjp3NjJ3NDx3O9h3MdR3PNR3PVJ3Nlq71Pv7YmfmuK2OuNA4YTd5v9eh4R8+4pRmszPyIKfLQRbbwuP3BbYdFf/bOn8tJdxLc7mqveJpPXjfcSfHZSg6udyIGKlx7hES0uDvW2NpXmZnmGRq+1tGLBitnG+nPRYX1+93aepm88Se59cLvupk26JjhQnjffDl94BZd/GZNri/5gi/1op/XJUa/gmkmhG/m9k9E7J6PXLkYvXPSfOek9ctDJsNdIuaKb7GDxLsC3OiPpfVS4z5XLZpqaKBVVaTEpdjYeTk4RLk4JDjYpdmZpDhY5fg5VIX6MpKyJmKyZuIKVtPJleZizCtZdXdsLTvBH6AeqGwYjjMORJpFosziMZaKGdSrOJgVrFo8xjUGTo1GkKKRJ9F+t0CgGS07EkpL/JhVLSsWS0rGkVDQpCWueet4BUeSk89Tqn+b4n2JhzRL/0yqcRSJoPIlnOktoOENo/JVS93PIUJ7h6UL8weLzkfbUza+1APD158Hc4e7U4e4EAHz9dTx99H10d613qOPNwuRH4Kzvx0bNymL14e7A+nLP2GDJ+lwN8L1+fzJpqdF+q8Vwr0X7Z4fxWQf5d5s10OYAtLoBre5A222g7c6vttu/uu7+HvT/PRZ2OhV/NJWyP/Xw+/izvcncvYni/Ymyg8nKw8naf8Q6mu06mu0553C253Cu63Cu62im7+f0yNnU2OnU4MlU7/FUx/F08/FU9el06Ub3s83Oh9ttSWu1IRPvXIofIEIIVE5ioHdk+aorqBYXxIS3Zq+zzMQN2bX76mfRhiuemFVP/Nod0kGI61bgjTZrwnu0UhVBoxmPmzQ3H7eyWHRxWbju2ko2LtXVnrrjPuN3dycteiMtaiz0zlj43TxbPX95nkw9lY+XNT/Y4rKtse+tsdk2mh8ua3+y1813JLwyQ2RfxhZew5e7E8rc8XnOqDe2yo/MFB7b4dJs8XkPro1/erhQ96En/2l2SliEl+sVMwN9DYyytIwYn5Aol7AYp7ggiwgXnSg/H5ybH8PNj+ER1OQX0xWRI0opm0ur2Spjr4Fx11W0bkF076gZ+CCI/khyENo0DEkKR5pEIk2iUaQYtEkc2iQObRKPMUnCkZJxJqk4k3ScSTrO5OHfpKNMkrHmqZpWGRoWaUhSorpxHIqcdJ6z/z/E+jercBaJoG8vePYKpJbeC+7VIjaqtZZqSMDWY+BHfk9VzPzwJ+B08tfpFADMAWdTwNnU1/n6Hyu9APD1ZLNrf7UeAAaWF/I/T34CToePfgyMdmevTxYDPzuBtXdH/d6nPQ6/umx/dzr97rj+u+3m79bbQPMdoOke0HTvV7M30OH3qzcIGI4AJpN/z2SezDzZn37xY/L1j+mc3elP+5NFB5OVRxONR+NtRxOdB5PdxzN9RzN9h/9q1WzP8Uzfr8nBX+MDZxP9Pye6jidajybqTyZqTiaKgYXyH52P2x65pjnI3YKB3JVBMfrMuY6KUw8sp+6Q+6+hN0JJc3fgC3dhO4G4g1C93QDCto8BEH/9JNh5zBafrShYhJDv1MOO4zW3La0mtLVnScQ5K4t2fZ0PUKU+e6tvgV5T992/Rvl9ifFfSgmajfN9QUbek2Z9qK+aZQh9agJ/bY7JttHMu6Jb5EQocyZUXTeociWUu2iXXEUXX0WWOCHKXBAlruhPrtpZtvASf+vP+YkLZRk9ObHdBakjde9KX8fnPY1/kxKRHuIX6ObiYKCvIw8G84vzsolysEuwsUiwsUiwc0jz8IH5hdUExVEKEGN5mKkCwgaMdVDWcoXoeUAN7qoZ+cKJIerEcLhJFIIUjSLHo00TMWYpGNM0DDkVQz6vUulYUjrOJF2TmI4zSUUSE7DmqVrWDzUs0hAmCeeB1r+JhSH/9cSQk/9ttMJZJJ8D+lWj+KNEbKtIcKtUcilfeT6fcDQQA5x0Lw8ULgxXbq62bW23d/U83d9r+3U82N/2dnmyDjicAX5OAcA0cNi3v9E8P5a/tVAH/Bjcmqo8mCoFFsuByRfAcAIwHAp0+AADMUBvDNAdDnQGAV3+QM99oN8HGPAF+r1+9fme9gUc94ceDcf/nHoMfH4PfPu0O/9id/7N4Uz+0WTN6WjHz5Gh05HR49HRs/nx4/mh/fmu/fn2w/n2w5n246mO0/HO/d5GYKrvdKR1p7vyYLj2cLTqx2DR0VjxwIfQR7e0ffUEEizlcj008m8i86+p191EdbsivvkZzNzCLvporgfpLXhh1vx1doIMN/wNf0bZnYQ77Ny3eSXN8klFqIWgPm9ttGZksI4nrBmbfHd0WHO+OmZn+VJJJk8LPetzazUq8GuU30Tg7flon+WM0NFozywi3E2EORQhnXPF4L2NzmtzTO5lnQ9W2CpXw8prhIqr+DJHrQonnWo3/dobhtVu+qWuup9ctUt8SPPvQ8663202PhkriB0uTR6ryeove9hbmtVVlNnxKbMt52Hr24yWVxl1rx6mhT9wsCSjlMEweVmonIwEPx8PMws3KycftzCfgIyAmJqInLYExFQacUVWw1VO011Bx1tRLwBiFK5uGge3SIJbpMDMU6GmyTCzFLhpCoKchCInYMiJWHICjhyHI8chjGIQxrFIYhyalIA1TcGZp2lZZmhZZqBMklEmyUhiEpKYhDJOQhgnIo0SEcbx/wRjGmbJOPMUnHmKpkWqpkUq6KRK6XuJ5E6J8PcKmZUC1cU8w8POeGC7G1gb/bk+DpxOn50OTU5k//rZAwCzC2Nle0sdwI+xs61e4HgMOBoFDoZW52s25mv3Fpo3Rsv2x8qBhWpgOg8YegoMpgD9cUB/DNAdDrQHnDbdOWq4eVDnsl/n+KPe8aTzxmGXx17X3d1e/72+0P3huIPxtIOprL35F7tz7w+mik4m6n+O9PwcGv45PH48Or4/Nrg92rEx3vRjpuVgrm1/svlwrPnneOv39nJgvPX3WMvBUM3ZZOPBSEXH+6gsb7KnvuSjW3p1Cdca466WehsXuevUeRkPBJKnffVWA/Tn72isBxoexVnvRprtRlqsBhit3jfaD7c7DHdsIapkCVF/AAvUa6oMG2isGxtuEQxXjU3WLtt+drQbsLPMVJDKAEvN+nmuxgbPh/rMR/jMRnpNx3gPR91u8HVMIsAd+BmisUp19xyKnU1em6LfmaHfmKjnWmNK7bWqXQiV1wilV3XLnPSqr5vU3zXPu6GXe4vQnui2Vpm82/5iufHRfH3mXNPjieqs0epHI+VZg0Xp/Z9SerKTut4ktr9JaniXXvA07l1y0PMY34wgz3APB3cLA2s81hiD0YShVRXgUpLqQhJYYRk9SVULWbgDWPuOsu59qGGQOjkSbhavZp4ANUtUISeqW6TBLJIRZolIswS0WRzGNAZHjsKRYzCmCWjTxL/fVf4/zsVCE5NRxknnII0SkUZ//RJrmqJhloozT8OZp2lapGtapIMOyxHfS1T3KpSPapHbZbiVIov99jhgqRE4WQKOlwDg6+/Tsc+zJb+OhwHg68G33t35lt25xuWRks3Z6p0v9burbd+mq79O1i6OVm/Pth5+af+12Pp7vvLHwOutzrSz0aTTnlunXY6HbXa7TTa79TY7dbY7dXY79Q5nfXfPBn1+jvifTjz4ORV8PB16MB2yN5W4P/Vxd6LqYKz2eKzpdLj9dLj7ZLT3cKx/o7/9YG7o4PPQynDD+kD16Uw7MNdxMlIPfBnY7ao4HqgD5junyp6l3DK9baIaYANvefFgLC928lNM72Ov0cdeKx/CF18+GIm4MnxHd95L94uv/maY+XqI6VogaTfq8kaw+aq/6Y9gu1UvyywxuufirGUIuV6i1rAxfvuy9Y/Ll5esLRYcbKav2Q+6XnmOUg0R5eu77bqZHDEe4Pklxn8+2mc2zncs5s5kin9XpFc8Ae4kzByGkct1NC50Niq6alDkoPvJBvvJBpt/GVfsoFPhbFh93aT2plmVO7nQw+iNq06uF3nkVeBRT87xcP5a15vl7ndfWl/PtbyebXg1WfV0rCRrKC9t4ENqb05q1aPwtvepvZ8yuz6kD3x6NJD7pDI9Msv75k1DXTucBh4MVRGWl+CRFeVTlhBBSUrqKSMclbA3VLXvQgj31QyDYMZhEGIUxDgaYZmKskhFmiehzJPQpgkY07jzlyBwlqlYy3SsWTrGNA1FSkGaJCOISXDjRDQpBU1K+U+9/hHrH7f+EmvtI3YjD71fgfvVZHzcZH3Y7AGMPAE2OoDv02fr46fbo9sr3dOjpXvrfcCvVWBnZnO0drW/ZKkvf2mo6PNgwdfJym+zDYszTeuLAwfrkzsLfTufO4HN/t3ZiumWzMXWyK81tms1BmvVxI1a05066/1mh5P26z+7bgPDfsBYMDAdCczHAJ/jfn2OOZmO2p/I2B+r3B9uPxxuPh5pOhlpPB5pPB5t3RvvPJodWupvWexv2ZsbOJzpXukoXm7OOewvPemvAeZ6ttuK0m9bG8uz3zAAl2b4TlQ+mq97Ol/9eLYk7UtJ6o/ap2etb/YrslZfB08GWs34EReDzL+FWs14Gc77EneiHHfC7TdDrizft60zhESwggrUZTuNtT67XJ60NZ2xIH+5bDVqQx6wt+h3u9LtcfU1AevMcrHImriZETfi77kQHbCQ8GAtK2Ii1nsk3rsj2rs54m4gRsFOgCYULf3RkVDjaZlnr1PkoJt3GZdrgy24olXuYlhzg1TpalLoYlh0y+y1m8Grm4YdD30Pe3LPxkq3enO3hwrW+/KWe/KWOj58bn47U/tysvzJWNGj0fzMmbLnC5UvpgoyB9/G9b2IbkjxS3U0slcSdlCRsFaUIkpJaYtIIPklVbglFbhkpbiVZWUI0gqmciqXFeBOKlh3VS0vVV1/CCEEbZqANEtEmyaiTRNR5ATUP2mWeTrKIh1lloY0TUWapqJIKed6Ycip526hSSloYvL/QUr6r0ULdFLv9LPRCei4CvRc+91x86DV56QnE5gu35toWh5tXJ1tX5hsmhmsXpvvBg7XgMON3YnWraGqky9twGb/8Vr3/kb//vbot4Xeg92v+9+X5id7F6a7gd9rwMns9GDeSEPCdInr1yLr5WLb9Qq73Vqnk5YbQNddoO/+r+77v/qDgaEYYCz591jG6UjW0WDmj563BwOth/39RwMdR4MNp8NVxyOV+6M1u+ONp1/HNiZ6P/e0fulp3J/qBL50/xqv2Gp9P5n/0McIridE72WCKEz0Gih4OFP7crruRV9+ymjxw8W6l7tduSe9BccdH45as4Hm90BJ6u4jn/Vk96Uo55kHNl8jrm7Eui2FOK4GO/c6EiK4KSK5LpZrwZuNdadcHHqtTHssTaY9nKa93D6HeX9NDp1JCK5yv2LPSZOBR3x7GDP04M5sjP9szP3FlMDJOJ/ptKC518lfPj5sjfFJImHsBel8oZeq79nU37MquKpXes2w4jqxzNWowIHwyQ5f6Khf6ErMv22Vc9sq1+dK79OI/c6Cvf6S9c5Pu2MVO8OlG4Mlq32Fy52fFluyF+rfzFW9mC9/NpadMPEudjo79vOHhLm3Uc2R1xOMoVeEaW0F6W2F2S6L8dlIiJiJihleEtPiEYFzS0lxK4sIIMSFcVJSBvJKFkowRxX0TYjmPaRhCNwwAm4cDSfGIkzizldDUaQUNWIylJSiTkqFk9OQZhlo84cYi0ysZRaanIomp56P/Oehl4ZJEpqYiCYlnbv1r0ULZ54GArqCgN5AoN8f6PM57fDebwn80Zn6oz9nY6h8cbB6da7r21z36uf+9flh4PsmcLp3PD+0NVwHbI8Dv74Cv78CZ4u/T75OT3WsrMzs7a2trMwtr0wBwCbw+9v6Suf2QsleR+RZi/fP5rtnzbd/tboDHe5A922g9w7QcRvo8gZ6goD+GKA/5Vf/w199T497Pxz3Nh30dh73N54MVJ0OlRyNFB2Mln0frd0ab9/7PLo/N7Y93ns03bk3VNnyxDfGDqnBBbqlo1wW7ztT8WqkKKvlTWxPXtpU/Zv9qfqNvpKvrTmbnflnE3XAXBswUnvSkguMVQJ1z38XpKxm3p+KdJ2JdJsMcZ4NcRn1vvwMJekMAmUoCpfo48oJ+E5b6zY7q3Gvm+up4XtvM4Caj0Bb6Un1h8U3qf5I2QCozERC8HCoz3x88Ei4V1+g+2JG2F7B098dJZu1OVNvU+uj7kQbwexFaCK1ZJoCr5a5m1Z6kCtvksqvE4tdjAqdDPKd9HOdjHI9bD96Xa2L9ZnLf7zbWbzZXrDanvdjpGpnqGJzqHR9oHilt2Cl89NS24el5uyVhnffyh8vFSR/y09ay0+ceuxf6GEUirrkLPSnpyyrpwynuwzvdSl+ZwlBe1EhGyERorC0EruEJLeiFK+K1CV1WTFtRVkjsLKVMvQqFOsJwXmravtDdENhBlEI43gkKRFBToEYJaoSU6CkFJhpGtIsA2OZpWH1CGf9GGOahjFNw5qmYcip5+mXxt+Z6r+6pWGWeu4WaK3mwU7Dg/3WgL2W+3utAQfdkcdDjw8ncg8/N3xf6DjdmTvc+Xy6u7I2P3mytgYcH/5cml0baQO2ZoGDheOtid3N8bOT5c9z/YuL46dnPwDg4OBw9fTk2+npwvHRJHDWDwwlAj0BQMddoOU60GQPNFoDTZZAsznQbAk02/xudgRabgCt3kBXENAbA/Q/+tmbf9xfftpfcjpQ8HMw/2Sw8GC4dHe0dnO4abK5bL69dnO4rTfvUegVTTN5WpIkxfsHDkM5qct12aOFWQN56dO1r+dbcqYbsz+3fVrsLFjvr9wfa/w11wnMdh6PNP5/dL1VVFzbtqhda+219pK4Edzd3d3dnbgnRImTkBCCu0uAIMG9oIDCrSg3vHCXckVDMv8H9ln33PPf09rX5uN8+lrvY/TRRx88RDMw2QsQWgB0I7sxa6UociE7bDI+ZCP7Y9d976eCf4UIHGsNcu++6t97/dJIyNO1hBhacfoupGS3sxLAdQAjvTvw5kNU25fbXlfEzyEjX08lhc+lRpAS3o3GvNhrLPjRXUWFlq+0lo6VpY6XJY8VxWVesrqrdCbdU7fjVVDrE5+me27NDzzan/h1PAtoCfaqvuNV8fBK1Yu7yJw4Rj94B9dFQ0CoyGY6oZ2Gb6MQIGR8yxaumYJpJKMbKMh6GqKO2lu0CcnabErbbEyeyQ+FhLgn2EiFKPwVpsX3ToP/tfLFZ/IXg2Uv3pXivyMlckVayk5M3lhcTV9EVUtYXV1UV03cRE3GTkXBVVP7srrebQ2jp9oWb/TsIgxdYk08kk290g080/W80vW9Mwx8Mo19M4x9M0x9M019M819Ms19Mv8TlrzS/imumngk///FsvBJB+0Tcw+I2buYRPrgh/XOVysdbxe6Pk33JAEM+A/mKABQgO8M4JC7uTDNWFr8yWAALBptdgxgr3E2J0ij3dPjvcBP8t72yt7OJgCwAYB9uLsGHK4AwDLwnEe2TgAAIABJREFUkwTsDhwMhACdl4FWn+9NTgf1Nnt1pru1Rtt1Bgdg0z2wGa/Jgge23Wl1+94VAAzc+Al//pOYeUD8+p1QfEgoP8TXHBKa9gnt28QeJqGfRhwcrMoL8bM2F//LV+P8lxA3/LdPI1WJC22Fc21F062FC93fJqFfR9u+LsEbl5BNC8ONa5hWzhRsdwbNHofxxod/ziKBOThA6gMmenaH6wAU+CesbqsmgwvOr77h7n0MlGypM/L5Leb9y4noT+TcLGC4DyD2A5MDOyjIPrGTR+xkYaDA1mRvarjFcVDPx5DZnPjptM9LuXHk0lQABWE2Fx1gOsj9DUwYeLPz2xqkcL46reFVUKq3fu1jT/Azn9YX/pDnfi1PfcFPfFqfBba+ulX66GppyD10ftoOuudgDMbGdtKxHWR06xa2bQsL2cJCtnDNFGwzFdtExTYxMI3b2AYuvHIbVnaIqOR1542kP8nx0Xwo+9srlROvlE6+UDzzXP7cY5nzDyTP3xa7cFlc6JKSqoeChp2Uiqmogp6QoqaQmpqInrKYiYaSm7qan4bOLW2jJwbWocZOkebuCebeKWZ+Gab+WSZ+mca+GUZeKYaeyQYeSUYeSeY+mea+6RY+6Udi/ePWUb/o/8iGFj7pIBoilTacuNH7aRkautETRodHbQ5HT3ZFfid3ARwCfQM7Nwk/4JKZG4sHTDJwuAcc7h6wKcBP7o/dzVFc+zixHfi+useZ+bG9AHxfB/aWeetIgI4CdjA0UsXW8Cdqje1OuSavWJVdqMQpUOEWqu4Uq+2VajDz5RiFcoxSeVaFArtOkQdW5kGUmVBD6kDQ5sDjfXwcMF7wE/0NwICBkf49dFdbSniwo57meZCdwqn0p96EmqS5lixs8eeZppzZlry59sLFrpLVgao1eN06CryBbWVM9NGnBhlTwxwSgjuN3p7F7swR9ubwAHmcOzWwMzXIxLbx8O3AaBcw3kvIj3bj+1e4lUb724eblYXAUOfPnvZ9aDOA7jvAdR5NrdmeHqKNdnGnBvdJw+hv6Xp/gL7eCZgtTB1L+0ytyf3ZU/29p4LbXUkdbGCg2naIXfSh+sXm/I32wjVwNibjTd1z377Pd9tCrzS98G95eQmR8GyjKm3uWwpvsJ033LON6t/B9nNx/WxcDx3bRcVCKXgoBd9GwbdRCBAqroWKa6EcuUVo4RBa9kaaucgqamfeVnPqcPy9FDfl+3J/vNY890r1wgPpYw+kTj1WEAiWE7wuKeAvJeYnJ+OrqOSlqOosp2Yupqh5UV7+rILYaRVpQWMlWVdVtctqOrc1jZ/o24Qau3w2dIvV94jX94g38Eww8jhqgU8y9Uwy8Ug2906x9s+wDcyyDcyx9s8y904z8fh/FCaOAHFxKduEtG1MCgcet4dOBCYzgelc7kQOY7rsB2Noa34APdjI2poF9pmHrBVglwocbgM/d4BDBnBInp/snh9vBXYmv9MwlKn2H2QkwBvdxHxb7E8DqK3AQgmxxGM1X4X1RYyXL8XLl+HkSFNTRVfjBBajzrG/yDLyJagFIltfL1LL+Bh1/FyIEBMqv9hhOtniNN90mQp9ezhY8L2ngpAWmRnk7i113l70z5fuWsjyKDK8YqwxZbQqhQGrnW/Nn4cWLnaVrPSXr8FqN1GNW9g2MgHKnBykTw0ySUjWNIozi+PM4bfnR3gLROYCdm9zbHcFRxvroRI6tke798d6w7xMvKTPlj67ttpYwult4vS2sHpbmD0QDqydN9LLnuhjTvazZ2Hk8T7mzDBvGo6uzjU79+9wN4uponRcegS7rYzXVbk/VMvsq6ION1NQbWxsBx3RvNlTvt5RvNycO/EtFpn1puXD1bWGdAokd6Eqkddbtj9UDcwhePAOLrKPixnYxg3xiINs4gCD0EPDdVAJnf+4dSQWFQfewjWTCW0bWDCD0MLENmz2fl1tzZgo/tD96fpL3YvBisfvyx4Llj95T/rMbckzd6T5bskKBEnwBUmLBClIBirIeMvKOohLmwhIaV+Q1hJWVxLQkuLXlxGzUVby0dK9qW34QNP4kYHjBwOXCCO3SBOPaFPPGBP3WGO3GCPXWAvv/zTFm3om/ffE97+KRR8M46Eid+DRrJ4PrM5Q3lD4NiqCiY5kjGQB+4gfdOwkopm2iAcOqexVFLC7xCGTWJuT49hWgEfapSDYKx0AEwZsdk1AE3cnqoB99C7+y0jZfWDhC8Ao26j3nU2WXE3k30gS2EwWpKSK0jMkGDnSzC+y7K/yzBIZZpk0vVKKViNOrhFZq+GfqxWdbtOd7XCi9tzd7Q9fLX1fccX+vth5lz9A8U4GHZ/vzzcmz0FSSeDU2ba8+daCicbc5e7Slb5v6wOVm8M1ZFQTDQ+hETvpY93MyUEGaYhJQrJm0exZHHuBwFsY4SyNMtdG6eujtEUsb5VAnxrkkYY68iLNhH7PeXYFX55BGwKvdVWvQGtow20sdA8N2ckaG2BO9jNIQ4w5+ObkIH0WwSEhiE0lrvJCAUqi2PxEbF7sLgxM6y7fRtTTYDUURAsV3U5DtTLQEBa6hdxXudz6Za39C6E4cqwsuuHjzbn6NGC6h9FXvoduAqYH2eguDnZgmwDbGYXtjMK4o0OskT4GoYtK6KQSOv4JWmR8CxnfsoVvpYx3zyEbF4fryJhGOrKWCStj9n6lQrIqgl1CdPiviP7rrtzJW1JnLokcvyZx9roUX6DYmUuS56/IClyRFw2Ul/CSEnMQE7cQlrKQUNYRVJI7ryh5Tl1GyERR2l5FyVNRxVfLNFjHKsTQ/q2ZywdL909mbhGmrhFGzhHWPknmXklGbvH6zjH6rvFHydE6IPd/FQsgxQALqQApHUBGHXS92e16vt0fwhx4QYaFAwwowERTRqGsmaGflBF8Zw5ztu2AjNskdTUVvv9B6Qd+4oC9QYDTCVCap5tC16EfgZkSTvcHRLLDclUQs/X6ZJbBaJQIKZp/PkFkKVl0NU1iNV1sKVVkLk14vVBmpVB64avUfInMUpXKRosuo9uMPuQ43mK50nuZVB1U/VArWALkCAKFyfGPfnrK+JZ40JHP7clfak6eh2QudHydbi0abyzYHKregtdQkPV0TBMD38oegXLGuzmT/ezJATYJxppGsOcwnHksZ5HIXRrhrozyqDMbi7jNWcz2xhhjGs4cH7hpre4ge3auvWweWn70Xe2v30K0sUb6tklw1gSMOQFjziAYs+itqWHGLJoxhSJ11d8009I7AYLGvxuryNhFt1IGq+nIeiqqYR0GZhJ7aRgoFQnhETuZ6Kat3nI6rIrWX74Gze/LeFURdnW2OftgrG2tp5iObGDhOlmE/u2Roe3xoe3xYd7YIHu0n0nsphI6qIQOKqH9SKz/LOTxrRujnYuYllVMCw0P4RIh+7gmAN8E4BpniyNS3LRuSf59W+rEVeFjl4WOXRc753vxz0sixy+Ln7gideaq7IUrsgIBMoJekkIuEqI2ohLmYrIGIkpq/MrSZxUlzqvLCBvIS9vIK3sqagRpGd4xsnpm4fDawjnU3Pm9mXO4lVeMhWe8iXu8sXvC0W0wS79sm8C8f3aF/wMQMHgbgD8B+kN2a26Rv/is5bos5juS8h2X628Bs8UAHQ6sDgPMcYA3iqh9j28OB3bQwGp7Q/Llxb7oA1LewUQaFxPF7H8/UXoNneY6muM1ku6ETzQdSTGCf1YcDpdYyNWdy1GfzlSezlKcy1VYLlbeqNTaqtdbqNRcqtdfg9iud7gvQr0mwO7Yapehb84tGbZfX2vf0QTZ/Aq6LwCqdNbAPfKe+3CbnP6KVhy+VR1LbctmDJYvd5XNdFRQUG00NJiOaWLimplECGe0gzfetT3VxyMNcqcGuaRh7gycM4viLmC2lwg7y0TuCpG6SOCQSZR5HJWEoo7DGtPDLcRPJN71noOWTrd8Xe2r5hK7GfiO5eGmLRz0YBHLnYQzx4Y5sxjWDJYyhWTO4ahjiOXhjtc+DpIg0JenN+ZaSmjIZhq6cRleRcaDlwcbeBNDbGLPJqyJjWvfG+1iYcBMZC0DUbM1UMZE13fnhGY+80FXJbJHW9eGqxn4DgahhzPSzx3v544Pcsb6WCM9TGIXg9BJx3dQCe1UQjuZ0PYPy8hm6lgXZ7J3ewy6S2w5wNR/h1f+GCyb/fKhMNDsrabwY7lz1/j/uiLw93WhM+7HQZeF/7wk+sdl8WNXJU9dkT59Seqsv9QFHylBRxF+BwkJWyk5EzEFdX5Z+XOysucVJfk1RAWNxCRt5BXdNXUvGZrdN7V5Zm7/yszpnZlzuLlbtLlXgpVfunVgtnVgtkVAjrl/tonX/yIWp9Jir9pxp8SVlm67Hme+mmi2lGw4kWQAizT8MRwL0GDAOgygYQHq4FjDa9jXawCvA2C2wHL9OpJse5IsBtLMhlPNe6O0EXHGw9EGiM/68E9as5mWS3kWhDjFmSzdqS8WE3lWYzlmo3nm4/mWUyV2M5WuM7VeA5lmfXn2ffkekCzPb9GOsU/0HgdIX7MXtJUFecr9HiT16wvV45Ue6vhgJ+Q1E7CjHDbYkV34jluXOF38eaYuc7WvemmgcWGwno5rY+FbmEQIe7SNO9a5PdG9PdW3Q+r/T4fgDGJ7Drm9iN5ewu0s47dXRmhzOM7a1DJhgDqBmOltspY5d8VAbrKpcKrhywy4kAJr3JvoYxI6N9AQ6kgnZ2pwZxLFGUXszhJY0xgGCcOexdNG4FQCLOH+VWEQ6EOAw0JX5RqsfosAnoVXbo62LsEaeePD3NGBjaEmGgKyP9GzOwqlI+uXur5uDJWvw8ppuIb65Gexj9zGoF+Yk9AtLISGgzIIXayRbvZoL5PYRcd30HBQBqGTQeikEaFUQjuF+H/cohE72WNdTByEjQUD4+0/MQ3khtTp3FDoU7+v3kZJFoofNcUfip65J3zqntAZv1O/XBL6PVD4X0EivwWJ/PuS6B9Bon/5ix33EzvtJcHnIspvLSRgLixqIiqtKyynfF5S/JSkyHk1YQF9CRFTORlHZVVvLd2reqb3DC2fGtq+MXL6aO4RZ+WfZh2YbRmYa+qXY+KTZezx/75lD1pLFttIktmIVFkMVV56q7r+SWfls9rYR4W2B6KL+Ve+92RuNaWsNiROlL8ezPTtSrQGiPEAMXq80KUvRrMvWrn3sxwiRgUeqYKP15nJsJjPtsZFaY3Fac+lG4zEKoyn6Y/kuY0UXyFVBJMqnuG/Pu1OvFP5JjD7ofcHf5vHLqYBJprWKjL6MmJa0mJa8tKGiorGwhJWFy7ekhfNddHvvGaKumFAvK5NvK6NvGawHnuHWRrNgRTuISFbQ+Dp7poNTBud0M4kQlgjrezRtv9ErIle3mTvztTg9vTQ9szwzjxidwG5u4zdW8HtrRI5iyOUScwSsnsT05MRclMKBCp6eZvS18AcbFyBlm70VNKQTRQEmE5oZ032UAmdB5PobSLycHaUO4VlkfDc2REKAcadwOS/eyoEAj20NyS1ly3AaldwDVPIytVRyCa2g4Hr5eB7aag2MgzMJbTvjEJpqHo2vmmh5ytrpJlMaFgaruwqiyyMvruKrV9DgzfQzWRcO5XQ/p9FFRZCxrQwiFAGEfpfYnVQiB1bRCiZ0MYd6+bg22iw2h1kA4BtYrbkjCQ/Q4Tf6H3mVxtgkWullqAj/VlF/IOi2GtJoQfCpy8L/R4gDAoUBAUIgAIEQH4CIF+B37yF/vAVPeUkeNziwnHjC6eNLl7UFxDV5hNVPC8hI6Amyq8twqcjwq8vKmImJeOkoOqrrHVVzyJEz/qNnv0HPecoA7cEQ89UQ68MI+/M/1Ws+c9n5sLPkV5eHHvMRwoRXXwnM/1OAh3CPxGlTogyxse593xw6o1wrn2qDQ3X6Y7SwmdZI5KMuiKUUEk6cyV2uDQDQrrZVIHzRJ77WLbXVP4lVJIbJsVjtuT62Be/4cyArFf2UY8c3gaZPXDQvW6sfUnHMEDHyl/P2UnD2Urd2UjZQUvBUl3WVE3WQF1O31BKy1lA8amidrmvB+pZEO6B1chtXdJ97dEbmphbRtTkR7vV6d+7a4CxAd5I7xYO+n0VQyW20kYgtLFW+hiUMd7FGu/ljvfxxvp3SbBtEpw3i+AtoLaXMEdi7a8QGSQcYwLPmcLim8q1z/3mIs9HaixEfU04HO3e6q3Y7K1ioJs3EU2bKDCF2EHGQfcm0dtExOHcCG8Sw53Cbs8QKPihnemR0sj3giDQNUs9fEvpErxxAVU3j65eIzQxx3o34a00TCcT37U1DKaimjjEVhq6cW246sfCAAXXSOopmhsqX0BUDTelJb/2X4PXbCLrKJhGGvaoptC8hW7eQDYxiFAasZNG7KSOdFIInRRCJ5nYScNByf01e+gWYKQTGOngdH5DxIV0vLwylvByJTO8Nzgg01QlXlM6y1g101AtTkXyvazArYv/uioACuIH+V0AefGBPPlAHhdB7hf/5Xbx3878f9ueP2Zy4i+dv/7WPnbK6JyQhYiCkaCKFp+ywmlZ8ZPSQmcUhfm1RCXNxBUcdS3vaVo8VDN7qmr2Ut0qTNs+ytAt1dQr/f88A3B0/8c92dw92dw9GTQXfWEhVmApTmw5XmIpTnIuWmwiQng0XJDwSQQbIYX+rISJUsPEaGLiNLEJKtgkdVSqHibDFJ9rSSxwwBW4ob54D+UE9mRe68t9BE55WBx+N+3Fjc/3L4UEul+xM7Mz1TNzcjBwcjG3drExdnPQ8XBU97NWCTJTuWpu8FBL57a0speYjI2ioqWWsrGykIwC6JeHF8/XmWuN3LSfDbaZD9abvK2CuyKHua6Gf2izUxK5D87f7234TuyhYdtp45285SH6ZDt1sn2T1LEx20OZG6TPDrMnhzmjw8DaFHsCsbs2xljErk8OMBeR3Bn43gKBMz3Km51aRQ7ccTRTPQlKfhQ4Ac5f6CzeGq4mw2vIiDoyqomChZAJUMpIF4XYxyOht/87U1jeFIFLGqlJS5I58ZfYn7/2VRZuYDo3UWAmsWUVVska7fxnhUT7T/gBkzFg9lgHBdu8gqhbQdStoRpWUQ3zQ1XTXUVpj1zI/cXAQh8NUcPANHLG2iloMBXXSsa1b+GgZHwXhdBNIfRSiX20kX4OofsnBgogIYdDjZsN+S2h99Epn5ZKcybS48aSoibjPo2Gv+y6FVhkpftFXylPRzZJQfCz7IVQ6XOPxI5dFvjV4wLImQ/kIvSbu/jfvlJnHfn+sj7xb/vTpxzPXLQ5wWdxnM/+mKDjv874nBT2EpCxEpRUOiMofEZAWFhWTF5PWN5UWMleUt1HUe+WhnGIntVHY7sYI6c4A89Yfe9oQ684U58EC+9kW+80R+90R+900HKK1EKSxGy82GSM6ESs+ES89FSS8mSq+mSa9niGwUSW6USO5dQXB9JX55kit6lS39GSK5iiG0N5l6FpgTVR/vnvvJOfekc99L/qYuVta+Ngamtt4mJrGWBvf8ve4Z6p831113vKrnd1be8amd0207tjrnXfWOORruYjNZ0n0hq3xdUCZdTdFeSMVUUVTESlrkgIlxsqjnrqLV41nL6kPHFJavSKBP6qHPGu3nyYH1CbCrR9+zHYDIz1s/FQ+ngbd66HM9XJnOramulZn+vbnIdRZ5CcSfT2BPr7zAh7As1bGacu4OhLuB800uEyfn8Ov44a3p6dac5ONxA5664u0fc1YXWgarnn29bwf3aXZFQTFddKxndQiT3UkX7uNJo7jeZNI7dJyKNeVt4UgU0aay0uUrhw/uJvoPK0+FVExxqskYNrZqDqWMR22j8pDN9GxrVuYSGbmBbGaCcZ17qKaFxFNK6jwGvIpsWh2oXuEnhhGDzvzXxzOh1Wsd7/jYZuYOBbp7u+bWHbtnDQLVwnGd9FIfQeucXBde3BGoGhBgDdNpoXC0v8SG+vpzbXwhNiUPFRiMgPhMgPhI8v+u4GtfjaNTgalpmqFRuqJiqLvpE881jq5CXRP+zPgsxPgqzPg7zET9mf/bfN3785njzpeobP6SSf/XE+11P8QacvBJ3j87nIb8/Pp893Xon/vIyQsJSotKK8rqycsaycrayiu7L6VS3Dx4ZWoUaOn9QcQtWd3+u4RRh5xpp7JVl7Jdt5pNh5pICmE2Sn4mTGY2XH4pXGEjXH040nc50mC7zGiy7jCq7Dc291Z9yGJN2ojb1W/vlK8adb4be93173CwnyuuflesXZ2cfWydXS1cHS283plr3DXSu7h5YOzy2dw8xdPhk6ftC1D9Vxea7j/NjA7rGhRbCR8QN9/Qc6ug819ILFla9IqgXJafioqNipi6mZiEje1FDPtDOB+1ouXbVcuKw75iMzESgxcVVy7IbiRLDBRuRloCkL6KoEBhp/olvpQ7VMbNP2WPvBRNfeZA97uo86PUCZGWJMI7ensAckws4YjkfCcRZHKDNo3uoYQJs7nMXujCDZ40RsU32giZ7q6X/nvLo711Ex1ZLPxjZThmuo8Foaop6OAjMwrXR8J4PQQ/u/xIL/d7GQrWBtSfFTINDnJ/eW4B2L/XV0VCMb38zAt9IJ7UeHfTR8GxXXSsW1UrAQ5kgHFde6iQJvosBb6OZNFHh1uH6lv/xgpAX19QM06dEsJGt3tJWKql8aKN9ENZIx4E1Myxa2bQvbRsZBKfgOKqGThWsHRjr3h2q5fdWQT48JxanAFGYX0TNemg9PS+iJeD8cHTaeHIEND+kODgQHOda6mZeZ6eTpKceoir9R4H+ixH9b/pyf6N/OF35xPvubxR8gk19AVn/82/bYCYu/T5gdO2Vx5oz1xTOmfH8b8x0zFThtJcFvIyVhISFpKiKrLyCvK6iuIWKgJmGpouCqoumvYnxT2eKhjMkjOYsQdbt3+i6RJp4J5l7JFh4pFh4poJVi55USt+VSr/kSf1LRJfyXK8PZN7oz7paFXyl4fzPlxc1PwddCrgbd8vYJcvbwsvOyNvQ0N/Q10fc1MQwwNblsZXXX1vGpnesbG/cwa8/P1t6xVr7JFn6pxt6pem4JOk6RBg7vjexfGto8N7B4om32UNPkgarxfRXju4IKnrLqXioqDhriWpZisve1tNKdrZv9bDBeRvP+ejO+aiR/uaWbSgt3FCdvKk/e02PEXgPA6UBnGdBTc9hXw+z6to2sPSS2Ath2gNi7OzXImR5iTsPYU8j9aTwwO7YzhtudHmHO4anTGNY8YXsax8UNbuOG9ybHo+7eFgaBvLUVcHWFM+1l6LIkFgZMH66lD9fSkQ1MVDML28bGd7EIvSziAHcazZ5BHom1TUJuk9A8Eo41PTY51GeprnoCBLrhZj8La5sfqNuAVTOwTTRsy5FMVFzrkVtHMIjQ/8qMLWRMy9FCanO47nACutZVCC/8CC8KX+wspCCqN4erqaj6rSPQTVvoJjKmhYKFUHGtDCwYmOljD1aMVyS3xj5f66gC5rA7+EHGUOdqe8NEef5ESfZcafZEdgw65nX/27sddwP6rvjUOVrkmWimm2nEmqm+0BC9Ln7Sh+83t9O/WP8GMgOBrP79i/WJv01P/GV08pg+3wl1oT+VhX9XE/xdV/iYhdg5B3FBFxERF0EJ+/MSludkDM8qavKpKYnqy8tbymm5yOsHSGhfldV/oGb+Stfxo4l7/D9XFEHYonvIwnsDOXchSTfKwi9lhvh+vuP9+rrvZScnP0cvT4dAJ7trtja3zS3vmZjfNzJ77OgRZeseZeny2cI5wtIt0to71j4gxfFKhp7zJx3nCHWHj8p27xXtPyg5hqu7Rel7xBhZh5lZhBpavNaxeKZqESxvfkfW9IasyWVJDVd5RSt1MU1LYblgNbUvTtZtAfYwX5MRT80ZbzWSl/xcoPz6HbXlOyqTVxTHbmptvffdzXzJyHxPy49mVKRSatJoLdmb9Vnfu2uB4fYfowP7pGEuaZg7hfo+TQDmxvcmCDvTI8xZImdplDWDo+KG9rFwYIII/1Zkpygr8S9Q1O3ACUj5fGfFXFvJYmcxfbiWAa9jIRs5qBYOtp2H6+YR+jgjg9xpNGsWyZ1G8qbh2yQ4bxrJncaypkcWMMNu5kYnQSB7HVViZ/3CUNPiQOXacDUZA/7HgyO3jgLYP/x3vaiY5vX+8q2BMjq8Gvktujrq9lRLxsFUx2RLFhleRYZXkRG1ZETtFqqOjK6nYBpomDoOqpqLrBrMC8NXp/CInQdTMAaul4Uf3IJBV7rBK9C6RXDZVEXuZEkaJiOi++19wstHTW72BZYGld62xV5WH3Skg6XPPlMQvC5wzPvkry5/gVxO/u54/m+Ls38bnPtbR+g431kQvwBIShikIvS7Af9fthdPefLzBQiJ+vGJup8Vsz4ton9KTJVPWllcVVnJQEnDTlbVR1HzpprBY12r14ZOn4zcY4w9E4y8E0GfHvq9vev19LLrLS+HQCdbT1t7FytnB0tvW8vLVla3LW0eW9q/sXD8ZOUSb+2WZOWRaheQZ+2XZ+6VZeLxn8luei4xei7Rxj4JJn7xRn5xup4Rak6hSvYvFB1eatq/NTH9YGocpmfyWt30iZzZbWmzy5Im/jIGHhq6jqoSmqaC0vdU1HLtLVq9rYZ8DPFemkuXdJcDNGa8ZGd8ZVauKc9dVZi8pDR/z5j+MZAacWvyRRAp/N5Wdjj9Wzz5W9x40mtWRd5BWy2A7QVIiP0Z5DYJ+X0aB8yP7U7ieNNE9uLY/uYsZ26EM4IEJsd/4DBhgb6Sv4OcVKTac+InIN/mOyuoCPBqXyUNUU9HNjCQYBa6hYPt4OG7dgi93NEB9gySNYtkz/zfYs0Q1kexV92dzv0G0hDnh5bnzMMh8wPViwOVR5nuH7fohPajwgEV18ogQlmjnUc5kYKF0PBtLGL7xlAlDVXLIzSv9ZXCi8KHv36cb8uhwr5RhkopQ6VUWDkFXkGBV1AQlRS+wld/AAAgAElEQVRUFRVVsdlX8H2saaggbLwxk4YG07DtVGwnFd87Dqmc7mhY6YesdIPnmivmmr6NV+QMxYXBXz1CPLoNve5f6eNQ7Gnz1cMi3Ubns67sU4nzN87/6Xv8F8/Tvzme+bfRCZDGMZDCWZCMxJ+ysn+ryZ/UkzxhLPS39YVjzhdOel887376jPs5fg9BcWcxWRtJBUMJOQ1RaXkhZTU5ZxVFP1W1q5q6d7TMnujYvdZ3DdfziAA5uN+0c71u43Td0uGmpcNtG6dgO7fnDu6hbn5Rzr5xTr6Jjt4pDl5pdp6Zdh7Z1h5Zpu6p/2lX9Uw2covXd/nPswMati8NXN9Z+ny09Akzdn+p6/hIx/6+gW2IoWGogf57DcOXikb3pYyuShh5y+g5KWtZacho2Egq3FVWzbAyhribD7rroNzkRzykVwLVVwJU5r1lF/3l129qLF1TW7mtxw51B1If/kh9thlxZyv2CTvn405xzE55/FJK6GpaNLuqCEB0AtOoH3OY3Rn0/jT2cG5kexrPnSWwl8d5G9OUScz2FOEQj0fkZFlLCSuf/j3iTuBYW9V0d810Z/lSfzV7BEpFNdDQjQx0MwsL4eA6eYTubWIvZ2yAPYNkzP2XWNOwbRKcR0KzZnD0mbGn1wP5/vhV6MRveTFvZ+Ety4imJVjdBrJpE9FERjVT0C00bCsD384kQFnEDioGwiJ28MZ7OKNddFwbDdvKJEB541280XYOEbIJq9ohNAOT0NGKuP6sl5zhMlrfV3p/EX3gK32wiAYrocFLKfBSOuIbY6j4AFc3Uh6Lr4xfH6hcH6xbhTWtwVpnehrnelvIqF46ZmCtH7LSDV7qrF+oK1n5mrVfW7KRl9IafKUsyBlyL7D2kkuSoXKcluwbaYH7AievC5zw4v/b/BRI8xhI6SRI9sK/JM/+KnUSJH8cpHECpHUMpP0nSPNfICfh865iAh7SEl5ysm4ycg5iUuYXRfTOSRiKmWqK26pIOChJuyipeKvqXdGwCtZ2fA4y9Y4y942x9I+3Dky0Ckiw8Ik38Yg2dolyCsp2DMyy98+09c208Uq38ki3cEs1d0s18Ug19Uo/6s4x80o2co3Vd/ioY/PWwCHUzOW9hWuoieMLfeuHelb3zRwe2bmG6um/0dF9q6r3VNHgloy+v6yOo4q6mb6SjuqxMzfkFLKszcEupj1OGkhnWbyryKizwKSr6KyH5LyPzOY1DeZDU0qwKeO5IxB/eyfy2mHKU07cQ0r0w6Xwu0sR96lpb5fjXs58fkspzvkx1ArMoIAFzM4sco+E2p/D780Rd5bGmCuj1MWRRdwQexy/1d0VE+gn+QvIQ0+xJSdutL1isqticah+HFrMGINuoZvImEYqppmOa2MSOtkj3dzRPvb4IGsWyZhFs2fhvGnYLgm2S4LzSGj2NG5nZfp98C3+v347CQJFhNwmDUNWsK1r6JZ1ROMmomkLCf5HLBaxgz3SeSTW9kQvd6ybgW+nYVtZxI6dyT72CHQLXrsxWMVBN+1hG+m9xZPlUYOpTzg9hZyefHZfAau/gDlQxBwqZgwVs2AlnIFiWseX5aZ0UnXKLrpls7dqounrZHPp5nDHfBd4pb9tfahjGlI7Wl8211a/1Q0GEN1AXwu9vmQyMxr28Wn381tdD6923g2ocrfONdeN0VJ4ry71SEnMV+KMrdDf5sLHDQVO6144aSJ43kdd/qWbbeKdoLTga4n3LgUZqXpqythICRpfPGN69ozdBT5vEckAGU0rAQ39i9rqF7QVL+rIixkrKzmqG/hrW14FGfsVGPp8MfTK1vfI1HNPN/RMN/bONPPOOBpBaembZuGbYumTYumTZOWdaOGdbBOYZ+6fa+KZoe+SrOcUb+AUZ+ISZ+4Wb2z7ydQu3NIh3Mr+o5XtO3OrN6bmzw1NXhiZh6voPJdVvymj6qOo7qiva20sr6X254lbsnK5NhadXo4dthpQY0GUgzDJT3TaT2jUkW/WQ3z9kir1jgHjkQ3vlevhp6tA/L392Hs7cQ+Y0ffXw27Mvbm28O4WJSaEnRkxH/1+ITt+p7ceWMICG/jDFQywjDtcxB0sERaxXZQFPG11fBrZuz03AY6L0/jzN6UTvxZFvRjvrEY25hPaireI0MnestmhylVUwzqmiUxoo491sif6eKRBHmmQNw07OsPeXUAfLKAOZ5EH03DeFII1iaJO4evyM8VOHzv/O8hWR2kK1jrZV78MB6/CGpf6q8mo5qMoxSRAeeM9R4YdQce1HUHDttKwrXRC+yaigYFu4qCbeMPVAKH5J6JqqTwKn/6UDk753v+V0ZZBhqRz+gvZ/UUbkIzDgW9sSO58ScxkQeRG45ddWCO1u260LGu5tWYRUrvQ1rDQ1jADriVWliCL8hD56eut1bz+5t2hVnprxWJJ+lhqOPL9457gq9gXD+APbzYHeOTam8RbG4aaaQQqCBqf+Je3tHTu3WBWzyAwPgVMjbMQA7uTOA4Js0Lo35xA4LvqXwd6mlw4p/XLr94XRT3OiXqJqNjxK+qdkDDgV9IW0VASVVeRNzYxcgeZ+5aaehcZeRQYuOUauGcbemQZe2Wb+GSZ+WWZ+WWY+qWa+qWY+iWZ+MWb+MWb+CaaBWSa+mcZeWcaeKQYuCYZuMQbOscbO8ca2Uaa2EVa2EVZ2H02t/5kbB5mZPJG1+ilsu4zceVrUsp+KqouihK6GoLSjiKSl0VE0g31aywNumx1+i0V4DaiI24iM4Ei85dFVy/JrAYpbFzVZDywOgj1A2LuAImPgeSnQNrLg+Rn3PhHrNhH7IQXO6mh+5nhe7mx6+mRywVJnN5qYGbgYGaAPdbFGe1h4ruYo/0/NsbniX1L4zDaHGEe3nvH3Ez+F1CgoUpPcTIeXIRuyMNDChdg9cuoxlUMeAXdsIZt2sBDyCPt9LFuxngPc6KXMdF3JNbePPr7HPLnLOI7CbYzAWONw6kT6M7KYslzxy/++YuRoji2o3aiv3ER3rwy1HAkFpMApWIgDHw7Z7TrKFyxiB1MApRJgP4jGQPfvkPqp6BbtmB19KEadl/Zbm/JHrSA1ZBMrYgil33egWT+6C5gQ7LY0C/c7sL16iROYyYAq91rzut/f7vt5fW18gwA0X4w2LpSVzpWkjtdWczoaeMMdM/VV+KL8ogleU2Rr7ElaeSuOtYAmNZeuVVfuFaUupwRPfHp9dCDG00B7mXeTiVBHl9v+CUEOj+3Nl5phOwN4bCZRaUPnr+0srW5eFEQBDKRFLDVVbjuY4fsbtpdn61NjLuireN8QShITM6TTzRIStlbQtFTTt1WUlnjgoQyv5SGhDLI0fOLg2eOjVumlUu6hVuqhXuahVeauW+6qW+6iV+qUUCKYUCKfkCybmCiTkCCTkCSTkCSnn+SfkCKvl+Snk+CrkestkuUtuNnbbtPenYRBvafDW0jDKzCdczeaxq+UTMMEVW9Kqzgpajiqi1vrn5G3PzUhWAZuVQ9rS5Xu05L7W4jWbiVzKibzLSf1Oxl8YXrEuRbyuQbmpS7RpwQl8PwW0DiCyA9FMh4D3yN/JkXtpf15iAnFCiIBApiv2dF01M/LSZ9nP0Sy+6pBBZgwDLi59wAMDVwONb3cxq+OwtfG+3dIiHXRmGFkWGap05IgUCpDy7PtpWNNRUu9VQvD9TN91VuYlqWEQ3ruJYNPGQDD9kktJIJbRRiO3WkkzLSxZ5Bc2Yxe7Oow1nkz2n4jynY/jiMOwanEhH4zhY10Yv8f4BUhc63lmRP9jcvDIOXBupW+qrJ8CYmto2OhjCxbRxCBx0N4Y10cYmdR3AIHUcwCVA6voOCbqHA6ndR4B+IelZT1nrxZ2ZZDL04Yi7l2Vre+x8tufTKpK63V8vvuna8vjr8+vpMbMhYxKPayw5p1pqlAfbYyFdbZTn7HY3kmhJSQeZMUR4D0nQ42EtpacAXZHWnfoZ9icd9y5is/bIJrdgZaNzvquM1FjNKciajwxBvnrUF384LcC+8FYDISaD0QYGp2ezgF9ZnRaxO8hv9esz2zEWzM+c0Tx1TOPv3CRAo9Okd4AcXYGwNV1c9dnS15hPwExa9JSfrKyzkLizqJSNnLSRmKiSmcYYP5OmV6e6R7uSWYu+SZOuaaOORZO2dYuWbau6bYuyXbOifrB+QrBOQpB2QpBmYpOWfqOkbresfrR8YaxgYp+8Xre0VoeESpmr/VsP2nZbdex3b99o27zQt3qiavFDSf6Kg+0BczVdWzVlb2dpAVMXqjGCwlPQXE/1GKwOkq8WwtcaQmSzOXm7KW34uUHb2suT8ZfGVq3Lku7qsZ/bcN368sNs7Uc9/pn4EvsQAjblAXQZQkwxUJwEVyUBR4m56NDnhI7csg1KdsTNUBcz2AnN9wFQXMN4DEDqBBTQb2XYwj6FPwpDN5e46yjIgkLuUKCwzltxZNVefTx9sZAyD1/prNmENa/AG+kgHjQg9qpWTca0UfBuV0EEjdnFIKN4MZn8G+XMaDkwN/ZwY2B8d2B4ZouKGFuED9lqq538ByZ0/kRYWMtXfPD8IXuyrWemr3oQ10FAtdDSEgWllYttoqBbeSNcR/0OvDTiYjYeyEOBdRBOAaKRWJc8kPaflfmDkhu0Ux2ykvl5KfrWQGlp1zTHSRKHI16rEWb/AQrXASqPYQTfFQP69gkC8kWrtZQ/Mp1dbpbnbTdWrxblT2anLpfkblaWkotyZqiJMUXpPWmRPesREZQ6zv2F/oJndVrUDqVorzlorzpnJT4d8eNH8+S15oB3YoQMb64TmtqhLN+z5xIIklbwEJRz5hayEhCR+/yUvIeI7jwIAPObGIvB9b7p/6LqhkeO50z58p1zPHHc9fzpAWtxLXMxfXt5BSAjk5ZPq4ZXs7JHg4BZn5x5n5xlv65Ns559q7pNo4pts5Jtk4Jek75es65ek7Zek6xev4x1u4BdmFPDRODDcyO+DrudbLecXGvbP1Gyfatg+07R5qmH9RNUsWMHwjrTOdSnNAGU9LwVFYy1RFRtBibsSUlmGOu32JlAz1R5TJaS9GtFNfcRDedxLYTZAfj5Qei5AYuuuOv2RKfe113bYje2Ip3txH75nJgCFqUBjIdBaCLQVAOAcoDL9R2HSQV7qXkEaACllg3O3e0oBYjNAbAbwzQABCuA6AFgzgIIC04ilvob8sBCFP0GKv4C+PX20VlW4UZk7X5pOay6jQisZffVbPTVcHHRnpJdL7Gbh2uloCB0NYeHaucRO7mgfdxK5TULvkxA/ScPAxCAw1v+d2L+DH2Rgh7Yww/fcnU+BQHLnjt/3cR7rapzpbZrrqlrpq14frCPDm45+RUU201At/8MnNh56BAXdejDZz0aA6R3fvneW0UriF+JDmFlhrLR3QEkCPTl04I5Xg79d3WXXcj/HfGezEnv9UkvNAjPVPFPlPBPVTCOVZH2FOF35BGO16iA3fOS7tfz0pYKMifT40ZS48YwkZFIMIi0Glho1nBk9Vpa51lZB7azdbCnfGWjZbPg2Xf5lpCRnpLqIhh0A6CvAHnWftQkc7hyuLuY9C3liZObKJ2B+/KT2n3946KpNIvuAQzaVuvzjgAscHnyn0hrT0ixP/2X2L5Cv8JlAsYuXJIQ8Lp67LidzXU4G5BqQ5uyX4uidYu+ZZOuZaOeVZOebYh+QZu6VYO6VYOadYOIdb+KVaOiVYOiVYOwVY+IdbuodZuodZuL13sQ91NDltb5jiK79U03rh9pWD7Us76ub3VExuiGve1lS3U9SxUVD11FaWE6HT/iavEK8jnqNuVanhXqngRRUXwTlqDgRoDcZqD3hqzLjp7QapLR5VWXvlSX3lT3ntc9ORPDP5AggNx0ozP3+NYedl8Arit8pjeV8jaRlfWJkRR0UZAJVX/frvjDrMw6HKoC5bmC2FyBCgIEaAFLMKEnbbi49RLSPV+V7qUiq/AG6qqaCy0gbTYzEhj8nJX/mNJRwWyr3epsoreXswaY9dCcXDWXCm6nDTYxhMAfVuovv3B3t255A7kyivk8hgKlhYGIQGOk5xPfu4vrY2CEKBh794O45EEjhzAknbWV4Q9lMb9NMR8Vqf81qf83GUD0dDaGhWraGG6nIZhau/Qgmto2JbWNgWo+gIFp2x3q4cDC3uxLoreaWpyzFhlDiX9BjXyy/f7CdEj4f9iRDTzlCSSLbyihWW/GLsXqphUaJuXq+kVKBsWqBmXqKrmy4vGCMtmyUllyiqWb1JU/s59C1r5kbxblzOanoqHBsbBQyMRKbET9Rlr0ILiHVF6CLUjDFqXNN38brigeKMsY7GgDGKvCDDQDsQ4D9E2ABPDJnHJv38H6wgf4lZflLOupfo9//5G39BNgblDkA2KOsLG6vbwBkcoy/u8nvIPeLx30Ez/oJXvC+cPqGhNh9eVmQzeV8q6C8o0FbFj7plr5pNv4ZDgGZlh7xlh7x1h6xNu6x1m5RNq5R1i6R1i6Rjh6xDq7Rtk6frew/WtiGmduGmtu+sbB7rWfyyMDkob7xfR2DO+o6VxXVAmQUPaVkbRTkdDTFpHyVVaLMjb5Z6EPMVPvNFHqNxAZtZGDOCnh/zanrBrOXdeb91RhX9Q4fWRy8seO8dmK9DdiOePI9OQbIy/leWLjz9Qs5J2ElM3w26dV03NP5hFeUzKiD4lyg7tv3hi+cxkxgqAKYagcwjbuN2WspofiXN/Ev784nf9ppr6p8dlsZBHIUupB/7273+9Aqf4/mIA/kiwc/6kuBttqDtmoOpHKroZjbB2b0NJA7azagVZSuatZA4y6ybY/Qsz2G2J5Afp+EARODwFgfMNLzA9+7h+3jYIdoGHh26Gvh336VOfGXgaRwa0HWbF8Lqb1srb9mta96rb+GgYbQkM0bg3U0ZDMd1fIPNGQzDdlMRYApCDAd3UZHNDP76wAkBMC0H1RnLkc93fj8mBn1cunVnR8Z0UBxds8ln1dCfMF8595KCkVI8sXI8qWoimZoSaWqi0cr8EfIXfgkzx+jLpagLx+jr/BJSzbJQrvpTtBoXPhqbvpCctJsQiIxLgqXHDNRlDFTV4gpSWtN/ZD++Ao0Nw4HLp/oa6bMjWwzV1mcdc53CvVgdR+gcGnTAHuVg4M1xoRlPbmzNNgObG/s76yzeOuHAA843I58+/rVtZvA2vp6R5P5qV8sTvzqdPYvfyG+a2Iit0RFH0hKgSyu5ltc+WIalGXqn2Hml2Hpn2kTkGkXmGXhkWjtHm/jHmvjGmPjGmXr8vkIR694O/c4G8dIS+uPlhbvbCzf2Vm/c7B9Z2j40MAoWN/ojq7+dS3NQBUlTyUZJyUJY7lzwm7KilHONqVetg02mr3Wymg7hWEz4UlvdZSTDNpdae662cpN86UgQ9Zta+BjAOWRBe2lE+f9Fd6nx7zPYdtxcXuZ2ftfC4HGclZJ+kLqe1L8i/WMD3slqUB9KdBSsV8Us5X1fLPwFavyPTX36eKny5P3XGA+ltX2+vMJH6mNZQFyomZ///ueolLHw5DOKzeLdLVabc36fN2Br7lAdcluZQHQ2cisLea2VDLBFeT60q26EmpTKae9+qC/+TuiY39keG8c/nMcBowPAqM9AKEdwEAAVCsw3PEd3l8R9k7p+N9if/+hLnKxPC12fqB1pvXbel/NSm/VSn8lFdO8iWpcGaymoppocDATBuYMtbAHm9mDTayBRuZgI32wEZiC0/vrt1pLATgEQEN3y9I3o19ux7/ZenH7e9RrZuhT+oeXWxFhX61MA//6/cbFs/fFBZ8rSocqy7+QEQ+REAlVlIjQlo/Wk4/QEH8nz/dJSTBeWypCTSxUXjDeVL3migfx3au5mIiljIS53KTpr6lTZRn44tS+3JjKz8+/fX5RHveO2Fn/k7XK2pqdncayeOv7AJv3Ywv4SQV2NgDexs8ZPLA8AWzMAHsUYGcL+Mn+yd6qyU7RF+DTPX4CGBkBVuZMz/5hy3fcR5z/mozELWnJq0KCdyUkQA43s22vZVhdSjcPSDH3TTH3TTkacWThnWLulWThkWjmFm/iGm3kHGHo9EnX+YO6W5iaa6iOwzsjm1BzszfWxq+tjV6YGz1T17iupX9DQy9IUcVVUc5aXdZCQ9RQ7ax0oLJymIVupoNugaV8talok+6ZPsMzM26yc85yk3Yyq/5GS/6mG7ccd15d5rwI+h5xk/7eeyf62v7n25y3dzivHn//9OEwNo4bF0eOj15LilzPiGIVJQPV2UDdF6AiAyiIYYYGbLx0IL0xnnyhNXlTesKdf8lRZsXXBH7JeeNr+kc/N/0L52z+OvNeRgdi6NahbDKkrovQ1QIrym4E3wHqyoGGSqC6ZDU1dik1bj45hpKfPZMQTQh/Ox3/eSUraa+17geuD1gcOUD3ApguANcKTLYB/QVARy5QnwvUFc9kZ5iePSN+4i9lKeHPr++PdtUSK3JXIGWLXd9m+koXMVWzqPK54W80XNM+toPX3chprGTXlPEaKvZba/Y6a7nQKgDXB8A7Dwda6A1F3NpCbmHq/Mt7WyG3gPdPgTePDp7dpTy+tZsYORX++oWGgunJ4y5qeqay2l6q5jf17C8rGlxR0Livq/VIW+Gpmsgr+bNhEsfDhX//KPxHmMTx1wpn36jwhasKlHuaw17dGE94M539eTQrgpAbSarMJpamT9TmI79l0LE9AHMZBy4fqi7Adzfv8xg/v+8Ae0zggL2G7GlJi6mJeo+vLt4dxwPbTIBBo3Z1vDDUD+A/f+nM8fp7N4H5qRcu9rp//WZ+6u9AKXGHU8f8RQRuKUiBbC4nWV9KtAxIMPeLs/BPtgpMtQ3Msr+UY+2fYeWXbuGTauadZOIZZ+QeZegWqev+Sc3jg5rne23nUEP7t+YWby1NXloYh5iZPNE1uKOi6a+g6qykZKMqaaghoGYuph2goBNmoJturplnqlBqItZqJdprxgczOjVmwb/sJL/qqsq4ZMW86cx67L/97hYv/P5BwpPpYMf1F56sN5d5L2/sPLt38Crk4H3Y9qcI8qcPlKRo3tc0oCYPqPsCfEv8kfp2/9Md7iP7nSdmC8GKI5f4VgIu7N2Q2wvQmHHRJD65Ungj0FpOykhYwl9QLknRtFvdcUBMGy2lRFBS7JGRply7DORnA8VfgJIvm0lRy7GR0+HvaelpOwX5ByWF3PyctcTYtS9pK/VF+8hOYLgHQPUAg3VAT+FG2oOxhw7zd1zpYc82UlP8JaT5fgFdOPnnNV/H/uo8QknmSuPXhY6ixcHSFULlHK5serh4HVnDGW7mdjRsN9UeNNYB4Hqgte6gtWK7uRQYav/ZC/neBWbWl/DqineLs9fDQrhvHwMvHgCPrwPP7+29uEf/8Hwm4k26p72loKCmnL6Opou5hruNsqOLmpOnmo2Hip6fqvJdDblnCoLvxE9+FPzzg8Afb0X+fCZ14pnsqafif4Wr8qdZqbQHe68XxO20FDMaCzcb8kcKEvuSP6LyE3+MDe8ShtpSP4OTPrXmpvc3Ny+MTwDf9w43V8agjW25yTXxH0vDXw9+yQUWF3YGYcW3bj2Rl30jJ/X43MkX0iLA5GjKnRtGx/6wO3vS4+I574tnA0QuXJEUBJn7x5r7x5r5xpr5xlr4J1sHpTlcznW+lm8bmGUTkGnjn27lm2rhnWjmFWvqGWPsGanv9knP7aOeU5ih3TsDq1eG5iEGZk/0zYK1ja8ra3goyFooi+tq86ta8itfVjT6YGiXYmD41UCjRFe2Vk98wFwCaylKNL04YSa46aFODzChX7XbfRr44+P9w6gnP5Je7sc/obwOXHngtnTDmX4/8PDVI+D9W+Djh73wj5SPb7lp0UBlNgAuACpTDlJfkV8Frd6y3r1rSQ9SnvERXggUZl6R4V5VowTqjwbZ1Fzz8laSUTzPZ6+gESQgFyuj16JuOayoj5ZSxMvLd4iJTTrZ77x7tRsf9TM/i5OVzMnJnI/4uBYXu/0l7/BbETsvayE6YiYparYwndlSBWCGgQkM0PaNnvEGc8Oy00oGbaM5e8mHmpDyQsuIHwS6+NefPtbGQ5X5k5VZ6+D8lba8+Y6cuf68uaH8FWQ5d7yd3F9H725gtzXttjX/7Gj+0V6/21zKbfj6o6PhoK1+v62B01C+Xfdt91suMy5s//Nr3uMbvDv+wMu7wIdnayF3Fz+9Hnj9+LqGhraEjpm+n5mGt4mCs7t+oJeBr52ShbOS7jVNnXtKik+lRJ4LX3jGf/oh/8nbQqdvi5y6K/h3sPCxR6InInSkqq+5wMLuY+NejaSHw+Jeg98/6Ih9C5CQPyYRfXnJfV/S0PWVPTV12J5+gMdZI6Cxbf8fY3f5XGW2toue876rd+/uXqtx4jItMjMz3d09UzIlmXF3d0+Iu4cEd2i0cWugcZcQIASJQDzEhZAg43xgnbV3nV2n6lRdf8Kv7jHqqWfc15EXl088PH1wZ3Hm2S1N39+96T17rtbbq9XDo1EiLEK7pCDswb1bf+Zl8n79yW3Vb9KfVvhuWOW55lfDyp9W8L0qeaaKH7C4HjV8U53Yq0Xm2yb0bBJ4NvxHFUtbzNQUsVSFHGURS57PkOZSJFlEYSqOH4fhReI4QSiSOxYrRUPJmHUIgZlTCJKWRxFVk3mNzug9KOQRDOIs3v4W2badaftaAO2XIz8aqTOBktFAxXJmCKhM/VaVDJqy5ktjv5bEDkfpuzyEvSa3qRDfTzGRy2lJ34vyPhVngaZSsLsW7C7/Vpv0MdWj15/f7Y6b88CNuUEHddDJAPSsP6FPj3ukpl3wUcewKBQIjOTgKnUi6f9lU40g/4lh3sXRX7hgnzk6nTO3+BuD7jBoPyTFfW9rAnu2gWNHPm1t+1hfN9HYMLOpaaK5friuaqC55v3WpuEdreDG3+DBnaWW0sd+8htCly4l6Z2Q0imVDGcWF9MlTit+cbWwUtHIZ1sqXzrqgUIAACAASURBVO2rGz7eMH6+dfB80/vzDe//2jR+/9CXV1dGbp6YuHl2/K8z4+f/XLj45+LZQ/N/7vx8YveXU4e+nDqydObYwsk/Fo7uXdjbNtdQulyZMxbtMxVm/JoQCAoSR5NDP+QmvivPq9PplBgRn2jg4o0isq+WH60TRKgY3mqSxkQU+2MYoU7YMAg82Mo2wNzC28zce/3aILPVUbarQ8x/C1j3P6LtVqa5WpZx0Vs9RX9lRTxqyL9YnALar31/cedYRe6p+rIHxw7dPXn6+vETX4aH+tsf3Dtz6P2Taz2Prl4+vOPyoT1L77sH794+WVFxJi+nWadtFHLrhBxw9++7tSW6df/ys1xt/OW/g9f/5vf7T6ZfVqyQ+NeJfGv4piqOsZxtqGIbqn4sk+Tpa/99x9KUs1TFDGUBTZ7HlOUJxUV84UaGMJsgSHMRxCN4YQiunxPT4IwTY51pZCuk2BwRBseWknkNFG4jErcLgTwMR5x2gl11gdxFWz+n2PcKnQbk2CE9Yz5SPxPn9WVjzFJxwmRB5HJN2mJF0mxm2McY38FAQ5+H20u5oEPC7/cxLmUmgIpcUJMDKpM+5QWPRsn7TLReHX5E7TrGt13WoJZ9SJOehEE9pUPPPqbg53JZAiyRgKdTsRyWtavfOsQusvAQEveXM/K5M+oZBH7JzPIiAnGTx3kbEfq1qQ7s3gYOHQR7d89v2jTV3LS0Yys4tP/rvl0jTbVvKoteb8wFO3eB5ubuIO/rTNeHRMi4jDpAITzDU7p848sJUuJP68lWcAYEXh0V2LGtuGdn3ujhsoVzTZ8vty1e3zl9fe/I1QPTDy9OP702dONc39mjY+eOTPy5Z+bQFnB6/7fjB7+fPPL19LHl08fmj+yb3tW6sLn6c23BSJz/TJzPTKQJ5EQtZMcMZUQPFmVcTUlNlPgyHaVUlLtCGCvix0tFKXpFlpob7U71NZLcPXFiLxeGpwPeaOtisEDo19saVq31N1/nv2GV79pfwyz/FW71W7TtP1NczPf6SB9XZ1wpTgTPbnx7dmtfftqF1vq/dm49uqnt0oE/vo2OfB7suXPmj657F9tvnXtw7cz188fBwtTX0cHOS+dPlpfuiorYF+y/3UsPnt7paCyPd4ZkuEDSIJYx63+LWfdr5Mp/rJAG1Iv9avmmKo6xkqWvZOoq2Lpqjq6W417N1lb9L1WKXKo0myHOEXLy+axcKifNlRMP44TZsnzsaBo4SYJxZRBtkRILeKQTtozEaCRQmlCYzQ7Ox11wx6GIs3DIdSTkERbyhoUclBP7FKT3RsFCUsC34uSvFemjWeG9Sb7TRTGgLvtzXvxSZtynxIjxMN8+g+q1WvTBUzUV7g02JnzPCp2N0Q16s3vc0L0yp1E5ckGFnhfDPytc5vTkUQ92l054ViooojJ1GBqBxMex1QSsiGONT7QnHCTy9tlBrzogHtlAH1nY3LKF3nRFPxQJP0RFfq6uWGyoWWhqnGms78nL7yssXN62BZw8Do7+0Vde3Jmb2Z2d9bWsptcn8JmA95ZHe09yHiU4TRNJb9D0J/LAbAid+N/muPVwvJl9ll77Znfpy7roV1Xhw23py4eqwMVtSxd39R1tXW6/tvT6wdD9v7rOHe4/fXDg0NaPu5vB8T1fD+4Cxw6BE0fBuZMLh/dN7mxb2t2y1FQylRM1lxY0HmlYSPJbzo3+mBY6nBnTXVTYFpgidhSTHOUiQTSBHkFhJ6k15TJhjpKdqGKFa1i+WppOQ5BpkRx3CMVgjdGssTOZ23qu3WBc+S//9f8MXPtz0Np/RNn8lom2qhDhm4zCgRN7QHfHvb1bn/x5+Nz2zX8fOfruwQOwOAcWp/uf3Z7qbe/puNX78n7f66fg22ewtLA09OH+kUNXNjWc2phzviATPL55rySnkIatoGErCchEs99TzP+VsO7nFXzfaq53JcdYztKXs3WVHH0V31An9GgQ6usEulq+tpKrLmWrCpnKfJYihy3N5TGyObRMIiPJiR5hR/OxImvtcCInFJUEQUltHMJgyBIsqYVAbEI6NjtCtznD98Lg+23szjrCbuORjynO7xXM+WDNXJTHxxjv6eyobzX5s2Xpg1lRA+nB47mRoDoTtFaBmpKvuWlzCREz0QGfYgIXwk1TAZrlSOOcn3RYTekXIQd5iAk+fE6IWBQ6fJOhpySug2rKW5PsilJaQWT4uTDFFBWSqYczjS4uEiWCm2lP3udIOmxpeRsGeWRm/Wi95SOY0yMCqUMuH09KXKwsmywtmq2tnaiqfJWa9i4nd66lCezb/X3/7r6Swv7igrmyMlBS84wj66Qw5iWCaRJqwgn6GUfux/FuMQyxq1wZvyEIZq5kK1SCTP5mW1F7oc+jZG1nqqE/L2hpUz44vGnq8Bbw9BroaZ9ov9F95cTg+cP9+9sGWyq/7N28uK31675d348cBOdOfT58YHr3FnB0D9hZt1SdMZMVMpPgNRFtmI33XkgLnU4NG8rLvplTGSf04aHlVKoXkhKM5aYIVVVCaZlYtFEqypJJk+TicAXXT0XR6VAKI4Kvtyd7Q3H6DRDlr79rfvlZ9z9WePy8InjdT96/r/Db8HMgdG2jrxp0v3h29MC2/Oyzu7ZP9PaAT7PgyzxYnAALw2Cmf/5D5+ex3s8Tw+DLpy/Tk+DT3NS7rhd/nTnZVPH29CHw9NbNkqxN7pIdWskmIa0EDS9wss60W7eC6VHKMJQydWVMXRlbV8n3qBWbmqTeLRKPRrFHndhQLdSXC7UlfM1GripXqMhn0VIYlCQcNcaJEgAh6u0xYgdnOh7qSltpEQJzLsdRGtHYBgSsxcGu1cVui4t96crfms3WnsW63GERHrBxvUYxyIsHzcWfy7NGNiZNVOUNFKYOb0yaK0+byolcLEwE25pAa/234pzR2OCxMNNinB+I8/0Wppt0Z45JccNsxzEmbI7jsMRzXGYj5hiwMYbDlJ7fH6i7rFXUUDnRaK6WoGYyfFHCMGuiEWrH1iB4+TbEYw7ES7Z2N9atfWkNeWJm/Rju/AhPfCaTTaWmfK2unCorBm2bv2/ZMlVTu9y2GezZtbxty+ftW4YrS6ZrykFNDSipaSewX6HwMxTqlBNkwQnx0RbxzpF+Fq0M/SdKbkOn2NPR5q7uGMLNkrj7qdoX8drXUeo3gcrxlODvraXfDraB+5dBd/vCi9tDN86MX/pzcM/m/uqiT231s001y9vbvu3fDc6e/HL44ML+HeDsUfDHZtBaPJEdvJAZOBahGQxUfk0P+ZIWPpIcM1jfuiUkSc9QEXFKV0YQQZLJVlUK1Q08WblAWcLX5Au0GWJ5rJQXpCF66dAanZNY58BSWqCUa+xN5rbea9cZfv3J49cVqv9aEeNgGQBd742wAgPd9/bvDpWIBtqfTg0PfP8yDxYnv0/0g+WJ6c77o09ugqFeMDUOlj+DL8tgaRF8/TQz8Pb6yX2L3e2g98WTttqTSZHnk6MOernv08taRfQqCmoFx1TJMVWyPas4xkquoZqjr/rRssLXVfG1lQJNGU9VxFXmseVZLHk6R5JGZSSQqLEYSqgLyeSMVjjCaRhzJ+ZqqxhnfCONs5NMb0HA6+wtmpE2tUjLLIv/WYWwOMQiDCdFvA3U35BQP0SYpvPjZ8rSX+fEPsmIbs9LuJ8c1leQtFSbN5sV9bU4Zb4kayQnaSI7cS47dik9HGRGgBjThJI6xHAcxNuOYq1nSZB5EnQaZzuDt5tlod4yMI8l7DNqSa1QFIbnKJAiAdGbLUq0JPjAKf4kF5UHgr8JJbjkSLlpYf1ozdqX5rZPzW1uWNjeQaFfa7WgvGy6IO9TTSXYtRscOPCldTPYvWe8smK0snx55zawa9tSYw2orlkMT3hL4b9HE6cx2M8uDrNQ2wkIstuVd9hF6vMvV64NCwvjUFwEHIjLzgDty+yAOyb+UKRhNEDzwUv5MT64Pzth8ch28OI2+PDy27NbC5dPTh3YOd1S/3VTw0RV4UJzzfL2tm/7dn37Y//inu3TrXXTjaVz1dnzpfHjKd79wfKxYLfleJ8v8X4jUX7vslPvlpQWeAdTXdkokp4sS6HKNv4oueS4V7NN5TyvIpE+W6JIULMj3CkB7kRPLVrlhuAqrfGK9TD1GkvDqrXGVb+rf/1J+H+tkPzzH9INK2+2NYLB/icnToC5GQCW5xcnwbcZ8GXy49NbN7Y3X6iruNraOHH/PhgeBZ+XwfIi+PYJgLnvS0NfJrv7r5/t2Lv1YXPNncrCP6OCdxiUu4xu+7zU/wsWy6OSo69i6yo57tVsbQVfW8n7t6oCtjyLJU1jiJNZomSGIMmVGOCM1mNxGqwDB70eKdrgEAHHVGFpLUjsVkenZlvrFgebWifLHMjKSoL945QgcHTrh5zY80pmR4iuNzX0XXb026LUzsrczsaSjwe3TO1vW9xRD/7YAmrylguSX0f5Pw7yHEyNBPUFoCrza5zXRxWjlwzpRZrNkqCfSPAxZ8tRZ+t5KmqZT/7IZ7w36C8q1eV8YRhDqKNrxAxfCjnICR9sgw90IvoxHJX+MM5WZ/4VBPH+Buv21RteW0Nfw50fO7rcw+BeKJXfi4uWK8vB9i2zVdXdmZkvEpLm6hrm6+sXW5q/bN8Kdu9YqqkEVVUL/hG9JO6AC24Rh19wsJ+D2Y3CXTox3N0omXEVnm4vcHGS4F0VTDixVqu8G+fTEaQfCTNNemtHDYqZcN+xlIiJhmJw7SR4+wh0PgDXzs/u3znX0gS2tc5UFy42li+1NSxta/22Z+fXvTsX2hrGqwvma3I+V6TOZAWNRmrGQ9XLsSYQ7zcb69eXEt5Zmrs1KkxD4+HwEiI3jCLJoilLmZoqpqGW6VXN8innexQKNVlyYZIbK0pBD1OQfKQodwlcKLUlKy1QGnOEzswuCIFUrlpjtLcn/uO/9C7OAzeug0+fZnq7Fz7PfAWfAZgbfHbnaOXGK/WVXfv3XCorPZiZfW/3PjA8CpY/zQy8+7Iw/O3L0LP7Z56fP/L29JEn29s6tm4aOrznSW3JgSDTdpNqBce7iu31b1hsXSXLveLHri2uupyjKuEoC9jyHKYklSFIpPHiqbwYqjDGheDh4CjGwjhUK5xoDSLMFlWLZ211JbfYQnchHLc5wCsg5mnm/6ykOXVWpYEn5x/nhjUxEH8HKMGBFnD9T/DkGuh7AR5eAy/uD5zYf7Mk63Zy+FJTCajMBeU5swVpg2nRs3mJoDoHZEdOGHndZNgr+Kphpw0TjpYzLtBpjNMoHjVIxY8IOAN6/S2DX7NYF0IXuzFVckmIUJaIo0VZOZrgeH+0q4EPE0VDObsd2X9DCXc32D5ea/5gtdkTW8hte/hNV/Q7owFUVsyXFY8XbxzIzXsUEdEeGfOxuGyitGy+vn6ktGSirORTaSGoqJjUeX/Aswad0F8IhAmI5awzdNDB5TGO04ySqDdQiA4yJ7QGi3VnOHOSGNw/fYxvE6L6Q/wmvfUf3eUzfvqpaP++1NDF3fXg0RXw+jG4f33xj73zmzaBHZunKrLna/M/NZTNN1R93tQEdu74urVlqrJwoSp3qTJtsSBiMsFjMkzzKUIPon2+xPsNJJj6y5L+zk3M0Gj4OB6eoKXyYhiKPKa2nGmoYnnX8HyrhV4VYn2RRJEtEaVLBKlidqyIGiLCmkRINylC4AZlaaFkuSVSsh4is4Ry1phhf/lnirtu5MEjsPQZfF/6Dj6/67i3eWN6VbD35cqiF1vaLubmXimtuN26ZeDKVTA6BL7MgPmB188uXTi66dVffz4/fqD31NEPJw51bt/Uta35VWvtldzkFVyfao53FduzimmsYLlXMDRlDFUp062E7VbMUW5kyXIZojQ6P5HCjSYxI4jMYAzdC03QoOBM7DoX8XpkJBRfjqJtQVF2OaKbNli22UO2oZyyzFZnwy0fbkwBXbe7GjM3u5F6a1LB30fAiR3zuxu66ounzx2ZvXsVvHsO3jydvXr6Vlb8cEnG99KMoTATqCgATRWgMns83NglIrymwj/g7PoR62eRNh8hZh8d7KcppDE+/xWbe58nuKYyVlAV0TR3d66nVBYuVqexlZmujBg7F28kwQfvpFDYstIhzAMIxhUI5oaF/W0zi7tmlu0wxD0n5EMabTImCmxu/Vpf05+b2REX15WSMlVeNV1R3Z2WPl5S2p2Z+SEj41NBHigsHBKqB9D0IQTyO5E4bLN22gX2Hom6jeOUI4VyGzbORe1M8kYTTEyMm8GZWid260zLeh0YNOJlHNPKJj2UU8H6njDDWFkKOL0HdNwG7XfBqWOzWzYvbKp/nxc9XpowX5M3VZ4/UVL4tbkJbNv8pbF6tjTzU1nK543R00neH0NUU4FuyyG6L7Gm8XjdWEHYm7L0A9HhfiwpyZFLJPuwFRkM9UaWvpxjqhb51Eq8ayUeVSJNqUhZJFRsFMhyBYJUITtORA2REnwUGIMa7ca1JkshZMY6B60LVeWMg674yZvBfnbx4tfZ6bnxofLUOOyaX/3xqNYA791hQeezMv9ISDyalX1z85bPL5+BxYmZV3dObCnakh+1PTt+V0ZC++6tw6cOv9rSMnPqELh+4UVz5Qqebx3Xp5ZjqmYaK3702dGUxTR5IVNRyJTl0sUZFH4CiRVNoIfhKYFYspcLToFB8Yh2eN4G5xA7XCWGu9mV3mrntN3eoWGDefGaNWUQmww7izOhfuDpXfD3qW169sIfteDJxc7c6HO+btfigs4kRgycOTx0+/Lzv05OdNwF7zrOJodf8NeC6vzljOjp2GCQn7acEPyCh7uFWPPSyWwMZT3pYDELs1pAwidd0X0ESqdA9kBrPCxS5OA5gQSNlhEoFccKlKkcRTZRmO5Mi4LjfLFkTyKcY7AgFNtTj8Iol+xcz9nBL9jaXreyaUciH2Cxj9jMsdhIUFf1vaVhsqr0VkDA2/R0sHUHaN3an50zXVE5XlK6VFO1mJ0JUlP7acIBJGkI4vSNgBu2WfsRCel2db2KZ2U7cqQwIRprRDFC0CR/NtEkhDLiSOIr0el3fYK6TR6DBvmYXjTuJx0M1/Qlec+0FIBrf4L2O+DvizN7d/fXlnWmBXzICZ6tSJssyhxIT5krKQZbt4Dtm6c3ps0UJMxmh04meQ0HK4dMoklv2UKIej7J/WOqx0hR4tO8rHKdt9iZQ3RV8WXJDGUWQ10o0FfKPBuUns1SY5NQ38jR1v37YqMu5ck3CkXZQm6yhBEtpwYJkFq6HZtmRRDCyEokVWDvSF1vIUA4NmbmfBscBH3dp6vLWkJ88+X8crX0ZnXZy53bn+/etXDvNnj+pPPwzr+bi8+Wp7aE6esC9XuSIk5kJv2Vn/qqsWrq0M7h3a2Py7JX8P3q/wOLoSmjuhVTZRsp0jyGNJ8hyabyU8nsWDwtHE3yR+G8UVidC4qHhhHYtq6+cEKBK6sFxWiDoVot7atWra2zsiq0NMuw2lBCxM4c3AeGhi4lxx71dwOX932oTDvmzm1Pjxxpq/t0/gToeASGesd7Xr65dxWMdIOOO+258aOZ0aChGOSlfgnz7+KS7jlYvHG1GcfDJh0sRi1WfnGEzTk7Drniu6jc21LNHwrdRrbEhOX7KhIVsiy2KJPCzyBxMzDMZAQlHIrzJFANJDui73qXenvyCQjprJ3LYYTDYTjkgqXFLaj9VSfHJ0Le59yM77WVi/VVfbkZLxMThwoLwfZd4OCRuarq2cqq6fIK0NiwnJHxJTT8A5415EAYtoUvuaLGIGZDjjZvcOgLeEYSnC5xkmKIXhh+DJYSyqUFsx2kBmd+szb4jEdgu6fHBy/VkIE76sMbDZO/Dpb1Zod8O9AEbl8AD258Pn28r6nibUFoT5ppND9yPC+xNyZyLC0dNDaBrVvnCjIns6LHUwPH400jIeoBk3DYKJj0E3+Od5uIU01khA0W552OTgtnaliuco4ggipKpMlyhG6lSvd6N32bXL+Zp9/M0LfSPZroHg0sQwNHV8vTVPHkJXxBtpiTzCMG4ewkHEcJC0IVwogGIotnA3H5+RfMbyujhbLzVdWzN66Bdy9BVzt4dg+8ePD18d3RS2f6zxzvOrDzSnH2mbTIG/lxtwuTrham364quFWcdTjEa7OSf9TP/U5G9L2s2BV8v3qebx3Hs5ahr6SrSynKIoq0gCTOoUvyaKJMMjeZwIjCkENQOG+kq6eLi5sThMBwxBtR1CQ0oxxJbYZjN9s4tlralq1eXWZlXu6MyHKEHfD2BI/bwaOOHXodOHdgfnPxOYPwYZTXu+yk53mZ4MYV0PUSLM2DT9Pnj+3tvHoKzPS/q8t/HmkCBckgO21Rr37qZN8ONZskOi7gYFN2a2et1wFnx3G4wzsX3FOW5DBfkUPj+9F47iKTu7FIoK6gCwvJ7FwyIxtHT3WghsEIBhJDS7JxDV6D2GxHPG1POGGP3O6C3OEC/8sRcQNmfxXp1GPSg22bwPa2Ly31b7NSRstKv23eDPYdBEf+nK+sHt1Y+LGoeCY/H2RmTes9BzHMEShuzAY+7wifcbbug5u/wePO4JnREKoUqcRQ/AjiRDw1QsCK5eK8eFB+JEG+V+d3y9PQG6Ad8OSMeLP6/TgdJuaLGN1wXTY4vR88ugluX/t4cMvclpyedGNPotdoRtT7qLCR2PjvRaWgsuprSf50VtxoYsB4kvdkjHHIVz5oFI158eciJLOxqvFYn7GstBd5FXWesUqSlkLyInOiqPx0kaRYqahTqzfLNDs47jvJ+m1kzzay1yaGdxvTq41t3MRS17FlZRxhnliQwSUGSck+cpxKACdTzaCk1esVEEQAmsL4H6to//Wzj4NDIoeaLmGlK9hJcnaqWpgo4yQLmc1++ht5qXczYx8lh36ozLuTl3SvOLOnueJRTuJWCXOvgnMz2vdKmGEFx7+W7VfD9K6kG8vp6mKavIAizqUIsymSLJI4BcePRbNCUGQvFMYd4yQnIDgOa2x1aFIGXVSApJRYObfaIHfZOm3eYL0TAi/8fWUZDFKMQT0uKgRDw59Pnj/iHwxu/f00NeaYVnw3OuBubMiLjZng9jUwPgImRiY62++dOdJ34zx4+/hDUyHYVDoe5tVJwfWT8QNo5DASPuFoO2S2csJiPSDgh+1hg0Tmc47bHxRZNlYUSHHTC/3kbnFMaRZNVkKXlzMlFXR+EZGVgWREImleFKaGYoUMXQXbbkc8Z4c/Yeu8DeW0HQW/iIBdtbe7iHR4ZdSAxqpPVSWLddWjRRv78/PBgQPg2FFw8ODIxsLh3Nz50rKJpFSQlj0h0/RjqANQ5EcbyBzUdtkF0W1v+ZJIO0zkB0GZYrQ7nhJIFaeSqLF8bhKLGYGFiqUQZrM26KLJ922Q1weTZNiL805HeOaOex4ifr8xYmFfA7h/BXQ8/HrhGPiztS/D91W4biwxbCg6ZDAuajI3czQvY6mhfKwgeSgpeDI5eD7RdzxE1e8tGPLhTgTxFuNU4xG6scSI0dKK07EZgXQ3qpOIRg2gshP4wo0SeZ1c1SbS7GS67yDrt5E8WslebXSfrUzvrUzPzQxdE11ZzRAX0zmZJFIkixzExRuxNjS2E0tFktItndmrbPT2KKWZHeuXfwlWreSt+ifxpxW4f6yg/PoP4fp/xVNx1W7CZgX/QpjXu4LkZxkRb2vzelqKn2xMvJUc9DI/4VFa6DEP8U45eQXep9DVIxepzUKrc8jKXKYsj8HPJLOSnWjhTvxwiMDPiq6yx/EwKBbDjsRcC/NEY+Pw+EosbZMTqdnSsXmN7ea1tnvNoPtW2Z5xwB/B03ay2Msnj4DxwfkTxy4npoKrDy6EJV1OSj6fEHUtIwZcPAretIN3L+fPnuj+Y8+D7a0v928GL2/PbCnrjvBo5xGeucIH0MgJF+cpCGTe2mbRDjppA+uygHQROdeZbltp7jEuCpWzXsaIcVOWuGlrJcpivqKYrChGSwpQnCwkLQlJjkATTDhXMcPSNcrMeQeMdAlCuGSP/MMBvhdqfRUKu+PgcJ2KvyHjzZXmj+RnfkhLmS8vny2vfJ+bO9fWsrx7K9i/sy89pS8iciYsGoQljPGkrzGY1zC7KbjtVwR01sxq0B75hCxqxUkMMK6CESCTZ5BZiSxuOo2TjGVHs0QxYqzRx1F0wjPuoUfQK43buJdiQEd9rUF3eBKeBHJfpPl+2tsA7l4Fd66CP3Z0JYROpcR+CDJNxAe/jjK9yo9+U5P5uj5/rLXiaYhPX4jPYnzgZJiq0xPf6Yn94MscCRbOxLlPJJr6U0M6c1P3BYd74QRabhCbE0/h5dCVtWz3zUz3rUz9Fr73Dp7vDq7PVo73Fo5nG8vQxHJvYGlrWZoqAj+bxM0gspOJ9BgCJQxH9MfifMkYLdUOz7NxFFojxFZwuTlMaWanXW+jW2et/G21fs06fwuzCIhVigu0mOm6Rcs+EqB4XBj9rCT2aVH0w/yIJ4XRLypSnpQm3MwJW4HzyUcbs1DqdIwygyrPYkiyadwUPDMWzYu0Z3tZMlTWVAECRcbYOSttXUId8ekUagEWUwdHtVk7tphBm9dYN/9utvl/rj+7zuEmnHwGRT7GFSyfPAxGexYunTqbkQ7uvnpY2natvOpeU9XwnztA90Pw+Nr03s0vK0ue11XfqykbOrgDvLj3LiPylUHylOTchYL2IWwnoZBlmNMXW8cZc9iIvWs3nn+dqd7G0SfSjDqSt5AeJxYXS2RNYmmjTFYikBcQFRuR0jwkN8uZnoQkhmNwXkQXKcsSHWPhsh1OumiPv2yH/BMBO2xnecnM/AYUeotBuqEQ9KfFv4gOny8uAjt3v4mJ705LH6wuHagpnqgvf5+WMJuS+jUyHgRGf2QLu3AunQ4WUwir73Downq7IXvcPbJbDVahdhDLWMFKeSaTk8LiZ5L5ac6cOBw3moX38XDVldI9r+jCQjc0fQAAIABJREFU35j8Pujl/Vr6G5Vrpx77wo/+MtZ9qikPXDgGbl4G506OlhfO5WT0+Zt6Qwwd4bqJXaXg5qFPVw6B62em6ivHUhKmYwIWE7zeB7O6vHAD/tzxIPFMlHIiRj2c6NGfF3UtMapU5aHGq6gEHywrhaisZBg3C/33Sf33Ck3bBN5b+d5bfyyi/Xe1s3sNS1vNVFcwVOUMZTFNXkgR55KE2QR+Jo0bh3Xg0OAEJgTPtkELLVDS9U7K1TDNKnvVz+t1v641rVzltfo33/W/hNitTMRY5NKgbSrSH16C66m+nVUpr+oyHxTF3syPulsSv4JszCdosvCyVJIojSZKpwhScZw4Z2YYShhmT9fZYgRwRzLGxoVn5RTsQCqkCYtwlApn1zprWP0666o1ZjVr1jev3rDz9/X3YbhONOcWlnlLowPnToGJD+DF/Ut1FeBNb+/Rk4/3b595dAkMPgEvr3bvabxWkPa0qvxJTVXP7h3gxlVwYPchAuYlj/UW7/oOYddvbzltB/0CRy3bo8dtMH0u7Bc8/W6GJoupMzE9pfwwkSRDJCmWiqrlklr5v2HloyR5zpxMJC0JRQzFYT2JSJHAGpdojdkBI523xf5l6/wnAnbI1uKKpdVtKOwujdSuV3aF+l3TKEdSUhc2Fr8Ki5qtrJqor/pQXtCbl96bFPs9L3c5Ihp4h47ReG/QyDcIyymY5TcYZG6D3RCEcIOiKnWVaZzkCm6EQpnDFmawRdlUQaYrJxFFC2MS/AwETx8r2n65z8ug8C6DW4+O/VqJ7dLiOk209kBxb1bY9z0t4MopcOP83N62uarCwfjQ/mjfl1Gey0c3gWeXweNL4PldcObYWFHe+1DvbxnhU5HKDybauA9/yl8yEyIbD5UOR2tH8iJeFqWfSE33pCmoaC2GEkGRF3P0LQr/feqgg1xdq9C0he/V9h9YHEPDjxIAoUeDwFgvNNTw3Cs5mnKWqpSlLOLKs/E4HcVVSnUW0xBcpi2dY07gr0eJVyO06+CGtTaeazd4rPqn56p/+Kz/71Cbn2Pgv6c4rs3D2LbKqRdivR7mxz8sTLy3Mf5hcdIKhiafKs+i8lNpnGQaJ5nAiXdih9vTfeFskyNF5eRIc93gIDBzCHUk5hDYFQRmng28yhrWbG5fv2ZD+e//qlm9co+t5UVHp2eO2HdY5j0c/ZmnLzh3Cgy9A4Nvbh3cOff4wZfO9pkXd8Cn92Cma/DygSebyl611nY1N/W1bQXnL4Ez55+EhN0TiEFYRB/K9b291RTcfgHuPAdBzzjQRnGypxTNYap7FlHlx/RQSsKl2gy+MpfByxbyit3d6mTSQr4snyjLQ4mykZwMZ2q8CyEEhzGSHYVyO0K6PWE3nHzG2uWijdOfCNhha/Nb9nYPHBD3KPjPKfEzWSkfYqLmsnN7QqOe+QR9qaubrCkbrSp6mxbXmxAJ8nM+h4V/c/ceJtLfuTq9g1vPQK2/QiGzG+z74eTLZFWOs0iNclMIYxVueXxZPluWTxNnEwTpaGokixKqJHjJLcjFDNVVv6AX/p6v9PzXatJbLemNnvZEz+oIVE+V5YA/94InV79dOjTdXDaQFdufHP4ixn/xj1Zw+/TXR1e/P7oObl4Zb65/HRX8PS/5S7zfXIBy0kM84yWZ8xNPBknGIpVDaX7vihIfVBTlGvxkFC2R4M0QZbGVFXz9Jpnndra6WeC5+d+qPDfxPJq4xkaeoZ6rr+Mb6nj6Wr6u6gcstrqMpSziKgto3DgGK4xODaDjTXSkmgkXs2xZfEsif62jZLWtcuU6zcp/GVb+7L3mv4PNf4qw+iXaZlUCdEOqo1UB3mGLknspLvBhftKjguQVXHk+S5jFZKQwqPFUeiyGHg6h+VpQtFCqmzOaR7LGSNc7hNtiSjDMKhy9FIEq2WDTuMF2yzqr1lXrmlb+ts1s1Rmk/WMS9h2eMMTiv+JLuyOjwOWLYKgXzI32PLj+8PgBMD8KlkbAQt/kw/PP9zV3NFX2bWrprm4ENx6C+x392cXHcDQQnwYSM/pgjjMw2Cc4bAbu8tGJPEiSP+eYDlGN6Sg3P5q3nBvMc0sWeBbx9aV0SQ5fmK9WVUqkBTxpHlmSixZkoVipSEqMCy4Qj9ZRETwtlJwPJ++BEU9aOl+wQfyJgB2yMnvggOhwdXlAwoHCnE9pyQuZmR9jEy5zBJcF0tG0zO7UpMmKjd1JUR8Swr5kpXyLDP8k1Q66knpcHPtgNrMQmyUIdNIc3utEP0txS0AI3DA6N0myQp0v1BSzVYV0WQFLWkBjp3JYcVyclxvaLRjN36oyPooMeWyQvNFx+tyZPRp6h4L6WM3tjwtZ2lwFOq+DRxcmd9a+yY3riAl4EhO4dGQneH4PDL0FXe3gyYPJQ/uepyRNZ6Z+jo0AUcETOtmMQTprkswGSCbD5f3Rmjdp/s9LMg4kJATxtSy0msOKYYty6KISgWaT0nuXwGMT37P5f8+PzmaevvbHL3cc92qutoKrreBoyrnqcoG6gqcsZktzmfwUJj2aQfRjoQ18pJxlQxJYoqQbIOp15sb1q33N/hVs9muo2W+hG1bG2JjH2lpEWa1LQdg28BnHA4xX4kNXCMX5HG4mk5LIIMSQSOGuZH87os4SK3EhijAwnMTcKQqKLUfR6pD4crhDhR2k1d5hq7n9jtVme9asOWS57pyDzT2cwwsq6j2TPO4m7zd59KUkgUtnwZsXYLR/pufV/eP7wcBrMPYWTPcO3zn75vjuvv07Z44cAafOg9uPxyoaTwsVHVojqKz9pND2QRy+o9GzEPgHBOodWfiQ53mAbcomGr1wJoMoSSBJZ8qzufoyiWe1yFDBVxXyZfkCWS5bmksW5eD4WShGCpIchcL641EaBozlCaOUOtH3wPHHzeHnrOEn4LA/LDfcg0O7sJgOGhEkxvZ4eoxERHZ5eO9zdHmoMYxnZL5PSVyuq3ifFPkxNXouIexbRMg0RzLohHnv5DAAs52zs/5sDxu1cHiH4h6lqkMgXDeCp5syQ64plBmr2O5lDGUhV1bIE+Rw+akUor+KEyBzZqeypKeDAm96uL3zUg4aRX1ujE4JpV1Me+utGclLWD63G9w7Bc7tH20q7kiLfpwSM/fHHtD9CsxNgKHehfYHI6f/fJST+yo+YSA4fDE8fMLTfdwg/2gQzvhLZ8MUH4JEr8Pd3uRGX8tMLtZ6qnEyAdGbx0mkc3N46npj+FG+seXf+11+qDK1CD2bRKZmsanpP5F41v+IyLNJYtosNLbxdA0cVQVTks/gJbOYEVyqv5Cgk6JEcgRZA3HxsIV7W1l5rVtjWvnPQLMNfmvWBG5YG2dvm+YIy3JxKCGhmwTMFQJhLoudRiPHkolhOGKgC8EDhpFBHRl4BFkEwYTCMEUoUoMztsYOWm5tUWNj1Wptt8PM5uB681Pm5jchth0Yh/cs3IiYNiCmj/u5DyWEPc9MmDh5aOLO9dHHD5Z6e6YePxy8cfnN5VNgoGvq2Z3Z9lsLD26CjkfTp0/czc3ZLhLe8vICe3aDupoBDusN1P6zK/ajE+oFlvIXQ9rG0SXRPTyZQSpRipuyVK6qkbrViFU1MkOdzKuW61FEdcviKHLZ0lyaMIvATUczklxIUSisL8lFxbanB8Ko1c6MfXDc4Q3Q09aQE3DYHxbr/7ayeIFyHpKK5oL8h3x8PqWkjccl/cUV9UfFfykrH8/J+lZd2hcdtJyXMh0T8D08YJzGGYC6DMIRwxDbeVvbRXvHAWvnTqx4H03naceRk3yU6hy5tkTh1cDRVzDUxRxBgUCQzxKkU9hRVIYfzVXkQRJUKrUXTIa3QaZRb/UHOatHTHsjpnepBK+DDW/Kkz+d2g7ungen9vY3lD4rzH5eXzlz+QIYHvz+vnvk4d3xWzfebt/xuriiLzX3Y0LqeFjwgJemR8Mf9ZbMhytH/PgfgiTjOWGvMmNPRkalCfRKjJuAHkrnpNFkZcrAPTxD449fggUejf8m5dXy472M1KdV5rPpP5H7tsp9tki8dgo9d/IMW9jaJrqykibdSBOls3hxLEYQC+/OcRIKYVS5HVZhgZD+bin86V++VnbGVWuMv68MtbJMdIAlwe0ToTbJMOsVPGE2g51MpEZgiYFYohcGq0Y5cXC2ONpaaCACV0xgVqOwlba2VVZm1Tbraq3WVfzy69ZV609YWv9tZ/fYwb6XiJpTsIGf+nu0CZQmg601Q62V329fXn7+ZOb5c/DpM5ibG75149ruHS8unvr70I7XN889PfvHzT1NNf7uzUZZb00huHEenD7cLed3EVxfOcH6nF366OzbAsUmuiSUKNOwvOWKdJl7lVBW467fafLYo1G3iJWVQkMF27uIZsxjKLOY0hy6IIvETsdQE1GEcBTGi4RU8mwoYTBSE5JxAI79Y4P9KRvICTjsoPm6q9YWHUjHOYP7sE43HhS0mJ7xMSH1GI3ZFRo1lVfwPj5uKjP1lY8eFGcuxAeDmJBxEn3Q3nkYhhizt1+wsV+wc+yxdX1MlG1hGtX2XAk1UKkpkGrL3Xya2J5VDE0JnZ3N4+VSeRk0SRoUa8AStSKiOIzKP+rj3xURNuRvei/nvZew+qSsNxLWS524M9F/YVc1uHse/HV8bHvLk4rCk2lJN+rrRu/cmu18PvL0Iejr+fqkffbM+ZldhyaqmwZTk98Eej7V8HpM4vkI7bi/cDJIBvIjP2bFdBdkbzUEeKIEErIXkx2H4qRT1FUcQ93/CUvivUlk+vGAtFni1Sz1bvl3vNrEHtsFhu1c/WamtpmmqiPLy4iSfLI4kyNJZXMj2WRvIUGnwKlUKJHcnirZ4KLZAPWyhnhZ2LivWqP//fcQS7MEhH2qE3QFhhKBpoUjKYEIvAHqLIbbkTFrnRn/tI1EEDeiqfU4UpUjotTGrMxqdemGX4t/+6991tan7GEP8LjnZNxzjMMwh7ig5vRLibNR+om0gG/bqsDlP8Hdy6D39deed2B2Hsx/BqMTYGRsaeB95/1rA92Pn9w7dfl4842D1aDrKhjrACe3dnsrbqBsHzjYPEcjO1ic62LFPrkuS+iuZetZvDCettjNf6dYuUUh26aRbNFIWxTKGqG2lO6RT/fMIysy6OIsBjeDzEjGUuJQ+BAU1khBSoWW+DgYpR5O3GfvetzW8bC51T5zs1Mwu6t2Vh1oFAgLBcnJk2ER4wlJ07mFT0PD+7PyHgUFDaYmz2Sl9Qf5LCaGgfykbwGmIVf8hIPrgLXtRxu7ZajjuCWiyw7zmKXfiJIZXDUKfqzaWCnRVDDdSqi6crq2TK6qkkpL6aJcnCgdI07A84MZFI0MSa8Uax9GRL/0ND7l0ke00n4Z5ynV9bUbdyDS62NuHNjdDC6fXD55+EVr48O2llfHj35/+3r04f1Pb16D+TkwPQXevP32qB3cuj2/e+u7rPgHftqXvsoPvvJ+D+6Et3A5xnMgQDeVl3E/KSOXr5e4ypmMYLI8B6sqZumquboagbH+x6kn8mz88arvx9z6f0Xi1SI1tkr0bWJDG9/QyjM0cwwNHEMd11DN0RTz3PJ50jQeN4ZLCeJhvbgu7mJHidgKpbKCqy3t3S1tjJaWJgszX8t1fhZrVhC5UQiClw1WA8MpYQgmYo0DfzU8zAZdiqSUQZEltnZl9haVULNK29XlZr/U/v7TaTu7B1j8PaxrJ4e8HKCfNUo6aI6P2E5PNLSeBNNEbc7gporenZtA+4Pl7ldgZAD0D37qfAvGJsDMzHLPGzDRC6begokOMPkM3DgwUZX02l/+mIt5jEO8oxH71W7npIoWkSqVo/QTGFVuMVKPAqGpkW/YIlbtVCh3aqRb1dIWuaJaoCpm6vLpuhyyIoMmyWBy0mj0JBw5Fo0PcsUYaM5iuTkuBUZugRL22yGP2ML/MDffZ252Gmp319mhh8MACQkgIaE/MPi6m+aGX8Bf/gE3IyPPGHT3fb3fhgR06VQj3u5zwZ4f3YRDKMwEHDVsbTdhbbdk7zRm7fQcSrzJMWZglBq8USZIVBqrpNpqjqqCpq9guJcrNJUSWTFdkoeVZKJkqa6iaCLdi+cqDsFwTvpFvI6Ieq3TvNfK3ss5Lzm4Tj55yMttLMr/e20ROHkIXDg1+ueRoYvn5tqfgMF+8KEPTI6DxXmwMA/Gxz719Hy8f3fh0qmx7U0vcxPvBxseG0RdOv6Ej2IpzPgpynswMrAjLmGvb4QPTUvBuuP4sWhpJlNbznGv5hvqRJ6N/4HFNzb8f8GSG5oUhiaZvlFsbBYYmrjGRpahgWVo4BrrOe7VHFUJS5rH4KbT6XE0UgQb58NDMKVQjBzq6mbvqLGD6aztDFaWRiuzFUReMAStWo9gW8MpjtauxDVQX3NkOYrRhiRVmdvkrVlZaLmy3HZVueVvDRa/7bdc+8AR+QpHeK+SjPq7f/BVvjHwX6iZ9xWku3pOf1boTH3BSH3ph82N3+9fn3l5f/xN+9CTBz1X/wY9fWBkAvT2gccPwN9nwKk9HzNC2xXUmy42zzGI93TiOwrpJY15V66pkmrDRQYD210tCtAasnX+DXKvNq62VeK+W67drVBtlSs3SRRVQnkxV57LVmZT5Vk0SQablcakJRFJ0RhcIAajYzgJtRb4LAipDYrfb+N82AZ2wNxsv9mG01C7Wy4Ot5EOL9icDrFkLD7pqtHjckTEzcyMRyUb72ekPo2OfB0c2OupHzWqxw3KYSFrAOk6DnMes4VMWUMX7Z1GbFFPHWgX2IZ4rJsbxVcqTlfoa5Tu9SJNLcNYwzCUK3WVEmUxTZqPk+ag5TlocQqWGcTAapRwZp3C60FkwqtA/xdqaY9G2OvG7mCiB5S8QYNyJjUW7NgMzp9evnZ1qf0J6O/79Pol6O8GU2NgehxMjoHF+dmpsa7Hd5dfPgYPr48d3HEnJfJvk1tngH4s1Djmp/6SFNQbaOhJTXyQvTFb6SfCq2jsEFdOLEtVyNVWCPTVYo86kWejyLPxxxesH0fhjx6v/0RsalYaG9yMdQpDvcTYIDY2/rDFNjYLPFv5Hpu4+iamqpouL6UJCym8PCY7noPXiDECCYolcaLIEDg5xFlhC1PY2K1wpbjDXPhm1hjr9QiiuYMHBJ2JwNchcI02iDoz89L1K4vX/1q09ufqtf9zr63Z30iHG+vNXiBdxnzcB8M9/5aTryrIL4PUz0M0XzYVzjVu7MlL6sxJflmS139we+/VY1Nv7r/9+8y97a09O3Z2bix9nZDa4eHVoZC8ZJMewS1ew8wH4TZjSOdBPPkNjXeLLtnF0YSwdSppkFoZ7aZOk7tvlBoqJYZmkXGrxHOHyLhDrNssVjeL5JUCSbFQlMcVZ1FkmVRxOpeVxibHE4kRGLw/Gq1hOPI9rIgboeStEOx+a4eD1nZ7zTbsN1t/Gmp3Hmp7C+36gi947qb6WlVzPz6+f88u0Pdm6dZVcOPyVHNDb3T0qL/vnLfntFE1zKUPODl/hDpN2MFmbOELNk7DEOwjJOc40xCKVSmZgWJppsy9RuXeKNc3cjzrWR6VCo8qqbqEId9IkBfg5IVYSTaOHU0lmhRoZTRZut/oczfQ/4FW9s4oH/GWd3AwPSJKt4w1Euj9raICHD8Grl9fan+y9K7z3a1LH9vvgt5O0P8OjA6Ar5+Wvnzq632z9OEdGOsHj+90NFU/ykn+WFEwlZfwwiSfjPcbiPIdyU3tKi7eGpwQLPAWMfwIlBCOIp+lKuW5VwoNNf+/YJnqVR61So86hUeD1OPH3GrhG1qFHlv5Hlu4hjaWexNdXU9VVpHlFXRJHpsdIqB7CMgaAU4mQHEFDlQBDCuAuq5wxQqgdnjbVRD8aqgHBJOBopY4oMss7crWr6s1X1dp/nvJyp+qVv68x8rsspPTUxTmOQwxLhEMBxoGUwMniuN7MkN7syK+bav6ur95alt1X3ne552t4Oj+6cM7Hu6qeXp009yNkx/3b15saez08nlB579CYkdQLrNO8O/OMODqDJycpmHIXiynXWA8yjelUw1qTohUnan1LFV7lAvVJSxlCVdTLfRsEZraBJ6tPEMzT1snUFSKxKVC/kaeII8iyyaL07mMVC4pnkwMw2B9MGgVy4HrZ0suhVF22KP3W0D3W9rs2rBu34Z1p6CQW1j0a4lk2NPrQ0g42HugvaRw6tol8GkCjL0H06NL+/d2BAX26Q2zHoY5rbKPiH2PcBiBwKcgiFk7xKy1wxCM8AAt2EfT+WHUSl6kRJ4vUddo9a1qjza+dxPHu0ruVSXRFbGURRR5MVleRpQUEtgpFHKQhGCUw6gFAsWFkKDbXu4dnrJ+b8UrGemlEPdCRPrgoVnOyQX7joC/b319+mj21ZM3dy92370433EH9HaCkX6wOAPA8uzMOBgfAYtzYPLj9M2rny5fAE/vguO72+P93ib592eEvUuP7sjKuJCSn68KUbqqOXg/rjiLId/I0ZT/GFoSz3qhR4PQo+F/h8X3avsRoVez3LtB4V2n8GqQmxplnk1SY4vc0CrRt4l1m4W6Np6uha1tYmobqZpairqGpiphSdN4wlguN4zD8OMQ9Wy0go0UsJ04K7Aohv0aiPPP5u7WqCw0o9gRt9HSduP6tQVr/1lm9s/ytb/U/P7zXvP1N5GuzzHk507ofhL5FQ37VMPpTvD5kBvdlR42XJYJju1cOrnn0+k9vS3liwe3gTNHvp/Y93Zf/bsDtV+Ob1lsKPyUGt/N5/a5YqfR6BkHuxnbtcvQ9UuQDYsw+wks5TVXf14SUML19yT5a+V5MvcahaFeZqgT6KvZumqGvprpUcs21bM96riGWq6mSqCoEErLxIJSgaiQKM0midK4jFQeIY6MD8VhvdCubiwEK8SeUgWn7LRD7Te3321htWPdmr3r156CQu5SiR/0utHA4NHEZLD/QHt97fCdK2CqH8wMgYXx8d077nl5v1Fpp911i+6aPhy6BwoZhkBn4U5z9g4zVo6DcNIDvGwL2d0DrVKK4iXKIrGqRq/fovfZLvRt4fvVKvwqpMYijrqIoShlyKtoknIyO4dCiaa56mg2xEg6/3BI0I0w73sekk4D/7U785HY5bEY262RfYpPBpv3giu3wavObx9ef3h+7dWdU8P3zi09v/Otq/1L79uF8eHpj8NDLzrA8MjXD/2jD+597ngKhnq+Xzt9Ny/2fXX6QHnyk8SgB8kxD3JLmnWR3giJCuPN46XSpP8eWiJj7Y8DUejRIPRsEno2CUwtAlMLz9T6/6RF6tcq8WuW+m6SerfIPVsUxk1KQ5tSt1nm3ipzbxXpmoW6Zq6+gWWsYxhqmYYauqqIJc9jitMZ/AQmI5RJ8mPhDCyM+woU1BW5xl64EhIHIVQ60sqsHXLWrc8xW5m2+qecNf+oXPfrbssNV+EOnShSryujG0WeU8m7ZYz3EYaBzNCOCK/ezFiwuw2cPPBia+XIhX0DR7aAK8fA32fA0R3dm4p7ajJAW8lilKmHRXgKseyyN58iObx3XdeH+f0jy2qMAxsTELrE4tMCXRnTK4gfaVDke2iaNarNElWzwL2J59XE8Wum+9XSfSqpHqUsfSlXWyZwKxcrK8XySom0ii+vIMiySaI0Pj2VT4ij4n7AUrIQrEgIrRZO3W2L2mdmt9PMYvva1T9g/eXqMh0WAgqKPheX9VZUXiktmnj9BICZr/PDYHKgb+ump6GhgyafaY37Z416kIB7Z283YA+ZQzjPQxwnLBBDjpR7RHkTSa1Fq5SyFKlbiVhR42HcZvLbI/VrEwbUywIqxaZinraEq6jgyGpZ4io6J59KS2QQfSkIlhZFrNSoLob73A1QP9Xzuzw597SYe0rsSylnyMv3e0E1OH4RvOwEoz0j3XdfPTzZe/PYxJ2zM7cvzz1+MN39erKn5+PLV98GRhb7B0dfvlr88B58ngEfOgZObvt+ed+nw41vS1Iep8V25JScj8grpPt7OBmFrESKOJepKORpyoSGmv910/o/YHFNm7n/d2f3Gd3Ule6Pn/tbv1tmJpNCCAkQim0w4N4tW1bX0TnqvRwVd4PBxgUX3DvuVdWSbDrpJAQINYTeiyvuxr33BrYB798LJ5ncuXfu/c9/re8LLb07Sx89+9nP3kuSGyj+Jop/JeRnglVGBmpiSY0csZkrNPFFZp7YyJEY2DI9Q66DlRrITw35ajG8YgynEMPM9aKlYklx3j4HfLxCfTyC1zh9uJm8fkfA5w6HtjjlbNp9+LMt6es/Tl73l6j/WJP8lzWVn31weef257vtG7c7dNt4jnqRuik+72IDFzIiWiP9upMjZ7XFc2bD0DHTyKXv3tbfnbz+Pbh3BVw7++64dtZcCL7QTAXzBykunfbbhl12jDlbLpBsmh0+aMduaMZ/3sF165Czb4nQUoos2NuXRYulC4oEPCOPbUK4BpJQR0J1RD8dOVhLCVJjRNk+gmwiL4fKzqWxCmnMIhqzhMIu8oCTMdR4gk8MziPc3TXYyVHqYsugWGEPWHpVbPc6sdnh5CcWR9dvNq5dX/3Jhu+2W9/x8Zrcv2c6Nv5ldOyt8Mgr2Zkz3U0rYHrxdR8YbG7XlXRGR44FBQ0ymFMwrcvevmOz5eBWy3nrXQtW1hMbrfp3ed7z5Ja4CRgOIoSVTOMWUpllqKRa6XeC7mckB+rgwAqqvIjMzyezCqj0AjItF0tIw2APQrSDnk58l02Ofm64r4KDHkaEPFFxapXQI7nPA65HDdG7DaJP7YkC+mPg/n3Q27wwWNfT/Ev/k0tjD67M3P3lTX0t6OsBfQMDtx9OPG3ofVJXe/NW2+PH8z3tC511A3d/BIM1oObK7Gldc1rCi4SMjkz1Gd9YxXYqgt3nQ0kkIOlUbh4kKqFJKiCZmoqqqaiaKtNQUA0F1VFkBhJqJKJmImqmBlRTA8w03ypYaUbkVUxZFVti5ojNIrRaIDcLlCaBr4nBQHBKAAAgAElEQVTnb+YEmdjBlayQak9+qQe3zJNV5IHkYqhpGFKCFz7Oyyd6jfB9i9CtLnGWLpGfWIS9ty72w7Vpn6zN+ugv+X/9V/P6D67ZWj11sG20s5sgkOYotAZbmyEhDHKihw+FvEwKmzWrwS9XRr/5qufbb2fv3QYtDeDJg+XzZ8D5M+DsF8BQ+DrlwHPMzjZXiwGPHRNeu8Y9LAacNg1hd0ywMJ1Mn1oh+wJXXEAUBWNVYiSWjZbQVZV0qZ4pMiASHSzVUaVqiqyCIisjS0spokKKoIDKz6ew88nMXCI9Bw9n4eEMAjWZQI7zIkS7eO+zc/e1cxS4W1PgTW5hn7lU20MnNzlXv295YsNu/ccWx6zdT9m5t6lQUJbfG3fwWVi4kYxcTUub729eAeMrYPBVx50HyWHd0XsG9/r2Chi9RFzHbrsJW7e5nU6Tn2+a2vTZK4sd/bs8rjkz8z2UJAclgZUJCcthnkYqMsoVVUiAkbq3GosaCFIDTVRBFxSxeYfZ3AwWN4vOzfQkRBEoBz2dpZ5bfFIZirOh4efEnJoQ6S0h9QmX0g7D3VRkmCtaiIoDJ4+AxzdAX0N/472hhsczL+omHtyfefTobWPj29q6gbOX524+GntS23Ljds2lSy8f3X/T/xLMDsx3PgP9L8Dday+SkzpiEjoTUmoy0wPt3cm72D5ue8mEeAIpCUNOJfFL6EoDTlgMKbSQQktTaGlKPU1hgpRHqcoTkPIETVEFK0x0hZmhrGKqqjmqIxzVEa7qCAM1MVATXWGkK4yI0oj4mhDfSsT316sTJKmGKKrA84t9uAU+rDwsM3dNkoVr/BaHgxt3Ra3fGvnJp7FrP0r+4L3c9/505NOPr+yyur3T6rmj7TSH+QaVDDPgNgg/sU8OihLfqrPGy7MHjRWLVy4sP7i7/PTpm2fPQG0NuH0T/PQjOPcNMJeNRIW0CaiNntajBPsJvG2/8+YBp60zRKc5uk8PQqzncS6whOWwLIYWpKBHs3gZVGkFpDJCMg0s/S2SClhSQROX08TlNEExxC+CuIUUdj6JlUNgZOGQDCKcRiInEEix7oQoB1zobk+lgwMPu53E2eCauZuss/Kp3uB0cqPDSUuP7L9uLrBy1jh63kcls3nprSmH7kZEHmMI6ysMYLQXgAnwdmCx/nptfNjYwf1jof5tdGoHxqvb1qVt/fahDTsmNm2c3bJx3tKqa6frGWtqjDWP6BJC4OVTxDpYoJWKDDLUCPnriCFVWPQoXnIEEmuYggIOL4PDTWbx0hFephctGUNJxHiHedkIfT1FOtnec4EBt/zRpypJk5TfzWD2kCgDMDIdGLBYVvD2/Degq2Gus368vXGytWm+qQm87AT9veDlS9DSBfpGQf/ASF1Ny81feh7dm3vZujLeO9fTAIbbQVtjf25uV0RU18HIltyEL8JDJS4cog3KIsQiUIoXOZXIKyJLKkhyze+wYIUeVphg5VGq8hSkOMVUHmcrq1mKKpaiiqH8W2CFCVaYYKV5NYiqajVUuZ6C6khSDUFcgROWYfklq/+wtCbD0ilq3dbQ9z8N//jT8LUfhf/535P/8u+ajz88Z2nxwN6+BYMZYjFW9u8BqXGvkyNH4vbUBnDaYwNmtNl9FdnP89NemNSzN669un/7zcN7K3dvgqsXwPmvwQntVNK+GjbunqfVMOw6grcZx+yc9rZbwHvMkHEjDLhNILoukKlpgkiiyJ8VKhGl0IW5VFEZTW74HRZNov47WDRB8R9h4emZeDgNR070Jse4EiIdsHvt3JUudhySJUn4mVuKpY9xJ/6YhVvph1vy1lkYPAhXw6KvRUdd3x/YmBF/Pzn+26A9Wiq/1XAS9AyA6XHwamrlxtU6/z3DypApZXAHAWmz9e6wcOn63H54i820peXklo1jW7d12Hh8b8885IBSMftJomIYNSJCnUSol0gNJKUG51/pg1YTpdU00SqsTA4/jcHLgPk5eGaWByUJR4wjewZSrchxeP6FfRHXVIoaf7RVJnzJQNoIuHYivk8mnMo4NHPSAFqegMH2me7W3tqn4/V1c43143fvdl28AFrawPAwmB6d7esYaaodbnw2297wpq91quUx6G4Enc1jh7N79u3vO7CvMWHf3czERHoAvEvA9g7lwEkYUgKWk4uXltP8zRTlbxNRuR6Rr8I6ASlPcPxP8PyOcVRH2MpqusKMyE0waqTJKv9nWKu/YYsXla/awvJL1sSs2xj2wdqwDz6MWrs28q9/jvvTv2k2rP/J0eGOo+MDe/sZVAaiwvuCVfO5ieC0ujUn8k6YtCY+eNSY32ss7KyuaDmqnbp6burquYWr51au/gB+PA2OlE6lhbeh1Gdk2zqs1TTHcwRvM+5t9xYmAg5nks5togvuCfwMdGksrJAj/lxeJEOSAYnzaeJyhszwu6pVWL+qEpfDwpJVWFROAYmVQ2Rm4+mZOCQNQz7kTop2JkQ4YEOc3OSetlyaBVn2mWv4+7sMu7DV213zPt6SuGFzw+HDoKUJ9LSBJ9eX716ev/NLyxdf38rRLN1pAOOvwdwimFmY/+HCbYF/PVM+FhAxLAl6SRI12uJ7d2L6t9nM7Nw5brF5YItFiwP2K0dOnIuKho+EZGq6wkgX6cUivUCiI8jKvZRanKyaLDHTRBUMYSGHn8PmZzB4WTRBrjc9y5Wc7ImPhXDh2G0UdDfhZMCBn/fse4RKX/BZzQi1AY95gcN08BnD8eETugLw6BcwPQAm+4fbGxYHet71d4/cv9t0/se++7cn2xom+tqGu1+MtdWPNT6daXq20v0C9DaC9hpw9fzLiPChkJCJiNDW2MD78Qe+DE0O8pDSbAQsUrg3OcYVSaX5G6kBZorCQJMbGDIDW1bJQE2I4ihVdYyqOsYLOi0I+NUWXWGGUSMkNVAl+v8V1uplL4K4Ai8qx4vK10R8/H70ug/i1r2f+OF7me//Rf3Jxz/u3v0Mh2vAE5uo0OuoA69S42r2+74sSRr5Sn09c1+TOr3bkDt4XN15pGzx+g8L1354ff3HhUvfgKvfgh+PvTXnjyYFt6LEJrpDJ213L8V6hLL7FdNzmUV6xUDmuZIRyZ573BA9Wb4fj6p44Vx5EkGaihVmkiRFTKmGJdHCYvWqKkj8qypIVAaJylZh0XhFVE4BmX2YyMwmMLLw9HRXYqwTKdIRF+7kFezqIsfbcNnbSKpPXRM2OKqt3Ao+tSi22pW4w2ro25NgegAsjYI3g2/HWsGbaTA7/bq1D8wBsAjAEgB9YyMXfrkbnnJLsufFgYSakMjLiOS0hUOro8+L9VtGt1uNW+/otdr13N6nYjtFacWCiTGwXMtUmRlinVik54u1eGm5t1xHRKvIUhMsVjOExSxBLpOfzeDn0YSFbtR0V0qaPSaKiI+iOIjhbbgMpurS/oP3ZWijkNPEhuop2BqCWyOL2LVH0ZN+ENy4AGYHwfzIWE/zm8lBMDOx0NQ49OhBT8Pjwe767o7azuZHQy8ejdXem298BAZawUwfeHKzNz2xXiqYDPKf2uM7lbKvNyu+NqOoiBsKb8MhGKUXcb8DNY61/xhOqaMojDBqZEuMXImJLa2iK6qpqqNU1dH/f7BWs3ozZ/WWzproT/4j4v3/E/NvazL+7V+07733zcaNN3bbPvHAvORxpw6EzWQkDRemjR8rn/3p2OCF6pav1KM/Hpu98OXAl6ZWc+nc5a9Wbv749srXy98fAZdOrZhzxxIDWlH8C8imF949wbAdJlpNIg7TbO95PjIllPQIA+5z9h6B9x6i7GXjAunSNCikFKMqdBfnk6XlHImWI1w9pVJD4opVWKuqIFEZIiqFhSV/BwvHSHckHHQgHHDwCXPyDPJwRkm72fxtxMDPXPN3YvU2ntnrNuVss8xwtlu5ewW8GgVvRsGbgenJ1nfvZgB4szL/FiyCmZl3y4sALAMwuQDq2sGl2+Duw9c/XXpZdawlIWVKrGrabNlvaTlqs7vLxvGhM7nAGlLYiimkGBqqYSlNTJFOJNbzJXqSVIOT60kyM1VqXIXFFhQwBbkIP58qLHaipLlC2XaYWKzPQQS7l2RN93fnVSv2PVAFtKKSVpTXwKU8pXo8oXnWi2h1IbKFL4yg9RkYaOlseNDfXj/T2znzonG6sa697t5Ab91wb/1MfyMY6lhpe/629h54WQ8e/jysL7wjYLRLuHNBigEpc+qgcib7YH9O7k/74kNcIKYrG4P1daBE0IIr3UUlkNzMkJp5IrNAbOJIq5jyVVjV7IBj/9RSSEF1fze+X82a6HX/J/xf1ySvWWN6788/rd9453OrRifPHiZ79mDkfHH2VHXZ7I9HweOLiw8vTP1y5u2jy7M/nwX3r729eXH63OnhUwZw6Stw8RQ4XQ4qs4aj0Xaxz0u2Sx+0a5K2e4lhO0fbtSghDHFJPQJWu9zvhiBES/KLJe4N5qSQmCnesmKMn94rsJLga6ChWo5AzeaU/hHW76p+hwXziyFuIYWT+2v/zkh3wEfb48MdvPe7eAR5OqHkXUyhBT5og1OmlWuFtVPZNuvDmz8v9nSZPnMKdNSD/hdgeQgsD4N3s8tvXr0FYOEtGF0CCwDMvFoCS8vg9SKYmQSLM2BxEsyMgJ52kH24Y5dt59atQ7Z2nY6Y256MbDuOv1cIgRADydQsuYEp1ogleqGskiIzkOQmiswISQ10kZopKmMJC+mCAphfTBGWuiGHXeFcD2qmJz6O7BMOuSoQG1aEJ+dnWWC9HG3ykzagrGcc3BPEo5ZFeCald6QdfHv1+3cdzwZbnvR31I10Nc23NL9ub258eHWo6+nSYDOY7AZTg+DZndHvTy2e++plccazMP/nAsaQnD8lYw+LoYEAZCBcOhAfWReXZFIESz1gTze+O3zAlZvuzMmnoWaWxMwXmUWiKq7ExJSbqapqqqqa4Vv9TzXvv8OCFAZIYaApK2nKSlhlXJO67l+S/m2N9v1/vWm9vdnOpdXWbZzJBympwKwdM5bMX/kSNN+euP1Dyzem/u9PTF/6bviHL97eugLqH4F71zpLM5ePV4BvKkFZ8sgBcQPdsYm4c4LtOos4zFKsAdMBSHymJNShAEmzn/95gaIMUsYh+3zZiXRuNkmhdxZpHSUGQuApTshXXHkVh13GYhUzRL+p+gMsqrD0v4VFYGQ4+kQ5Yg84eoe6uPtjnKQUG4bA0idwo0OWtWvaJxu1VjuKNn+eufXzIg9nPZf+dcSeplPG/l/ODz29N9Dc9Hph8dUKWADgNQBvAQDLr8DyHJgaBMtTYLYfzPeD6QFQkNewzapp46YhB9dOT8plT3aEFZXtIPchxFIkFauwRDKDQG6koWaqsooqNcISA0OsYYgqGMJSRFACC8sowgpvTokbkkfil3kQkz09w2i4/VhbAbTR40uu6pZI+sRfXhMgei6Bani4Jj65ScboOBgCzp0GfQ0rw20jnXXtz++3Xr/afPXiSNODd4ONoK8J9DSBlpqZL449SoqpTYxqT45s3ec7tT9gRMLqZfgsh/Ang5GeAKQ7WNZ9KOZxWkaoN+TtQCUyDlh573Fl5cCogS0xC4Vmkci0CgtSVVNV1bDCxEBNTLmZpahiqqpZvkdW8/8F1iopxNeE+JrWHP7zGv3af7tgsfGZvf1Ld+8RGnMlPBKoyxfMavDw6tTtH16crR69eXb82pmx706DO9fBjWvg9nVw6Udw8btX+kJw5sh88v4OGaWebNNO2j1A2jVJtV2AHd8gzu/oLnMcbI+UXRfgd1EVVMpTRbCCUUEsJMxyZOW4S4wesmN4+SkaepojPcEXmQVcNZdbxlcYGXI9TaKmCMsoghJIVIZI1QxUS+EWULgFELcQ4hbS+AWwoBARFiHCAgI9zRN/0AUT6uYe4GbH97Ik8Ld7RTn4FDhicrds1W7bVvLJuryPP66w2m528bgslnWmpt05EK4XCI8djBuuaQDzy+AdWJ6ZH29rG6l9Ckb7wGgXmB0Ec4Ngqg+01o74qVp3247aOzdv3dmEgU/ZQbEuEgF2H42ZTRCUMMQaLqoXySv5cjOiOArJqyGpgS7Vs2V6DmrgyHRMiZYm0lAEGhxPjeOX4znFeEYujpyIxR7wdvVDbFjx9qSf/fZeUipuqARt4Yo6CbUWwTyjezcHSYbLMsGTn8F450JvY9ezO+M1T0B/J3g9DPob585//bKssCM7/UX8wdak2PmyvLmc5KXUmLl9vv08cjfDa1hCGPUj9/tS5iIUXfv86hJiKyRKrhtMwiu8aVEEfjZDouZIDEKJUSyrFqDVLEUVVVlFkpvIEh1NrEeklUy5meV7hON/jB90UhB8ClGaEaWZpjCtBpIbV4P4mmjKSqr815v1VLmepqxEfE1rjn30p592bL5nb/PI2amLzlg5GAPyckZz0he+PQYeXpm4e67z4umJG+cmLp2Z/OZLcPUKuHJx4dTxpWMm8N0pUH4Y5CcOyZF+lmcXYfcQyXaK6jQDOc9QXecQz0UOYRrltQbuuaDaU8JVhjFUEmEE4pvt7VvqINH4+J7Go19QBCdhzlEm28TnVopFlSKZgYMa6KgOlmp+b95hSQUiVUP8IohfROMV0XhFEC//t+TiaKkeuGg3TKi7m6+HHRdrSeDtwEQ4YnKdXPO2bNJt2aj5+EPtB2tPfG71g73nc658NiqhOTD0DF/y7b4DU8+eg4kpMLsAxqbuVlVfzM1qOlo5+t1xcPEMOP8NuHIWXLs4JOQ3We8asXFu2mZX78U02yP7XVAmNpzGyiULyhkSNU+mF8gruXITLD8KoUdgiYEu1a7CYssq6VI9JNJRBBofTrkPp3QVlg+U5kWI8cDsIzvJgu1gLSy9FHrgZmjwfX9Bg4LZzCU0MLHPhdTWmODJr42g5SEY7njX07TUUgda60H9ndHvjrZmJXclHprPPbxUkD+VkzaZlbCcnQxSDi4d8B9DGT08bJ/Qa0iOH1GRp0M4o+Gq5oP7z4aGRUJCkiMd7xNAZSUxRAUscTlPouWjlTyFmaGsoiqrKAozJDUg0kq6zMiUm1crFtvvKMf/2D8N65aV5U1r6ydeXr1KdCEtYUldNFelGT9VCW5fenXzwuiVb8ev/rB86/Lra+fnzn6z/MN3SydPjObnvSkrBurCt/FhoxKkA2czTLAbI9jOUpzm6ZhZBm6CSRzm0MYkvN6AkMuKA2X8/eH0AClnH6xMxgYWuAVq3AKqiL5fQJJTLM5xLvMoj2UUco0icaVAbkQkGkSmpaM6OqpjoFpEqqaJy6nCUoaknC4uQwQlNF4RlZv3W/+e4U1J8sBFu3rudXNWutuwcFZ44U5MpINHrr1j4ZZN+k3rKz96v/q9j77/zOquPb6X4wvi0if2R9Xs2X8tJhZ0tICFWTA3D2bmfoyJNfPYPwXKH+/zf+GnuE3E38Jh2xj0fhK5ycp62Nqx3dKlxpuntWX4O8khbCTMK4KEaqZYzZVpeHIDS26E5Udp6BFEYmBKtExUz5IbmagJkVZCIgNFoMOxSvCsEjyrgMDMwyEZXtQkd8JBPCaYa8cOtKF8ERp3I+bQVVRQ78tvk8AtXEING/dYwWjJjHp79Rsw2AImelZaa6fuXms5Ul6bFdcWfWAmPmElIxvk5b4pzHmdlwIOp4K06JWDIfN7JQMyagfPs0fkNaoiDSsp05Hy9siguuQks18YdzeR7MyHyWEMTiqdl8MQF7FkaqbCgCjNNMURSF7NUB5hKaqYcjNTbqYr/hZEaYb/iyoqWvkPYT21d3nk5tGlQIG6CHxzbPzLyqmfvgSN90D93ZFL3w2e/WLpl4vg/i/gzs/LV87Pf31yoih/LDkR5GfPhgcN8SntmN09blbD7hbzBLs5qussgzAtZIzJpT0K5QuZ8qY8NB/aEwaFq9gHRcpMSlCBq2+Bs18FLvgoXmykC6rFguNy4UmF6LhYXM0W62GxGhJXwFINU2FgKSvZSgNdpoFEZWR+MRvVMKUVDFEZjVdEZh8mMLJ84HQsLcWdfMgVF+XqudfFUe5hzaBY4uQ7MTF2brm2NiWbN+jWf2D+8C8n/vrR+Q1WdW7QhDgYpGQvxCb0Jqc8zs0Go73gzRxYmAOTU/cTEi7LZa0Hw0Zjwiblsjp7h3tbLep37e50dm6y3DFk4dC53eOZl7BkN1vmoKTiYpjCCoZYxxZrOFI1G9Uh8koYPQ6jxxGJjinRMtFKptzMQKsQqQkSGah8HY5ZTGQWkFkFZFYegZWNRVI9aEk+xCiiI0raRkjjBJ+LSLweEPjMV9yOMjtE1HYJ9FxMrQlFx41F4NkN0N2w+Px297mTDdqspozo2ZQEkJm1kpi0lJL0pjDrTXEmyE8F6QdBYtjbmICxIHY7z6ub4z4uJw2g+IlwSV9kYE96ys2Y1HiCiGNLp7rJ6HAklZ1AEWVRZUWQQktTmGjyo7D8KNvv+OqWkCk3I3ITTVb5x3HD36n6n2A9xlHG94eDSh347sT0T19O3T2/+OL2u44nr2rvDFz8bubqefD4NrjzM7h56d2tSys/fj2blzkWvmcxcm8H4tPlY9/rajmJsRpz2fKa7DxJdhtmkIZQaV9oWP3eyAuSYDU9OIwUKaIkspmpbEUxFFDhrSzGKivgABMkVHOEBonQhIqPSqVHeVIzjBopUi1VqkZkWqbCwFYZ2UoDA9WuwuLItSyZehUWiZWDQzK8oVRPaqI9/qAjIcoZs8fZToyxpDEscUHWmIRdzoXW1mWff1Kx9k+mj/50bO1HZzdbNRJZkwH73yWnDsbHvshIfVxZtjzTC95NgqlR0Nryy56QuwrZSGLETHjQHIfVZ+fQamHVamHVsn1Hu+XOoc223dt9HnuK8nayJU4BCJTGlerZEgNPouWKK+gyDU1upMlPwujJ3yrWKqwjiLQKEhmpfB2FVULlFNG4hRAnj8zO9mFleCJpGCjRAxPqvpvPtkF08oj7kYceKtEmGatTBveg9GYhtV7O6kmMWDptAncvvrp3cejSyYkfKnuKE6YSokBi/LvEQ28yEheK0iZyD70pTHmXGQfSo0FK2GwE2isl97O9x8XEQSWxP5g5EhnYfTC6NTHn+6BDoa5c2AaBiQF4JAzLT8DKcoiKcrLSSJMfR9DjPL8TXN+jq7BoskqqRE8WaUlCzSqsP5L6X2ANxcSCo1XgxlVw46fRm2fH636ZanswVH9r6PHPI3cug/pHoOnZ0vXz8xe/fXvzJ3Dp27cFWZ0iVged0Oy5exRnN+W1fQFjOetusUhxGad69bBo7Qrl8z2RFwOjNdzgCGJwsKCYQS/yoWbj2fmQXEP319N9NUx5hUiuFUu1QqGGx1czhFq6zAj7VSOBR2lyAx3VMeR6psLAlOvoMg0sqYBEZSyZmimtoAtLIW7h77DcqcnWuEgbYqQTZo/TbqH3FqrAAh++HZO23aHY0lLz+brSD/+vYe2fqtev/dbKqpEtnAiPnktN7Uk+9DQzpfPc18tLQwDMgNkJcPvO49B9nXv3vstKmg2WTxFxo7tthnbs6LO0atqypc/abmijbe92/ANXcc4OrsRtD49fKJCbeaiJL1ZzRKWwrBxCKyH0BCI/tQqLIa+kK6oR9ChNWg2JjDSejs4vZ/JLmIICBn/1AmO2O5LhAqc4UuLdMHudPyPE4GXX9sbeUygaUE67FGnl4Vu4hCYe1OovHc5OXPr2yNu755cfn391/diALmXwYMh0+N75uIj59PjRgoTBvLiFwqSl7Li3mdEgI3IpIWgyRDAupAxxfAZUlHYVbXi/b2fInv74zNaUikJ6gMSBTvUWelH93TiR7tJUb0UpQVkJo8fp6CmO6sTquIGBmn6HRRZpaXIj7T+rosgMFJnhH8ICP3wNrp0HT++Axocztbe6H13pev7LcMvDkYZ7s42PQPcL0Pps4cb5uUvfLV37/u03R6YPRdQQ3OowNt3YXbME2zkvyzn3zW/wu15TXCaYxE4h75FM+Z0kqJQbGIsEKKFIibSSJjhCYGqIjDKGUCtSVYrQCjYvD5WXi2UlPHEJQ1wCyTRUZSUloJoWfIzha2Yqfu3fV9t2ukxDl2no4jJEVArzi1ePdPD0TCwtzQNO3eYTbk2KsPfe47CT7/M5SbaVELPdK9vSvmLrVv2mdUV//RfNJ/9e+fnaUzY7auXykfjEqfS0rtSke8kJc0/urLydAGAOzM28/urMDZ6kRSx/mxAzJReOeXoMb98xtN2yz8qyefOWUVuX4U9tBraT7jiLM7fzUK8whcIgVh0RKqpEEg1bWAJJSimoDpKdQuRfIBIdU6phoCa6/CiCHqdJj0JCE42n40h0fEk5T1zMFhVCvFwfZpYrkm4Hp9mzsp1Jse7beVJrmhFBH/gGvvATN4uherpnO8ung0VpFtC7IoPnzCXv7vwAGq4s3Dw2cTJ3LDV8LDJkLC5sIDG883D0cEXqROGhhdy45ayD79KjVtLD38UGvkY5vTSvXiWlRUl96SvsDQwaiUwZTFGfDUyKwEsoHgx3ktSBs9dRmuQhL8QrK2H0JFP2BVN+lCk3M1ATXWb8fR2kiHV/B2tV1f8I6+4V8PgGePEYtNVO1t7ruH+lu/bOVE/jq/6WxZ4G8LIevLj39u5P4PaPby+cntZktaDIM48dL7G7pkkOs57bZ523zrlYAAgzAfkMiPj1qqCzsj2HGf4hRD8ZHCbkZxFY5TTZKY7yNEtSzRbrRTKDUFiG0DN5wnyeuJinqOD56VkBJpq/mehrIigrWf7VLGUlItOuzrFgSQUD1bIU2l/PCnn5q0MsPD3dB07FIClbvfftIoY7eAc7WLPxm3x8t/okW3oUbLWt2LxFv2ld0V/WaNf9yfz5x1/YWtepVGPJSQMxB5tio89FhM3XPXs9NwrevQKjE/1l2oskuJ7FXomLXPJFZ7y8+rds7fx0fdu6j19u3DRr79G7wa59F+2im/zQLk/VedMAABBFSURBVCnqczAg6IjU75hIWS2QaJiiEkhSSpZpf6tYOrpUy0BN/6li8TUCuVGI6gQyNUtcDAkKsKwcFzjDBkpx4OY4UONI3sGEz3EH7KHrIdG1oXufiVi1DEInF+phQe0cqCtEvlCRCS6fBI/PgsdfvTqvHylM6DsUNpoe15d2sDUjaqg0Zexw/GzeobmcmPnMyHeHY0H6wSV/eQcZ0y0jvlSSW0XQaHDARFhMf3TW05i8XKYfw4GK9eG7IkEuwliMLA+v0NHkR+nyE3SZmY4a6KgBkelpMj0k1UFSAyQ1wKiRJjdCaOVqqDLDav4hrJnrZ0HN3ZWae/NP7y611C12No021w4310x3vXgz0AK6al89vAweXgRXv2hK3nNT4FUH23SRrQYxW0edNi25WgMftxWs17A7ZpAlapTvO6uIymbt86Xu49LjYH4OQVBIleipkkqaWA+LtYhEwxBrWBINS1JBF5fRxWWwpIImqaBK1RSpmiLVUqRailhDk2hhqQaRaRmolqXQs5U6tlLHRjUMaSksyKcJcmmCXDIny5uW5EKMdiAcsPUOccb6YV340GaM3wbnbEt3zXZ79Zat+k3rS//0f6s+eu/sli2XdtncIhHvIrQuP+UPMPVcwqH5jg7w+g1YWAYv+18ezrsj5E4e2Dsd6Lvip+zeaTe50254y5bXO3eOrv9kynJ3u7XnQ3eB3k3lvwvl+8Rx+aVcqZ4l0TKFFXRhOV2qpauqmIFfcPd8w/I9wvGtYqvMTLmZLjMi0l+fnSEzMCVaukgNicoo/FIirxjHK8Ly8hzhGA9GJIV+wMOW7fWZexrsezs646H/vjqRrAGm9XKRF5D3cwa2L0I5V5oELh4Bj38AN76Y/lLbXZHTnHGoNSVuMCN5JjdtLCVmoSBlsSJtrjhxLj9hKTtxKTp62k/eynTtk2BGFNCoL38yNGT6UFpXYt7tuIIDPgKuu4CEVXmR98Fonjsrw4tbQBRVkMXlBG4RVVSOyLQUYRks1bCUJliqYyqMdIXxj/vE33aLRprcQJXpyBINWaKhynQ0uQFRGtcsPLg8//Da9L2f557eW25umG6oGal7ttDd/m7w5VJ7LWh5DJ79DK5/Pa9Lrwtgt0pxbdCOTsxn/S6fzXhYvfGwX/TwmMNDE2y0lhv0HTskGwkNpoXzkEQKJ4ck1VCUVVSJdvVQmSZRr95cQGRaRPa3N/8uVJEaEmsgcQVNol5dBxmomoGqmbIyWFQA8XKpvBwqL4vISsNQ451xB1x8Djh4Brp6KbDOLHize9BGhzxLF52FzSqssv/412MffnBli+U9R+dGDrdJInzORr6HyTdLS1bGJsBrAKYWQUN7fULCLQFzcI9qIdjvjVTWs8thwtp+YMPn85YW0+vWTVnufGHjc9VLnO/pL7Pz4xKTOdwyjkzPkurYUi1TqmGilQxlFeJ3ghFwiuV7hK0ys5QmpsLIkFciMj0s1cFS3WoNgKU6SKyhCCtI/DICt4TAy3elRdkTA1wIgU5OAqetJKW7wIhGX/WLfiYLeMHlDUr5HSxSPd2r05c5kxIKvtGAe2fAnTMLF08NHNe2Fx9uz0gdSU9/lZM9lRK3UJDySpe1oM+aK0tfyE19lZC8GBHWL8EPSTyHxD6jCsZMqP9sbFx/fPrT2Bw1f6/SmU124NPhCDw93puVhhMVkmUVVGkFiV9Mk1Qw5DpIXIHItBxfEyLTMhVGpsK4Oob4PXSFma74B7De1N1ZeHZr8uH1mad3F1/UzL+of93WBEYGQWfz6ye3wZ3LK2dPzpdnNAfy7uHsuxhuL32sutw39btunfS2m8R5DuFJPQxhm3L/17BvOg7181ZK4IN8/mFEUAaJDIjiKO0fwPrbbb7/HIqwgiKsoAjLqKJySFRGE5fTxKWwpAwRF1P5uSRWFomdSWKn4+jJ7qQYR6/9bj4HHNwDnN1lPo5M+maPPZucCixddRY2mq3b9JvWl//534+t/fCqxfYab58B/4D+fcH1Ut4VGb/pmy/B60Ww8A5ML4FHNbcDg+9xmZ0S3rvQ4GkGq3+308h22651n05s3jy5/tOJHbsa7HAXvSXZ7n5i+wA+JY3FK2NLdWyZnic38JSVbIWJrjBT5NVktIqpqv4jrFVPiEy/+vqPsIi8UgIvH89NdSXvc8HvweKCcI4C+i44mSS/FBxfFxTeLJX1SPhdfKiZS2iRUnvDpIvqFPDzaXD3B3Dv/NL5L4eN6p7c7NGMjIXD2VNp8XN5Sa/12W+q8he1OXN5qctpGSA9ZS5UOCTHd/G9BlFkZq9qOurAYEzCi4SsS1EZYVgheTfMoYW5eIVgmSlUtBRSaGG5liIspaNaltKwOvfh+VcxFYb/FdbqgvM3WMO3fxq/f6X/xsW2yz90/Xxx4umDxRd1oKkeNDwHt6+tfH96KDOuWcFtQrzr3a27vXb2u28b87Ye97EfwLn1UikdXPFDgf+3vMAEL5E/VimkHhCKcsQKHVtWiQhMEN9IE+v/KVhkQTlZUE4WlJIFpRRBCUVQQhEUUQRFkKCAxMkmMDLwjDQ8I8WbluCCj7Lz2OuODXNwVTm6iLF2dOZmz31bXIut3PQWNvqtFvpN68vf+49jaz+8aGFVR6RMhocPR4cNx4c/it7bf+MKeP363ewymF8B1+/9xOE/5jJaWRAI3TOMJw3YOA9a2LSu/WRw44bJjRtGrW1qHQnnvMUpznKxY6CQkc3kl7GkOpbcwFeaBL4mvrKKgZrIUpOPUM9QVq2qWg1DXvnHIDI9TaKlitRkQTmJX0biFVH4WT70eA9SBIEcRsT4YS3JAY6ML1URjZGHGpWqRi7SxqP0oPQ2lPpCCXfGqMBXWnDtK/DoCrhxfu5U9UBx/khmxmxWxkRa3ER23Jw6fflIwWv94cnc5KXMLFCY9zYxZNgfaedh+6S0yWB0Kjx4OCqyKymtPqukVLxH7M6GPGXObiocMwmSl9GUOkShg8TlDLmO42ukozqWslIQeISl/O0RUNMfg8hNdIURVlRCqH4VFoTqYUUlojSuGb57eejelf7blzuvnev6+eLU47sr9TXg+RNQ+xRcOr+iK+tQSV4QvSZouDmcy5yn7Rxm56yPwzjRoxsitfBE92VBRzl+sUSp2Ecp4h7iKwuZSjUdNTBlR9jCo3SuERbraRLtalYXhdVv8D8KVaSmitQUYdnqWSGZX0zmF5J4BVR+PomTjaen4+ipOHqyF3TIGRdp677Hw3u/vYPc0V7gbQNztmAObHUvtXI3bN2t32qh3/iZ+v33jn689tw2qzqINhUT3R9zoCN23/2E8LFn91ZezS9NL4CZ5VffnjsHMRp5nA6YAgIC+9w9B3Y59m7d2bJufd+mTWObNw/ttq1xJZ3BiuMcZELnYAmnAOaXMmQ6psLAUxh/h0WSGPFCPSL/myqW0vR7fi9gfyxaZH4xlpZCoKd4kmLdvULdXVROWylMK3w2VXxrb1RNgP9zAaNVCPeqGC1iUq0QVxfAHi9LXfy6Etw+D+5cWj5zelRdOpKdOZGROpEWN5pxcKI4cb4ye0abNZGXvJCdBYoLQE7s2H5xp4TSI6ON+/MnQxRjkXuHkxPas3Iux2ck8gJ9bKhYbIAPPZ4oLoQUf4PFVlUiMi1LWckPqP4fYDGUpv8Ki64yrVlqfDL++Ob083uLzc9fNTx7XfsI1D8H9TXg8oXpsoKhA6HNCLHd02GB4PbOyx542gCi4yzWfpiA6eZwnkh8T7KUcSSphKBkcWI5AcXMvUYfVOPNLacJjULpcaH0OF3038Na3Xr816w2Iqs3Z6jCUoqghMwvJPMLIUEBmZtDYGQQmOl4RgoWTnTBRzl47PX02m9vJ3GwYWN3UgSbPWMsPMt3uBu27lZv/Fz72Xr92g9Pbvj0/HbrJg5vITWl91D0z0rO5biQ6baaleXXyzOvwNBMv6bqKsTsEgoGmfCKTNbr6NptZdO9eUfHpi392yyGLbb02zk884C+8hZH2Ir4riEycSmNX4bI9HRUx0ENXFTPQQ0M1ATJqigyM4z+WqVWYbFVZo5vFce36o9d1+9Fi8wrwdEymfwiIj3DxeuAm3uQl72QbguHukJVLPGDoKAGpagdZXbKabUcTB3Pu9GP2ZYYOqLPBT99CW79BC58N3fEOFVUMJ2TOZWdOJEdN1IYP6FOndJmTpdmLuQffpN/+E1e0lR8SH8Qr1eBDCsYEwGC6XC/yYSI9qTY5uLyIxFJdGeYivf3JEd6sbNI0gpIpiYLSmCpmqnQ0yRqhlzP9TMz5L99XjLjHwOjRobShCiNEKqnynRUmQ5C9YjSSFeZ1sw8vjN859pMzf2Vjoalxqdzj+++uX8TXL/UW5j7LFDZyGO2kbx6PewWvOzfuG5/52YJ8HavSE6jMP4Fh3kG4WXgOP4EOY8VyVDlEf0rvP307lKtt1AHiYw8kVkkPUIX6WniXwNLDLDEgEgrEenf2/89v30AekSmXR2NUoXFFEHRf9tjOXvt98SE2tuI7awZPjvIoi2YOAuM2tqjcsvu4nXrKz75uHL9uq8tt15zdOpT+YLSouHs5Juh8puH414NtL99t7iy+BYMTDVnFt6j80dlsgUhf5nN7bV36fh8Z+cmqx6rHUM7rQetLHodnJ9gkNPekr27BVy3vahMTeGX0mR6SKZhiDVMsfrXiajyCNP3GE1WSUcNq7BWVXH9qnn+R1br1h9hUYQVEK8cYZfwxVqYV+RJPOSJi6Tg97LdxVI7YrI74XpgQJ2/rElG70ChRh62RUJs9qXX7Ue7chNef10Frp8D1y+AM18uGnWvSgqWSrIXilLHixJGShNnDTnLpuKl8uKZnPTZ7ISZjKjJqIA+X2afhDymos/tl87GBXXG7OmtKLmWUxjFD6Ji5S5eQc5QEk5YQhaXEbiFVFEZItP8tiushKWafwSLqfrbxvD3Bovha14zeufnqce3QVs96Gpaany60vAUPLwzf+bL+2F7bvEYbXz6AIwf93EEJGfgbQM8LF+7bF2he8wL6Q8gisbNJ8od9oWD+ZIUyL/EUVpkIyr1UJqp/scRqYnB0bG42n8W1upenaWsZMj1v43dS6jCYrqkBBLkUTg5ZE4WmZOBZ6R4kGNdvMM8MaEOu0S2O2DsdqJ4Mybe0ku7w6Nyy+7c9z8s+/gj84ZPz+62vu3pPRG6D5iMUyU5A+qc1uPqt5N9i8sL4C0Aw3P1yTkPmfwZhRLIZfM0pN/epXXD9o6NVoO7bEbsbAa3b+9xcHnojZzASkJ28TkeoXKFliwopcn0VKkaFpTD/FK6SM1EK1l+x3lBp2myytVWfRXWqiqe/9+2in9cDSFeOY1ZQmeXEJE8V584V+8IAj4UdhPB29wj7Dwu+qoeyfnPhZQuJaMbhboU1AaUWhMsakuLnj2pB9fPgbvXwOUfwcmjb3XlQFf0TnN4qjR5pDRxwZQHTulWDOrJrPSxjPiFw4fmk8IGAjk9QsK4kvpqv3A+xrcr2r+/JOdhSUVFZDrRXWjnqnIkxmL5RURhCY6dTxaU0CQVJH4JVVTOkOupovJ/Ftb/AyNRqnfBz95BAAAAAElFTkSuQmCC&quot; /&gt;&lt;/a&gt;O termo diversidade diz respeito à variedade e convivência de ideias,
 características ou elementos diferentes entre si, em determinado 
assunto, situação ou ambiente.&lt;br /&gt;
A ideia de diversidade está ligada aos conceitos de pluralidade, 
multiplicidade, diferentes ângulos de visão ou de abordagem, 
heterogeneidade e variedade. E, muitas vezes, também, pode ser 
encontrada na comunhão de contrários, na intersecção de diferenças, ou 
ainda, na tolerância mútua.&lt;br /&gt;
Texto acima retirado do site &lt;br /&gt;

http://pt.wikipedia.org/wiki/Diversidade&lt;br /&gt;

&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;Linhas heterogêneas de pensamento nos dão uma riqueza de 
possibilidades, a oportunidade de discutir com pessoas com pensamentos 
diferentes dos nossos pode produzir um crescimento para ambos os lados, 
quando todos defendem um único ponto de vista, certamente estará sendo 
deixado para trás uma infinidade de possibilidades. Defesa da vida 
incondicionalmente é um ponto de vista bastante controverso e que 
certamente merece uma visão mais ampla. Questões religiosas e sociais 
são temas que geram uma infinidade de pontos de vista de podem gerar 
horas de calorosa discução.&lt;br /&gt;

&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;As diferenças antropológicas merecem certo destaque, principalmente 
no Brasil, onde a tolerância e a intolerância andam de mãos dadas à luz 
do dia. As diferenças sócio-culturais e religiosas que movem este país 
são motivos de discordância da grande maioria das pessoas, a grande 
maioria não suporta ver suas convicções sendo colocadas à prova ou a 
prosperidade de quem não desfruta das mesmas opções culturais, 
religiosas, comportamentais, etc.&lt;br /&gt;
Por outro lado, o Brasil é reconhecido por não impedir, pelo menos na 
legislação, o ingresso de qualquer tipo de pessoa, independente de sua 
crença, cultura, comportamento e valores. É claro que há limites 
constitucionais, porém a livre expressão é algo que a lei protege.&lt;br /&gt;

Diferenças sexuais é e sempre será o grande tabu nas sociedades, não 
aceita-se facilmente opções diferenciadas da tradicional homem e mulher,
 aceita-se até muitos para um, porém o homossexualismo e a abstenção 
sexual são tidos como doença na grande maioria das vezes. Anualmente 
temos uma passeata representando esta opção sexual diferenciada, muitos 
apoiam, muitos condenam. O que temos é uma imposição de valores, 
causando ainda mais a divisão de uma sociedade e certamente sem bom 
final.&lt;br /&gt;

Temos também a diversidade da vida, tanto plantas quanto animais 
apresentam uma diversidade incrivelmente grande, porém dentro desta 
diversidade há um equilíbrio muito tênue, onde o desaparecimento de uma 
espécie pode causar todo um desequilíbrio no ecossistema local. Aprendi,
 quando criança, que se exterminássemos todos os ratos de uma mata, que 
está nas proximidades de nossa fazenda, teríamos sérios problemas com 
cobras, se eliminássemos as cobras, teríamos problemas com seus 
predadores naturais, o desequilíbrio certamente causaria a desintegração
 da mata e o fim de seu habitat.&lt;br /&gt;

Na lógica há uma diversidade de opções para a solução de um mesmo 
problema que podemos ver claramente a mente trabalhando para a obtenção 
de resultados. Existem diversas curiosidades matemáticas que tem 
resoluções de intermináveis formas distintas. Também existem algumas 
poucas proposições que não tem solução até o momento. A pouco tempo 
atrás, um matemático russo descobriu a solução de uma dessas 
proposições, recebeu um bom prêmio em dinheiro, porém o mesmo foi 
rejeitado, pois não acreditava que deveria receber por algo que devia 
ser compartilhado com a sociedade, uma lógica diferente do mundo 
ocidental.&lt;br /&gt;

Também vemos as possibilidades dentro de um sistema de informação.&lt;br /&gt;
Uma aplicação mundial, como a internet, por exemplo, tem a capacidade de
 ser executada nas mais diversas línguas e culturas. O Google está 
saindo da China por não concordar com as imposições sociais restritivas 
do governo chinês. Existem diversos exemplos de instituições que tentam 
se adequar às condições de outras sociedades e culturas, no site da 
Oracle, por exemplo, para você baixar um programa, você tem que fazer 
uma declaração de que não é terrorista e que não usará este programa 
para o mau.&lt;br /&gt;
A internet pode ser acessada de diversos tipos de aparelhos e com 
diversas possibilidades. Podemos ver um site sendo acessado de um 
celular, de uma televisão, de uma geladeira e até mesmo de um computador
 (quem diria)…&lt;br /&gt;
O grande problema desses diversos tipos de acesso é que o 
provedor/desenvolvedor nem sempre pensa que todas essas possibilidades 
serão utilizadas.&lt;br /&gt;
A grande maioria dos portais não suporta acesso por celular, suas 
páginas contém informações que não podem ser processadas por tal 
aparelho.&lt;br /&gt;
Os jornais não estão preparados para serem acessados por pessoas surdas,
 a navegação pela internet é extremamente complicada para os cegos, os 
idosos tem uma dificuldade a parte neste mundo tão rápido e dinâmico.&lt;br /&gt;

Vemos também a diversidade de aplicações que uma empresa pode empregar seus recursos.&lt;br /&gt;
Muitas empresas estão diversificando sua atuação em busca de incrementar
 sua participação neste mundo globalizado, podemos ver empresas como a 
empresa Friboi, maior processador de carnes do mundo, agora está 
investindo no ramo de papel e celulose.&lt;br /&gt;
A maior empresa de tecidos da América Latina, Vicunha, comprou a maior 
empresa siderúrgica do Brasil e tenta mante-la entre as maiores do 
Mundo.&lt;br /&gt;
Podemos facilmente encontrar diversas empresas que possuem bem forte em seus dicionários o termo diversidade.</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/2476413802457015842/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2012/06/diversidade.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/2476413802457015842'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/2476413802457015842'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2012/06/diversidade.html' title='Diversidade'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-7713621520638312923</id><published>2012-06-04T03:08:00.002-07:00</published><updated>2012-06-04T03:12:44.395-07:00</updated><title type='text'>A Galinha</title><content type='html'>&lt;a href=&quot;https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcTsuvyTRG3Sfa0STjBiodFcyTImWZ3eRgv16KC8Ozw0SS0vOEMPaw&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;rg_hi uh_hi&quot; data-height=&quot;194&quot; data-width=&quot;259&quot; height=&quot;194&quot; id=&quot;rg_hi&quot; src=&quot;https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcTsuvyTRG3Sfa0STjBiodFcyTImWZ3eRgv16KC8Ozw0SS0vOEMPaw&quot; style=&quot;height: 194px; width: 259px;&quot; width=&quot;259&quot; /&gt;&lt;/a&gt;Numa granja uma galinha se destacava entre todas as outras por sua coragem, espírito de aventura e ousadia. Não tinha limites e andava por onde queria.&lt;br /&gt;
O dono, porém, não apreciava estas qualidades e estava aborrecido com ela. Suas atitudes estavam contagiando as outras, que achavam bonito este modo de ser e já a estavam copiando.&lt;br /&gt;
Um dia o dono fincou um bambu no meio do campo, arrumou um barbante de aproximadamente 2,0 metros e amarrou a galinha a ele. Desse modo, de repente, o mundo tão amplo que a ave tinha foi reduzido a exatamente onde o barbante lhe permitia chegar. Ali, ciscando, comendo, dormindo, estabeleceu sua vida. Dia após dia acontecia o mesmo. De tanto andar nesse círculo, a grama, que era verde, foi desaparecendo e ficou somente terra. Era interessante ver delineado um círculo perfeito em volta dela. Do lado de fora, onde a galinha não podia chegar, a grama verde, do lado de dentro só terra.&lt;br /&gt;
Depois de um tempo o dono se compadeceu da ave, pois ela que era tão inquieta e audaciosa, havia se tornado uma pacata figura. Então cortou o barbante que a prendia pelo pé e a deixou solta.&lt;br /&gt;
Agora estava livre, o horizonte seria limite, poderia ir onde quisesse. Mas, estranhamente, a galinha mesmo solta, não ultrapassava o limite que ela própria havia feito. Só ciscava e andava dentro do círculo, seu limite imaginário. Olhava para o lado de fora, mas não tinha coragem suficiente para se &quot;aventurar&quot; a ir até lá. Preferiu ficar do lado conhecido. Com o passar do tempo, envelheceu e ali morreu.&lt;br /&gt;
Quem sabe esta história traz à memória a vida de algum conhecido. Nasce livre, tendo somente seus desejos como limite, mas as pressões do dia-a-dia fazem com que aos poucos seus pés fiquem presos a um chão que se torna habitual pela rotina. Olha para além do limite, que ele mesmo cria, com grande desejo e alimentando fantasias a respeito do que lá possa haver. Mas não tem a coragem para sair e enfrentar o que é desconhecido. Diz: &quot;Sempre se fez assim, para que mudar? Ou meu avô, meu pai sempre fizeram assim, como eu iria mudar agora?&quot;&lt;br /&gt;
Há pessoas que enfrentam crises violentas em suas vidas, sem a coragem de ir à frente e tentar algo novo que seja capaz de tirá-las daquela situação. Admiram quem tem a ousadia de recomeçar, porém, eles próprios, queixando-se e lamentando-se, buscam algum culpado e vão ficando no lugar, dentro do limite o qual só existe na sua imaginação.&lt;br /&gt;
As características do mercado sempre foram coroar com o reconhecimento aqueles que inovam, criam ou provocam situações que chamem a atenção. O segredo do sucesso está na criatividade. Criar significa pôr em prática alguma coisa que não existe. Arriscar significa correr risco de perdas. Isto é fato, mas como se poderá saber o final da história se não se caminha até o fim?&lt;br /&gt;
Este pensamento foi retirado de um site de relacionamento :&lt;br /&gt;
&lt;a href=&quot;http://www.peabirus.com.br/redes/form/post?topico_id=17642&amp;amp;amp;pag=1&quot;&gt;http://www.peabirus.com.br/redes/form/post?topico_id=17642&amp;amp;amp;pag=1&lt;/a&gt;&lt;br /&gt;
Há diversas aplicações para este pensamento, faça a sua...</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/7713621520638312923/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2012/06/galinha.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/7713621520638312923'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/7713621520638312923'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2012/06/galinha.html' title='A Galinha'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-5288064272148625774</id><published>2012-05-31T14:36:00.000-07:00</published><updated>2012-05-31T14:36:15.036-07:00</updated><title type='text'>Como montar uma pizzaria</title><content type='html'>&lt;a href=&quot;data:image/png;base64,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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;Como todo e qualquer empreendimento, a escolha do local e da clientela é fundamental para o bom desempenho de um novo negócio. Este, apesar de não ser algo novo, tem que se ter bastante atenção sobre como e onde montar, temos que tomar cuidado também com a concorrência, que é um fator que pode levar ao fechamento deste empreendimento, nada como ter contatos nos lugares e com as pessoas certas.&lt;br /&gt;
Pelas notícias dos jornais, podemos concluir que os melhores clientes estão nos órgãos governamentais, principalmente nos níveis hierárquicos mais altos. Onde tudo acontece e não há punição, depois de muitas engrenagens rodando para defender e ocultar os reais culpados, a &quot;justiça&quot; prende meia dúzia de peões e os envia, às vezes, para a cadêia, normalmente são punidos com algum cargo público com menor representatividade, até as coisas esfriarem e poder voltar à arte de roubar, matar, estorquir, etc...&lt;br /&gt;
Dou os meus parabéns para a revista FREESP (http://www.facebook.com/FreeSaoPaulo) pela corajosa reportagem sobre os bastidores da corrupção nos corredores do PT, também parabenizo aos promotores, policiais, delegados e tantos outros que não aceitam a versão oficial, primeiro por ser totalmente descabida, uma volência à inteligência do cidadão de cultura mediana, um minoria, é verdade, segundo por querer encerrar a farra que se encontra totalmente fora de controle.&lt;br /&gt;
&lt;br /&gt;A polícia, manipulada pelos altos escalões, é obrigada a gerar falsas e equivocadas apreenções, julgamentos e punições. Que adianta prender os assassinos se, os mandantes continuam na cúpula do governo ? Que adianta tirar os poderes políticos se essas pessoas cotinuam circulando livremente nos corredores do poder, influenciando e manipulando.&lt;br /&gt;
&lt;br /&gt;
O escandalo do mensalão é algo &quot;velho&quot;, porém ainda não foi resolvido, prende-se quem paga, mas mantém os que recebem em liberdade, dando possibilidade do surgimento de novos pagantes. Empresas continuam sendo estorquidas pela poderosa máfia governamental, quem vai nos proteger de quem deveria nos proteger ?&lt;br /&gt;
&lt;br /&gt;
Enquanto o teatro das acusações sem punições continuar, as pizzarias estarão sempre com seus fornos aquecidos, atendendo uma demanda cada vez maior de clientes.&lt;br /&gt;
Será que além do ex-presidente Lula, a atual presidente Dilma também não vê nada ?</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/5288064272148625774/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2012/05/como-montar-uma-pizzaria.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/5288064272148625774'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/5288064272148625774'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2012/05/como-montar-uma-pizzaria.html' title='Como montar uma pizzaria'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-5575862592379348839</id><published>2012-05-28T04:35:00.002-07:00</published><updated>2012-05-28T04:51:03.659-07:00</updated><title type='text'>IPI e as Prioridades do Governo</title><content type='html'>O governo baixou novamente o IPI para a aquisição de veículos, com o &quot;nobre&quot; objetivo de aquecer a economia. Os bancos foram induzidos a reabrir as carteiras para oferecer mais crédito ao consumidor, podemos ver claramente o quanto o governo está empenhado na manutenção da economia, porém, vamos analisar outras informações que parecem que estão sendo deixadas de lado.&lt;br /&gt;
Primeiro nós devemos ver por que os bancos restringiram o crédito, essa é uma resposta simples, os bancos não gostam de riscos, e, com as normas do governo, o povo é levado às compras, parcelas a looooongo prazo, que, obviamente, não são capazes de cumprir.&lt;br /&gt;
O povo é levado às compras, ofertas mais agradáveis, prazos mais interessantes, opções variadas, só poucas vezes eu vi no jornal alguma reportagem alertando para os perigos de compras deste jeito, mas quem assiste jornal, não é mesmo ?&lt;br /&gt;
Eu moro em São Paulo, a cidade está quase parando por causa do excesso de veículos, todas as principais vias e rodovias sempre lotadas, independente do horário. Para que liberar mais carros ? Provavelmente por que as montadoras precisam urgentemente liberar seus pátios que encontram-se lotados de veículos sem comprador, então, podemos acreditar que o governo está agindo em prol das montadoras.&lt;br /&gt;
O mesmo pensamento, ou a mesma lógica, iremos encontrar quando vemos o governo estimulando um ou outro segmento comercial ou industrial. Isso não seria tão pernicioso se não afetasse grandemente a economia do povo e aumentasse o consumo desenfreado de itens que nem sempre são de primeira necessidade.&lt;br /&gt;
Qual o estímulo que o governo dá para a saúde ? Obrigando os hospitais a atenderem pelo SUS, pagando valores incompatíveis, forçando-os a prestar serviços de qualidade, sem remuneração adequada.&lt;br /&gt;
Qual o estímulo que os policiais recebem para colocar a vida em risco diariamente em defesa da população ? Sabendo que políticos roubam, sozinhos, mais do que toda a folha de pagamento de um grande departamento de polícia, quando são pegos, seus colegas políticos livram-lhe a cara e ele ainda zomba da justiça ?&lt;br /&gt;
Qual o estímulo que os transportes públicos recebem ? Como adquirir mais conduções adequadas, quando o governo sempre está a cortar verbas ?&lt;br /&gt;
Qual o estímulo que a educação recebe ? Sabendo-se que as instituições educativas pagam exatamente os mesmos impostos, como pode uma instituição de ensino, ser competitiva, com qualidade, quando os impostos que incidem sobre sua folha de pagamento são abusivos ?&lt;br /&gt;
Como remunerar adequadamente profissionais que são REALMENTE importantes se não há estímulos ? Policiais, bombeiros, médicos, professores são essenciais a um povo que deseja crescer, parece que não é o caso do Brasil...&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/5575862592379348839/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2012/05/ipi-e-as-prioridades-do-governo.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/5575862592379348839'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/5575862592379348839'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2012/05/ipi-e-as-prioridades-do-governo.html' title='IPI e as Prioridades do Governo'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-8560388984401803171</id><published>2012-05-25T14:36:00.001-07:00</published><updated>2012-05-25T14:36:26.622-07:00</updated><title type='text'>Acentos reservados</title><content type='html'>Acho um grande absurdo que existam acentos reservados para idosos, gestantes, deficientes, entre outros. Por que obrigar as pessoas a dar seus lugares a outros ? Por que devem haver acentos diferenciados para pessoas com deficiência ? É um gtrande absurdo.&lt;br /&gt;
O povo deveria dar seu lugar nas conduções espontaneamente, de livre querer, não por ser obrigado por uma lei. O povo brasileiro que se considera amigo, cordial, gentil, etc., não passa de um povo egoísta, salvo algumas poucas pessoas, mesquinhos, avarentos e FRIOS.&lt;br /&gt;
Hoje entrei no metrô um pouco atrás de um idoso que mal conseguia andar, ele agarrou-se ao ferro para se manter firme, eu fiquei atrás, caso&amp;nbsp;seus braços ou pernas&amp;nbsp;viessem a falhar. Passou-se duas estações e as pessoas sentadas, todas &quot;jovens&quot;, entre trinta e trinta e cinco anos, olhavam para aquele senhor idoso, encurvado, sofrendo para se segurar e, como não estavam em um acento reservado, não se sentiram na obrigação de levantar e dar lugr ao idoso.&lt;br /&gt;
Uma mulher ficou indignada e &quot;fez&quot; uma moça que, &quot;se fazia de louca&quot;, levantar-se e dar lugar ao idoso, fiquei olhando a cara de ÓDIO que a mulher que se levantou olhava para a outra mulher e para o idoso, afinal, ela não estava em um banco reservado, não deveria &quot;ter&quot; que se levantar. Na verdade ela ainda tentou argumentar que não tinha obrigação de se levantar, mas parou nas primeiras palavras.&lt;br /&gt;
Pouco depois, fiz baldeação e peguei outro metrô, onde um jovem viu uma senhora, nem tão idosa assim, entrando no vagão e prontamente levantou-se para que ela sentasse, a senhora é que insistiu que não queria sentar-se, posso concluir que ainda há esperança para a educação neste país...&lt;br /&gt;
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O que acho interessante é que, os jovens, com seus piercings, brincos, tatuagens, videogames, etc., são MUITO mais humanos do que os &quot;adultos&quot; que não conseguem ver no próximo uma pessoa que deva ser assistida, auxiliada, cuidada.&lt;br /&gt;
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Os jovens, que eu mesmo sempre discriminei, estão em larga vantagem no quesito cidadania frente aos mais velhos. Creio que os jovens conseguem perceber que envelhecerão, o que não parece que não acontecerá com&amp;nbsp;os mais velhos.&lt;br /&gt;
&lt;br /&gt;
Uma moça, ainda no metrô,&amp;nbsp;contou que um rapaz, não especificou a idade, disse à uma senhora, que desejava sentar-se em um banco reservado, que ela estava fazendo hora extra. A resposta para um tipo de pensamento medíocre destes, é que as horas dessa senhora pelo menos são produtivas, o que não acontece com um inútil como aquele rapaz...</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/8560388984401803171/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2012/05/acentos-reservados.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/8560388984401803171'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/8560388984401803171'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2012/05/acentos-reservados.html' title='Acentos reservados'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-4410062219155912977</id><published>2012-05-23T12:02:00.001-07:00</published><updated>2012-05-23T12:02:47.642-07:00</updated><title type='text'>Direito de greve</title><content type='html'>O direito de greve foi algo que exigiu muita luta e muito sangue, literalmente, dezenas de anos, conscientização do povo para seus direitos, muita barganha, diplomacia e brigas também, foi uma das maiores conquistas dos trabalhadores contra a exploração exercida pelos empresários, principalmente nos tempos de recessão.&lt;br /&gt;
O que acontece com todos os direitos adquiridos, no Brasil, é que são rapidamente deturpados e pervertidos, o direito se transforma em dever e também em moeda de troca ou manipulações políticas.&lt;br /&gt;
A proposta que o sindicato dos metroviários enviou é totalmente despropositada, vinte por cento de aumento em um momento em que os salários da grande maioria dos profissionais qualificados está caindo, é praticamente uma afronta.&lt;br /&gt;
Afronta a qualquer pessoa que pense, pelo menos um pouco, é a imposição da &quot;justiça&quot;, cem por cento nos horários de pico e oitenta e cinco por cento nos demais horários não dá para chamar de greve, é, no máximo, um descanso coletivo para quinze por cento dos funcionários...&lt;br /&gt;
Voltando à questão financeira, um funcionário do Metrô, ganha, por ano, um por cento a mais em seu salário, traduzindo, qualquer um que tenha dez anos de &quot;casa&quot;, tem dez por cento A MAIS em seu salário, em números, a cada mil reais de salário, recebe mais cem de &quot;bônus&quot;...&lt;br /&gt;
Então, quando falam que estão lutando por vinte por cento de aumento, não é para sair de mil para mil e duzentos, e sim para mil trezentos e vinte. Isso sem contar todos os demais benefícios como estabilidade, participação nos resultados, etc...&lt;br /&gt;
Interessante que uma empresa deficitária, que necessita de injeção de dinheiro governamental pague a seus funcionários participação em resultados... no mínimo curioso...&lt;br /&gt;
E quanto à manipulação política, é extremamente interessante como isso se estendeu por todo o país, ônibus, metrô e trens, tudo parando por reivindicações salariais, parece que a população está a mercê de mafiosos, onde se determina o que e quando as coisas andam ou param...&lt;br /&gt;
Em se falando de mafiosos... cadê a camarada Dilma para conter seus amigos ???</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/4410062219155912977/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2012/05/direito-de-greve.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/4410062219155912977'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/4410062219155912977'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2012/05/direito-de-greve.html' title='Direito de greve'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1259253746744957859.post-304074073697502941</id><published>2012-05-20T17:45:00.001-07:00</published><updated>2012-05-20T17:45:18.547-07:00</updated><title type='text'>LIberdade abortada</title><content type='html'>Um provérbio chinês nos diz um pensamento muito interessante...&lt;br /&gt;
&quot;Para sermos livres, temos que nos desprender até mesmo do pensamento de liberdade&quot;&lt;br /&gt;
Pode parecer um tanto quanto estranho, porém é uma grande verdade, facilmente verificada nos dias de hoje, onde as pessoas correm tanto atrás de felicidade, liberdade, prazer, dinheiro e tantas outras coisas, que não percebem que estão presas em grilhões que elas mesmas criaram.&lt;br /&gt;
Trabalham tanto para conseguir dinheiro, dizem que para levar mais conforto para seus familiares, mas excluem seus familiares do seu convívio diário, viajam tanto em busca de novas oportunidades que acabam perdendo o nascimento e crescimento de seus filhos, correm tanto atrás de dinheiro que acabam sendo escravizados por ele, tornam-se servos do dinheiro.&lt;br /&gt;
O mesmo vale para todos os outros conceitos, onde a pessoa deixa de viver para obter algo, tornam-se escravas de objetivos, param no &quot;meio&quot; e esquecem que existe um &quot;fim&quot;, este fim não é o término e sim a linha de chegada.&lt;br /&gt;
Pessoas simples conseguem chegar mais facilmente à linha de chegada, à felicidade, ao dinheiro, à liberdade e tudo o mais que desejar, lembrando que simples não quer dizer pobre nem humilde, quer dizer objetiva, não perde o objetivo de sua vista. É a história dos caçadores que levaram pesquisadores para ver como seria uma caçada.&lt;br /&gt;
Saíram cedinho para caçar um determinado animal, no caminho encontraram um outro animal maravilhoso, os pesquisadores imediatamente desejaram caçar este outro animal, porém os experientes caçadores não lhes deram ouvidos e continuaram no rastro do animal que iriam caçar, depois de muitas negativas e muitos animais maravilhosos pelo caminho, encontraram o que foram buscar, fizeram o cerco e caçaram o animal, festejaram e voltaram para sua tribo.&lt;br /&gt;
Na volta percebem que os pesquisadores estavam frustrados, perguntaram o por que e eles disseram :&lt;br /&gt;
&quot;Com tantos animais maravilhosos, por que caçaram este aqui ? &quot;&lt;br /&gt;
Os caçadores disseram, se nós mudássemos de objetivo cada vez que vocês mudavam de ideia, todos morreríamos de fome, outro dia voltamos e caçaremos outro animal.&lt;br /&gt;
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É aqui que percebemos a simplicidade, viemos para caçar tal animal e é isso que faremos, nós mudamos de objetivos com tanta frequência que nunca chegaremos a um objetivo concreto, &quot;morreremos de fome&quot;...&lt;br /&gt;
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Quem já não passou pela desagradável experiência de comprar um produto recém lançado só para descobrir, dois dias depois, que ele já foi superado por outro. Isso nos deixaria frustrados, porém, se nosso objetivo é AQUELE objeto, poderão surgir muitos outros que não nos irritaremos, pois atingimos o que fomos buscar.&lt;br /&gt;
A globalização pode servir para nos integrar ao mundo e para nos confundir, quais os seus objetivos ?&lt;br /&gt;
&lt;br /&gt;
Você é livre ?</content><link rel='replies' type='application/atom+xml' href='http://marcio68almeida.blogspot.com/feeds/304074073697502941/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://marcio68almeida.blogspot.com/2012/05/liberdade-abortada.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/304074073697502941'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1259253746744957859/posts/default/304074073697502941'/><link rel='alternate' type='text/html' href='http://marcio68almeida.blogspot.com/2012/05/liberdade-abortada.html' title='LIberdade abortada'/><author><name>Márcio de Souza Almeida</name><uri>http://www.blogger.com/profile/14504435056448393165</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>