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		<title>Lula: entre Roosevelt e Perón</title>
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		<pubDate>Thu, 02 Sep 2010 18:00:28 +0000</pubDate>
		<dc:creator>Simon</dc:creator>
				<category><![CDATA[Geral]]></category>
		<category><![CDATA[Política]]></category>

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		<description><![CDATA[Vários comentaristas tem feito comparações entre Lula e Roosevelt,  mas existem também os que fazem paralelos com Perón. Roosevelt, Perón e Lula têm em comum ter aumentado os gastos do setor público, aumentado o papel do Estado na economia e introduzido  políticas de distribuição de renda,  conquistando grande apoio popular. Para manter seu poder  e [...]]]></description>
			<content:encoded><![CDATA[<p>Vários comentaristas tem feito comparações entre Lula e Roosevelt,  mas existem também os que fazem paralelos com Perón. Roosevelt, Perón e Lula têm em comum ter aumentado os gastos do setor público, aumentado o papel do Estado na economia e introduzido  políticas de distribuição de renda,  conquistando grande apoio popular. Para manter seu poder  e levar à frente suas políticas, fizeram parcerias com setores aparentemente incompatíveis:  no caso de Roosevelt, com as oligarquias racistas do antigo Partido Democrata do Sul dos Estados Unidos; no caso de Perón, com os militares, sindicatos e oligarquias regionais; e no caso de Lula, com os coronéis do Nordeste, os velhos pelegos  e os políticos fisiológicos do PMDB e próprios.</p>
<p>Os  legados de Roosevelt e Perón, no entanto, são muito distintos, tanto do ponto de vista econômico quanto político. Roosevelt governa os Estados Unidos entre 1933 e 1945, e depois da guerra o pais entra em um período de grande expansão econômica, enquanto que a Argentina, governada por Perón entre 1943 e 1955, que até os anos trinta tinha um nível de renda que se aproximava da Alemanha e da França, entra gradativamente em um processo de decadência econômica e desorganização social que parece não ter fim. Na política, os Estados Unidos mantêm intacto, ao longo dos anos, o sistema partidário e as instituições políticas, enquanto que a Argentina vê sua ordem legal  e institucional rompida por crises sucessivas.</p>
<p>Como explicar estas diferenças? No caso dos Estados Unidos, a intervenção do Estado na economia, o aumento de impostos e dos gastos públicos se deram pela premência da crise dos anos 30 e pela economia de guerra que lhe sucedeu. Em parte, foram ações irreversíveis. Terminada a guerra, os Estados Unidos não voltam aos baixos níveis de taxação dos anos anteriores,  nem rompem os vínculos econômicos entre o governo e os setores da indústria que participaram do esforço de guerra, e que continuaram se beneficiando de contratos com o governo durante a guerra fria – o  chamado complexo industrial militar, criticado pelo presidente e general Eisenhower em 1961 .  O sindicalismo, antes fortemente reprimido, encontra um espaço legítimo de atuação, e o embrião do estado de bem estar social que havia sido esboçado nos anos 30 continua se expandindo, culminando com o projeto da Great Society de Lyndon Johnson.</p>
<p>Roosevelt tinha grande popularidade, tanto pelo New Deal quanto pela liderança que exerceu durante a guerra, mas seu poder era limitado pela autonomia do judiciário e do Congresso, o sistema bipartidário não foi ameaçado, os impostos se mantiveram contidos e a dívida pública, que havia atingido níveis altíssimos com a guerra, cai sistematicamente até os tempos de Bush e Reagan. Apesar das políticas de expansão de gastos em seu governo, Roosevelt tinha também um lado claramente conservador do ponto de vista fiscal, que tentou colocar em prática ao final dos anos 30 . O que deu impulso à economia americana, e permitiu a formação da grande classe media naquele pais, foi sem dúvida a economia de mercado, fortalecendo o argumento daqueles que consideravam, e ainda consideram, o período de Roosevelt como uma exceção.</p>
<p>No caso da Argentina, o que predominou no após guerra foi uma política de fechamento da economia, que fez com que o pais deixasse de aproveitar do fato de ser um dos grandes produtores agrícolas do mundo para fazer crescer a economia como um todo, como aconteceu, por exemplo, na Austrália.  Eis como um autor resume o que ocorreu:</p>
<p>&#8220;O governo de Perón, que tinha sido eleito com o voto popular, levou à frente uma grande redistribuição da renda nacional que beneficiou, pelo menos no curto prazo, setores da sociedade com menor renda. Ele criou os fundamentos de um poderoso estado de bem estar social, controlado pelo governo e os sindicatos, e ampliou ainda mais o poder do estado através de nacionalizações e um alto grau de intervenção do governo no comércio internacional e local, no sistema bancário e de seguros. O governo era apoiado sobretudo pelos militares, por uma burocracia estatal crescente, por alguns empresários locais, que se beneficiavam das políticas protecionistas e do apoio do governo, e dos sindicatos, que eram patrocinados pelo governo e se transformaram nos principais beneficiários de suas políticas.  Perón gozava de grande apoio popular, ainda que os direitos individuais e as liberdades políticas de seus oponentes nem sempre fossem respeitados, a imprensa fosse controlada, e as atividades políticas da oposição fosse reprimida”  (traduzido de Felipe A. M. De La Balze,. Remaking the Argentine Economy. New York: Council of Foreign Relations Press. 1995)</p>
<p>Esta estratégia produziu bons resultados econômicos no início,  sobretudo para os setores mais protegidos, mas acabou redundando em uma economia com pouco potencial de crescimento. As indústrias se desenvolveram a taxas razoáveis até os anos 60, e depois estagnaram. Os baixos investimentos em tecnologia e as políticas fiscais e de câmbio fizeram com que o setor agrícola não se desenvolvesse como deveria. Com a saída de Perón em 1955, o sistema político argentino não consegue de estabilizar, e a Argentina perde cada vez mais o lugar que poderia ter tido. Entre 1950 e 1970, enquanto que a economia do mundo se expandia, e com ela o Brasil (uma das economias que mais cresceu, acima de 6% ao ano), a Argentina não foi além de  2,1% ao ano.</p>
<p>Duas outras características negativas, também assinaladas por Balze, marcam o peronismo. A primeira é que o país, sistematicamente, tomava decisões erradas na política internacional. O golpe de estado que levou Perón ao poder tinha por objetivo manter a proximidade do país com as ditaduras do Eixo na segunda guerra. A paranóia contra o imperialismo inglês e americano fez com que a Argentina se recusasse por muitos anos a participar dos acordos do GATT, deixando de se beneficiar do fluxo de comércio e investimentos do período. Como diz Balze, “a Argentina se voltou para o intervencionismo e protecionismo na área econômica e para o nacionalismo, o populismo e o militarismo na área política – estratégias equivocadas em resposta ao novo ambiente da economia internacional.”</p>
<p>A diferença crucial entre Roosevelt e Perón, do ponto de vista econômico, parece ter sido que as políticas intervencionistas de Roosevelt foram feitas e tiveram como resultado estimular a economia americana, enquanto que as políticas peronistas serviram para isolar a Argentina da economia internacional e fazer com que o pais entrasse em um longo processo de decadência econômica e desorganização institucional do qual até hoje não saiu .</p>
<p>Um outro ponto assinalado por Balze é que o tipo de política desenvolvido por Perón e os peronistas, de uso predatório do setor público em benefício de seus aliados, fez com que a Argentina nunca tivesse desenvolvido instituições públicas com a competência e a qualidade que seriam necessárias para levar à frente as políticas intervencionistas que faziam e ainda fazem parte do discurso peronista. Do ponto de vista político, Perón criou o peronismo,  que sufocou a oposição na Argentina tanto à direita quanto à esquerda, enquanto que Roosevelt não criou um Rooseveltismo, embora tenha contribuído para alterar as características do Partido Democrata, que ficou mais identificado com as políticas sociais, os sindicatos e o movimento de direitos civis do que o Partido Republicano.</p>
<p>A crise econômica recente fez com que muitos, no Brasil, comemorassem o fim da economia de mercado e a vitória das políticas de  intervencionismo estatal representadas, aparentemente, por Roosevelt e Perón.     Na verdade, o desenvolvimento do Japão e da Coréia nas últimas décadas já haviam servido para demonstrar que existe espaço e pode ser importante, para os países,  desenvolver política industriais e de investimentos, da mesma maneira que o welfare state da Europa Ocidental já havia demonstrado que não existe oposição necessária entre proteção social e desenvolvimento da economia.  Mas todos os países que conseguiram se desenvolver, incluindo a China nos últimos anos, o fizeram pela combinação de políticas industriais com a abertura da economia e participação intensa nos fluxos internacionais de comércio, finanças e tecnologia, e não pelo isolamento e fechamento, nem pelo sufocamento do mercado por impostos excessivos e déficits públicos crescentes. Estes países foram capazes, também, de investir fortemente na educação de qualidade, e fortalecer e capacitar suas instituições públicas.</p>
<p>O governo de Lula é mais Roosevelt ou mais Perón?  Olhando a experiência dos últimos anos, é possível pensar que ele oscila entre os dois pólos. Beneficiado por um ciclo extremamente positivo do comércio internacional, o governo tem mantido a economia aberta e respeitado, embora com arranhões,  a ordem constitucional. A autonomia do Banco Central tem sido mantida, fortalecendo desta forma um lado de austeridade e equilíbrio macroeconômico que contrabalança o descontrole crescente dos gastos públicos. Ao mesmo tempo vem se acentuando, sobretudo nos últimos anos, sua face peronista, comprometendo cada vez mais os orçamentos com gastos fixos, aparelhando a administração pública e  ampliando o capitalismo de estado, em parceria com grupos empresariais privilegiados. Embora ainda preservadas, as instituições se vêm constantemente ameaçadas pelo fantasma dos “movimentos sociais” e do “controle social”, inclusive dos meios de comunicação.  Existe um discurso populista que tenta contrapor os  “pobres” às “elites”, reminiscente dos discursos de Perón sobre os “descamisados”.</p>
<p>No discurso político, predomina a idéia de que tudo é possível, não há limites, e que quaisquer restrições que se possa fazer às políticas do governo são meramente ideológicas. Este voluntarismo faz com que reformas institucionais importantes, como a reforma fiscal e do sistema previdenciário, não aquiram prioridade. Alguns setores no governo chegam a argumentar que o desenvolvimento da economia nos últimos se deve ao crescimento da intervenção estatal, ao aumento dos gastos públicos e às políticas de redistribuição de renda, assim como à política internacional terceiromundista e anti-norteamericana; eu tendo a crer, ao contrário, que é  a relativa abertura da economia e o equilíbrio macroeconômico, obtidos sobretudo a partir das políticas de Fernando Henrique Cardoso, mais os ventos favoráveis que vêm da China, que têm permitido estas ações. Se estes bons ventos continuarem a soprar nos próximos anos, esta ambigüidade pode continuar por muito tempo. Se as coisas se tornarem difíceis, será o momento, então, de o pais optar com mais clareza entre  Roosevelt e Perón.</p>
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		<title>Tony Judt: Meritocratas</title>
		<link>http://feedproxy.google.com/~r/SimonsSite/~3/wlznstilpCM/</link>
		<comments>http://www.schwartzman.org.br/sitesimon/?p=1768&amp;lang=pt-br#comments</comments>
		<pubDate>Fri, 27 Aug 2010 09:17:33 +0000</pubDate>
		<dc:creator>Simon</dc:creator>
				<category><![CDATA[Educação Superior]]></category>

		<guid isPermaLink="false">http://www.schwartzman.org.br/sitesimon/?p=1768</guid>
		<description><![CDATA[Em um de seus últimos escritos, Tony Judt escreve sobre seus tempos de estudante no King&#8217;s College, Cambridge, nos anos 60, e que ele pensa que uma universidade deve ser. O texto completo está publicado no New York Review of Books de 19 de agosto de 2010. Traduzo os parágrafos finais: Universidades são elitistas: seu [...]]]></description>
			<content:encoded><![CDATA[<p><em><span lang="pt-br">Em um de seus últimos escritos, Tony Judt escreve sobre seus tempos de estudante no King&#8217;s College, Cambridge, nos anos 60, e que ele pensa que uma universidade deve ser. O texto completo está publicado no<a href="http://www.nybooks.com/articles/archives/2010/aug/19/meritocrats/?pagination=false"> New York Review of Books de 19 de agosto de 2010</a>. Traduzo os parágrafos finais:</span></em></p>
<p><em></em></p>
<p><span lang="pt-br"> Universidades <em>são </em>elitistas: seu objetivo é selecionar o grupo mais talentoso de uma geração e educá-los tanto quanto suas habilidades permitem, abrindo espaço nas elites e renovando-as consistentemente. Igualdade de oportunidade e igualdade de resultados não são a mesma coisa. Uma sociedade dividida pela riqueza e pelas heranças não tem comoo corrigir a injustiça camuflando-a nas instituições educacionais &#8211; negando as distinções de habilidades ou restringindo as oportunidades seletivas &#8211; ao mesmo tempo em que aumenta as desigualdades de renda em nome da abertura de mercado. Isto é hipocrisia.</span></p>
<p><span lang="pt-br"> Em minha geração, nós nos considerávamos radicais e membros da elite. Se isto parece incoerente, é a incoerência de uma tradição liberal que adquirimos intuitivamente na universidade. É a incoerência de um aristocrata Keynes estabelecendo o Royal Ballet e o Conselho de Artes para o benefício de todos, mas tomando cuidado para que eles fossem dirigidos pelos mais competentes. É a incoerência da meritocracia dando oportunidade a todos, e privilegiando os talentosos. É a incoerência de meu King&#8217;s College, que tive a felicidade de ter experimentado.</span></p>
<p><span lang="pt-br">&#8212;&#8212;&#8212;&#8212;&#8212;&#8211;<br />
</span></p>


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		<title>Fernando Capovilla: a educação dos surdos</title>
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		<pubDate>Wed, 11 Aug 2010 01:12:23 +0000</pubDate>
		<dc:creator>Simon</dc:creator>
				<category><![CDATA[Educação]]></category>

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		<description><![CDATA[Escreve Fernando Capovilla, professor do Instituto de Psicologia da Universidade de São Paulo: A atual gestão fez progressos em diversas frentes, mas há um ajuste crucial que precisa ser feito, como revelado pelo maior programa de pesquisas do mundo sobre desenvolvimento escolar de surdos. Em 22 de maio de 2009, convidado pelas federações de surdos [...]]]></description>
			<content:encoded><![CDATA[<p><em>Escreve Fernando Capovilla, professor do Instituto de Psicologia da Universidade de São Paulo:</em></p>
<p>A atual gestão fez progressos em diversas frentes, mas há um ajuste crucial que precisa ser feito, como revelado pelo maior programa de pesquisas do mundo sobre desenvolvimento escolar de surdos.</p>
<p>Em 22 de maio de 2009, convidado pelas federações de surdos a comentar sobre a descontinuação das escolas bilíngues para surdos que estava estremecendo a comunidade surda, publiquei um breve artigo na<a href="http://www.revistapatio.com.br/sumario_conteudo.aspx?id=699" target="_blank"> Revista Patio (ano XIII, maio-julho 2009, número 50, pp, 24-25) intitulado: Avaliação escolar e políticas públicas de Educação para os alunos não ouvintes. </a> Nele comento o Pandesb-Usp, que, com o apoio do CNPq, da Capes, da Fapesp, e do Inep, de 1999 a 2009, avaliou o desenvolvimento de competências cognitivas, linguísticas e escolares em mais de 8000 surdos de 6 a 40 anos de idade (durante cerca de 20 h por avaliando) de 15 estados brasileiros e descobriu que eles aprendem melhor em escolas de surdos, as mesmas que vêm sendo descontinuadas.</p>
<p>Essa pesquisa rigorosa mostra que, enquanto as crianças com deficiência auditiva aprendem melhor sob inclusão em escolas comuns, as crianças surdas aprendem muito melhor em escolas bilíngues para surdos, onde a comunicação e o ensino se dão na língua mais apropriada para elas. Esses resultados vêm sendo publicados em meu recém-lançado Dicionário de Libras e nos diversos volumes de minha Enciclopédia de Libras, bem como em diversos artigos e publicações, parte dos quais encontra-se disponíveis para<a href="http://lanceusp.hdfree.com.br/" target="_blank"> download de meu site.</a></p>
<p>Estou concluindo um tratado de educação de surdos onde sumario os resultados de uma década de estudos intensos na área, com conclusões sérias e claras para a orientação das políticas públicas. A dupla matrícula, iniciativa do Ministro Fernando Haddad, é uma conquista importante para contribuir para a inclusão escolar, mas, em se tratando de surdos, apenas se o contra-turno se der em escola bilíngue e não em &#8220;sala de recursos&#8221; com &#8220;atendimento educacional especializado&#8221;. As crianças surdas não precisam de &#8220;atendimento escolar especializado&#8221; em meio a outras crianças com os mais variados tipos de deficiência e distúrbios (incluindo deficiência intelectual, transtorno invasivo do desenvolvimento ou autismo, paralisia cerebral, deficiência visual, dentre tantas outras) que desconhecem sua língua e sob um professor que tem de se dividir para atender as diferentes necessidades especiais e que também está pouco familiarizado com sua língua. Precisam, isso sim, de escolas bilíngues que oferecem educação em Libras por sinalizadores fluentes em meio a sinalizadores fluentes no caldo de cultura da língua de sinais.</p>
<p>Crianças surdas não são definidas por sua deficiência auditiva apenas, mas sim, principalmente, por sua língua materna própria (a Libras) e por sua cultura própria. O respeito a essa diversidade é essencial para a cidadania e a educação de qualidade adequada às suas necessidades especiais, direito da criança reconhecido pela Unesco. A atual gestão fez progressos em diversas frentes, mas é preciso proceder aos ajustes revelados pela pesquisa científica. O próprio ministro, em comunicação pessoal, declarou que reconhece a necessidade de manter as escolas especiais em diversos casos, como o de crianças surdas e o de crianças com quadros mais severos. É mister proceder aos ajustes revelados pela pesquisa científica rigorosa que identifica as condições mais propícias para o aprendizado de crianças diferentes. Com efeto, ao cabo de uma década, depois de ter avaliado mais de 8 mil alunos surdos de 6 a 40 anos de idade, o Pandesb revelou que a inclusão em escola comum é boa para a criança com deficiência auditiva, mas que a criança surda aprende e se desenvolve mais e melhor em escolas bilíngues que oferecem educação em Libras por sinalizadores fluentes em meio a sinalizadores fluentes no caldo de cultura da língua de sinais. Mais detalhes podem ser obtidos em minhas muitas publicações.</p>
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		<title>Maria do Pilar Lacerda: Educação inclusiva</title>
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		<pubDate>Mon, 09 Aug 2010 23:00:40 +0000</pubDate>
		<dc:creator>Simon</dc:creator>
				<category><![CDATA[Educação Básica]]></category>
		<category><![CDATA[Educação]]></category>

		<guid isPermaLink="false">http://www.schwartzman.org.br/sitesimon/?p=1762</guid>
		<description><![CDATA[Recebi de Maria do Pilar Lacerda, Secretária de Educação Básica do Ministério da Educação, a nota abaixo, esclarecendo a posição do governo em relacão à educação de estudantes especiais: A Política de Educação Especial na Perspectiva da Educação Inclusiva (MEC, 2008) cumpre o dispositivo legal que assegura às pessoas com deficiência, o direito de acesso [...]]]></description>
			<content:encoded><![CDATA[<p><em>Recebi de Maria do Pilar Lacerda, Secretária de Educação Básica do Ministério da Educação, a nota abaixo, esclarecendo a posição do governo em relacão à educação de estudantes especiais:</em></p>
<p>A Política de Educação Especial na Perspectiva da Educação Inclusiva (MEC, 2008) cumpre o dispositivo legal que assegura às pessoas com deficiência, o direito de acesso a um sistema educacional inclusivo em todos os níveis. Esse direito foi incorporado à Constituição Federal por meio do Decreto n.6949/2009 que promulgou a Convenção sobre os Direitos das Pessoas com Deficiência (ONU/2006). Nesse sentido, o MEC implementa ações para a oferta do atendimento educacional especializado complementar ao ensino regular na rede pública, concretizando o compromisso assumido pelo o Brasil de adotar medidas de apoio necessárias para a garantia da igualdade de condições de acesso e permanência na escola. Portanto, esta legislação não é do MEC, é do Brasil, devendo as políticas instituídas pelos governos, bem como as diretrizes e normas educacionais, adequarem-se ao disposto Constitucional, no que tange aos seguintes aspectos: organização de um sistema educacional que não segregue com base na deficiência; financiamento público da educação pautado no desenvolvimento de práticas pedagógicas inclusivas e na disponibilização de recursos de acessibilidade. Nesse contexto, as instituições especializadas podem e devem atuar nas redes de apoio e colaboração à inclusão escolar, conforme prevê o Decreto n.6.571/2008, que estabelece no âmbito do FUNDEB, o duplo financiamento da matrícula de alunos com deficiência, uma na classe comum da rede pública e outra no atendimento educacional especializado, sendo que esse atendimento pode ser realizado em instituições privadas sem fins lucrativos. Os recursos financeiros destinados às instituições filantrópicas foram mantidos por meio dos programas de alimentação escolar, livros didáticos e dinheiro direto na escola; além do repasse do FUNDEB a partir de 2007, o que não era permitido pelo FUNDEF, instituído em 1996. Com relação ao emprego da terminologia “pessoas com deficiência” pelo MEC, está de acordo com Convenção da ONU. No entanto, cabe esclarecer que a terminologia “surdo mudo”, é totalmente equivocada, pois mostra falta de compreensão sobre a possibilidade de oralização das pessoas com surdez. Na área da educação das pessoas surdas, as políticas educacionais garantem uma educação bilíngüe Libras/Língua Portuguesa, que promove a convivência escolar entre pessoas surdas e ouvintes e não reforça sua segregação com base na condição sensorial.</p>
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		<title>Mariza Abreu: A questão da educação especial e as APAEs</title>
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		<pubDate>Mon, 09 Aug 2010 02:22:32 +0000</pubDate>
		<dc:creator>Simon</dc:creator>
				<category><![CDATA[Educação Básica]]></category>
		<category><![CDATA[Educação]]></category>

		<guid isPermaLink="false">http://www.schwartzman.org.br/sitesimon/?p=1759</guid>
		<description><![CDATA[Escreve Mariza Abreu, ex-Secretária de Educação do Rio Grande do Sul, sobre a crítica de José Serra à política do governo federal em relação às APAEs: No caso da educação especial, o que o MEC tem feito é uma política de inclusão total &#8211; todos os alunos com deficiência (e também os superdotados) têm que [...]]]></description>
			<content:encoded><![CDATA[<p><em>Escreve Mariza Abreu, ex-Secretária de Educação do Rio Grande do Sul, sobre a crítica de José Serra à política do governo federal em relação às APAEs:</em></p>
<p>No caso da educação especial, o que o MEC tem feito é uma política de inclusão total &#8211; todos os alunos com deficiência (e também os superdotados) têm que ser matriculados em escolas regulares, com salas de recursos ou com atendimento educacional esepecializado &#8211; o tal AEE &#8211; na mesma escola ou outra instituição no turno inverso ao ensino regular. Com isso, a política do MEC desautoriza, não reconhece as APAEs, porque não aceita classes e escolas especiais, embora essas sejam admitidas pela LDB em caráter excepional, pois a Lei dispõe sobre atendimento preferencial na rede regular de ensino. No caso dos surdo-mudos, eles preferem conviver entre si e devem ser respeitados. Da mesma forma, a expressão politicamente correta da LDB de &#8220;alunos portadores de necessidades especiais&#8221; não é a que esse grupo de indivíduos quer que seja utilizada para denominá-los. Eles escolheram a denominação de &#8220;pessoas portadoras de deficiência&#8221; &#8211; as PPDs. A linguagem é um problema, pois também não são os &#8220;excepcionais&#8221; de antigamente. Mas, enfim, a política do MEC levou a uma situação de confronto com as APAEs, pois retira delas o apoio do poder público &#8211; recursos financeiros e cedência de pessoal, sendo inclusive o pagamento desses professores admitido nos recursos do Fundeb (antes do Fundef).</p>
<p>PS &#8211; No RS, mantém-se a política de apoio às APAEs, contra a política do MEC. O governo do Estado acaba de renovar os convênios de cedência de professores para as APAEs. Segundo dados do site do governo, são 283 professores cedidos para 94 APAEs que atendem 2.260 alunos.</p>
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		<title>Os mutirões e as APAES</title>
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		<pubDate>Fri, 06 Aug 2010 11:20:06 +0000</pubDate>
		<dc:creator>Simon</dc:creator>
				<category><![CDATA[Educação]]></category>
		<category><![CDATA[Política Pública]]></category>
		<category><![CDATA[Política]]></category>
		<category><![CDATA[Saúde]]></category>

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		<description><![CDATA[No debate dos candidatos à presidência, Serra criticou o governo por ter interrompido os mutirões de saúde, e por abandonar e cortar os recursos das Associações de Paes e Amigos dos Excepcionais &#8211; APAES. Dilma respondeu que os mutirões não podiam ser políticas estruturantes, e que o governo atual não tem nada contra as APAES, [...]]]></description>
			<content:encoded><![CDATA[<p>No debate dos candidatos à presidência, Serra criticou o governo por ter interrompido os mutirões de saúde, e por abandonar e cortar os recursos das Associações de Paes e Amigos dos Excepcionais &#8211; APAES. Dilma respondeu que os mutirões não podiam ser políticas estruturantes, e que o governo atual não tem nada contra as APAES, e acha muito importante a inclusão dos expecionais nas escolas.</p>
<p>No caso da saúde, Dilma tem certamente razão ao dizer que a saúde pública não pode depender de mutirões, mas Serra também tem razão ao dizer que, na falta de um sistema de saúde que  funcione bem, as pessoas acabam ficando sem atendimento.  A questão de fundo, que nenhum dos dois levantou, é como fazer com que o sistema de saude funcione melhor, dados os custos crescentes do atendimento, as limitações de recursos e o princípio do SUS de que todos têm direito a atendimento médico gratuito da melhor qualidade. É claro que esta conta não fecha, com ou sem CPMF, e é preciso por isto estabelecer prioridades e regular de forma correta o papel do setor público e do setor privado nesta área.  Eu gostaria de ver esta discussão entre os candidatos.</p>
<p>No caso das APAE, não conheço os detalhes, mas me parece que pelo menos parte do problema reside na &#8220;política de inclusão&#8221; do atual governo, pela qual as crianças excepcionais deveriam estudar nas escolas regulares. A intenção é nobre, mas os resultados na prática podem ser desastrosos, porque a maioria das escolas públicas não tem estrutura nem competência para lidar com situações mais graves de crianças excepcionais, que acabam ficando desassistidas pela falta de apoio às instituições comunitárias voltadas especificamente para seu atendimento, como são as APAES.</p>
<p>Uma situação que eu tenho acompanhado um pouco é a dos surdo-mudos. Os especialistas sustentam que eles se beneficiam muito mais de escolas especializadas aonde a Libras &#8211; Língua Brasileira de Sinais &#8211; é a primeira língua, e tendem a ficar marginalizados se são incluidos de maneira forçada em escolas regulares, que é a política que tem sdo adotada pelo governo.</p>
<p>A mesma diferença de abordagem surgiu na questão da educação. Serra, sem discutir as questões mais gerais &#8211; como a total falência do ensino médio &#8211; preferiu anunciar as milhões de matrículas do ensino profissional que vai abrir, criando uma versão tecnológica do Prouni,  o Protec.  Dilma falou das questões gerais &#8211; da importancia da educação infantil, da qualidade, etc., e, para não ficar atrás, também anunciou que vai criar não sei quantas mais escolas técnicas e creches (serão creches federais?).  Mas também não disse nada de concreto sobre como fazer uma educação infantil de qualidade, como lidar com a crise do ensino médio ou como fazer com que as universidades e centros tecnológicos federais que o governo atual está criando realmente funcionem e justifiquem o dinheiro que custam.</p>
<p>As políticas que Dilma sustenta são baseadas em idéias gerais aparentemente bem intencionadas, mas que não funcionam na prática, enquanto que Serra prefere insistir em ações específicas que mostram resultados, evitando no entanto, pelo menos até agora, discutir as questões de fundo, como a reorganização do SUS ou quais seriam as políticas corretas não só para a educação  e inclusão dos excepcionais, mas para a educação pública como um todo.</p>
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		<title>Decifrando as estatísticas educacionais</title>
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		<comments>http://www.schwartzman.org.br/sitesimon/?p=1744&amp;lang=pt-br#comments</comments>
		<pubDate>Wed, 28 Jul 2010 20:51:01 +0000</pubDate>
		<dc:creator>Simon</dc:creator>
				<category><![CDATA[Educação Básica]]></category>

		<guid isPermaLink="false">http://www.schwartzman.org.br/sitesimon/?p=1744</guid>
		<description><![CDATA[Nesta segunda feira, estarei no evento semanal da OsteRio falando, junto com Ruben Klein, do IDEB e seus mistérios. Conto com a presença dos amigos! Share on Facebook]]></description>
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/1Vf0s12NW++5h5V1uOT/xhLBfRcrKj8x0J6K6b/tVett3HjcAZAlo0R76FoLJp8p2R29HSfC0OjY/yoda+eDY+FRfRjQ9Orp0fyodad350fvT86PWhrguie33o9aHXh7evD5xHBmDeX3Mfbozdflzy7tE/tX/KbTi+64m/lKdTbPLXIHKQku+6EbgLAUv2/o7/XYi1cCPQCDQCjUAj0Ag0Ao1AI9AIfHUEzp74x82AB7o3n/jXOwOid/Xc3Pem/wHwW/UMAUv49Ql+pS3vQtfr5q94ND4rHp0fKx6dHysenR8rHp0fKx6dHysenR8rHp0fKx6dHysenR8rHp0fCx67/U68KjEfsh+f/GMLtNuf5/bYJg050Xc98VcQUhb927Zhf9l/CgL89XV/aXTdCNyGwO47/pgseH3sVctnx/fV/X92/K+aVx1XI9AINAKNQCPQCDQCjcAfgsDpE//1TXuhccf183ziP5TjTkOlxyZ/dyciNv3a7Kt2GwinSyNwHwJK4uVmkplQeiqrDnU0HNrD/TP1t99pq/HcSytu1VU/2lFt/UtP9Yl+NG/wFccNHPBL9rb+Ex8WDvoRF6qtfvAVxZl+8x2oxidwqHkjuuaj2lU3n0iM+SRcVDc+jY8h0PnhE+KAQ8+Pnh89P3p98OXhiENdH67Sxyf9dj+AD9n15j1ccX8edbhmlfdPuf2uJ/5SnDcB1jsPs92DlXzXjcBdCNjupb/jfxdiHyqMtQqb9C6NQCPQCDQCjUAj0Ag0Ao1AI/COCJw+8Y+bAebqjdfhxyf+Clt3Cna17jTUOw+z/Y3hyHnXfzYCllhxIyzqa3R9AlHln82v/ipd/V+jr+l/NH/1h9m9js9706s/TIbVX/NXPBqfFY/OjxWPzo8Vj86PFY/OjxWPzo8Vj86PFY/OjxWPzo8Vj3fIj3h1sz5MX2hcFyc5XicXGm27ctcTfzmVIdG5Fm993V+tXTcCtyGw+45/1cRku3SL6aP51d+99Hv3r9qrdI2v+SsCjc9rza91dPxi45Xmf8e3ItDzp+dPz891TmSq50fPj54feUasx3/6/MA/mffz33+X1/r5cN1gQt5o372idhN1fOIPY7mIlpMdXZ/0r5v+1V623ceNwBkCmvQj30JQ2TT5zsjtaPloPnxqMk7/652/Ix+TF9Ieb61dnuzyxPu2/tHeO9n3KFK8Znfpj/zojqMpXIr/r58/f/xrixpqLG4unexf0Ye7S/ab3/h0fqzzyabMso40Po3PM88/nV+dX51fWHXXdVd0z4+eH5fmB/PEBPL+mvtw5FNql1yucYyi/ZNT8/OuJ/5Sm07t4tKyd9JrkJLvuhG4CwFL6q/4HX9uNm1CYKKOm192zPlhAKDWHxb9r1Zy/2LiawGIXab3CH1EUb+9dX6Ci00/bUQzxvtMfmr2USPQCDQCjUAj0Ag0Ao1AI/CNEbC9w/aJf2z6H+j5fOKvi3UZE72r5x2I3vQLr67fEQFslsOc15W2vHspvgfz73//caLiKTY3tdYPFN4EsGM93f73P3t9x1WifrB/GS8Yht/4e0/82BsziH7w5sZSWxto+8NihT/gwTgspLgXwP7CjvofMLDK7eLfVj+In707cNlP8xsfz9Q9Dp0fe1w0zxufxqfnDxDY50HPjz0uwqvxaXy+8fqRr9/ZTcv3/PAM/Njs55rrSZLb0Y6azSNdgEfDXU/85TQb400AW85sW7MY52ZHgl03AncisPuOPxY/bj7vtPVMccT0Mza89/rhWw1pQtb+3Utjk61NOWK5Zv9avFv/5sNfzb+mPfm/f/36gT8V2H3LE/9tPDJqdeUnVh82Ao1AI9AINAKNQCPQCDQCr49AXGtr3z1rf54mWh254/p3PvEfymkjgjYYV81N/obWpl+bfdVUHPc4nerPRuAWBJTEyj/o8Imwp+PIqiAn/XS+O5Bf5Do22yqKFzX+9Aq7ERSRHuq8gQZd++f01Nvz3bPsrXNvzl9IVX20RVhb/CgfHMU3FKCM4uGxryRlkEyw7aYg8DGcxMcRcbHX+3mDx2rY9fhmf12eanTj/EI7yc/KR2OEN2vFG3rNdyAGDo0PARl41DxpfBofQ6DzwyfGAYeeHz0/en70+uDLwxGHXh/W9aHicaDXr89jT4FLaa/nw3bSmHf1+rvQMSw/7nriL6Xp1K/nJ70GKfmuG4G7ELBk5dPqu5Q+XhhzlK+zF9e/8HQbT7mtnZvRqPk0Pt0koNqFvlZ9uVF7pnG8e4qODXWVl55q8Wst/lLHXcjc9s/ffw+SN0LKzRAw61N/ttmHNutxXwDNoyie0RAHZ+1VrulGoBFoBBqBRqARaAQagUbgSyEQ19pn++sHroOPT/wFjO4c7Gpc3Hsw652H2Y7L+S6NwBsRQH6FqtfXaMvDi/LvzUfe+yv+6qH884YFNv0mkDf94GPzy5sCUJKC9RU3BMY8C4O0bzz7HoH/+n18bx6y+GrBKCbDrxpAFn+p8Ol/8MWTW/lDO39dH9/Jtz/ZH3K0N/Fnx5MP0PSj/lrNTT46gCJDTk0yxfXz39kfils3UKM3NIN+2d9fiA9x2m8k6CbKMB8HXs14xV/r5q94zGFq/JConR+dH8iDOi9Ed350fnR+9PzQelDrXh96fXhwfYjrZ99nWz4ZnffXpHF+SnKcj4X2KI6fdz3xl3OZEZ1r8bgZENF1I3AnArvv+FcTWFzWre4q8Ww+X9XHpjQK5sFvvLYu2urJ9UbEhI1r5uz06tN7156fv3/hrYi/f/y0H9C7aa5ZbP9YbCMebKTtBsIlXX1NQTrE0/TyVxQQEcYqF/bRNujYrKugj7CHlh2fN0xi0Ro6dnDL7yfsdGGD8crYpm5+zsIjQI1P4zNncOdHRaDnR8+Pnh91Vky650fPj54fcz7Uo2vzA9fPuNbO+2tu/s0Qr6PtevnS9Xv1l+jjE384yUV0dg5+phlMCmINZrWXbfdxI3CGgCbFyL8QVDZNvjNyO1qex3dP/LSJ6S/SKzijYv5M/0megRld5pgms9i8MRCbZtkLD6P6/fuXT/pia4lnSGc8zD8WlNj0e3RJMB1i0clzmYt48ce+AIcwxHUBy1Ks+IofbwH4YhWLVvgRX25Fw5zeQBBvV0OONyLiLYgRh7XLH/TUz1w3f6ZixkV4NT6NT55PygvVnR+dH50fmA19funzxzEPen3s9fGR9ZHrihnI+2u/vgaus11yufZsdDkd5/quJ/5SnE65h1iCyEFKvutG4C4ELKn5FPcupY8TxkkOeX548h0/Unc1khNdzKvdE+786jz8co7hawMhbw10ifZcYG8UO4YdFMadZCGHNwhw+fLXX/gn+VY7+A7/aDG9bb9p2T7Ah+1kH3cF8njCU32jIT+1B3+LA/qDPyvsa/ZhbdkGhfqjEWgEGoFGoBFoBBqBRqAR+EoI4Fp698TfroHrtf6d3ZpP/JdNglkRvau58aBzl5v0/C7CnYG0eCMwEbCE9+0dtqIolVa76o/lj03wjNiPsC+NtrVO8RnjTH9pDwPc9NuGnZt2m3PY3PIP88984TcD8PUC/sCeteUCHf1q/q9/4p/Tw2Y5bZhp3/Sn/b/HDQLZwiZ8mB4H4vqNBCxQ/MOTd4xfyKFmjOqPqSHuNdJpC+1YT+rCBhved8cCX1uYQbk+F8kwJfteJ/ybTwQaH0+Ezg/g0PNjnQ9zfer86Pzo+dHrQ68P+XzZ6+OaDw/OD1wvO7xzv5Oun3f763x9DdUzOswOvui7nvjDeL4gF43Xi+1SfTGe5eSs60bgVgR23/HH5Fg2x7cae4Kcflwum16ejGdGPbaJjk1qLtyk22YW7bA9SmycscnVPBOv4sEfvzPbKvUJONaSn/hhvCLDeWxK4Avg/K8VgI+bC2RvYpe/WnPDbxv2GZFLwE594g/7eIMBsgdsrZ19KQ5ox37jIJfa58zr40agEWgEGoFGoBFoBBqBRuClEYhr7bHPxvWxtVlltW/287U8r89v69B84i95OMlFdHYOfqa16VcQqt3Oai/b7uNG4AwBJbHyD3LYFCo9lVWHOhoO7eHoYf24J6e4VDM+Tkr3PPzrYPhfG0Y8duCTeuVjhvNmQDxRFxc18VA8oOE//Kha41NrqmHfbjRgs/3zv6hx4yECo5+wC39qlwXFP+kZAeyqqBXxeNzOGe1G+vgaP+lBCjpDLscFnt1YWIrFijLlnXtKO/tcvvlEoPGLPAogBh6dH50fhsDIh86PNR96fqx4dH6seHR+rHh0fqx4fPf8qON9oOe+QPsDXOLyOhrX5boe1nV10AHb4ItWfdcTfylNp9hsrEHM4PwCXDpdNwI3I2DJu3vCe7P+Rwha4ten9jc/bb6iW5/c1+7w9fyy4cV6UZ+i13goU56QV9tn9K+/8a8VmIWz2I2LuV837bbyrP+agFvZxsp1xfjE1Wyp1H6oHf3RTYvRFrkztcXpuhFoBBqBRqARaAQagUagEXhxBOJae+63y00AC/+N17nHJ/6CIt9JQFum5+a+N/3Cq+t3RMASHps6FK+v0ZJTXeXVrvod+OXOGmLVvMB0XOOXX6uNcdgco59hD3q/7fv4eE0+F9lDG/RlY7Tz4LgMKEywyVVDNn7D8XjmftD3CHQzYjyBV2Dm1HFxJ4pD7Owa8RGHtOkHf+JqfDZALvoDOhdj0E60yc9aXxgf6jV/xStwN2y8vfFpfHyC7XHo/Njj0vOn1w/Mm54fPT96/QQC+zzo+TH2A7iexX5oVwM/XAhfqMncfNz1xF/OZUd0rsVDsF0agbcisPuOf7WFlL+UZc/m1yfzmAf4rrrKmf+f5al71Vv0bR5hLmmjLx7q+psC156UI5783X3Y8B/9m4sL2lC02Dhln+hbtB/edLBf/Ufx/tqbEPY7ArnopoDaGAd+4yCtEXiqDxxQ6psLVf+SHcjipsmlvMj6l+S8P5I+1s3/3PnX+Df+PX+P65Jaen70/Oj5odlwrHt+9Px45fmB62Nca+f9Na/LLZURt9qPmX215fjEXxffUhUtJztamwTUKKrdBqZXl0bgPgS0KI98C3Vl0+Q7I7ej5SP42AznwryPOTD9u8yQLN9fp75tVGUq95eTGzxsZuOGwrBjivhn87J83kgrrsyXPfFQ//5tbxaY81+//Ffy4ctpr0WrP+AtBTTisEYtRlmG7dZnaVEcfsOI4gPJ1cMExEMbKNz0kFvVlA+/LodPhF6e+IeCbOba4w09r4ZvyDWfqUBkMm5oaHw6P3p+9PzQetzrA5fJPn84DH1+MBx6fez18ZH1EVOJ17NxnT/22aVdcrnGMUq+vvYW/7zrib8UZzCW3Jbdk55PDtfNvzS7bgRuQMBmiza6N0h/mgguduoTdASDzTL/7JiLf9T5FX3IsVhf8U/TTTkdSQDzy+dZfVMgf/edsZSn6IhBXxmAVZRjDObfvr8vPmR0EYc2brpxM0DFJvzZE3+JYFE4yMQTffWuPtXXE3/GsdFXX6Sv2BBfLnhTpEsj0Ag0Ao1AI9AINAKNQCPwJRGI6+An7K/nE/96Z0D0rh53Huzq+wlBfckx6qDfEQFLeG0+va703Jx+Gt8cY/PpP3o34wEK3FzbJhybWxyjxkaYm+gC07rphzL+yb3/3MZftqnl5Lfv9Jv+UnA3wP/3ZgdiEWEc5j//AJ5uBEzBv/zmBTbQ5ov+QkdxoG2YHwfTAvlqR83Y1OByjAUs+wNuKzdk1G762Ojn8tdPixMYAA+Lj1+zQMyp8GZLGJZ9r2f8a7viaP4el8an8wcTrOdHzw9faPc4dH7scen1s9fPXj/7/HFlfUzX12O+4Braytn+ercvl3yucYwiead+/Ljrib+CkLJovo6Li4MIFvx+4i+Uun4LArvv+GMqYNP4WaX6HzQ2o3VjfkOQ45fyQ5b2YtN9TT0/AR+yV+KYvwlg8Zbv4Q8bmwM9RWd8Gx8L3/Qhl282yGSW0yZ+8NIbAWqrv6Gg9l2NtQdvDeT8GOOzU+i2RqARaAQagUagEUqHaYQAACAASURBVGgEGoFG4NUQiGvtsc+2a1x/6I799bwpoLDvuN6dT/yHctq8o02b+exc7ePJf2z6tdlX7TYRTpdG4D4ElMTKP2jzSXGkk7LqUD+RX/0P2uYMNtU2WfzvUldNBn2ivG2R8Z8K7NGGGkAmPpuhH6/w03+She7pVySM5/HCX4q32J/RuOGKf42PUrYKQU94oD6+WWA3A+zmCNcR41c/sOP9cQ4+8a8b1Cf/kFuK8NDXJYxGwafiEc3a2cN/kJNuPmCaeJBKdOPT+HR+9Pyo64LoXh96fej1odcHrQe17vVhXR8qHgdam/1c2/UYrudx3a3rXdCYd0EH7Ada7Xc98ZfSdGoX1+Zt0jOYdfMvza4bgRsQsOQ93cDeoP5ZIpizzHubFPjhPS+cjjz8hUlpf5wvwT1UoQc7dQ5BT3+yftBHA3TxOjyZ2JSH3/L6vOJdfJkufCjOQ6y7uIrdEVOVpVnbzJsA3gjIRT5z2ziWHdS+vJF1E57DSB80Ao1AI9AINAKNQCPQCDQCL46AXe+Oh2V2zGvxXFv4F/cB5907PvGXLC/EjdjV2Ch4EL3pF15dvyMCyK8w5/U12vLwovzz+XDPLT42zbYRxhN93Lz45+//RW1vBFg7541JrvGm+GLTDV3Xl52//QcDje9+vMNbOyaD1+rlH//EII5Rsjzt/PI3CEa8//sf/0lCyiOWKDpC/HzjwOyphsjgZ3nEMeTQd9/0w+9sdztaZ1y94CM7ZmvEiTcsgKfFz35kv5fwpVyxb21r/M1f8Wh8Vjw6P1Y8Oj9WPDo/Vjw6P1Y8Oj9WPDo/Vjw6P1Y8/sD8iGtv32dbPhg9991B47o1yeHSttJo25W7nvjLuQyJzrV49Wml2rtuBG5BABtXTH5s6s7Kd+Nf60/F4V75e/Wv2b+X/2z5z+5f+18RuHe8V20/2f9J87/7vyLQ+fNnnf/W0e/53/nf+d/nv7oqTPq7zw+8ubt94m8Q8GFX3AyYiNx8dHzirzsGMiG6bu4zne9EQG/d9GN4ujQC9yGgST3yL9SVTZPvjNyOlpfhb+I+i4+TucpHx87755wdn350R7DaNdr9nevv+VPeFx837K24Eznpynd7k4+jg7yz+Vn1KR98uNnaq/wUz1a/+UQsYFjefLgJ/8av8TMEOn+YBgsOPX/W9R0I5TxpfBqffP7v/Oj50etDOY/YBMn7a+67sY6mds6bmEjaL7kVl9Nxru964i/F6RSb/DWIHKTku24E7kLAklivpt+l18JPQQCLMS7SujQCjUAj0Ag0Ao1AI9AINAKNwBMROHviH5v+BzzPJ/5ndwrUnuu5ue9N/wPgt+oZAle/4295F7pef/Z3omo8lf7a8XG+L3jX/l2jr/X/s/Wvxdf8db7V8Wp8Gh9fIPY4dH7scdE8anwan54/QGCfBz0/9rgIr8bnS+Oz2++kJ/hzv23jHJv+vB/nvEnymcYxiuSd+vHjrif+cipl0fjVcPzadjaOYLs0Am9FYPcdf0zuzqpzRJ+Nz7Ptn/esOY1AI9AINAKNQCPQCDwHgb6+eQ6ubfWNCJw+8V/ftJf1O/J3PvEfynHnoNJjk5/uLIw7EbHp12ZftdtAOF0agfsQUBIvN5PMhNJTWXWoo+HQHu6/sz5uijyzf8+2jyF6Zvxtv/Ht/MIssDzw6lj/wesncen+MzM6P3yCHHDo/Pi2+bG9vqnjXWlPk7mONv/b5gc69u7XDzVfDvTmO/6WqNv9OOMLAxwFl4vDpbrrib80p9P1zsNs92Al33UjcBcCNrv6O/53IdbCjUAj0Ag0Ao1AI9AINAKNQCPw1RE4feIfNwOsf7hZ9YZyfOIvI3rSuqvHk/5y52G2vzEcOe/6z0Zg952XQMTvZ/V3mnRfb183Pntc9KSz8Wl8fEG5jIPypdadP5dxa3wan0vzq/Oj86PzAwjs86Dnxx4X4fUH4BOvFtSH6QuN/ElyzKdCo21X7nriL6cyJDrX4q2v+6u160bgNgR23/GvmlgcLt1iav6fjU/Nl0p3fvzZ+dHj3+Pf54+6Kk6650fPj54fcz7Uo54fPT+eOT/wT+b9/Pff5bV+Ply3RIRf7btrXt5AH5/4w1guouVkR9cn/eumf7WXbfdxI3CGgBbVkW8hqGyafGfkdrS8Oh8xcvLiwMrLxB+BXMMPMWvxean4EYyVgWfqz9JuhMeP1iTv5Mvnz7XxeRl+wrPi/Br4e4JEmsy8sWBfIz4H8OvG1/jWvBfd+WXrbiT2183vrz4/O37Nx1r7/Pxi61eaT4zfh3c5r6mfvf689vrDcbIFMu+vuQ83xm4/LnnUKto/iVZ91xN/KU2ndnFk2TPpNUjJd90I3IWAJft3+o4/1mIssiqVVvtXqRW/6lgExmb5s/ox4vmsANpvI9AINAKNQCPQCHwbBHhdga+fYhP2wr3S9Y/qFw61Q7sFgbMn/nEz4BYTJzLziX+9MyB6V887EL3pPwG2mx9BAIts6Htdacu7L8TnzbEUL++0ogeHftZ+iX52/+XnpM5xatGxtn/tNSS8ioS/v/CX5VJ/cdtjHa/q51G+20M8f/386biGQ68etd/6945fDL+PO/JiGY/3Hv8njo/ijg7scXiifwL59exrwu/x+kLjfxP+6I/3dOR5zZdKf+j6+PXyZ82bjn/F47vNnzeMbwByGRfh9Ab7mp/mwK9zfn7i9c1t8eP6C9dh/nq4d8DxuU0fGns8W3+Pi/B6EJ/DdbPZ0/nC6rnf9nbRHK8kt6PRhiJ7Tv34cdcTfyjDqYponPQs5RbjWU7yXTcCtyKw+44/Jt/MvlstvY6cFg/0AYuzTSauHP52g7ivE2+NBBH+tI01N9eVafTvX79+/LK/jx4jxPXvf//NiGyd+vXPL16Mf3QsM4g/9wjjAdxZW44z121M/vnnnw/PjUdGQfFjnrI/1gee88Ko+nmrj3vlb7X7qnK6Gcj1DdhZoF9pPtZ4z+ilPa6P0M9f1udxHfQF+/+qedVx/ZkI1HmGaxGUZ70dSn/mQ37++fvvl16/xjUlQLH15qudbxF2l4RAXDuNfXacT6zyrUPQ0ljmhxr39XziLz6c5CI6Owc/09r06ySn2u2s9rLtPn4GAt8DbyWx8g9I+cW3Y6ZeHupoOLQH1Ervj+RjQcYf7hyj/MQmNS4Qf1unfv77kxfF4B3iq/2pNJSsjP68ke9WfF7v7GGzj8113fT//iXP6JJ1Jjqg1qv9Ccen8tf4poi8GH7hEHHgwf9sfhifN8d3Lf5vyCfu1i/UI19sTJAfms8Dz8/uvwJRHKARa+Q7564dg9YxRCmGOvRl5kBD2MqpvLO/bn6q46UfxBDz0AounF+2/xG/upHHL68f6IfTLsn+oH85T2x91FqPmx5YL0Wj9uskWPJ8YH3B/yIHwkqOjzRbL9h7df6f3v9XH58Xii/PP15rYP7FX6TR/fPjkH/egE/4+PmX31zgfsfaXnr+WbyKD7hw3Y2GN+PzQuOPUNS/0Z+vHl90ZPTnQO+e+AOH2e644OG7twckrHS9ldtwfNcTfylPpz7vJj2D4cSUQteNwD0IWFI/6y7uPWE8Kos5vDyJNhpPxcdmKDn4rKflKYTDoRajnz/xCj2WlSgYH+sH57018UaG1XqyJ7GPqnc4f1YsH9XnL+EHFx9xswtn7Fef08gjXCzt5mfGG28jdTlHoM5HrG34+2oF/eDFVASOaxrlxk3XN5bzsIHcx1qp9TLMddUINAJvQSCfV0z/GesxzwW4WWe+UF55DeM6VTBBzMJF6xjaunwhBGJMz/bXD4zr8Ym/YIEzlF2NyeDBOH/Sak+bBBns+i4EhPtdSt9FGPkVffH6Gm15eFH+o/nuL2/6FR/uxGJB/ud/tnmIOcbQrT1fZEp+X1c8Hu3fxp7Fhk2Qf29+zmfdoECNVl0I40YA+rOP99H4qn6izeFPw24piCM2Gvt4Nv0NAy7f/D1uwv0aPi43Nv2Grdazy3ZvtX/N/zW+/KQa+Y4LPcv5UVIejTY70PkObaf5Eh01EyyjdvLKPLkW/2fz1e99jXUjF4z9Ou4vHL/GyzrAi35bW5AX/j1f3wiwXR2MgeWNUFtzcHMLf3gtmMd//zM2DZ+3vtdxegH8A7c1LxTnZ8fX/vfj8gLjY4HhDUmV37/9huL7rq9unet8OFqvJ14rP8rVDyPO8eLyaB3P14ofAXd8nmiOg42P1kerdb1xqIFbkiOOhXarx8+7nvjDST7pic61XGQ5tX2nmhMrQF77ZRu4tDCtPKd+2/ePZ6qHBDZ+5YJpp3uxzeL5Za9ez2k9pfHq4Vcq2BxjEuwWNfXjVfmI69//gPcxeswVXBCSExeV6s8vu0g85IWYm/pZ/Yfdw5NPxr3mLeRQONeNX+OptEvPz0f5soR5k+cO8MVNiGvlUf+tv8vwQL3mto0JzxPXBiXxn42vXMEPv4aDK6Qo2siB5A2BzIv8uhafTYzxuiX6Xvt/Tf8r8iuWy3oncKP+6P5VfzuaNy1s3K5dv3A8ebMTKzbOub5yzwwqnd2Q1X8V+er82h/Qug7BV8SwabuE17X+7+zntmv6zb+wfhuQL4kP1tR0LYtzfV1XlQOPxL9cU/Dax/yY4ZyvlZZf1R/Fh5/D+esCLh8dn/zV+qPwqX5Fv7p/Xj9YrjO/Le9HbR3g+cby8tp5Sn0t9fGJP4znIno4DX6m4Vw0dNdgVnvZ9tc89v6MO2rAA00DF78Dqb4JP9EuBx23wzoOIePbpyF9oCfHjxb7vGChkWF/8OWvGnhRGpAouRGiIMq1870DuV3yH8n3KDxOf9IP7/vCuMCyMRnjYyRepxc9+hMHgw6ToN+lf2FPFdJkffJpMdoFLn4oBr1THJBnD9GAfgQt/qCjIbdD9z34tGO+86af+KETUXSolly/C35hMNtlXPbxR9oPIHQOIIn84A1JH3fhwzoG6KPxg28UuM8XTcgfXkxaznt++6bOpecn4s3jK476MU7aWJPtxhRvpMV5ErJVX3q5zvZz+yvrEwfrpwpucrMf0ZD78cz+wZ3bd4/4PNCIE+NjN+r1nXxe8Of4Iz8jfK6FyA/dXMybV9oPwdHPT8rv2V8PaMST4nM8nseHZcEH//hKGNYF/OGpLebE4Xzn4dw0P6p90nfoP7v/bX8d//cYH51XYpjPzysmsMU/JsLp/FDCljUAzbT3gvmFuJZiwY7zbfQnus15BdnT/oeh5p/kzwfiw3Gy8UPOY50cNcYv0ZLLNY5RtL46NT/veuIvtemU580liBFcmjjS+z61TSw8tcekQj9RqxjtT/wP01ESplueSFLn/Z7Ir/Ytaew/fQ97BPHKB4YnL6xeOcZNbMiC+nQQm2Y8PeSTJOP7j+F5vlA+P63+5H5fiv88mzdAfHBTzm3grZtyHxxGu0sI5DHRJimxX+Kw5jvOa1w7S3R8wpTOZ9d+3fkwr8Men3L+wg2071m83+n3QF5gPVs2ChYPz9cGf93g3zwiZqN/LftmtKagzZ/8pFaMV10bFF/Xr4MA1pfl65NPPNcv568v8JsuS7x1f/E6Q9iR3INArJlzv502/+l65B6TITuf+Nc7A6J39dzc+x2FSc87E28I5gupxJNZA5/4oEb0ou3eIOldj3DxYWXI23F+Ykkm+CEn+p4a9mQfnjQ+99j4VFnhaUE4WhNPp9Wu+rP5FocFpqd6E7v5Wj8ucLgpjR6hH9hM87vxUrB+68J07ecH9M86gCef80LZY8c/i2e3sixqj8g/SzyH8dK4qC7y1t/36l/FS3i+l/1tf98x/m9n3/JoWc9iHdN6to6L8uB5+XGKrzHyfOXcxByNuaia+ZXz2y42MW/FZ20NmT7M67CJ6R1wLPJYCbI+xFf6xfmBD/qNPqpgzL2/nxM/1jOMMTacrNOv7M91LqJFoPaHdRp/uLmjnIWExgNjlc+nbM/5IXO5vsb/6uN/LX7k/dkmzRNk4Cuc1/pz8meOe/tfx2POB2//AHwsTzCHc+H6woZ39G8dyucvrQGf3v/o+CGOs3hD0Kt3xGcbR9s/jMuC0xV8DucHk9e6aLXON7WGiyy3oyOMISf6rif+cJJPmKKxKeDmIIKF8SwnZ9+prk/VDQCMAq989D22s/66LrhIF0OO3wc/k35LO55cxRsJVH+Gj7fEdbvO7jv+jtbtNt5b8pp/jHvO+2tPBhVfvluLOYULT6aTCaTraIm/e41+cROUTqy8UYH5fsFbxaPSF1TfxKr2GXfCHBeX2PhfivlNjt9JqcZfzV7jV/lXoxE/yu7V+Y/MZ4/i/JM428lWTyAx53ZP+rGc45XkfCF46Xc46viBpr79k1CvnptAq8ZfEbzGt8VvYApd/aq07FzVl+Ab62w/r6kXzWHs8YeNqRmwLowCe/kJ42T4Gj3oOMj+K+8V6M+Oj/ja19k474yob048Gt81/Wv8VxijjuEcgeX6apM/55rOuXX8mZ+xEJzesLrm7An8XfxoW863L34N9ARYvq/JOJ+OfbblvG/+/TyldgGwyw/xSj2f+IsBY7mIlpMdrU2/Nj2q3c5qL9v+ysfEQVcJvKq1fhotfNS3czrk04UGdKo8NjK5Tcd8somxOowXrJhRwI54gqxyaH7lwvAtQPUXsQpmHLNfuzoYz+Bv/cuRYc1JGZGNzXuNR/LohBX2L40hfNDPqF1BahIdNIxYGXQcDNrZ53wTRNx5c6OTncfhloa9OECV8YCbTA/5a/7v4Ff7jDv0WcGpAJLdoEc8cTBoyamu/Gu09FRfkK/xQyXHcY1P+WpfflV/ND/5Q/z4w7qjglxiv9Bs/2l4Rr+TPnQO/DB0Kn8330+eOd/hFP+hzNritU1K/mcs8X3u8SvSxS9I9RPHsAYaNwpwU0E3pLSenfYnGIMPY1YG/UQ+479g3/kuMOLx8Bgfbh6Ods071Sa3tV/9VTrZx+Gl/Bj2c/5JIeyoQl6OJ/s4xxoDanl8YA8yuZAPwfChfIHM8G/HEwfXPqWdfS7/jvxtfI/ar+N1gSa+wl03twWMxbGN74I9hC511Ft9CFm5hU+56o/ayc9786u9Sj/b/2fbr/09oREmr69iPo/19I74t/lR/bmjsDrfyAyxi+sPlLTcDPmwNOidP+hJ7gJ/Fz/VYi3C8QGXau9eWnGprvpqV918IhEwzHE9w6fidaC12c818mzSME066nDFSuez3Ibju574S3k6xWRcg9DkRP1ti4GOCwef5ZyO1tWord+8qLzQf1wMxpYcj1qXTdfAzH4M65d9H5RWzZaeTpFv/v0VbMuSE3+MDzFGXH/Za45fprB/6wXXq8eenzBhfmjjf1PcZXwxdhy/m5QfE8I6szztt9jrk5jHPDxRu+B26xsWT4zojzbNXEpvYGB9rBunTweo5AziqU+mFSPW8XmDwOYF121xu14QKLhi/dJF6CL3AcRhTYNP5CLPh358axiHnJbiV1onFfM71cDkkau7R/XfqRtt5osgsJvPZ2v2I11iXtrbWfrnAnEdt3sT7BEf76lbcXn1eN+z73+ErTinzv323Oxzn20gvHEdPj7xF6BwhrKr5+b+D9z0AxQbEOJitSHgtGrgxnYIborxL7Gl4Zt+H1Y8KVuK/Fo74/ChWkRwoYO04BMJyMd4rkIvSlm86pLX12iOAjuzl38i33BdbspYFNy0B95rP1IcwZjDIkmkT4wrbMUQrXXFo8rdzof5ubn5MTb9q79q/xp9u/+tH6Trtt+pHbinryYAc8ySq3q0+2B8nFce4N7fFfvsn2vu9Ws/qr1KX5N/Z/5hfDwe4I8/FaxN4/wRjW/r7/vFr1wfccRmcNAK3uagZNHkN1prHM+iP3l8rb8rHjWeSgu0WWvTv9qR3ap/jZae6iqvdq+Rgxgv3HTSH27a4Bx4Wz5O+wRiLtKzg5YffMMhePt+rnFB2eWm/b3ea/NxPbKP+7b+YXzu0y/+DtcH054G6D77U9/1ir9DvI/yr/l71P6r69/Xf17/2pir3H9euYaHxwMPtu8f5X4/6tc1f4/yZ7x1M+HLUbX/KK1+qa721K66+Q+vPzqvWK39wKG2TB3nsySPBFb7SOZycNcTfxiDcxXRuRYvy6ntO9X+PX0Nr/UMuAB8q2/9jj825bi4zBeYjpFx8nf0NzYX/zsbdkE7nxpbTO/+OwLPHc3dd/yrR6A/s7FyfRF6Nh9e8/dAMRd0l/ie+PIbA8gjXLDeo3/s/W39x00LzdX6lO4j/F8an9qnGk/+Lh6fLGP+pVLlE4uHH82v/ir92fE97N/WqXwT7NobGB/df/jL34dEf5Hzc510BCiX35A6mY8fHb9HNz9fxX/FVZjW+Co9e7I/uib/bL6igp+aN+DltV6yuf6o+LLPfPxs/9fs51jecnyv/Sp/L11jrPrNXxF4Nj7DWzmv6HdWnuE/X4dde6vgGf5Hn+3gFvv52rOeb2/Rv3T91fqfu7/AXhLXU3l/zc2/5QbGTe05Z248Pj7xh7FcRMvJjmYwpqcNhGq3s9rLtr/yMXGwgWHvrMZmDQMlfE77NvCdeB1lw47sLwKOZ/af8ZZ/upG+Z8li5dUJ9FLJjVi912udu/VhfDmK+DL2iJMbUBxYuS0+N7hsPmLcntL/iB8VYufddEbrCwnz2GjyowY71MSe/GRvkTPitv5Da2+f7ck+7VEaH0ZZ/Coj76NhxJ/0wQry7viHn7vtu8clHsQN7O0vx/NIfDs7xCsY78ZP9mg/eqCbmMOP3sBI8rl/OPb4XGDogWEF9HvH7/HS/PjQvBv+beHMNy8gyI2sCWT9N8cXjk71r/Ej8lP99+aP8XXDOn1l/1wDx1y0TICQ/V/Hz/GDZpqHYdBbU7vJVP1F71Y+lFKRHzRdsw8Z5rXVeV1HO0rut+zm+pr9N/HDwfBTaQ/tKfMHpoGH18Jv0mpf6hrfNZrWPQ+2+CgBkxzPA1pPwz7YVZ900qt8sKSO+pl8+Mr2QaOoe8/2/zr2hXj036s5DgYI55naCZDr1PGEiKyN/qV83fIDcMqXNwgpn/h7fbSufkXn8c1xvRd/eeMROCGOFO9t/j2yZ8R3m3+g8Tn4vXp8xAXjiuvEXAOvREsu1zhGUT44NT/veuIvtenUFi9Db9JrkJL/drWBzgtGq2P5njVOQFhAAMxJwUXEX9Q1gd3Temv2J/7xHX0ztbxFYLrzO/72xsC/8LX6m28EoN3GJT/BspaXLuzf63/HH6OfnwRxgxCvDt+DL+ws37M3evcE+x6bN8la7o2Th2H+2d/t18lnzeRjTypeb8X9aHnfcmtce23MvpidtiYQ77I21LEe8mcGP7ldeCAMX128vvYGhsL+rP7Bb56vduLiPFviwRjZXfZRHpgXsqt62Dw5uFXuRP3DmhFnLrgwGZg9gFe2+WrH6HNdoxnjN+3vJfzfmqfSU33JxyXe0Mf5C2tpXk/TeAy5S8ZegPdV4nw2VMIBtQrOL/m8gnO9vkYkmVrLTm2/REMHfnST4dnXFJdiuZWX3xa+BZdb7bbciyAQ59Un7K/nE/96Z0D0rp53IP7ATT9ywgaEuPCEY0sG6Li8n+0nyWMnprmxsSOjd4W/Jm0nNtqFn5CjtNH8xWksVPbPTfll92rHxw2eIr4TPzvfn95GPD0K79XlJ6Pov3q/r9+ZH8PBkwTGRsUwFsxrHJf9c5SkGLbGvCN9Wf9N/Td/OsnBhU6ma9zMnshvD2zLfw/8zTDiwcU1TsCrn7X/RPyAu2usehH/g/EpJpxo77ZvCugXbtzlCxhH0+KLG0Vj3YCsMfd+ztpXfGB71X+Ub/bCICriYVhgEw1MQGMN5B+cW1ny13g5njF+o33lU59W1I/34cPvL3UkYkScRDwCzL/ijxB0MyzHj/aVrvEZbQLCBeO/yld9M2gylAvBVf6a/rP5Hq8uNDHuY05Y3MxrgGKlriNszP3P/bN25c2SL6b0Kv1n/PHhMXpkOT4f32M71Lz12viYXOTloabvjX6VV4zbeqO/yN3Ajw6jQn/HuC121N9am33Ms9BzvFzxNnzW+H7+xHWP5yDjiBhQjfwzf7wpELwIv+SV4lztQ2WVfxI/8ECcq78P8j/6+dn+vb9YU7DGjPUlnVeEzxjfPK4ZP+RZ9Au2Rp6GAdmpNcwxP8Mu/KAMOelv590b8NvaSf4iDne7t8/+hdwBF8ULvgEy+rHYtXYwTuel9Pb+YepSfM2/EZ+cvwDNBiyfB7heIq8hl2riW/Oo0DRnH7In+q4n/nIqZdHYnOLiKRvPk0jy36meT9SjV5g8AN3q5en8ptOuC8Z1eW4MMNh2oru5mLy+Z+46FtM3+I4/16ibQXh/weofY5LzvH7H6q4ILG/yBfQz7uDW+Jfvs+E3BZBnF4Ku+lX0Gr/KV1obY8Sx5q9LTvuGVcpnvYZb45e86uqv0lWOdBqXa0/m9/q4kYGbc7P8tn+xw/9pOMcberrogRTGnn92nMej2odsLtf4WXZ3XPVFs8a6hgszq68VxV/l3B7yPC7IbJw1dlX2GTT8I8fUhzqeWLsfmYMZr+xHeIivvh3wMIa+vyqZXFf9zHvGsfxx3HERfa2U8ZS+1EgDY12Qi4HadHWTRc1VX+1vrR+1B/08TxXHte8CS67WSzyYW0VAF/OlmWSei2dzaLG/M1LazuTZjvmPv00eHOZRsQvyL/vVNH9I4cwdZtX/js7zipZwrkh/9GUfnMcWL8ot8VHwwY8abzVnYWKJ8XV0h+Pff1cV0rKrWkJntNpVS/5afa/8NXuVX+2TjpzSmlx1Mo119NKcgL3d/ISNa7rM7bjG1vXHLl6uXTBocUPOAgLFUuXVrpp89BdJkArtwNaVIvuyk89VyHHYyZYXebMtGm52NuT+7HwlftcfhIDlCcaY4xr5htzROqJ2RZPHV20n9XziLwEmoQirRcvJjrZUHsFBdU1shPN9inpDHDAI6JrVGg3hM3ssDW+ZJEHDjAAAIABJREFUfGuPwaRuKEz+aJim7Ogan8KWGYrLayoudl6dQNxYxHJ/nfbI2S/wnZx1NBzaJfcAP8cDM5yEsmsngMoH6xDHwb83qJ8xcrRKe2Fh2DnoewC38HfxuTYCjU0oVhWQ/GTzoF3fGW/hQ3P2c7XDC0rMIxTkbziQPJp1Us+bfuCFxRF/+KEbHkcNGjdn+Ho3Lqw13+ACBq0MP3ac+wce6HGiR4MVxQN9l3dLTvui7HKuu+ibM9wc+m3/TCfsSF/9oh7s4qLQYq3xSl5y8iPa+aBS/5zc9rfKUX9IRv9MiE9gDMd1XQ/DSV72gKmjgjrhgz5p0w9hjLfGJcxlfGVvqcPwtO+Kgz7hQwr9y6Xii9wZkVsnGEu1V+kwiGbH38Y1xg4stlsfJ98VnC54gPXTrJg++CjCA8eyz3Z8WBlyTpq8Hxzab+WHRegjL4HJstmTA9kbEVgD4g4+9BlvyKFSHnHc1S57pgt/B/3an0qHnWg+9j/JO36uMOSv6StOq6GvJ4Gp2fsdDerOsJ/8Q2SZD6GDG7BaA4C1/rB+yY6LTnw5Fw0zYAl9yWX/FX/6T+NDOmJAtcXHDDMPIq4kzkP4RY5M/35Uaea1yWp8lQNDznjVv8c/7SF/5hpkSNo5FzeLuFGxfkEehTe0gU0UrafwKf/ZL8QGHQeDDhuDvsD3+F1gJ48bnnxYYFjuyjKO8mv9Ym5Y33kei37BvvsLQWsf5z/MI/FlR3UENuPTkew5rdZDHQ2H9lP7zoB8xUfrwRxTE1ICy17Uo6r5K/no/7JW0ZxHyjl1YfyVj/RjNpEnI17T+8veMuH1hOantWlcmFemOOThl4bWevRXNqLmecfsoag7Qz8aiB9k7I/zwHRd3iVhg+OPtQR/QfP6x2jUiJcFsYO2P/lxBuK1fkPOZLw/zpHcIb5QbH7gFEAMPK7hU+UPtF9PMB9tTLxGnsx2uFjyNXyqPZHj8K4n/tKaTpkfSxCYxOJL/tvVBjpONtZR6xqnx6wxYfiEzyfyru+/8U8L5SlHnf0TfTz5hBdM0lsL7qZP7x5ff8f/VvSuy3E8YtGWdH6qoKwQ79aaY2y5wGK5VZ+A3WrnJjnzk3Nq9wTmJjsbodr/SlcV4mn5rQuAgSXmBXBGNs+Eruo307qTfU1B8aLGyVQFm3ZefFkD1jj8YQ2QvORIF3yzb8nv5GRj1Gafr6fbeiO9wXv2wa4P6nf4xpjlPFJIYwyjAbHzQkkXHxJMdX0TIrHe5RAx5PHUmOxi2z1BuTmIgglzxdZxFfhD4SvL2OifFJ1jMP7nUifKDzQTJ5xvrB8oI89xzgNtf+DgPIcnubkg5sNTuYIH50zkUc4d4ST72e4rHXPzFtggLuXRrTFq/M/mTrZT55F43NyKsPqefL0VX8hhfLQu0x3WIxtjbaQUQo5zZ3+J1wQob0kE+zW/ZFM17HHdFeYRA/TyvGC85bwsG6qZY1hLi67471HX/h/iNyeK44BjvTY0Wc4R9d3ow5uFZX7BNvDN2OR+KT755s0s0/mwUuON8dCYML4io9hynqENsvW8QmyjP2Oza3I7XWAEG/m8oGuhnW0T3ZZqOwvRflpPM0/HecwgP8bOcMD8w1i9T1mss/N4+xAl+9iu4+8TQFu5FYGYA5wXdnyoMWa32lrljk/8xYcTlF2NRPQgnD9ptb8xHDl/9Tr67xdGhhNoLB9qvzQcwNXgIbomryKcRauG3JRSK2paGA2+/bBWLPiym+KyARuyL3/AuD1Kjxr4XqInGnv59+VjPNZ40OAt+MRGtfJvojVuYX/6qfYqXeO5xp/x2hHLGt91/VXe/fNCAhdeZfxmP2qcoYcIZNAOcaGjP+bybgIIb9T2x4tvq3ECxh8ujvDaNP/9brOJixvIqMjdrma8xhjzyJSgy4sIjJH9oa+guQ6W8YbechJlXGnTZCbgF34kpzgU36jNFi9s4gIc3YWm5L2+Rk94Vz21T/3FLy5WovibCsAwLrbNEOLPeS9Zb3ZP8lcxybI6xvfrNe7S29cz3nv4OV7F6Ocx42Bco6AN442Wvf3L7ctXO8KW7MAF7Doe0yfaa+F8irkg/dvqt+ED/7DPi+DAA3MJPzTLC9vgExcm4ox/xGXt5MOYFbRz40LKaMMVP0w77NGOmIa7KQCbYU+spf5EvgWGOZDLMd7z+KAHfKCTcQEe+oPM8BD4iBY+mneQxfE9+VrHhyZoaPqFH8SHOMm3BsTH9RT+IJCKaLQu9q1Ba5zE+TUn66H6Dx+U2Y074sCmJ+IAMFrLVz/xZByyF4pwp02TQ7woa30+fi53mb/EZbYPNy0w1njzCxhmHIFrRLLEo74jTq1LEjAecBSJvnDEwi7brUF8NBNvjG3gmvVd7nL/4GHYg0MrK134yT/GUeMOvXpegR3iN3CRZUgDLqfF5hqZxhw5yodlVhMHV4Mi/1zb43M/jscUC/vWwPNusg0Z9++2SOPDinLctU3Om1nn8ff1z69PppQJq0N2CHk+oY8n97IdJlkJB7XBLtpYY43F9Q/n66zJG6i47D//4A1E15Ut1GgjPtGY+3P3+MPeYqfkR/OP+EQ+YEwxX7c1cEtygLjSaNuVu574y7kMic61eAj2Oxd+BzlAZz/RX9BWY9JeKq4LCU0HO4ReLMRZl7JgX7EJHUxWOyu6uuIhZbbTd6Jd4LU/eWK0EC9lEdD7LH596oNNJk7aOZ574/NX2MOC5dK1J/732s8jrpO/2nCSYP6qYVNXf6KZ9rFpgxpPJMrDjR01DX1ryHfcxV9qc8InTZonYAZGOARqsgcaBesSnjRpLap9rPKulT7Nly5SeCLEnMJfFNjX/BxtdgAd+YQM/O7iO1y0ADMEhTwKX7Iz7JsMcVDDhfpa/3Z8tOULnhx/dUXZ1FfyY0xqf/MTP65TJgzbKOjj4eIm2aGQfdR4Ky051ZUPOucZxgUx5P5CV3lS9WVXdeWTtr4oZyCX50KWvxsPs1Wf9GV7iinX9/MR+9xkCZ+Z8cl66Sc4eUMmydrPnLvECXmOcsN4u+D8vL9/UxdHb9WHXs4jxM6cWc2f2y/Y6Qmj1DMu2998qPona3ftn2jV8ldr8Jc5gf7ZuuNPBi1H7Dolz1fNl50djO7Pf+2tqTHMjhV+0K5e09S+Ms5NXzFnc06qPxk3yGidQVy+xkBralIG2J0U2T1hn49vKBDHtD5Wf4f1v4zjof/Wp+WaoGCjOPOaozbUB3uJCZ08N4d8kqmH9+Kz9Lf2xYzLHmqMZT331fVvsWc6eR5xvM2Gyq5/4NFXymfJ5c065RI+VUc+sv9pGzdYPOeAr4EscSTlOFcwNwwTzK2zopxmv02XJeEo/Lb6yRf4uG75ZU/6bRYucZBnMTKHjJizBZy1XPRnos1/DD/lB8Yd+TxqwxbjInodlZuo4xN/GMtFtJzs6BwUdNcJu9rLtr/yMXHAYHiHMQroOAdj7Vfp/8A35JM+bApf2ai02mvtNxOw9bRicYx4SNvH8IuG1y/oh5Ib0QrFXDvf+5LbJf9Mvnudn0Ce/qJpxu8NNT60urxz/BMtXjDuR/6KA/lhuNoHfY0PT9JTfogedRyg4ry23MKJx85QfmfaatywYFvYw/HQj6NJw6v79fh8UfNWMCTpx7ioxB9O+gtPCgOnY38Vk0RxUtV8Yn+SO3mVe/Ixj6JQD/NbDbndjtUOjPL6h9hlhf1N+hkn9o8nXL8BAz2enK3Ohf+aR4pDfne14+va53zniM/4DScWAwMXMznuWGHYX24AEkbQ0YUp7Ll/u5hJF2B42suLK6sxnrzAsH6j/8R4BsL80njBdu1PpSEj9ekfrd6ueLwl8tmINU9kIfxJOGpxz+znsUf/MI4oU97yPeMRF1nAZY+HPPqToCU/YTfYksr1bfi4Bj554zHGc8y3MDjsxoEw0/hgHPNFrdtL3z2Pfirg5bcezHfOGyMTXqCcrvVt/aP6kheyc5u+d3j03yzlPGL7yXzMch6F9yPPB+JszGFfB6GQ5xvjtgHPOeZzRlLJjgln/zDL+Wq5lzc1h/yxBsrFGgD73PTzTR+ziP+1PphN5rfJKOxsD/55LcIDEC4PcsrryBqNUfWzL60VyRzlQVMuchdvZPAmAuJCXlrtb5n45tbEWfJapyhyzTijIbdDGfQ1Pp/cKibEgrVPHbR2xCy7A8fgy/5urCN4rqsTebaOD9kdtR1gXHPuQXjEY8e1P5WmPD6sKD51Z/hx9oGPPNBYwueY76Ho9nD9bHFANuEGk+M8JIcFvzGP3MDwBV3msGHP/qDBiuLFseLCMXI9zw8EhLFB/ri+z/+xXkNJxWISngiD4x+bfq2Pg2861ktpssb45LjQyJyHf5wfrQadtfLXwBhfGPAq4rG45rgjD81ezGfITZ5jRZ/W7vbcUpgd8YE++pu4Nv9xfAxi5hPmAvJm1KVdcrnGMYryzan5edcTf6nNIKxzNvqTTsGB8V2LDQInMma3p//sqfU7n4QmYx5pk+4tnD6TCdxsARgLHya7cfPknMJ2ZAsBJz9jMdoHBAf2Z5pGg5V/EM0Yr10sYF0wv2KgGI9/+QZF5Ph7xGvjlMdYFwLP6D/iR35d80c5BABZy0nm1o0B1bvfl9QwX/LJF+sJTz5WB8JUJ+7YNFk8KIc76GxNH6WPmAj35BXxMRuMx+bhIU6be1wHksv8hPNsDNEP2NYcP5NLZvnmguir/ZbgvXXCC/2Cn4x/NlfHgrwdvsnmNfxN3W8imY4XGy9+5zV7fvsxY06/2eC5gHmwPmXBRaQiuMtb7qsp8uIWncolySivMjsfQzNvwsC7Z15lW5eOiUueV9b/iyX1QXI5h2vc6ifaue6UtaQ+6ZXNV60rXogz9/9S3FfXhwVbz3/ilo0aflyP0Wb5pU1UFiHLPoA31y2razmLucbIr/eY+i3rX/ZRceKabmuKitZX0Yd5Z78fobmJHEK8x16YdsbsAh7wg5jqnDr4heCjJcdkthA7+oD4K46/8GOv3IitTonfWK/SWlhs402M/FsbdY1gn00n33BcPRl1BbeD/IUG+FvHydbYeOP04jiGzfo2pc4bsrviMrGFeh3bnT/ZobuEJWRRdF7GcR430LnUOIU7rCxxmF3OtaxsxzkPMDfo1+JBQSzcJ+DY/jKe2S+/hsUn99Dal0U+n9dT36l5Eufearc+HYEYH+QCcqPWD/ifT/yV9DImelfPIDxBJz2Dk51vWccg2GhY92xasrbDpV0998XEpy/EneZn0h80+JicdqJAzcGGmp0YoMuNBvh4tdz+dHG+6CMOLRdMGqhSQkG9ds34PUSPGv3JtPVnoT+W7/keASiOwHeNS3Feiw+pk5f2OV7v0v+CJ7O25IPyw2uTMB3cscZFYL1AY5ehb3/aIEpfqKw4XO6/XoWDLi7C/M62XyTRjoUDdytCJgz/4fBQQ6EUtKhZXK9P4ktjgv6xjzJgtpgHEQF4OJGrcJ5Chw3JvjXwoiBsD7kIKKpjv2zOq/DffY44DvZDaLWT/G/5hou1c5zBN9tYf5gnlD/qM1/Rh4iDYq5qn1MefVXBWrXG5X4lD3PrBdIc8b3eqg8/53J+8lQsqL0P0TIUI++C9mr255Q2Ru4rxvWvPP6BU80Rb672vR/oPW/yRIioIqxS7/Wn/AW+4o58FP6rn1V/5EmKS3kAPeBKbIMPLNBP4LOsJdaI+Y5erf5qP1f/MLvKP5lv/cn+MC51vUNMKFlu0qZvfc24EWdro3yyn3GjvglgaLLdnGfL+b/4hz/8VZuwiwJetou2JT8Rn43dT3tqyc1DnsvYyGo+p/iHPfQXgePPCvo/5EVbWy6IUy2otemHzKX1aMEV887ksx0LYtCwxbFLvuk3FFY92Zn6W36JGz4y5rh2I44mx/EoONqTG6iw6Ij5ssj5+g9+7i/nj5SMx76l/soOxm8U67vPu9FCfI643dh/+A1TqDHkmdam34Ir4yi5iS+UiV0aH7SBZHx2kPOfXz+xNvDwMGbJX8sFz5tpn/GlePM44Vg0cIOubsjk/qCrtIOORuF8RjvihB2NHexgnoSBbGfIQC9yBHb4Fzdf6Qf88INKMeKYN31Qg7Di9ewv2rI814uIL+cR8pP9DUNn9tb2o7/mA3HhonqOxxYfG4+13ehIGNQYv11NP0luR6MNRfac+vHjrif+ci5l0Th9WaovxnOySf471fOp/Zz8HGZMqmu/6m+T20caw83lDLMTo5MgivbRguQwPuSsCN9FCvrDRuZYTHHHdZh78QPcPRU6CrXSav+oOvvPT0UwD3R39lIsWR9ymd7Zy/xLdm/lLfYsj/LC74v++ppntcvFw/o6LjbNYKTj8kQaJyPcib5WGE+KQzF4hh+1IZ+/W6s77EfJaEm20QL7c36capGBk7JOzPID/7joUDtPlnGhCSAWPE9+8wHG89siN8eU7N+ab+zIhQ/iH/ylv4FT5kNs0ukJDvpvsaH/vLA3epQUM3CvTyanPdcAjQIctb5lfKq8S9/+Cf2cP8pnjacs6Ql09VdpybPOfbUG5kxVyDIbPBZ7RkAdZcGDb0CI4/xHP7X2AA/gfWn+5X+JAOuALsKhB33o5lxiTlh7nhuId5k7j3bgSfp1+ESjXl4HNjr3fxtOGvuz+WswLW+81PlE/8kO/Ghtqj6Jt8mOYsrcJGhDEow6v8b8MHn88Fde76gSOYJjxhN2dvTpk8bQgf7wZ8fYjCJitGe/wmHrL+FxhquZWwrt5zUm5lS1vyjdQ5SYgHHNl1vWw4wf1yQDJ8+jX/hhNgu6YjXOzxZz/S2FPO+yfXRP+N/T1UuyxNPyLa8RDPhECfLKB4wlCs8DJeckA1t8BR83pnJeo93WJq1HNGQfjEdE0MNWapdd39dkhh/DTsYchjkW1o78zXPvdF1IOQKrp3JgRmH8i571k7nrArv+IZblXGqiOYegmdcAt9SfL4FAjDXz2I5nzcutQSvWOv5q39Tzib+YmnCVnk5hHieRdCfC0l00eEo0HPt086Pv8Om99/5bR23OWwvPr6gdB/0KMjaDfDKPi6L44yQjEC5PfEzPAHR98EDTLuw7DT+cxFhIMZmt5mIXNWlrtxVpow9ztARrX6IgWqKQ4nbaw1dvDnU0HNqj1zJ3Lx/qIx6Oz4wjRosNmj87+zX+nT0Y4YWO1VWevHv7Fx2G2vAHHwLCM4y5hJPgcgINOcSDiwLms+Ux7cCeHdBOwsOarRHtPArrfuwsZyieda2A7uS7vOuiVRcQbD+Tc3XGVfuy1Qt59xL9MUK66Dv10GZ/Ezc0EACw7RBcLxw/i8/lo80q0C4nWZvV8bRHYah2LfMXB4tfa6z4TjlXGLT0Sw3S4zNJi13x048Zh/4ufvCXJ3HAJ/oOG4oT+vkCI1+MwvewDyIKUUHH1Dlrlz2IWJSDBX2UQx0Noz3R7GOyneN1azBo/YsnR8g3qqt/8od+QiHVAz+0o2Bd1g/lhdwWjxQf1BQemrd4RI9DbZGv+qTxYeVMnucLF3HnEcCQDx7jsX7o7Rx951WqCIT5Yg2aO+BBL/cb44lzoPRzfykfjnf+P5q/z38fF+WlzxREpnY/HvGzg+vGxNeHKgfcMA+9XZ/Tj9tXu+rMRxvxxuvhYUh469e7MQ93hXq4foiCmwT1fABb+ldSIKbxxjH0Ha/oOXLF/oJKN4vVUuShD3nzgXrkkNHqY7Yvf0OOQUxZeTnU1kA7AwdvgJzbhyHvz7YOg1GN+Ucl6Bmjnqe4ubQ+0R76Y751ExTybLePQ/8CP/bfmJhH8uubNVMyA1p7aMfOJ7KzbE4han6hR374gw4L7NhBjgft8jfqFC/5lQ4NNMMe3/qQoDVqLEPNpP0In7w5AlkrjDMwAy253Fe0858UxTVvFPbR+sk8sjb1B2zvd/izKo9TqFMh3zRw6cF1uzk/jcUHHWHfBsMcwZMVc454glIT6yVvKSr8Iz5KwcSMINtxY5MPKZs1cCmWz6OIBXbQ33zuhjDf/JCSacrbaZ3sw9FBrvkD/5vwqXgdaJ/fzGcbS6993LVe0o+NIfIj54vaUddy1xN/Kc8gPMcnvQYp+W9XG8iY0D7LCLd1sdbqtdpFn9WSO6vNA07MWlTOzKAd8fGJq6alLQlf6Ym/xc8T26U+fjJPT8kIN040yIc3FpwE8ongve+817CQFVg0/CSAfDsWvnpmF3/MJWPvpUKPtuZFo56YHq2WlqSnE3bO/iLN3NcmIssf5KJhwfXGnAI2+YLJL7A0j2A4Pe3mPLO3CFI/gJcu6iKMUcFKfvJztD1El4M5Xo7xzfguVs6JjBMvesrFyqKZ+qo5mscE41LjvYTJYjsIPYmirQfm1dH2HDvxgCU3XOniUbx3q5F79jcuNEHbBfitZeBhere8WXSr3ZzLeYw4fhsjikOyyzyJN7RyWzWh8ZR91VXu1WnEnecx8Lg4nmnO4FoJsrv11F+Jnpx6HoBfzDVtfoQn8CKWyQ/bMBfr/NnI8CYM2s+uERAzbFl9cX2GUysVH2JjurXU/kgur0eIH74nKslK6UvFK0kuhzm+S+OxKN1KlJiyGnxpzDSGma9j4pKuCaCTrw+Ek+S5/ppfFD5oshGo83DXzzGfoWixnZ23wH5LuXUc0V+/HvHzm8ZcT+OFGcdt/ObBMaKKy1Fibcm4iZPPf4xLjFSf4cb40jX66Xk6/XYFzKp/ycX2EPbzuF7TW+IsFs9+V6KINfmZCMRawnXXjg+1xbZdF6/HfHziLx04QdnVmKQehPMnrfY3hiPnr15H/3HBbwjwwr/WRC/xHU3DB33DRabxuJhDxmg7JRhj2iNd9UnDALy5RacKTZuwhb+oNideZ77gp8Wv3nl9jSb67Mhe/p35wDfhqfxHAG/xn0/qWMwjC1J/ZFd1xUPtqo0vAGnF2kEjbvvDRStOICM/hoxflOIEilfXoEQ148uc19M+7KL/o7ABqi455OUj1R6DN+jiDvLEM8nhsPrh+oP2KifaFHJcazznetAZ42E2jk/k5THiNHLfD5fzT8eL8QRWjAf2oweyuquBrmLyflzTuyE/hFOyjaZ9/k17Iw68qYBBwV8qGpcD9iHm1bQnbdXIT+nCFs0bAOLfVp/YZ5qGBRmC7dhcpG7cfOjjMcV1MeZzyP81ChzTdYh5vzwA/6zxTjrjYTugG3GY+urmoTZg9fQeYa3z74h3jgN9xMBonKAP++xjXgvAiAIMiI3RNsJD/hBXyF9uv9a/a/xj/1Z/l/XzPFb/mKdGuJ2kbw15fcCNG+C0+rOGsh77PEp2TCTnkJEsyj/EpBtwYGA8uYlxsekvApUe2ByynXHjQY52zJ7iVg3d2g+YZ38jD+jH2lY57xftCDjGEe3Egs7tPDT9Lv5MT2sR21N8QGr1t/pffntg0VvlFn8grLjdan/S+1EyPfPDtz7xRN42fmt8Ux/tGMs5t479xNyTPoMyedF4+gz8MzaQ1xrkciYP/KjsH6KHneDt6eRvKwf73g+5yOtLHR/EoXgRB9cXKaJG/xBv5FRm6di/WiVc3D94+/ijvdij75RvCz5yBGyTnm6WjPiC531QPGscy1P3sAt9FP/c45vjkXCobfuZ46Q8HVhMWItTP9kcApf8T7l9fM2/PH534aN8iLxXfi21GRx5k+TpR4kBYlPueuIvp7IjOtfibZNOzG9Q88kLwcV0xHRRjUMc2x+emI5iNP7HSS0tHINttrg4asAgo+MQwh28re4wsh5wsY8Yv9QTf+sGFnKhuvZqUp/Fh99bnvhcjc8EcBLQSQ/jjTFTuapvgpYlpwV2MQ/5tBH5tMu7pH3rExOpjPjMbr7olJ3Bl0LUbE93vXlRZBdGtVR99gfzxwq/TmPz62r/JW/2dfEhP9U+aPRDa9fp92fTUwetfYwJF3epH9X+Ej/GGk+bL3VAgSZ8mR+xLlT7Eld9je9y80kf+qILRPAO+oalNjGQQ1/RJ4098DWQmWdqg50zHMHLBf7mvPLXii/Bc4gvG7PjHT+/qQPxnHuUN6w1/jSHAMBAFbg7NWk9mUI7cTE5qXn8E2PK2NqGsouPjPgAf+Jx/A7uLfqX8Mv5mOPOMeCYcSjnrW+62M1PlDTGFV+uaciJgl318Rb60f5Xn9VepSWfcUMbsNv1T/rCZDe/oI98y/MFbUAdr9Xn8YO9nGtYZ1HqRk/xyD+F0gd9xcKD/Mfmml9viTaJkmf8HIN4uxr+UGBfcyjPL+fOT6REPv9xLQU74lA/pLH0p2C2y99FPoygbcwpC4A+5KDUO/0sUvnoD3+/JeNojegXcLi5pHNj1qlY0n+SpR/zpTUaupfGMM/fnVztX46Ftu3jPDeQ03GtazGd4ex9mPmP62r+K1VpfEe/0/mHsQS2Oq/fE2/uu/ql6xbR1d5u3o+cBRYWH/5QzvJx5B6l/IPYWF9qqf5B57l1pgc7mH/cLySjxNGumeDqfNymQvU/OX7U/Ms4PooP1kGMN3PMjkdt8GP8RNdxuYE+PvGHsVxEy8mORpKJD10t+m5ntZdtf+Vj4oB+47LIapyoWWPyY4OOf7+T7caCHEi0qy06P9Cxdg4y+Pjj7LQaxWjKob0UjcdsHhZNTXrGLeM65V/zCL1Ab9U/9SrXzvf4cztapv578/2iHicn92N1GhfmQ/bv7n38op16ppYvethmFwe5vw/3D3HZHy8EUowMSfmg2hp9HpM74/VuTtrZ/NT45PmO+NGO4k/2woA3sX+Q//mvS/H7cfYURFK5ln2oIsyRz6T1JMg1hl4coMrysEF7w5NocNw+TsrqCy6G1c6alOdVHLKSPGUsyNPxs4B0UUBZXFBbQLPnblX9cMr9YV1ggf24gGT/rBG4oEgv147fOd/1pOF4DIPGdLxcH5+6oEQf8SZE7jv47m9tFx7goxziTfHnPP31d4xv4lOfVry/1/p35Nt6qACSHdmlPHLRMMb4s7ZHBqhxAAAgAElEQVTNl2gEzzdAUNsf5BcMyFdeZjzCmVXyj27RX4ycRiHXCx52QVz7U2l4yfpX+WVN8HhgJdmxPvFi1ZvHpp/xJ336TTTEcWHKzSlwCX07ZBl07X/lV1p2rL7aP5M5+nMDw38IgK72Kg1NiC/zGA32N+y5eX5mPL3ZZSUCPsqY33Y88gPzCzQErKDW/CNtPpF70M3xZLzP4od+LmXYGAPscK1B/6zkOBY68dWfPCd4M/BEH37VX9ikXgTDduIqzzE+IxJoKK45HyWN2vvvLWpf5lQ53057bneLH4SsTPuJRn+c5Cf6IBzVfqijYbSbDjfMYUf4YCz4l+QRXx474JdzgZtorRuyl2riLXvml/2NHqD53v7DtPrBoxSc2lVHGKxG/lsM2sRnPo6BA+JRIba4SZD65/FLwus5M9Ufj0C2Br7qfwSIyvsfDWlTD8t1023qy7lA8U776YaT6atdiEEfJSoeZ/9oV8xkapxCUXrH2ltGHuK+vBvgZ/Wb9ek/ZHM7mkB7fC7Q/CMOj+IDi8wjm0dLXdoll2sco8w8c1qf/08HqvOijTbRuZ5BOH/SfjJaneU0k5cvXtts8UVz1uxRWni55nFWWf+tHotb6XpFh3KcRa7H6QV/0IM9+yO+OLaicSHhLfMQfFCQTYvwIvCKhMUrXNS/QUe8g46DQT+dHzdThL8iDXyx2UXJ8WCkDnT5JVqc8HSne9EPxax/K3+dh9CyYnHzghwnTTwxKnkhcvg78e/GoL5upkiLaacH4UHX9oELE58Lbpi/JUA5Vxp+w8YYfzDMl/jBHvbVnuPPuEPRaUlOf2gfTyfsGLjhhgRKtkcaHzH2OMwFeiPeYAx9uF30PI7aI0WHmOB8ecKHi5wwKLlhX/5qHYJDvvB3m4kQYQU9xyduPhjNiy0ZzMJ2zPFP/SSdZA7xmh3aTxdWmAu6YDvIhy25v4cPm8JPIal/B3vRIPnhR+1mQHHL1n7+xnqhuM0Q9IY/O1rpibcu4vMGbMQx7PnBtFfoFC84Vc6l52fmMy4bF+QhCuLI/JzPap+WTP7SfAhB5T/1zY++fiB7h/4OPT94C3/BO27GZ38LPxioHA9JRiDWx0U+mlGhfZlfm5tleX77vHL7mjfDb7KLQ/Cxjio/gTUu7hXdqOOg0sOc2cF0FZ/tGLcQkP1Bq1019O0Y/SQOyJcoHP84PtOX7KFGUFaUH+IfaeOk+A9+Ij7aSmuMb6J9PWDc4eCo74xDu+SDgYp2zN8owDFotR7qaEAF/XqdSH2zwzXA+DIvedmXT9lHLm3XoxCUXBpojz8axM/+oDraZScacjv6MQK1wx2+EEF7vqmY8x/8pSAQBZMY6n/2n9hL/mA9pXyyJf1L+PKaJeU14tTaN/zqwJwj71VgH9Tx+kIyrqiuJTM0ofjULhojsV1fTQuWJcf5gjyktSOE1S/kqI/+GnPoSb/WIXAq13wi9nZ85jhrvFXD8BjnGEjRMUyDL1r12PjnZAVT9K6GcXfucpNWu7opN9+sjv5jYhAf1PaHBULTOWafVTbpfs6L5jMkhp4J4JdKeTlhNjkNWdsRNodYdFQvxrIFZ2DashX6aTFa1F6RsHjVG68rTVQY+WfwOSp2EZeLJpxacx2j6PEaA7LLXX1sdLCpM4msBwWn39B/U1S+wDYuCrHR568yIxeUD6rNly7ept8b/Jsp9R16KL4e+PGI3/z85GuJcy4gl/nk2ERdLtXRoHbMtVzU7vUGH/O3alhcycDQtwM+6Y8TO+YzLwJCYMiFLuEqsYDFixarD/JDzznia4PjdIqfDTZzmSMrVu+aHxHXUpnPsd6nuHkxGn2e/VRPFgvUzziDy7wicAmfpI7Nz7LJxdwKvlcJH8W11LfxiV/EEeqsznFVGNO+9Pz8Z5ojFxBzjVv60vI644EWrtPRX9DEI+x6PlpOBl9iaz3jW9vl/4Q/YkforslP65b6h1hRPI55Q4biWZ9S6wfXATTBXrAOtRrMFvJM/qTg7JP4zeZb+Ahb/cW/UZ/zG/aMLfeztg5zTgYe7I61+XfQ9/HBTi0BM+3qKwCQ4VpoTMWFNq2jjCf8ox1FsDlhccTXAtS+1iU+A4DXFzSEfq323K9b8M+iD//hAJXWT+jhbxT2x6hkP9TW+IfCPFjeFGC8zhv6EQBp+Ay/kx/y1oCYMMZaY8DRk2XIQ3XouVqhN/1f5JyPeSxgaM8Mczyv2nf/wjFMe2X95I3QCHDEaQfEuvQbSjh/nZ5Xw7jsBMlrSguz9Fv0bf2HLdiFnVxoN4+XMYEL53rEj/xHOcSFRg7Q/nxOeeAMOSuH2gVwEvLxt3qsMa7ierv44nol5w2uozDGBz+wEn1h/5M9+Bs2oIu+2hipgKd573ZLf8wg+MOGKZJGTSOrfMUfcS3xVpp2XAKfiFd/3o2iP/zu/SOkxZ9lxEo3f8HjMB6Gl/IH4w7+pibOSW5How1F9pz68WNs/JcF27iicy3nUF6CsWEVDV51grbvVogLBgMds1HkxYMdjklng4XCz9HIpu3HImK6sk9hDC7sDX/wa8mwbD4XC66GcZG3iEfkq9eIG5PD4/d+TFrtqmc/1d+1fgLfHHCDGEByUca4iV7i9zgZPy40bWEdkeMmjv1x/ozWJE97b4hfgVjOcN7SjtmNdvlb5upp/Hv/7A9wQH6WMvyw3d944T9vFnK8OEE+K55oV9i5XbjJxdKfsA89ysmOGchx5R9UgojkD3ficUI+ietSf2Fz8Y8GK7M/9lsLGGdv5ngjZzjPY56qn4hJ6wnEeVEUGA992WG9Hx+wXH7Ph7+lsN+ugU+45AVzDIbGDDpcfxZlJ9Affg0m4qUs+mkX3vKnfqL/efOD8QJGQDKPP+nw9Uj/6TfsjAp5YsTertonftJDP33sosWMMN/CEPELuzkPIc1+Bx7wjctI/csCFQ9eJAYe53HO+Pb9cP6qb5J5jBIOaEbfuE5ZjcKxt1orHJuzPoXgYRZiBBL2vFpwZjx48wkbfvtD+WXnNFqJjoT3RQ9ywY76zv4jnuivzqH0H32t9j3OuHiXjPWdv3XAQPb+qSd5GGUDgl/f5OF5JLDkMQPw/JL6kmswARkrkFccMo928b0u42++NI60keRBIz752+k7HiZj85dvLCBIxG//Sw9mEBvjRzsarOQadnaFesGgPOP1hkU/tWv8wIdd4YbfLljWMNM5vBlxEh88ur/9+FZ+ZC6aqUddYuM04yI30wXH4Kvieoh+mrFF3+iMtcfpmPv1hFtQ+6EWQHJk9GI/2l3v1v6nfhX7ihX24IdjYvnDYv1D/mT/zkifiA9yUbI96B76F3I8lyIHzBf1YaPEls/LUIMXxqffKAhbuukNsvrzazoXZJSBJ9oxT1jMt5/fRHp/0BfIgNribQz11zVd7lReQqnmD1rCDtq2eBnH4sg3n2YeneO7jddceLvq1l/xEC5RH8bD8IocRY28XWvTS+0YUtJRi0atAn4uY+Ovxjy50CY6O1f7cG7DLD54qxOk5/crxAXgo2t28aIivEBrMOxA7IGnGio6WR965EPfBn/YYTuSQVZmDTGV4R8NmSGBF67RDXQv4+G0B61uHupoOLRHXwXDe/BzbDCPk0W2m+NHOxZ3ngRi4KCvkwn5JnPQh2Eroz0OBu3sq/wQMzlpHvHNfnC8xTv5z/2TfZjnSSyARh9Hv+nAIrALQn9SNsdXUVVMYQZ+9MlD+wjzqTeQ8HUIMuSXCTJO/uDbXz7JwS/iwh/KjIck6dFfOXcWP9lP6AVvp8+gki5wQUzY7GHzg4to5FCe2PwngZKODof9iGHQcTDoC3z2Z/TU3MbFB1Sgj4smtLGYY/YtAgDfx8XZ+JznA9/AoU3xop/qn+phG3LAHr+rkOxn/dGfOBg0hKwM+gIf8eYLLyrah+PglOId9kJo0Ml+xksXj5pfEBO+9KsnWuEAusJBdbYnPHI+0V7yj9BGXIrzhA+267sA48zzw47Fxzjm36NhLBY351fxE+SoFC8alv6Atj/n25H5GP22Y7RjLYQvysGAlVv7N+RO+o9m90+ztAs658PYjCAeF2M6Yp0gL7XrBw413i6e9Kwh9wN83PjkfMccj6I+j/jSzXzg51YCh8CJqoYXbgrp/IG27G/ET2HX9/6LEwxrRDtv1lk9xs98oYge8Vkb8bDYPD6TsTEjHpvrIOEjr7lmPKm/dIiPhHNMlzQeboHtYoYixgh/yiuuq9EPipg83nqj39CRiRFXHAxacqpP+GDTrgyywVqEY+Vbu+fVxBEqTDgeOK7Als324fadiTDy/GIr+mc5cVP/cpx2jHGu9mHzgMMN/Xc7Lkg3y3j6k36sMbRvApiD7A/9yUHU1kZZGqLK+GD/o13SzFezDR7Hn3MosAQ24XcYMc9c39AAPftD/ii3KWc+xpP+gz+3tMwTs6HzneyAz35qPGEnbNE15pMdZDtolwj6x/6i0Uo933hrkpcfMYCDORj2AzDZ1dwBBnA6+hv6Lo512huiujk/hnzrE8BTPCo+BjhyEuM2ax9H0TBIftR0EB8a79yG47t+1V/KMwjOlRLUDFLy3662QeCCrFmASRsLTO6rZHgRlRk3HFOXk5fLgWnU2prsJIfBPyvThmnbYvZliuGKE9irF8xRXRCOWK2R/0Zq5IaPDi6kLUfSWGFstHgP3U86qE8ZdfFwazjAASfLpWAM7Q/9z3MDtrVILfIXiGofuBl4FzSCZXhjfHKBb2CPE7MNiLMQ6z35Vu3eqI9+IAdqTDk+HX9EfiAefP0iv4kB//DNXF3wwcWZj6diZJ37Ywb5z0DChv0d5saiGASww1ha/SElxxsOOfZ3+7dxTP/u+S02cB7Ia8C2v4HHvXNka+tKI/NQY2yy8ImSYzzLQ45vOu9RDr8On28WwVj0B4cosJ3XA7Sd+QDvQ8omJxi3xZ7/6TfFcstYQ/baHEC/8XcoJR7503hJD/bPz/4Hq6MB+Ocx0BNwz+dpkX6hZY74RgpyBX8qJVdzfl8a0xq3+iWz6q/os/oavkOvxDnan3FQxg4uBo52zPwvOPKchJue421AnN48NxLaS7S175fwXhSNoG7KAff/ftdbHN8NDmNNSzkEbEZ7CTRfl+CGDezW6wyfC8YJoJbzethTPjEuYny8JqB6ikuh8Eder/zrQWf9lQ2uJfixWPsvjyf7g+uT8KtxoL2h7ONlq+Z6vrklP9IYwxyxsrmAeOCT60Dp8z15lELsw2cgYGODtZHzw44PtfnM+XRHCMdf9ZcynKDsaixeHoTzJ632N4Yj569eR/8xeThJbYLVgglkOx9rFhaOZ5XjD6wF1gvPbLuu6fF4rbPlRS8RsECv0N/5SLIvdRi4IibGbxh6fUarXXWVV7vqR/luB/jqpDLws0ZMVr2uzWPbIGCOqHBxtRMeWtZ+3Upfi/9WOyaHvEi5gZg0nxHvHn+1ew2dfHEDPeQsTsL5ApMnHpsT1/tt/QtgUPHim0b9g/ohcBqfMdA3rV9SR9/yhSb4vMgKgVN74ptAHks0Zz+uv+JDGftQ3LzY2V3ww5a1g4+/6zjt/cDTpTjEh/1f+BFDgY1ArXDMIl+BDfExmRGP8Yb90CUNgdCDgJ5I0qgUSMCl34DBk0L4F9vrZF/yS/0AP8cbNj3fnbjNP2RdcsRd7I728AH2iockwi8wMKyFR6gVXOT1Wn0bPhhXFUQDHJTbnBfMw/0T+BGYDFDf8gk2AwuyzCbXQFsLUM/1AID4DTf0W8VRuS1+6AjFtb6mX/SAffyYp+JAHl/bRJz7d/ucL6lvw7YdaA1Y4464AhfZ53pl+HEu2phwHTXFMR+vzvfUXzlUMOZL+Y9NjgrExrjh/IVrHM1t4/kahc3pXBdoJwwgf2Z8yb/xsYlRGCZGu6KVO6Iv1bA/cKShcK7K2hinjQEwm/Ek/yG7+nmAbz6ZzymegaPyv+CIN52Alw3w7I+1zXhX/BiyiWs9gb/xBh2Zl+On3RSf0w7EisPRr/Ov2Te+5QX7FPii4toSfWfM/BdTTvIkxUcTpoc4+SSaDf6BvOTXOWJ9GTlq+oghP7lmPxGX4ZVLjkvtea5RLxg7fBw/DIi4smJNGBv7280H9gfnvyiIQzfPZAoWIacyPJjApbggD98aA9oJjHBDhWtxykPGeWG9l1+vL48/Il7lax41/yo+kQDMGxunbY0xTnIc80KjbVfueuIv5zIkOtficTKJ+IY1Fl1DnT3jE/00idA4+DbZ5sXOCgQXICxCMeFXrp0H4rU0tsM+/Wm6W213L89sQ2fYt4n4V3o6Vf28Iq07vOjtWQH6r8BnHBhDjHXJgxw75okW4zSKWWQ5/rD+Wcy8uAzvvBllx/f6p42T/vPEYrmex+se+/nuPzHESc1izPYW8BR/6VuVwYWh5nHlndrPNm1MaaMqy/+mXU20n/BCfqBc6pN0UZ/GF0LX+LIFuXohAB4vqi2mS/FQN69xJq/XoLP9Oi9u6eu1+N/Cr/EqlxRrrq/Z97d47LuZyEWs46Wc6bM9jTvVDLcqX+li/iD/Jj5zGTeu5yiPdQqbutl88If48hM4zSW015t+OTbihf7ekFvJfTbB4/fE55aYcQGf47nmfwRsIEIP8vjASGc7Q64ecGzS00nDyzfntFSlD3SNb9DFbh43zNPdDQ8YH//0aozbsCfPsos4MSeujC9t2kdee5AbFWeZr3X1T9piULnmv+pLT/Vb+YrjFEduim/DR7Hs6kfiy/OT8z1tQOXrrfazfvaj9iXf1Lir+eN686Ga3kxBXPiaxLI4hT77grXYcu8s/jN96SpvzvQVauWTLvkH2ZmR0lxr6OU5AO5hHmhuheqBH+25gl0UvoVlWB4K56lJ1ZueIcj+HJRmQ/Mvj+2j+CC/kRfMRzsetQ0BzydYX1O+zZG5enR84g/juYgeToOfaTgXDd01mNVetv2Vj4kL+u0dPnRF/AOjNEx0/GjQMajDPnCnv1mvOLvhPHwcFzR7lhTPr02i30puREocSp279Zl8xck78HYXGyedpRjNTZSdXJcnJOhPyEoj1x/WP4sBJxIUxYPj2/x7xPjkxV7YgT4K7OWTVHR3nJQzTXlqmZ7VwpVNIagLysl3BY/C9cKE6+NCErjLUTAZE8cj+q32VG/7Dzv2R7ys5kWM6Qz/cYBqrx8OxNdFitmCvAzt7CV2wgetQ03q5/wUH/WMhl/8lgD6ojzVkxLIoIx4nBw0sQhMwKoX7dBzHOwo4Ya20W7HO/vON+Y78uEIuYD+qb9vtY8ndbCDXLg5fhMc/U54IAa248AK7D2j/4oTPmgf8yPGHv1gf2K+4JrCL59TPFC0ovj0lFjzC6kAu2gXvmOumd1//hd4maD3zyNSXLl2Pt3djq+Lj/gQD0q2Kzrb53H0v8aNG6HrE9XZ/zP7dAq/ELA//Ggh89+O4Utl4BYNS5wmO/ILdjAgoTzk4mDQyQ77lPiZRiwquGFN89agseI6gNyINdLzAje4YtxMdrEHYxEvdew48+Wt1nRsssCBvs0n9FSqfKZpP0YW7aQLzmZ2KSKHfDTkdig8wvd++7kBc0uYovbx9POR5OSPdQQ84nlSfBlkjwPevd+qz9pv4UMG+ppLOY845sG/mP82CoMfeQEadnFzWbaFL2mbq6t9E7aS8ZS+3pjAGI11T35M597+U9704V9xKpbhn9HMD8mpLzh/sthcd/+uOXCAbZPReXa0h8nsB/roeD5PaRzmmu9vHGS9ULu7/9JTfS9+0lP9p+sTB+Q79n25NkamJZdrHKMoP5yan3c98ZfadGqTw0Zn0muQkv9+tU0+u7CxjhMAPnUHEFEIti1MKLu3AUJsvhVgU2z3RP43FrFD4XRg6yXbEMACYSuEy9bvYLP1RT8M1//P3rkYSG4jTVp7d1asG5Ibe2bMuHFrhsYOmSHZITP+yy8yA0yCrGJV97SmuweQusBEvgMPEiSrhgXqoxQWza33A3foaTx0/nvMi5i5O8/Y1Xx+TZAtd+bIjM9LTb/UztBzXMzbVga/tT1y+FK9R2y/J5mrPJO/rUtX8u8ptxXLd0Ag5tW9NeOjjYf3Fi/xuHyP8wj25iex2hDEutjtGwfXjuG19WzPtOvX2n9v+u8tL+LpT8x1zn/X11vbueWsb98bvmcxPtN2Kx/aXfo8dZvre/pG8p6+7az6ByMQ59XTJ/6s076WfVmI2xN/Jn8vps/q7Q7Ez7jpB6W80OGuh/CZOkH4SKxPrz2+HWvdPRn3JItDf9gufsqetlGmu5Gp/yROnKXHBuzDlJZfRl15RALOYl//WL4XU/AlLtH9yUM07OOd6R8bPxH/GgFyo4jxPOejcU5yUc7z2OJPoRil3HAKW8Ljsj83/Xv2D3E5ngv7uV4hXHFZr+pQv5GX26f4kI9AicflPO4b+qG0kz/EP/HD005+1n8t/yJ/nj3c85/4pQSf4LKT/9H5HeKf8rnIn4x2+cz5XdIX+pf+JzwP/i7svzb+q/iYDFV0NMlfjZ9rfF+b34X+ND4j/Cf7e7Z/Rc/2Z/k9n3gou7gK8qzu68/4Ymc8WZTlkAgMdvabv7kdFff4WX8f+NP4m+35emlu3+xc5BeKu3gO8V3oT/Ftfm33dfqX438af9/b/2wPnP2vOMDTebEAPMfxdfnLhRwZz7me7c/0ffmA737/X/bvrD/5f/P+2fwB02EeVH60Uw78Kb8jP/Nzu2tsZX9v/t+m/5f9c1wL/8P4CrzqnKrrcfhB53XsVqv/mtwZTRvF9pJ68lf97dzKprm81+LWLgAI8jOX8R3+SPLsybs3UdyxuVXGd/j7d2SHcDz1jleQBopneKJ31l42vPliqZh/uXu4eacHZ9/xZ/IMPN5h3K+N77X6bw3JPx3flb+35l/hOfuf6bfWv7L/LH+Of6av7M3yV/SVvffGn/P5p+P73v5nezN9ld9by1/5f2v+nN9Mz/6v+LP8s/Rsf6av7J3Kc/3AX1y76Xruykjjn9pr/PnwWflZ/4p+a/tX/q/4bx3fU/ajz7l25E83gej/SOB7Xl/N9mZ6xmvmv5ae7T9Lz/6f1Z/lr+xd8Wd7V/SVvSv+bP9Z+Vl/0U8iEHPz/Im/l+y8CWCrT/TP9sR/KLfNO22+UzA2+cXvtDf93oS6TpuE83mKsxEu0TGmnaHxAoPc9O8lzB/4hWL/gb6NT+eWferAnRsMu79qt29q63OsH5vjn1eKv49WQI2T0C4f0ZmJUT3U1XBoT7Ww9531m72Md7LvQOx/rq/078jDsvlRN3sP8Wf5O/Rpflfx3bF3FZ/83bF/Gk/z9wy/3Dw1Pmb7M/1Qflfx3sn/yv4zfGTn+EXDiFJhHvG5E3/aSwE+Z/s7uxBRvvv8TLMPxX/l/zT+lv+V/mv5p/6v8rvDn+3NtOJ9Ql/yd/B41v6V/7fmz/EmvY3n2f8s3/kcU14zvmf7M31l/1S+vg6o64uz+J7tz1meoKLQfOpf3DvryxW/+btnv8y8Cn9sHPqv+T/ll+Ob+V/pP8jHzb38y8wWfyTCg6Gv8XCJxi2+lBzyLX4OD/nf4Suexr+Kb+Z3fcyc8ivQLf50OOJvfDhPx/8KffnLcBq+2TDiKz7VnB9ts9wh/jvxndpr8h3f4afxZ/+n9hCK8oi+5O7Y/yn5Mx4HenvCr/1gDIDY9sU43toTt6DpBw8QGqPMdLY++cTfSpvTGKxTEFtwhPFJS4C7PU2PHE+f2N/P3frz7wMMLV675qSc3anmszcLhvxnOgh8P9J3/D8T9CuXhcBCYCGwEFgILAQWAguBhcBC4AchEJvr8yf+temPsF64yz4+8XeKvlNwVm+b+/2dh639heHY+Xuvx5P2eiKvuyy+5/VY8MZVd05CZdZOPvaDgz/Mcpelyizv9k9RO99IJvOs/G/SlnM9y7vd9eJ7/JzXC59zXNb4OZ+PxsX1Gj9r/OSZ6ByHjz4+PM5v1a/N75Zdt7/W/tI/H5c/C77O86X1zz5+rnD72fFZ+b96fakn9+wD+756R7MfanKccWc6z8LHz6d+1d9ObcZ0r80j2M9c+nf8yfOpp/HRWfyrAAyOL3+e/AYAfJ72V6cmjvU9/U+Oa+YaPz7DP5MFrm44qRd/4bPGx8nEqKY1P9b8WPNjzY/bCNznrPXj51o/5v6e6Xm0LP7PNT5W/+8ReOvxz4Pe0yf+EQbnde+791E9RB2f+GOsF9N2ckb3OxLo7jf9e3vd9kc+Fg5+Mh31rVfTjdfIlU29MOZOznaH5sBHptnPJ/8h5f6perZ/RQ8/7/zAk8r5eBT1Ogd/JtLbadn0F994zPXCr02nHCb1hsknHj81Udb88MlzrQ/zumB6rQ+sDzlhatpsp98A6aPjo35u68FMf/T8PmX8rb++d36yxyCIgpvvbd92XS/7P+H1B50fZY2v6/klnOL80/fXnI9y3mztlus1xxSfv5LaPp964m81OWdTGr3nzeshOBiftUTi2xN5dUNmGjnryf+dvNHjz1r6AcCGVeeX0ahqmsyQ4i9+X+BW4WbEzs8twffWHvjeupHy3kJd8SwEFgILgYXAQmAhsBBYCCwEFgILge+CQOzvTp/4s/lve8YX+Nqe+M93Bkyf1dsmP+8obDQ3A14d1AvyeHsVtt6jBOiJC99lybsf4seHXlGPf8PduOnuSChqQx8bcW360Y82/2sI2A3YUoabAsVHYrOPAHJobrWIbNkOOaIfVG31XuAdUyN/pRyBJl5EnNnP9eKf42KcFj4Ln5zv5zis8XGOy5o/icsaH2t8rPVjXX94PZzrtT6s9WGtDy9eH872O22fd7a/nveBt+jslZivZc/0U0/8USYIF9NsTvsmFn6Xs/xnqgVkA9OdM3JsOI22E3nhVLLcFNiKn9Vni/Ad2162wtGZoXcP527v3psBm8/3c3T2HX8W1230vZ9YVyQLgYXAQmAhsBBYCCwEFu9EF28AACAASURBVAILgYXAQuDVCMT+7vyJP/vr3Mz3/d8T+6Ptib+DnO8MmB6b/Nq8dtqbfgfhOm36Xpg9fPC68idHNtP+oyfyuGpo/eVNkFvyf7WdrG3t7PifCvySdsc/HUh72G/3EgruDW/sDPkPBrsHsccf4etmR6XnLA/14qunD7hU/3u8LH4CcsBhjZ81fgKBw7hY8yfHxZofa36s+bHWB6+Hc73Wh7U+rPXh8fVhni8HOh+27/bbbdPv/ZH44O4LfM/Lia7mX5564m+lLYj9nYetff9mgPU+XQ2osfl+thinh/Xsx/XDih9UMPJc3/H/oH23wl4ILAQWAguBhcBCYCGwEFgILARehkDsLc+f+NfNgLD6/O5ToRyf+DtC3zk4q/NJM8631w28mXVtO5+lrhsxIx02pvrePptxFdd7atca3/3/9ttXQMu/0rxbhSyY+rcD/Ihf3/3fKe48SYd/MjDj3PN2au+R4E2GiivrKzrgvCu/+AufHCDn42mNjzU+1vgAgTU/QGE+3xgX14u/Xy+Mi+uFz8KHeeTxMNdrfKzxscbH3flR+0rvp09r5leTk72JTpSPn0898bdzmzHda/O4OfCpSwD8V2zkf/399q/qz/n7O/e/xmv7vrh4CCX5ih/9+/L7U7d4uMnwhfg+YF+cfcf/gKdQnFs3msX1Hr6Lv/BZ42ObL/PRmh9rfqz5Mc+KjV7zY82PNT+2+TAfrfmx5seaH/Os2Oir+cG+7fSJf5gAV++7N4sPHx2f+GOsF9N2ckZvbwBkN+83/Xt73fZHPHY2icd1BpZHUjjpF/9Tz513z4q6w0/AQ6HbQ8/9MWw0ATb93+KpfwgN9kc5IOKOjzPodfIzo95Oy6a/+MZjrhd+29RY4+c4T9b4WOPDp441P9b8WOePvK4wDmt9XOvjWh+P6+KaH7lOvHZ9EI4xwPr+WvvOYOT+M96cqQE419krKefjXj/1xN+Km1M2s/sgepCW/4z19vT+BU/8AY2/R0t07rf4xX/u/jxX4nIt/n+Z7nOevqs0+cZXKVZZCCwEFgILgYXAQmAhsBBYCCwEFgI/DQKxRzx94l83A16Bw/bE33cMbMz0Wb1t7n/OTT8Yzbhoh23wbtTGDV3r3xDdNz9zk6A05YPfFOCGAb/u/5FK5Lt/wjTTG9opt/h7vBY+ezzW+NjjscbHHo81PvZ4rPGxx2ONjz0ea3zs8VjjY4/HGh97PNb42OOxxscOj7P9TuwRKezjvG+ca/Pv1fAo837zqSf+DiJNtaBimxb/2NzOOEGushB4KQJn3/FnKqxR9VJEl95CYCGwEFgILAQWAguBhcBCYCHwrhGIPfT5E//9m/bO4Yn90fbEfyjXnYaZ9qbfdw467U2/N/uu04bvbdjix64neHY3O8jM+IwsjwqDpYOJP+s/S0cAO/uz/o75jgkP4h4/m36n5ywPdTUc2ivXpZ9ALHxu4LDGj4BZ42ONDxA4jIM1P9b8OBsXQmWdn9f1RQ6Ew7qxxocQWONjjQ8QGPNjPp8e6LMn/qyzW7vsQWPXA4zGKDOdrb/88tQTfyttTvd3Hrb2DMryq14IPIVADN71Hf+nEFvCC4GFwEJgIbAQWAgsBBYCC4GFwEdH4OYT/9r0R34vfAP6+MTfWPlOwVm9fddgf+dha39hOHb+Aeqv8Wv53+I79Fvpx7TO9CbJ0bdxZ2aT+xrfxzfelp5pt2916h/khn1Lbn7c8m7rs++8VLCZxfrOlHvzvF74nOPiWbnwWfjkgnKOwxof57is+ZO4rPGxxsdaP0DgfBys+XGOi/Fa+Cx8LtaP2r+xr+v76h3N/Gtymo8TnV6On0898bdTmzHda/P2r/u79fPUX2PTz+2NL1+2mxzezNPS83f7l/a7B9w4gOw/vMeNhG6PGwGsrPyzfPbSse4+LPt7yLogm/KhbwNmvvP67Dv+c8gsHvfSWvyFzxof86zZ6DU/1vxY82ObD/PRmh9rfqz5Mc+KjV7zY82PNT+2+TAfvXZ+sGk7/Y5/OAJ37wVnvw/Qxyf+GOvFtJ2c0f2OBLp9Q+p7XN3m5zj21xkSL3D5Kzbu1P1FALdvOZc8O/ro2I6nZBv++u0E8NyUf9FbAUFro6/26i+Za/aCx40EuL7xIPEP8kHcHtyEXFnu6uRnQot/xGHhw+J4xIWWbXwtvvGY6zV+1vhZ82etD/O6YHqtD2t9WOvDWh+8Hsz1Wh9etz4Iz5hgfX/NHjFx3dot12uOKd5fJrV9PvXE32pyrk2r9q4yfgjuoz1idnIP1nriHz3gp/hsJL7FU3ye4PNP6PUn72dP42n78uv+STxvAfSn+/4qwfwWAHr6Z/ramwCSPYmHOH4Lu3+2NwEeTPHHicXgXt/x/3HwL88LgYXAQmAhsBBYCCwEFgILgYXAD0Dg1hP/uhnwioi2J/7znQHTZ/W2yc87ChudT5yhP3v56698DX/kGZ1B4Rl7z183SeIeTT57H9IIxpP46Tv9eStnCGGHDX6ZzvbQw2baHaJxEG31xgGt6oH40M2Ej9YfEW+iKZiUzZ52u+tZ3u2uF3/hx6zweJjrNT7W+FjjY82PeV0wvdaHtT6s9WGtD14P5nqtD2t9eMX6cLbf8X4y6rP99dm+XPOz6WVEFVe1u+2pJ/7abLZNpGltdtncNuN982tnn612/s6L9Bs8bs5N+gnjqL+/aYCBWcZtOJpvr8yymowR1Efsi7Pv+JPPnDN4rLIQWAgsBBYCC4GFwELgRyGwrk9+FPLL70LgEyIQe7zT7/jXPvNsv/fg/mh74m/YMNaLaTs5o/Vd9LbB3G809/a67Y9+rDwbXuztjc/IreFCW+cf9fc3T5DfY8mdxtzIbx284Yss/Cwhd6JfzHdfkQXx7/ASnaFvWU50MRZ/wiXJwPNG++ILgYXPGh8gsNaPG+NgrR8CZh4fiRbnqxu4lcDif1588nrl8+ZHZmv8rv7VOEgYjufJtf4Jmfn8MOgZn0s693vsg7S/U537ItPqD9rjoO+X3K6Apo+nnvhbdwsin3BvdA+OMFZZCLwAgRjE6zv+L8BtqSwEFgILgYXAQmAhsBBYCCwEFgIfF4GbT/xrnx2ZvXCXfXzib5R85+Cs9p0GP+He6HxiDf2zFL6Dn8X3dJz5noYCS/9gn6W2OuVDpMo4cMOhnV/rH/0z3Xu7pT0Ze5+k3lzI0DIP3mS4Rwe2iy8EzvFa+KzxseYPCKz5AQrzempcXC/+fr0wLq4XPu8bH/fTS+vX9u+V3/du/7XxLf33PT9W/7z7/qmNIPu7s/212rmeaXKc2WeatrPy1BN/B2FDpntt3s+w+SdvNvL9F/zph1v3PX77+nX8kr/x8QD0rRJ+7R+e/7UA4znX6PHDff3X+s98n7XNtt4jffYd/zlOMDBuMw968Rc+a3yczYxsW/NjzY81P14+P25rrvkFAmt9edv1ZY2/t8V3jd+F7488P7KRPP2Of0x84vK++2odOOEfn/hjrBfTdnJG9zsS6HpTm3b29rrtj3zMBh2ojAe5cBOANwC2twA2fi4i3GnLOzjI0/Y1bgbwa/wu+cv8mx43CyyXMuEjHPNPB1LsX77jXwlA3gXet2+hP/Wp+e+5Try2/IxQr3PwZxa9nZZNf/GNx1wv/Bhfa3zM48L0Gh9rfKz5cXt90DxZ64cAWuff4zh56/Vzjb+1Pq/1+TjvNC/i463n31vbz/l98sQ/GOzpvO+2XK85ptza+z31xD9Ndads8ju9BbPf/Fvz89T6Z/J+/6INuJ/4s+n+9dcvALJ7C8BZ/xab9S9f4qcQAzP/ICIb9l+jzU/45yf+Z35owyf2/MRfcl8intj8gz32sM1/HH+o/gj81nf8PWpWvRBYCCwEFgILgYXAQmAhsBBYCPwUCLCP+/333Sbfm/1X7ue2J/7znQHTZ/Xm/Ofc9DPo2FDn/3mvm08289wF+hIb8K0UPyp46KRU1LUhz6f8KQdfdutW3vBTtOyGId0wQLS1a5sf+r6JkIMjbgA0Gem/94/ApdCoeqYFkbJIucXf47Xw2eOxxscej882PuZ8Zvp79/9sb6bf2v+z9mf5mX7v8X/v+GZ7Mz3js9E+Me3mU5yPd3Sc4e/TV/IT/2D/Sf4hnkn/h/OfjWeSb9cLvrTZ4d/wO+V/h/zd4el36v8W3y6uCOZUfrTf5u/8tfy+l/29nSmfB+Jb+jnSXtq/C7+fCL/D+hDzzfu/qLf9drabBqEud0Ynipuc6aee+OMkN5OpbpoNJ5tZBwG3y9nZZ6rJlQ01eXqjfdbWc2azTgkV6SHPHzaMl238XjcPLIPS5oeO5FX/aIu3BVzmtwWs2+1b9r3XZ9/xB70t2/eewYpvIbAQ+J4IPDv/r+Rn/kx/z9jPbM3+ZnrWueLP8u+Nvor/Wf4sP9Nz/jP/ERobPufM8mf23YbOLD/TlnV9xbfcS+sfbf+t/Xdc8EVx33F81kb7S4vtof+S/p79XuFjvutZf9ELgYXAJ0KAPd/pE/9Yb2LB8d7RGT+xLmxP/IdybER7wTjFTs5ob/q9eXWddvb2su3jfjp/cmRz3vbd2rxn23a66XCySc9X/fM0gQ3eDtjhVXaNkGW2TT83CvKtAm36mwN8d1vW7W22+95rD2LjTbxCrYaTR9WhXnx17QGX6nAPl8VPQA44rPHzovFTwyvOExOu1TBwPvBn+dv0s/M/V1lHVnZbPLO9mUbD+diK6ZFPMQb9RH49PtSu/J/yH/R/M/4n4sXGIf+G5xX/NP7m/x4f2zNfNIwoN/FL9ik/7WUAsz5qXHT9yg14TrhR0t8mT1vHw+db9ChpX4fln4cjG81Rp2f5mZ/05J/GVsr82OR2+tr+9vAm9YIu26OugzP6yv4VH1c+3w/7T/gf+lxDRR/8/uefpZ0V/aK3MYO/2c+jQdfBIzTXvepz+jtszvklPduf6JbfrD/yiQO04OOHvDTGoqGPH9hP41dI3MwXo1EWv3AoIAYe2bzwMQ4LHyHx8PiY8TrQ+WCYec1ak3XOc9M4VHvVCqA+vB70No6feuJv5S0IrUMVjIPaasuveiHwFAIxyNd3/J9CbAkvBH44Apyz+o3MNYd/eJesAB5AgHGrTVXJio6LLG/gNY69wwqZWb67+FKbzb/i93fyrbzO/WeO78XHxnFsfvmB4vibC/psnCnw9WajqA/yMfWdr1dv9edLsxJO7u+6ZjmMo5caP9HDn9ZXbkZF+frbb7txq8b1sRBYCHwOBGod8/p1qCPLvt48kfTxib+VcUI5q32nIeL66Tf9xse4bXXiZ9py2/XDnp+XE5becJ/bN4nkbHb39vZU1/oAxzGwHH/WV/SG0rn84t/Hc+Gz8Ml14TXzRychPub5O9Mhssd7puf5PvOfpV9rb9af6at4ZvmZnvWv+LP8a+nX+rvSv+LP8c/yV/Skz3VJneauxrOfoP4aP5ZLQV7jmBN1/I3zq7jFP9gvf4zz+bqp6XG4j8v0k/kd7Oz19Qbmzm/jE1/ESeFthrN4fGMAOW/6z+Swke3NPo2B4PeVt5/Haq5PR4l8T/uzArwf531/2PWNE2rROA7/YKs3DiqWvZ8rfGa/KS/7Nb7kBv8cRHmqjpiekj/Yv9Jf/Pv4LnwWPpq2N+ZhjI92Htn229k+aOZlk8PiTKeX4+dTT/wx2hdV0722iy7nts9Wkzff2/ev+t/LL//5P05Cfr3/nnTczY0TCa/338ORX/XHNyeER+Tve3xf3LPv+M8RsniQ+62y+AufNT5uzY68WPye+HAO+vJnvB5dF7t+IuV56NoRzbTbXT/Ctyx5zPIzbVnXM/+ltPVc37Lv9lv1lb75c/1ae9a33Vu0213P8m53/Sx/ljft2nZdz+0zfUtutIfCGK8xePmndft8wB7FbbN982cZ02fyfZzOfPR6Md9153E8tz9KsynVVxjCBm8z6PqtjGNDT/vZHHJ90zC5sl8mRnUlb/5c24DbH6Utx8b77Ok+9ij3+tM85K78W4a660H7zY+O7y17czv6FLePOg6+cL1344m/5VJ70zft2nKu3T7Xi3/s147RwmfhM8/77zk+vI71/TXXVh53bu8+Hzw+PvHHWC+m7eSMVjCh5ws+12lnb6/b/sjHbPi5G96zo41/Vm9XCk+9ohWnh/yOf/4qv2zUq3boQRtfDAepDb3shZ3Zvq6vy/6Qb/6xxcWMRXZxvXMCXJlUxsM49zr5mUhvp2XTX3zjMdcLP8bXGh/zuDD92PhIADXfdgr5pI35qyeIcbFKLTk2HnwHt74ba3+qy5CemAVfm5So08vWXz4pYhM7kgsDUufpbfyeCuFYjppCPJItvQhKMmqHH3+/fonXnImRk2w5Vjs2aK+nw0o35LW2lz3blnz5i2qLH6KV9JcX8yOPsLXXT7/mDxzDjs9AyFN6jZziLXuOM78fnPj09VXn7ciRvrnZP+GDHGUXhyFve5D38jHftfArgNFzvNlX+T1tfHkTl3qZoeT5p3OLT7zIJRfJKlN8ls+4Q7+K7NGv9HEV7CnXaIM/4g2advqDmPlLv9nueCWPXvD1h+34k93SneOVn5Kf+5uw3N+2QxvHjsf2ZAf5hm/Gv7WlaugiB+FCnBR0+etxk2/EDo45P1LT+tR9/KgdffTir8KRP/1uUbQpT/DAbhXZiWPNy+hn52csB78il5+Stw1q58/xl5jX6JOP9Csu2qCJj2PFETzjcsgHuxgMCTBgMy6M1BRtLQ/xy+ewN+Wzy7sS6fF5HPDPPvd8ZM+ARiw9fuVBXoOvgCvPNr8rtnIb8ptc2t9ojoZcHC8+42vhM48L02t8vG58CMcYYF5nRx2MXBe39cDz3DW6lJnO1vUdf+PwVM1c/xYbbBbab/Hr+vyonjbtsSzSOawG8ObCE/o/66LR8uhSWEC+8ZSfC9awwY0A2VcbJ9m8EcD3BuFz0kTGbxt8jbsEyPBPA+qucNi0Dd4GsF85e+8fAYa+V/ne41zxLQQWAgMB1kUuYrUGxlr49bd8gspFqC6u6yQ2FOpAcz140i/ZWzK0294sozcMWBvrwjvX01xfOeZ1XC6itVBOyvouc/C5WPHTOk6af8WN01G67fh+LcWbhCHTDvzGQ2vaHZLv/ANkEujrX/O5Uw7CuM3tpjecwhPOOEG0Qs78uThv0647Ntg4w5fvtIPx7/HGx+xHdsL/16/3v5PM0/dQHhc19u96l2+Lw3zXliNlb4Z8AZRjk/Nk9PXJORobh3FUfd3t2Zdr97UxJAZ86lxd49G0dVzzdhvlnn3432I+IYWcx3HmQb9y8j++tRCMQ+n6MB07x9uYwV/G1duQ6cVYq+1Gn4y8nxzX9/DY+e0BcdziOOuHodvkRozNVl8/WvMOL/e358jpfA5l8/t46DY5dlzkfVtOXKm639Sf0w8ZSiA+hl8aWr7mU9tvb1vHC4GFwA9GoOar16a5fkV02xN/jPZi+qxmUcogONec3JEI/mcuZCe08lxbqQYOOvlCHvP3cm08sQCOFKDnJDPUacMD9iWHTBzxT/hls/RSF8tR6If4Dwqr8lNhfLjuYHyRU5SsZ9rtrhd/j5dxcb3wWfj0+eRx4fr7jA8tNyxmzNuoch2KuhYgnze40OSi1YWNpOUty/pluW/fYsNTdrl4HRu2aOPmAnL8jXVP/vPmq9ZBdGN91c3YioU3oaxHHNrcsO4gW74UbwVJ+7iZG8eSKz9cXJPPt9jYYtMF+TJ1Ujd7oaBYwgZ2sGc954o/ZIRbMYVbOUvU3Z+kQEudAKoe+qWTtlNG+uXDcsRBcQwcj7zjOPNLvHbnKeNRfYMeIezwUGOL10KI0g9hQ5gUnsTX85V4xJu4n+ASPGcv2WYXcDnfYn/k49zrZpV1VNe4IC5j0fvDODE2e4Ea9uMYffvFt0uO/4wXef48ntTfJcibJsFSXrabPhOv0Rby6s9R7+c3cel6o+zyEGHoVg6m8Udx3MbbfOeMXO8f9x3Y7OaRrBVOI8/b/Tfwpr+ib/D/V6wH9p/htfyiQddh8hMf4UPeKo+ted8gTDy/UIs/j2/nYl23QzsOjmWDdSBidQ8YN+rKWjEJx5rv6FI8P5ADMxcwzLyJamvnSC30H/hU/IpXMYR0PUhy/9im+5E1i2I0zuuGbxnYyy3+Ho8Zz4XPwicnzikOzN/dvAqaCRuFWuvnSW3+vRoexfaSevKJv4Owsmmd9GNB6sb7wmX5z1SzkKtvYvX1U3uesFNYwNu6PdLuT+jBCn2e8FPz5gC9P574s3AHjR3sUbhYpQFs9cQ/ZFj84fMGAbJ8/WDEYxvhQ6/VycrH+Dj7jn/A0U57HyOPFeVC4GdBQOvZyXf8uXj3BTwXpblwclHa2rmgD6DGE7MwpvWuwGOdg8/mwucWLl5pd9H6wNrYnrDizzJ6ZTf4Wru1NoZGMNNmbKqijT8WUtvY4o02PZGONbZykL9wvtV55BiHPQJkcQagVnr+unDHdxTHy7GfKOITGV0ERLtxcizIzqXbT/08R/T8eowKL5zbP9F2Pz7fGxto7HZ5jrGjdCugUzzmYIN2/8Cib110Pq1zYM9X1xvhyP57Xjp/RBz9O9HCoPog44ybL/GkVOMp2vWGio2djIEdnjVeLT5i9a+81xsQ4OA+nPHq+frpOnYO+NU8QZ83UOgXY4q8MaG9xzPTyPYy4qpxj7z72+MRe7SrhH+PP/fJyKnjxTiusYze8FPxp7GaDuFgxNxtTOvB8BPKV3ntxkHN1as25cv1WwTj3IjTY4YYNe4jRs+ZPV7cTNrmgnN232DLxfG7n0ds0SD5ELT+Lu9Q7G/UHNa/MkisGVu+QeMYHD8DjDdWsc34dHFcple9EFgI/EAEaj3MeZr7a62/MVGZt253hE/M3+2J/1Bm8WgF4xQ7OaM59ZqPrE6kHKjs7bn1w9aVDicHXrP3JpulFlonDS2mztt1LNrcsdeSnBhp0x80nWh7Xoexa3vGitf7vsT3w7yJR8ZY+4bB77HJd4FPu+Xd/hFqUCMTjzdiTpoj0M5yqKvh0G75xRcSC581fkDgMA6enh+2wJqGwaR1PhAZtBh4CzY/XEK9qSUdn1L3hiF02ITkehrnl+JLOD64+O7rg/l9vZATx4N+xYFNLoJ//5//iZqNX95YzZNqWAod27GOnOEXe/CxBx1/Wpex9+f/6Ng6tscGD39czOtYm8M8Z7oD2FSSLzWW8ZDHQdICP+JFX695Z/Phs9LNODvuwYBU5MRvwbJAHmyShQ24K58/SXWUjrcaYZYAYsZDP5hX+sQ644GuzSaSSVvOGGMP+3Os1hemYR9c6Udoyyoe5Yt0K8FwnPLX40fegQ2VbJA99U0wKibZafoCuPTIK/EehtK45anruEkIF/JQP1c/eByM8YTCZEfxbc2yk/Gl9cxiqIX65h/78Ol7Fz+hRg6/8Mb4G+M0pfGzlbS7+Wt+wk7vH423uf/KEPodX2Lw/BAOQy497fxtwQx/rUmHyqs1Zp7RAC4tIdYrxYEsHVq19Z1PKG7xWi6l9TniCwos1b//k2OW/lYBHw6avtc5N+sBkYT3+KCj9bLwzDUi41X8YdhzDdkvf9Kf+6/lWA7zPd4dXYzFz0444LDwETAHXBIuTa/deHK7658NvznfA53rb65PuX6yPHRaeLJOx8G2HiWgM10w//LUr/pbaXOaa9RG74O0/KoXAk8hEIPYd76f0lvCC4GFwA9DgHOWNi26cK0nqNHGxkKbl3lecxMzNpuU/sRzyIuTH6wHnGe4uKVwTBsnu13horYupP2ky3w/RTM9agKvq175CVIX57UR4sma89KTwbrpoAtoX7SHDjyViEGbk6DZQHVbKdCeJCILPsIsuSO3lov1VEfu+A6PupEy/O6EbuNOur/HRpmc5Svy0w2Jype2YOjin9gpPGnWP+3WYjK+hm+PR8Ym5dAxHrdiRU79FrLI7OSaT/2WQLwd5/5Ar8tqnEWb3xjr2B+ekJZPYR/58oZJogq8bRwFPpQRX8j2sTfyR8bjs8YrIG9visT44M0+lz7+S97jG5GRV+FHn4zxGeNOmE6x2PRDdc+R3GscjvEnI1v8EREhRBUfLaYxP2qs9LmM+Oirk/hx4fHGce8/aIriKtvZkvMng3FLq6e8sL/rz8jVOahPQ9VjGSvDX8Vry6P/2/gc/V1znfFDGe28+RF97nGlDXnERznmHf0bX2cAW8fl8W67I7bQ93jubeQlu8GnneLc1BfVx/hwYY3qb2i4fdULgYXAD0Sg1gGvX4c6Qttm8VNxHp/4W92Lx1ntEw5rxyGYWmRt59PWrKKnJRkbezvq4nPrRudRXnZ1jTye5YbExlDTrD/TQ+89HsTAcjpZX9ExDiuPc/nFX/jkAFnjAxzm+fR95odOQrH+U6igfX5QY5/XOk+oVR99fPKU7eu/6vvyZY9zju1ZS3QRQ7/kLWPSfNrZUH3917+0Ofz6W9TxPdes8zVq7OpiuIxo88jJLgq6Gcd2YU079uD1DSExAwS/zcJFOhsi1eFPuJQ9NtW0+20I54pdl70+8WMvNuNctEdxfllH/yrxjJmL/MGPdsXllqKzLfPWJp+NKLZlJ+1n3raUkXFecbs3GnCIb8ZDcVRctrKrC2PsZPy4d7zlj01UyDnexC1xtw6S2FVcqZZ2qp0m8+f84BVqHGYBv8KBBvmuwNNO4VvxI1PsqH3EeNnsKK/2dh60b7Kg3/NyjMIveIqvx7Pzhza4VZ3ViCKbiTeOIEqwY6o2G6gYiU/jLcbcYVzM+LT+w737imPMdl+6QRNjTTc07BM5hKPQhL9cD7abJraZcoV/yZuX+jk+h0Eao/T+zJb8VLv7kbyKqdB6e8Xa7Yzxhlwp9vmhNy/Lhvq38t78b/7c9leYkl0HYkbU9ud5J5y0juQNR4uCB3Eizyv+YI1/F8adzY96xB9S6Jdw1jM90i25xd/jtfDZ47HG7M+1HgAAIABJREFUxx6Pk/HR1pcxfz2PXcec9Ppzq/Ycn+v/NTeY9uLZay0e4ZRyKxh4DoLjT1sShpP0YlBHp3FBlhdl54Jzqy6S1NmFb57ed/b1LwHUgMhlv7HLoGXyMnnjz/TGeZ9HpMPkyLTq5D3RG99yrlN+8Y3HXC989uNr4VPLx26+PT1/pJCWdH5gvtZJKg7HxSfHvV10eE516hifYaafR1JeRhCXfuyUdGy9bFfT+KjTlfLShiU4XCjn5jKOyy//1Necr/2PC+ux9uJ/uMg4ybNsmyl9JYKfLKpDcNClB1c/3mo52vFXPnkCiH2K8GFDFjLDTrKKBj841sinrqLQgSc+5rUFLPk0ghwyyrvkEn/bLWfIlcf0V/phU/Lhv9sgl5SLOkTlp0yJrlxp4g2EXbySU0tpZJV+WrzFJWxywy5lyCWZ/tPBjm8P1hMzGtH3TRbaeFPFsmQi+R5/tMDvdrChcUc7YxBDlBZn0vrM+Esn2/f50IaN4SdkGSdgp5sMxbfcVmOnxheNUdRPeaiNtvAi72oL05kvDS0m+09mCiu32kz2mxnCywbLLrYUf7MJa/RXTnHEAo9t4z/0ZKfjgpw8iYOdPMjKn6PdDVWr3fqtX2Smt0eD4m76g0bObi1XtcWVnxSiJ2Q8OOUv44cZ44w1LvgSoYau0tyoRXohg+YOd+zKgEyNuAdO5Rcj+mrOPH4aP9NKvBW+PI90K+3FB6eFzzwuTK/xcTk+xnzNdTrXi5zHGlfM8928zpm5zfOka3oeqsPGfywGJWraTs7oHhRqdp4mCPMzlcwHHPzXs4vmuECIu/fRMbqTSkOU3JBvkpIrG9ka8ursTT7bN1qXaGUP37x6OfojhN3m6YV+v1hJex/jk6w1OZxvhZ1obItqsbXIIrL4CdSG30YvfNb4eNP5kRO2Blyd3Jmg/SSW3Fir9ucJ1jbUWTP1Xd64+NRrz6XLOsZhX8+QZaODnL4yEAJeD+Qm5Of10QLSi+/Y6ru29Z3lPI+N8FGuaKsKerMXvOKjt8VR39cNFZ0HS8aWes1FPK8EZ/z5OwB2qNfqg3C+2LKca3xu8aSmQ1YNYFW6/m7zAK4h45siwp/fPQjb/fyFH2zYH2al1/OrY+QSV35DYY+H9cFB+hiKIhr7SY5xIP3KgzcirD+wZ7wQa/wpvtLH0J52/CmQ/ujCbTNpXENxxCHpCFRxRX72D4aW92vd6Ll4PDsftxOn9SxPHwOdbQMMOQ05KxNXGcQ+BVo4Ugfff/DUzkGUUtvVhOvxlVIhF7FYHv6IKaw5HnJwO3bTT0RUuug7T+Jx0aESjZZKRDiGvfytjYZ78NHEDvh6ntoWvuS37Iz8ih5yE721Z9ymXSsvxxz1sItAb1d8G1/s+Bi4lF+PkzHnqp0bjeDZX/3HvvHkybwLGGg+Rt0L4cicbQrHtDv8hYLmQciM394oe+4bYpYJDMaf2xPf9LjDIZocZ7ne47T4Cx/GHeOgBs4aPwEGeGT10PiQfADo+Ttq7LR2y/WaY4rXo6S2z//9/6Js5C+//Pvf/+7koN1OvTllnej0FqTlw+LO3scnMp///veP6LzI/e+/fvkPC2YV4Ps72v744+/ALhddbfpD+q8/QiPawOa///0W2sj8W3/fvv3xy9/I//vX+K5h8KL9a7R9+c9/coMfNin/ZmEO3t9///1LmBv+/4iLoj9CJljBTx9phycVf/zyn/9sMVao77eKQf33H38oPo+jSCnpuS7G4i98QOAwDtb40MA44JLDRevFKW4v4LNC8aSRNSiWtljv/tA6pjUu1i2dhMa8lsgvv8b6FgzNd/T/Ax0GPO/hffvvfyVDSJhms8I6+O9/s356XYu1OOS8PmLjr1j3dnnHmklMslNrdvph0/JHrNl/aO0UPxT/CN//4Yf/WHvD3n/jFVnWXvHDMnwo/WEvxP7649svf7ApiTz+Cn/En/KqdvEEN/OP2vmC0X//7//VRZM0iDna5PcEl4wmY0C+wlNt3I0hNsCHgs0/wo/9/u044YfRf8fJ6Nt/v2656XyT53fHAl74J0OsHvCAF1hseAT2f5F1i1dU0lzYEA86xJN9HB7imH6j3/ENrpz/Rj7VBm66eQ5m9ce52RhhN0RV3BaGki5c5J/xFoIam8HVuEq17bzU5BUfdiJObbjAMv6IUeORMR1F37UOu8YcGcZ29m+ohDx5C1/sk1fk/d+4HvjPl7CBzb+47mDcfJEdriG+1bgd4ynksEluzvNWjYw2egXM3/QXbYo4PuJY8f0HCxk7OBIX+Pw7+PIfXPpf40g5ohdzKuYVeSjn6Hv4ISVsaLdvrqNO++/L/wvLmKgMQn+3HlT7yA8au2BOPMQff+h73BI7uP3d5AZe0YYs/aa2kBXeBBFt8HRtgt2wwfVZgBB5cT1WfReiHp/EQome1HXYaNdFWvY5eXudgQ/m/CXuYR/9sMONL/BEFbs5H2JckU/Fhhx5C6OYw/8OYfqUHIJKXELGctu8QiD6PcYV+vwRC+YoVR3rxV/4rPFxnBcaFZqmLx8fMfn+EzeYtQ7UejQ2/0FTNI9PajFbu+mq/zue+GuRa1zTZ/XmnPUhLwbmupn6lIecvsbJURmytGbhSQkXwLnhz7bYrmcbi2oU9CVXHUgbMi7iF49W6UOXvp8IaUUPPvjzi/8qITf6DV19T2+LL4Xe8SfxV3hZzzT4ZVl8cFj47MfDGh97PN56fCTerFPffouvONW/t83IZB1jo6DvwMfGeaxLrGPxp+/aVzv6fPd0fBc+jvkn1pDreuknv+MueX1n9V+4ky99hzW+c7/XE1t2Mp6mz3fl2dSjT1xVZzz8BkB8JzbsJV9sySmO4IlP3PHdfY7xe5ovdmvlkp+Wv/Mm930cCmaPC/GEHH42e47LtUdA0Kyn0QcjTvJFP0rPV7goD+wnfuggS624bKfh63gPeJTehkdsQCqs4XfgkXEqqIjXft2/w38Y2MVRPoyb5clljifzlYeWd2DA+Bx5Fy7kGW30Y+pt40Ly0S5+6dFG8Xj2k3TnCY9zuLG0P8eJ3CGvss3stV3LyQ7xxZ/0ADb+/NsYjodmiuM40rFJZDxVPtpMzvK2W/6wzZ/zt3/Hr9+s4Dce4oaF4o3+VAyyCw6JuX/bwn1N+4yL41J7+SfPe/nAH3hFnPbnPIf+JKcYsR066BOf8abOvPK3PNyecZ2sH+ADrhFz1lMctNdf5p3rzNZv1Z9DP/CMfy6QP+ehvCIuatuyv+yj7FdhNfJyPFljy3aYisZtjF9ACYkaRjfqxV/4aKCs8ZEwTDhczI+z/U7MV4rWGfjM86k2/14Nj6I1IA/1+dSv+tu59U1z8cFJrRvXnVwLfsL6ayzsFPLMV/S3JHPRTDz0T/hFp7FRZzT4n92zPrrY4CYBKzB08kA05cHV+vIXG3me5nNBF6DH62Jf8q0AbJQOcpZBbI5Rgu/4gxMZ2YCBy0y7fdULgYXAO0AgFppctVjLtpMVa1Snx3kj2lmnXLI9KE30pl8C1tvbO5Gf/O3tb3btL89eeXJUPLXQmL+Px9ZsBzpzOI9vzi/onX3oJ/CRry5/9O/zMZgbX20EjPfsv1I6z3eOL4Sl7/yP+RkH10540FO+5jte5MBkyO/im/E7iWdnv5QDt2Fvx5/thVyokNWQLxOme62YZzwn+37tWps6Uov/6BfbcYSm59r4uD0U9/MJe86P+sJ+sJXgLXuz/bvxgRRgRSmzmZfj4CFIzXHnL8mef4/HdgZfpuPDeA2Bm/gd408HN/OtyM0f86dwdgTJn/1DJwZDP/S2/j2Tj7aRX4GHmPXov5Ev/HvxBztkKdLXccjbfvGozP/r19m+1Ms/cqwbKR9EMtfnQmAh8M8iEJPQX6va1hPWQU3vmq859wksV4mHQjz+qj+LQy+mtWjUYgK/0/tFiqC2YDKcbvFjHxsPNtI8Ye+ZJi5s1jnZ8T09nsDnSQB50YUNuuMJfUjRnJvz2MiHPg/puUkw65e6ePBTJjHXv4sbbcYff5tdoqPs+zfb3t+nB7HxJkKhUeE7i0O9+OrMAy7VxZ7ei5+AHHBY4+e58dPw0smJ9aUWKa1D8BudJy1mcq5ZHo8bHbwm3y88ZT8NNP29vOw1/dk+9rw+ZrycvbJs9hsN92AvNVLe2i2fg3yzJzxmuttLO0ik/ZQdNKLNvjYdJeL4lVHLE3Z2Q26enPCp/ZP+6v7YFOzpch7V8L+LD37PLxw0fq7vG1/SwR/XFzRUGfGmePk7iWdnH+HNvvzt+MSTDmy/yLJv74Tti67Nnrg7/Sm/TT3163qAZuNlEdPU5ufpeqPPxrdHsPTZ1DX9efxn/ukx/cXxTn6OP+gqlt/Zr9wR4fqFmxz5nfSqy7Y2/SHDpnrvLxo7fkHs7It5L/85vsk+gZUDx3/wP/GNJ3JH/CKWjhe6Lf5Mr8UrfqcJp9Fb+NFc42uKxw7EVzpNH7rKTX6Kp/2QdX5Dvutv8CmKnj9iph32oa6GQ3v5WPoJxMLnBg4/2/iZ8z3QuZ6P82FMIJaPToOk6KoT2fzUet8b6vipJ/7W35zmGrbR+yAtv+qFwFMIxODmFbRVFgILgY+DAOcsrjFX/eNxYNRwYe8f6PMr3LS/1/5h00jMemMuzgHvNc5n4+KH2ZgXny2vGQfGlt5uiD6kH71LJG9fgK714f3Ov7k/TdOvqywEFgL/MAKcv+PccWt//Yr5eXzi79S8UJ/VulN4cudha2d5/+wF2G8X43ZH4jYrONf6d9WxcCXwfvkx4B191lf0lu25/OLfx3Phs/DJ5eA182e7qM/5utE5vj4O/dHjr6U9ztF859dPW73gv30/vAC/GHjEOX7TIYK9HecL7N+1953HZwTOPHL8/i47G+Hebv5nqRlf2uTz3XZ+M6C+407elM+S5+fPI+ZXdJnzpO+yB13n/Du2L75H+h4v4+J64bfwYfZ4PMw18y8Rou776h2NfpOTvYmm7aw89cTfTm3IdK/N0x1fE6teCDyJwNl3/GcTTA1OTrfK4i981vi4NTvyZPNP4jPPx2fpOZNZ/7X82d5Ho6/yv8pn1p/pK/2ZP+s/S8/2ZvrK3ix/RV/Zm/mzvZk/07P8TM/yV/Ss/9b0HM/sb+bP9Cz/s9EzHlf0s/hc2Zv5V/Zn+Zme9Rd/j8DCZ11/vub6Knb850/8Y5hh1/vu/ah7iDo+8cdYL6bt5IzudyTQ3W/69/a67c9wbDxu5fLe+bfi/tHtXjSNn0dRr3PwZ6S9nZZNf/GNx1wv/Fg81/iYx4Xp7z0+ZC/hPp2fV3zH5fpN4mvjYbZ/Fd8/wr8Tn3Fx/Wz81tvVsz+YUWi+si+5pm+9XX2DjwzfRe7zc8ZXdm7oPxLfHP8uLogo3b9otZ7nP/NFt/h6/PC+t/9u/yX5X+nP+T0b/6l9jEYZ8Sa50TN+r6Wv7L8hH9MV/la3fGb+jO8VPeuLftY+SlG2OPNoozf+HM9e73p8L/3A+Yn+Wfj2cfn5x5f6OwZI31+zH8p5s7VbrtccU7x/Smr7fOqJv9XknNexY9BGJeOH4GCsshB4CQIxsNZ3/F8C3NJZCCwEFgILgYXAQmAhsBBYCCwEPiwCt574182AV+S1PfGf7wyYPqu3Tf7a9L8C/KV6CwFuKhUv65ne3/nj3t9efvH3eCx89nis8bHH463Hx4z3ovf4vzEeh/X0jf3F2v2P5vfu/V3Nr4+O11V+V/yPnv9nj/+q/xb//nq38Fn45IbmFIfD+TnGC0/VOa/VJv+sNv9eDY9ie0n98stTT/zt3Mqm/e+eduP71/2tseqFwGMInH3Hn6mw3iN5DL8ltRD4pxF46/n5Wvuv1f+n8fze/q7yv+K/Np4r+1f8K/9vrf9a+28d/5X91/Kv8r/iv9b/R9e/wueKf5X/lf4V/8r+4i8EFgL/IAI3n/jv37R3RE/M7+2J/1CuOw0zPTb5Z3cieOJadybQ22/6CWeVhcBzCHgQ724mhQkPT4+qQ10Nh/Zyv/QTiIXPDRzW+BEwLxkf+d2zG7hm86vm72vtv1afFD7y+nGV/xX/tflf2b/iX/l/a/3X2n/r+K/sv5Z/lf8V/7X+P7r+FT5X/Kv8r/Sv+Ff2F/9jr/+r/95h/83Xmwd6+y7/rTfts1+37/5Du/T9k9uon3rib0Vv8rkIipsSY9O/tWewll/1QuApBGJgre/4P4XYEl4ILAQWAguBhcBCYCGwEFgILAQ+OgI3n/jXzYDIj5t5LyjHJ/424jsFZ/WtOw9b+wvDsfNV/9wInH3npRDJG2LrO1N1Y/DGd2kXPgufnDDnOKzxcY5L3MQWbAufhc+aPyBwPg7W/DjHxXgtfBY+a/1Y64fXg7l+YH2oVwvnh+k7mvW5yQnvic5RePx86om/ndqM6V6bt3/d362rXgg8hsDZd/xnTU4u924xLf7CZ42PedZs9Jofa36s+bHNh/lozY81P9b8mGfFRq/5sebHmh/bfJiPXjs/eJ3+y++/H9+oD0fg7n337PcB+vjEH2O9mLaTM3p+0r/f9O/tddvreCFwCwFPmjHeStCjaeMno7fTsvheHBY+Hg9znYvnwmfGxfTCh5PrGh8eD3O9xscaH2t+rPVhXhdMr/VhrQ9rfXj5+qB5FAD2/bX24cE4249bPj3mp/dPvY3jp574W3lzGpuLmN0bvQ/S8qteCDyFQAz29R3/pxBbwguBhcBCYCGwEFgILAQWAguBhcBHR+DWE/+6GfCK9LYn/vOdAdNn9XYHYm36XwH+Ur2FwOV3/GPclW7WD3xnZie/9Bd+OSDW+AGHNX/282GtD3s81vjY47HGxx6PNT72eKzxscdjjY89Hmt87PH4ycfH2X6nXpW49VD9bF/OldzcThvF7Uk9+cTfQVjZ9F+xDfuVi8cKFv7+dX9rrHoh8BgCZ9/xZ7Hg9bH3Wt57fO8VtxXXQmAhsBBYCCwEFgILgYXAQmAhEAjcfOIv1njT3lg9sf/YnvgP5bZ5p82b+bHJP7sTUZt+b/Zdp03f27GHVS8ErhHwIPb4Q+PqO2PIePh61B3qaji0oxzlNfrvPb7X5rf0Xzc+Fn4Lv9esL2v8rPGzxg+zIMZBVsf6Dc/v8rvsC/mFfw7AAw5rfKzxEQgcxkUOl+P+Yh4vB3r/9fnch3Me3NoxLbrqcqWq7596+/qOf0djHb8PBGJQr+/4v4+uWFEsBBYCC4GFwEJgIbAQWAgsBBYC/xACN5/416Y/wnjhG9DHJ/5OyXcKzur1HX+jtOo3QeDsOy/lKG+IvffvBN2547fL45bce8/vo8d3C3e3f/T8Vvw377hr/r0WH4+TW/Vr7b93/Vt5u/29x38Vn/O4VV/pL/6PnX+3+s3tq39e1z/G8aX1a/Gf/V7Ze1b+yt6P5s/5zPSPju/K/xzvs/SV/U/Ar1e79CSf/VB7wj/233Etc7Y/5xLH7brcOfl46om/nduO6V6bt3/d362rXgg8hsDZd/xnTU5e9+54/dP82d9Mv/f4V3x7BN66//bejtRb+7+yf4xo33Kl/9n5ezSepz47Pm+d3xXiz/qf5Wd69rf498+/M14zvfC7j997w2eOZ6bn/r2ir/QX/23Hx1v3z2vtz/rzeJjpK/mZf0W/1v5r9W9+xz8Cz68V55P/qzxO+Mcn/vOdAtPz5r7T4w5E3Jmg7Df9pL/KQuA5BDxpxvgrdY+mjZ+M3k7LP8ZvceVk3OKZacVVgf5j8TV/8n8n3s/JTwAKht13r0775x/ER3i/4/557/G99/57z/gRm/DjoJU+T+7hi8opv43nU375Quy1fEzVg5HdvFb7C+wrHpSjfI/4Znu26/q1+b9GnxhO4/uO/ac8m72ZflH8fhJ2K36cRPlu/TfHn+Z/Svt9vABDpwum4zxc+GnEnOHzovH/Hccfpr7X+llhnfS/M08JU9RX+aPR45vHW+qnxW5Xeg/bf7n+Vfyv5Wf+23f5xz5buGztlus1xxTvn5LaPp964m+1bdMfnRfZbfQWzH7zb81VLwQeQCBm+0f6jr8XsQcyWyILgYXAQmAh8I4RWOv5O+6cCG31z4/tn4X/j8X/o3l/6Xh5qd5Hw+dmvLG5/vL772+xv96e+M93Bkyf1ePOw9r03+yzxXgFAnynpdSznuk8+SPyHvi6+eV4K/Axb9x+t37f+XFvdt8fxv3R+kp/8e/j+97xuRoH7z3+nzy+w3o79+eEz0F+4o912XY+Fv/Lly+1Wn/M+Al+v55c4H/ozyf1L88PF/6v9Ft85Eb/7PJr/F37wOGV/q/i+8n4eqgXmJ9eF9ABh/74zvhf2p/9zfQ7G9+fbfxoXxjjIPLS6+r0V03M0/l56M/sn22ev0H/7eJ5A/ukHyXdXNg/5A9eqUm97bez3bTsN7kzmjaK7SX1yy9PPfF3EFY2/Vek9yuD170bAlocLLjqhcCTCJx9x5+pwOnmvZQ5HtFxUaIY+YgG5oTmyQNBn9p7QM8iV/oz33qun+XP8jNtu4/W31sfexROIL/GH2+RPNoXqfnc52vjn729tb0r+7f4p+1x8vLdaXB+T/PUuJ7GbeZ3qGf7V/Tscpaf+c/Ss72Z/jWeJtBPj75dJf3q55hIv3yd+nm2/2y8by3/UHwex9++/fIt/sY4pp0NJ+t5tFNme6apf//zTxb/h7E9s0dbL7bf2/rx0/yWKzld6Xdfjxw/a+9KHn5fy8GXwtru9d1tYlx8XPmb1a/kn+XP8jM9+38t/T3sY8N98PW337b5Ee2dRz88uz5cxdftM1538/O14FT8Y75/B3tXJh7J9y3jmf0/S1/lB/9LrINaW07Wl9lftzfmNGstfw+Ue/a6+veW67a/67HX55hL3uxnrfspMcWy3T4fzSvktyf+Q7kW05m2E2pKp73p92bfddpI+TxenwuBxxDwIPZ4Q4tF0MPTo+pQV8Ohvdx+T/0eDwsVF3s+Kf76a16MsBn6ndd1HvDf7SEv2nqu5/wafap/h4/Jjsesf87PxUb5oV+Z3YwXI1EqjJ2/XXsQp/4RinJT/5BfNvCJPYouCjl5kGyTh+f8OaaYLjGLb/Wsn2rin8Y/y5eDR+w/Zi8DGPYO/irAqGZ7olv8HPb8k58Gh/2Q0QZo0itSBnZ2b8Qz7PnA9mZ5t7ue+Ve09aKe84fV8z2laYziMO/Jz/Z3OISNmS+7Lf5TPkJRHvEvudmetPMj40kBXVjFhQUX59Iruav8Sixw42Z/iyuOM/60P+K1QtX37CPyNP8J+7fja09kHEDY7fLgxdMrNhsU8tN1TrTRLpp24YJmlGrncOBRB4OGGWXT32i1N/mM51l+GjjYj4a8TquLyjCb13G37c/xiE7x0/wU7x3+rJ/5bfF2PsfdngeKr0PFB+/qv7RCf8DZSqfP1jHzrdbpU/zLNPLP8ns+N/UrkLN4cO32CmPk6/ZeX8Une6Uw9CZaDhjzURg/O3yCHufaOBa+JYCZK/+P8R3Z3p4Cio9b/W+tHi86oz2OT/2XwJB7lsZJlDN9+Uv2bf6Vv9J3dS8/ZDp/9j/nf0XLXjke+VUm8lPjROtgCKS9lORz9i97Zcj96ICz+f78nuPd2WtxMi6J6ZRv/8Hs8ZX61k/VUOJbe9OX/Vlu5l/StT4HoDnfqHOcm5Yf+HEwcLNfd3jRrp564m8ljHvSz0E4GOpVFgIvQiDG16NPoV5k/zsr6clZTgRdGHryMQfGIhM5zXfAb4XBWvCWs+fK/hWfmxmsPr7jfyV/K8+r9tfaRV/4R+2ndPh81O6jctj8nuWW31vtV75fqjfbxQ43seh73siZC3yXPn6/l3/bdv1Wdm3/rep/Ku57fpjD2sTeuDC4lzt2Kb2PsyU/7/ntcm91fOX/Lp81mxu1scEfTxRrHff6bX3dPImLSJ2rGo7wXW5hZD617bltpt3+FrVjfSTOK/+34r7Vbnszf6a7HOu5NpfcsCrMLe/a8rdq5O6tY7Peld0r/mxvpp/VR57iPntWP7Vf/jnG/XQOoJ2iN77imL565Dru2fhfK/+s/rNIPWr/e8s9G+ej8o/GebQXa+mfuZb266+j3L4Ff194cPZ7vGH1Ld7S/EbL7fJUfGfr+2T6yt4VfzL3ctKxxjrX99Vj/x2WvQY86eT4xN8GvHk5q7cgWHvPg7KdVS8EnkYgBrynetZXdF484edc3u2uZ3tud33Ft1w4jFg9H759jdcl44JRk5FAYm74iRpynAj3eW123E4O6IseOEQ8O4E5vm367/UUgmLs7cP+wU/6JR8X+Q3S7ocd5n38B+0aHcc55GSI+NNCtk/20JOc68x3xDFwKL7jm9ttp9rJgot3+qTHpXjLYcaT/ggBWv1JXXRUW3ypkPSJf2TRLPNVNzodlFhrzxbJ2z9N3c5opz+KkeaINIvewIBfmuIHS+K3cDvJo8yXlYxTePR+HHbTPrhSJFdHO//R5jgO9t0gAw2XajdbdeUx8LiHt+Iov92/DUbbZudOfBVXmov4elyP4Id8j9v+u50Q2TXfstvb5/6Y/WTAB7tel3b+7L/bR3+iwctl6NdBur/Tf5Ir/rDb5GV4pidcen+f2NvGX9O7G9/mz0Apj4hFavGRm/6U6+PlgEM0HOdBiwMF41f5z+vnsD/w2fSHP/V79cOJXKXrdKa65atwNnro3bMfboecAgr9aNjGxd7e6A/nHTo1bGVH/DJI9eUgl/YqW3ns5xPjNfzIfhrU54RPynX+nE/RFYfsp3jmHQYcP8EQb7Grnmns2V/Uzq/0dnEru9Dv/shH7VnjDx1GmnHvfDjSn/yonY8oku98OxR3it9y8heapqPOvFLeN8t0nRP22PTb7C4+9MwIfzt8EbT9yo+Qur77e2vHHlSWmS98i5/mM16kU6/RZUPiyo+GmX9Cp4LinP0f9TOfo9zWLxVu2dvnT0SdD147+hDvJH/aj1g98R+Gd+uTpGZ/oUcAjoNvKvUNAAAgAElEQVRatIT3/ZtNGW/IqUg+M2A85XwoOqshX+Tob+js35LHoOOIw2w9i9d+ULBc5kG/qBzspNwRj6afiuV3bjd9Ek963OKtAX1rf6320PE8ulWX2UP11BN/B2Erpntt3gDPDateCDyBwNl3/Gd1T/q53fQ/wefpkBbw2PR/+6t9JzSCGP5jAdFTpJjMuhteAQ7+RI83CEYioRebV692fG+KYz+BshgLnp7k1dMQ7PsJyZCJA92F98KCTOVA+5cvPNEtaeLtfkMOH3OxPeUTfD0R6HJlR+vErNxo9Pm6hO8O9ycI5HuazxQj5siHOP1GwnARbeoHbtBEX8le3FVmISdPsOr5OS/rO79ZTjcWwGkqkm9t6S/Hy2hu8YsfMZB3XkTxGjbRRU7V54qplIUzMbs0W25SXXn3tr+ir7/FnfQv5B825lzx++VP4sgx4Cdk3QbHvthjDghbycc4CppxPPjIljJj7Ncv21sDW95kuo2vGdcz/Lr9Mj8q5DdroznnJfGCXdQusz945AQ2O1njHIoaa2WA8Q2uvdBvjC1lNvXVPH+FX9igzGPfbW6XkOMonQ3H/Zjofg5rSxjSHK/x223s8g4fslOYCPeYRw0+xXyIL/SQ3VAG0wn3wAzs5kLLprdxadd4jPqZeUts/bpE/RWxeV2Sv57fiDtiridX9rfLs0LrY1HfbY2cwNA5YJ8+7jGwrmnuBU/+I0aNtbJJ5XEpfrX/WnNoiIWd3s+j/eJAcYJB/LmcxhlM4jRWlvX41ma9BoPfBkrMsLaNZxHk3HBPgevzhuKiD+Ovx6J+rTbw7HKyXR+cD+6tY8bA9rpuroNbX2ptCJ99Aqgfw78LR+572m7FNetZf67P49r3nXQYw1NsGme/xdoUAZ3aoU/aWMUO8c54dYzm8+vBbvUzvrs9UdGGvAt2z+YW7faJ3jjPzNdbkbP81xiUv6ZL4pxzuk9hEjI9PtmfsLvVP4onHFGD9852tM16WntpD5+780bQV7mH2qHs8Cgbfbx5rfd8xIDnO+O2r0N/FZ67/p76bw7gfv6Mp8yz96FsMD65RmuFdaWPP/VlYAouxLmLNdpkM/Sd7+j73v9h0+dj22su6zDWzZgX2Hm0H23D+Zue69fy6SNfE5C/1l7qcKR4mUMt39n/Hfr4xB/jvZgeTovf6R4Uuvtg9va67XW8ELiFQB/cyHgU9ToHf1ro7ZZ/E345oorlKJ3Hpzf9edmR8Xpy6sQyTdLUD7nJ3lis4yTMQqiTBwtAnSRzPoZStHneKd9o8iKBUcxCs+Chw0kaWxzvFt2gnQXt5LHzWxfp2ENX8ZRDFl/TwVI8OgFGbCzYezu/KwfkpJ7V6FdIrxtexIf90EGPk5Lyic2l8uEEEHrKu9vTYlh3dMshcrZPwqLRSUbGFmTilBfBs10uboUd+VXfEGM/qWDORf1fGdLOTQ31WejgB11isR/kwY2SGMSFUcQvn9GGfPZ/EHWhcYazfGCEUjGr75pfaGAa8TacUMsRREQKUXF1//gVHTVSI67QVB5lDyfilx3Ziwswy1O7XwlmjFPsVo7oYA4clFsQxk95wEcoSq8zrmz3J/K8Ruh+ZLNEX5IL/sCVgh2PF/VP6LnPlVPI0T7wR59cmz5yFM8JfDhueLrJJYmKG/my4beHjJOxGP4iZmSdh/AJ3/IPPuTExRxxhQ/hgv0otAnnqIVHxSwmhqoo79CUT9tpfMyN+GpuHuIDp/izGq9vErexFPbhz14tJ/xpL8bgR1vPJ2239SAUjAlpEB/9Qht199vb7W84tB8CSNgUt/jRhh3L0q+iyQL5Kth3YrSO+R8yXGwqltCloEaM5AMx4gT3aPOmAbkcCzmHPF9GP2/uh13ZFzXCSYr43F56VPs49+cN5RQyEpd+4E3MtA0c8uJUwIUM8fZ86P/5N2LQJxrPR+FZurTjz3UcRsN+fadJfNpLj7aBc/QXKxE4EafHLX5ExzmFIj+h73jBV75izfJYQ045NznFi36aafGW3ai8zuE746r5F/3u0vVpc5wc62ZpxOvYsi2wD3zLrWqPf/LKeR46cQxAng+ep/Ddhl73xzigrzY72NjWOHC2fI7J3KiN+ILvm3zE5/7L/tnshhGNEY+7b/F6N+Ng5Bd2dKzP/OD85P4mprP5jV3FV3FoHAYO+/h8jZTxIYM9y1BTOr4ZQeUTPuSbPohjz0eOhWcJj/wrVtsHW3zaxmgPfcWiLJv/CsT2HAv+jC9t4oevPI+XftCUtBvngciNcZhtdT4KO46h93W53eFg/JkLtun5xo0yckrjWxzQwkV+6nxI7OASNzPjUEX9hiyv/EftmIwX/uw/Ncix4Q+uYdNxocef5kEoDDrOkWmnz0/Pm21+zvnj03ocz3zo1/Jlt7BR/9Kf0Phr7ZbrNccU45jU9vm/tsM8AqxeTPd6cxrJOZip3mzs7W3t62ghcAOBGtxwx7grUY+mUdfBoGe5783f2csFq08uLi4oIx7mRcWk9ppfGz+ZorkjHXxd9AcGWgWjzpN2SATPfGkVLbuhqxLyqCIn7ND3Hc1YjFnwJM9JPg6QcXzisUBiADuSTbt8arGkHX7oKa6SJWEuTNQeJxTpFs93nHXHPc1t+Cia/Og46sIE//iL/2wbGU4CiicW7YwxL8SUD3HiNyT0GXFSJK92mUxajOQja7uR2KldLrAoyoe4+Cu8OMHYv4Tqg/FAOycwCvL0L16peepO4ULY+sShNp9Q6SP0wp/6NJi68Gz+wck4hzPp8+GTL5tAbMhv1BT5K3zoN4o1XdOuCLFfehKMuDtNniolDyV/2I0/0dFGnhR48g+m6IR9LvZkpeWlEzf6Ykh19BM2yJti9qF2Q6qGnWgofLhI+xV95xLHurgve2k5iGjvY51YNW/wXzEolsjo1jjweCacMb/juPsLUnbV/7yRErYz/Mif8RV+hRs1MfmijZxSEBMjVt5qIXbhDIPjmpuI+xiWcKYOWz1vjxt0Jdc7ouTRnfFAHnylo3GcdoV/NBK/bFbt8G3+Jo1u/JkvHAonYUN/RBm4hkHnlrhufj3PNJekFR8OoGjFW7kTLzTzUH6rXd9BpS3GkXAoXWRszjFIT+N8i0P5EGcJa9NTPhhfGgfig7MDDRw8PoiDvyid32mruZZw+0APC8YC2+CDvGNGwuvJZiePPL6Jg//MF16MOcdIPnGs9TxsR9YZRbRp/qMfOCLjvEkKKeGU0iPRHd7YI5EySUwadWGLuGQhauclU+UnradqHyeY8iZUcYR9LAlodOtP9uMY92JnFf6zYXf+0vk48yNHyTO/4wB91da3waA135u/Mf/Riz/09MQW2cA884/2wDPzx37+oCd+1Q8lG5VsGM/9eM11SDoVL/LYTLwjS61PtR4iEzzhCALh0/ElGqxRuaZCp5wsKmbNo6Ef7Q2DgWdYTLzSN9ruN/LCv/LDN/rxJ6wrb8XX16cKTLKli4z/HLfrjDbMeu0LWfzD1/gtnLjxoThpjz/4Xv/H2KE94uvxb+Oi8gwZCqmozmp8Ku6g5N91xARe9quD0mBdJze48oXhoHVMXX9pN1G3HdeYgm/fOp/iJHQZe+oHhIJ2HF4/8MP5SXhwHkMmzssKQ4b5iBICXg+RST1k87rBvmn3dRX44z9tJv6YchvHlE4f52eo1zUTsuN8AtHK3B/kQxl1HQw62U/wo4fAJhzNtfxUAMbBdbkZfWPa9dj4j04qjumzegsCbG8HZSerXgg8hQCDvBSynukYd++Cn9NZk60C2seVcSLldhYjiumsc1LrdcngeTHxwVg0dHItzaiQtx0ZxW4seEM/aC5Sv9RGxxdbyGJTcTF/aYjCXNZ81nHStHu+c0wxbb1spT03J8pxCoy45LGC27PJI9cR21IeQSAnP+WMRV35BN3zIWlEJI+Pykt+gg5y5JnsyhsGerHIW58DnRTEST3b1XqIAf6njpKfSZc5xQFPek0I/V38pVAmUy/a8I99nyjHSQ1/nPSiuK/yNVsYOY60uQ4bY5Mdx5Z1PMI7jfApvmpRGbcOsQM//pRn0BTrJ5V0Mkq+fNKWF4XZXpCNeIzhDn/so68xUydd/JZvPYmSM/zioGr0evugt3kCf4zfAl0XHGHEuoNvW803cbkoRrQEUNSwgm99y9G+jWf4QXPhVUXqJsoXpijqN9/IwXa00d/U+RFtjIcWF2Nm4BrO5a8MIpbjpcYWzFbkr2jlF/LSV3IZD+wRXxyn/+ShYz6W+0U9tPnaYIZh092e9UeNHEQUatkRlfPUtOoaMwj5YnP0R8NI9oKW/45Bi9/+BABExYsf8FatdpEcjfiSv8VtF2NzIOkmX8Y2ftonHGPEOPUx6lobbHgX9+Y3cZvpzabC6HmVPa0/wUy8I7iwz9pL8XwWwQcxsl7l4ajFygQ4VIHccGtxBUPt4V9fPyKOisX9N/TCknGgPrRnmLpYTxsbblq3wm6JbHU1uJ1gNa6Jp867ioN2+y+e40PH+nMNj0K8u/U/m5Wr80j7yZAd4gW4Kp47Pv/Zv/RDlrLvj32+9mM7zk/jO3TNlx3Oi9Eg3MruyLLiwr9KhSjcmpUcL4VbSu7iSwepvMXd8i0/qBKHa8fp/BmjSGS8EpN0xhOcGKMaL+RT5mlTqRyEcxwbmyGXUuUdL/uSdsNw/K/+HQJ1XRK045V2GIZ2v6p2/K0dL5LjIIrNus7WZicabNf+TI8Awo9uCmOvGSIGxyNGMYVnHDuOjq/8R8PWbxURdhu22FU8KFOgOY4/xjHXqS6SKHKzmw0SK9nsd7Ryftje6foRyJVnuRnx2GnVaud8Smg+78IjzqgcpcNNej+/EB9yEMSnem4vOmzv+ZkPKooHfjj0OHdt/r0aHgX9Xv6PCYFmImrTvbZzxOxcdYRtGl6Xg15lIfAsAp5kOVlz0jJ0k57rbVL/k3yfhMgt5qYm75l/4tbFNoJV9nI1f4JHOyeq31l85tImP76Zc/zHse70B9/T2/50AsPmbKsWG2y49HmrZhtDv+QkXXHUVl7quSymH7WHYO8v+1Agwdi8wqH/josdHMt5E6tXB1s7MhT0Rzwscs4PpuLdx6P1Cj3nT7wtrtGOfhTT1Lx2e6s0cyN/cBj9UbrOy3awO+KnkZNmjQFtBogvmrse48QXNb0ddexpjMRx9iutm77w7jTy4CSpLd+Oo/xXgrJ/Jh8WLIc9CrK2o4vMyA0/lkuhE/xL3zbYjIAj9vwd6ngcIEPDnoz1PGloeVWG2Oj96LxLXT6MR+KXeZFHDpSswZFEhEcoK1dwsRzeebIBDb/8uwpG4iDu9oH0Dh90b/W3/OVrtqwayLEpFP6MI/Fh8Dpnjt2MhniqVBzIuGTeQZFfSW55xBBV3tbHTeUdTSN+s8Ou3m5hIxFPwZQLpvHbx4Ple41dZOPP9bw6jqixV3F4jSxToY+dlJQd4g9ZciYv6yEPf8xHHFN6fiHfC2SPD5uyV0Jev6x1qGuu2+aIE7vEGEX2w67mQdDuZ+KibfOXeKGTfmaalDGMRJTKC9LrFHryBz+OBj6iS7+O9+M7Gz1OoDY76OEu7cGwH92sahjQ7mJ5YHB7xl92LBi149SYqnkAO94eL3yiX4L2+NnsIYX9+I/xSaCiVenD/QBh+30c+2YJfLT3eae9W+dj/I3xhn6ID33wilz01+MCEPuJ9qQqzy4XnPQuca17vZ+zFUMphx3zzdvGY/iJiT9uQpUf5Byjjq1Ijd3KR7iHA8ejmjyIv+rURyEzGv0fjE0v8GJdbWMGacVZ9pPGWhbRFYjjATRsCn8WNNYiYx3tf/3KW3nRVjZ6jT3j5H4tsZ18+g1bwUTf+SA77EVA2f/Z4vGHjPV28nM7+nqCvunv9ILv8bvzH+Kisad+Oupn/NVOENGQVBwDZJW9v81uGBa+lqPm/H1asNflMRplG3/NLu2Ix3/Y65htUYUQ9uK/fXzgRTv69GOuCHM/BksFPzfnZ1iwv/P6gl9x4Cj1Q75wpXa/bDV5b+3Sg0a/6dHu4nbT44m/GzDei+nNafI7LVAJ/tTp3l63/TMcMyh7uaRn/Gf9id9tczzbn/kfhQY1JoHHH3EnzVFO1tO64Dbqh/rV/DTAp+KJk4JKjH3R1V/Db5sX6p3qv8FPbWmhT2Gjx2vb1P7OGDRYaN6FDBceKqHkeSes8Ae//KSto718LWuTw5bnMceKzwGJzoxll0XGfka+mVFKYaHwycOSCiLFXO1q54FKhT/4bjA2xmXUX+O1bZkPB16HJjt7+7UYl6ORT6OJw8V4Uqtvpv4hDoKt9KTmfsi40pLijVfbRtxlh7wsj6QvaPCnTRxt8ec4kGEMzHZME4fzTT00iC8jFF+0mhV4xlkZFA7gTjtFdbUTR7fr/sFQ2kl5LppcfFJFFzPdnv30+NyP6Dtezwv5Z87xnfEqh/FbeuZTD/sRQJ9fxo2aWPhv4Md4D90Rb40v4iMPivIRnZJqLjnsDLkUT4VSNF4ii29/D/W3ME7cNT9iLGljEn41jvAfdn0zQN+hZdzFn/JtcYxAHUcFrnyircdDenuaPFPS8ZeZxE/y+Qo5cVJ0kc1NCo7jr+vDH34bv+OFzK6E/95vYXCw5/FB/KOgF4T90z7okst+THtdzjaGfDXs/DVcLE/t8djjzPaUwg92KPYPxRtAYKjzQCTC3BK/EHPWTv+UrrywjVyPH3nRzZ5xTXlbhMrxpXbLD8eJKzyKcDPw4UD5Be31TvOQcfmvf2nDhU7mRQ1eVcr+3A+JV51DjU+o6MZCGDDfduaaDS3+PI8UR60Jyr8UsGMZIiJ++sDxIJZ4wk18qa3T1xu1hY8D3k3P/WtZxRVjYOQTDt0/wsv44LSVYSfWDGxhh1gUN/iEbMadiY7xWTbkj45Ajtr9HDRr/ZyX6GgfdqW49WNTl1/bk/fyQ0TWR53i9dl4o7eP23mkPJ+db9qRZF5BFS5gIxn3q6jgJyzJi0/7V7+AZ2ApXF2XnYw/8VIctud6jr85OpUPPdoFTFW79QZ+6x/5N55RO+7MW5Ykv7WXfXxEybSzHzYaxgaI4iyayuMxDoY/dNE54FR4bf7T7r3xl6Z4g6bWPtsNW4xrxYaZyjtxLLsh63h7+81+1NdzwMFxJT5J0Z6FvCmDTnKjZ/4lHXEWfltNalu7/LV8yqUq49nbOD5s/EdnlaTpXm9Os3M3eh9MmgDWn7f4pG0ELukapDflJ77lXM/23f6h6hrExOxx5/idvkfVoa6GQ3sZeL1+WrZ9TywuLCjGHz5zmvhZmCh6XbsCsH6vbQtZrQfGIWoVaCdQbb6wl06ctOCXtFTwPeyWPc3XtDjJb/YdV4lVXsWvOJRfnn62RVTxbdocIWcMHJwler2LsxjWN48nZ6Qu9lk+wbGs4mt2IlmlMy4aoKpt9FvhN3AOkcyTg1rf0KMc/AefZjHzY9gh6CjZH/kEwf3geOFLPmKgX7kI0YU9et4cEV+0qyDHwRTHsNvkUhDcEgPHmVTYqAP4hOoLcfBxPqqDpgw7BwMpP5pb3sZa8YWA7coe+ZZdtxu73RMX4gmbujALQT9JxYb7Vfb4iDLiSDJp8CIPatrnWnqJQ7JLjvbSo1165SCb067iEF9SKPG/CpXyrDWhJEacg18M/I3xYSNTvIMfOo4PzBgnot1eNv21CkjzHeCgS9Z0hb/JB195EJ/HWbPnPLZ5n72KPR1FDlz8UZDt9mVXnNZuuvQtr/lUPOkZ17A/cAGvws7+Hd8Y581+HY786GcK9rody/XafMmHhUGXjR4vMppvUTtWzftwN+Ij7krW/ak8JRDzgH7GtvML4YwW66PZJiyWdBNEvZGKG3rM82ZMT3zLH81oVoiST73k4HC2azyRAB9jxJy2HfR8LNzlhXiqlH/rbs0pQTt64MNflvTV47M9arWzDoWeMI1adlDGn2hbypo2/0CaYnZcxS4yqEQh1/XCC3twonZx1iMeDiiVj2ITmQzHl+GFnbLlcW11TDg/HYMJ/h2va5itHMYrcjZa+o6fZrFox8ZUy39vR962EBedDamPMKXsxZHxydbmz+ePMGg/aS+03f/Bc77WH+sTDVHMJyevTwTpMHu8qZGfOW+3/kQeG6qxC01kLT40h13x03/H4Uze+aFvA9s4qPwd6M4fmlEiLuxSpAcdRfGOdjWNj5Tu/TBYOlD+ceQ4FJdjAIeKI4XBMywan6oHnUL69G8kiIgP7MSHSMertmiZ1w8JIVr5QY+erHhGXCVza36mx01/o+VF6cp+MR7mz/IHOtcxxQlOxO2afAqLuc6oNr5p14eNvxkYp5zVm/NtsIxgKijbWbURqElncqoL7ob3JHAgbc/1QeDjNtSkJIHMLhez27TlXM/ybnf9Wr7tRF0nUGLT60tMxIqfk4peJ4YuOffWWa25FgPBTydGvqGfJ/IWd8h5zunkXAMIu6wd+j4mbaGrf1YJY1Hg95OdRMTJjxGXD4o31gFoL07khZzqiKdOsLM//+AQ/LTT8rB9mUnDWl96ezi0f57I9JPBWT41aGqTjaHsk7E4NnuZALhsCQu/Gc+gHQPfMbf08B8YUKDn+Gn3xSf9qE18CMpP8MBnZ4+bSPgDrxo32PRND+zRrrawl/inX455/dCx7uSUdyjDp8JO5ZnjK+PXuA0ZleA7TrWUvBrRT6mo62jIJ237+CRecEi/6X+Hiy/eQsK5ST9MyW2LW25tKOTxBo5jvjmcEixSdhyTb6YgIj458wdNHnmoWKyjemNkXPi3vOrCv/SxJ3xDDz/6pWL6LYrzH/FFG2qdhvBma9hJQBRv9jeKdpg1GLo4fmhsOA/3eyWS7VaKWm4KX5pth/gcp9pCUHjKJ/nXOgMdhNYjDARNXPC3mzbGK3jRh/N8wBP+KMOvG3b2Qr/hqvjwjbMo7m/HvV+XJJIO6tByA1fFnRHYJqKJJwcZJ3okOPSDdD8jO+SRixJRJz7ohA2tb+FGdkRzUznzIBW/lipl9EPGBT55kavjgUfUlKyNd7bhiXywohtqUStO8pFCcIgbmvWoYrG2/KSg7GPH/mYchNsu3iGZuJRRfBEDRX4rvmIrXo7LrZuTln1QzeLXsRVXuMu6/FYsUCmffWBt2j1OBp4Ilg/86zvd6WrDd0cTZwiSQ+h5HCKC/d35WHqBc9SKE1q+HNfW3r/2hnnk+zhTvDKUmckegjKZPqA0VtSa8XDY7YzzTsSRfZL20n7a0/ihv/gLObkhbr4nXbT8YxyaOopq5KKIX/HlOFFz6ZefobnJSzZEvW7Qd0jnuAH21D3FHd/Bz/UpjqHVFpXHX9gqE+W9xS9G9WvIyy/y8ed+VV7RQk1JOo8zspR3u+rhMPXO5LDg3NBxvtSOPTIrXJFGiirqsk+FfDZXvwVhu2JAKyNqSs8fZrYaX/DvMeAPe3gZ6wtv6tEua8GJY2JOOhrLE77AMT0gvD3dx2+Pc5NL/9hUKT8cW17xQccf8fb2u9eXGIlSKY+4HF/WDZ8Un+Qe4JcD4Ub84DfXiiM9Ov65LveH6l//E+XQeqPBzs023WvzPJhMrzoRoJvUOXFArW6jkxmkqo2UaYYl7BzEehXNIp+41qvt5H0nR7B7D3ziYNHxYjuHzMWS/qZ45/hFRz/3E3G3xR3oXb5NFvucrDsfe7poqbETA2xEwC96+wdVLHOwH9L6LnXFP2Jpfmnb5dd5HtfIxPfP/AN1trNFky2Kl0018yLiO+XXBa00mn1OKFqHyrgwHHlnI/jo5FD5yF/Zm/WZjzqRhaxxRX7fz1uE+MZGx79C2aqOjVo3fT9dcF/wVNb/RCSi/k4c88KFTZLXBbdR6+QKhnFMPIzLeWz28XKLT/shrymHwXd7+NWvcxNIlW7fsZnnmptF82zGNuPA5Szf0W/2H1nzBO6sH4wH9npMtk/tsay2sqmxeIJn7wvkPeZ6u+ZP6N7rJ/mKiIVBw6/Hy3hUzFHPxZie5XTZz/r9gbgIa35tx3Z3/oxJyOtfC3E4tMd4Ic5exviIRvLpP8xoueGn2T6b/5aXnRj7/D5ATM7j2I6c+o8nouecbMN1x0d4O4Y27xmXupm5azvJB0xq3dLNwaI7Ih4j9k/t8YJ/+GOshL7wxE74BktsbbkoYkxo3Hqd8lpxtp5LeHxseYHDKIXBoOvgsIY3rHb6yJt3goHjd96In+ISMWm9rrVd+NRaJpzBB93Wxjhmo5pfAWr4zHFMOWqcxrohW/76EPZDDpuqw5djNsYKoD7Mc9vm3S1Tnt0u6xz0SaHVOXa2xkPFpzlkZuTvmwJuwrbWRd04Z61tJXiKNWztcpgwksYdWfUr8UzF8xsf+Rsj6Uc+S1Z4hu1dHsHT+snY5y9o5gZjZZ63p/gc9GJ9ms4MbPj56hNRZ3zH757nv56wnU9DVGUXf8TkMWI+tXPn2OcvY2x9j6XdfHWe4N3Ogdg5lJN+YmxQwMv+oA94ppAw7bGqeZpXtPXi+Gm7O3+rH6zr+W/atfo4ZCmWoY3juexiPckfeev2/GnfYs0MOn/jYSD4YZuCP6+/aoiPnr/bev1aPr411iMO+tHz3XZNd58PHv/rsPGfjZl+tt4CcJhby2c6Mi63ciJ7RggnZYp+ZZ1OjGM9qYkjnehb52qw1aCT/dLjFoD1WalY7Cj7pXaP91V8MvAOP7wIOn5ndaijgbl5aC9cPHffnE//uT+qf+kXX4wN/3O8B/rCziSv3o+TuRa58Gc/7lLhR1wRE/FAq1Q9+DRGG/8hKTsAW0VyEqnxihR+ZS606odlJBcXHjjLJwU57od+2FAcrkN/6z+UhkMd7OKJFtxp3igf/M/2t/iZH8ojdLIfNvu7eCLejH/DT37Qr3lrO9Ib/Zx6BDrsheCWjyAVjQxFdvFXoaCn9qi1Dohq9oI2JIyveTwhTvuI7yze6sdTOfsFz/jr8eST5Iqv4tjnH/LljzhiQcLm6iEAACAASURBVAJoHY54ZD/HA4yBUxyT15CD9rgpOZjqF+ISP5HYxRn+hFvIcJLcXRDM9mUXP+WXgyiyx4H95WHapT3KiJt8qv9R8JP4Hl8Ij3h14q6LS43HEMTt6Efjj5Ng2A8kRTTtcZzRRt36e9iB3/PBT2iJX+3Yo1hfcQZ+jkv5hI76IUVzXWn+M8/ozz7vBj8i5P+ibd9xYRJ9n7egR/zBYHONbL/Ikr/SI3/Tvoj++q+4GVpPFcUPPOU3ZHMdYz0ovbBN2a1LNX5sV3Ufx+6f0tU6W8fYQn63zsQFovId8uC5xS37h3Fe4wV7IXDMh/ayQ13jb59H8olpd3GPvdk/fuKPOHN87m9uGq/MK+zGf/lElDiTxo8M6yA+CJwq/rr+6F+3t/gl3/DPcUge+GMdCUsYi+J5kXHnuis/Z/YGPmEHfuj3H/KSXrSpn6oe+TV7iiNo5wbND1SCJx/icxh/I88Qhz9wmOnyh5bOn8qz55f4bvqFx9DDfubluHDoPAnX/vu49DotuQkf7OCPN0l8s3n4pz3kRceH+DigBL1bn6uzNH5TYsMl6NJSgFu8mR9BJ46Jb/qPvKJReiQWhU/iHOf9oOFLvuJKfKIxWj1fhQvrRJSBHxI1/sSAjj/ydRn9Gg3yEwLGN+mtf/J6frIfjuf4jPewV3H1dvkHd+ILQvmd1diPgBy35KJN492BggPxFz6yDSBRqHp/5flMLCWa9vDf8ii29NU++Q+GcRNYQR/6O9p8HjKOBCm5aMDvGI8V967fyFt2FWbKe5xGu/w735BVHpIHr7weGfZ2fONxa34GP+y4CL+KV/EEY1eHY3fDrt1y9/ihCEaO85l6iy/Hh+mqjxv/SeCUzM5hsamk4uAsqFPln6hR/1YpIBU+YKRBEE0etRq+yEQZzcVWY4wWLYmMmirgj7DqMMiC0183s9yHrSM/XcB/0ATcj68N33Zc37L3KN9yrm/Ze7TddlzPerfaZ7mZvtIzf65nO6YtZ3qub/FvtVvffNduf7S+pffS9lt6jsd81253favdfNeWcz23m57rWX7mm76SM7/XbGBYX+eNv23eq23nnkzn3ZI/tse6HJtZLt70F0b6yb/b5PioP0skbTnXs9StdsvN/Jm23K36Sv5R/ixHH3KC9E3fe/79ZgxPa2zH9S09t1/JXfFtx/VL5W/pud21/VzVyLNp4WLx3jwYdrluCMw9Pm/ZH/I3BG7xn223+Vt6j/JnuWftWd617d2qH5WzvuXn2vyr2nqWm2m3u77Fv9VuPdePys3yt/RutVt/rmf5mb6S/9782d5M34rve7XP/kzfsm++60flLP9obbuun9W7kr+ya77rl9qzvusrO2/G9/pc+8dt3326mX8mjH+N7/hrE9lUTZ/V2yY/N58bzc2AVwfVovhAh2zGo1Cx4f9XvDaWWOTr1tGHukD5Gjzav+pV3rwzhSZ36Ci9ti3aJK8nR9wq4AZC/NNMutjNPsAfftOKTH3cj8jNeWQ904klCb5Hvi/uXxuf7dDfezycd9aP8jd7e322I/fs3+Jv9s71zb+lfwufTc9x7u2bv9V7/mb3OXyOeuf+Lfeo/1v5W3/mb+17/8f2fX63+LZvvmvnMfO39r1/t1vf9aP6m7ztut7331HunG85xj8LL+sqf45TB3zALuKsvpo/zg8T6NuvafN37cRBQ5Rxfozjh/Wl6bjv52//qNyzf4v/vfK/Zf9WfDu8UI7irwORB0X1dD6Y9USH4Nw+9IPT7R3lnuNvdo33Xn/mX+e/13d8rmf9o33HASfKyTzY5V949ieb87zZyU/4yYUc2e8+fvNvxb+1p/6c32v5s/+r8T3z7d/1HJ/tu5713b7Ve3xsd6v3/E3vMXyu/N/i2/9b5zfb3/ye5zfnP8d/pf/W/Dm+R/M7xvWy+XPL/y37j8Z3tPtY/9i+/bve7N0f33P/bnp7/0e75/yj3Ln/TW7Pd7tr53eMa+//xfzp/CZ/vo6Jelw/INdo+WtyZzRtFK/vSf3yy+FVfzPOajs1zzTbTXVeBQGfYH+28lVPdrgCyafwzt+beeGlyxMAMjdqcAMvn23BM17/MaaCFXYcpFp85oGe9us4dHm9hcL3u3gL4COX/iTHeQDPx87Kmax6IbAQeC0C83pwRb/W30v0d69dh4G1ft1Gkf6jXGGEXD7xj3Ne3PB2mfvf7T9T/RCGXJ/wdgUlrinm3+RIxvpcCCwEFgILgR+GQK3TY5/N/i/a2A+yvXO743vi/Lc98R/KWG0F4xQ7OaO9QfVm33Wa2dvLto/76fx7BmT4m57wR4fEhv33+EOOP24GcGedV/HVaezuo9Ogf48N+u96NS87k3bdRJE83+0oL7/GLyYH8Wd9B1Jy1S++2YAe9vDBk//fxg+CfEz8iZr0O95JJybO6lBXw6G9oCzY6AWVQ730z3ExXgufhU8gcJg3P2B8aD0YkbBe5LpLKMR3ul78Q+O34NBr617DTuMpwYHnPxTf8PeO/IOPuzPji/48iQ85XmXn7YDOT3yzpbc3s3E+SYOflU+CwsG4VcIjXw7iL/GLf3ec3yQoWarPjs/KLzt7jIfq+0HXwaAXXwgMPBY+ezzW+Njj8ez4mOUPtDf7vWad3mgCEF21AqoPX3v0No6feuJv5c1pXFzFWWOjt2D2m39rfr5a3+OPzb2e0AuM7ck7fcjFKM08hder+LEp50z7Z9DcLNB38kKAV/lVgpc3Dn7RTQP0uUnAHzJs7n9DNo2nTg0W7PpJP33C34d8+h9x6zuKmd36XAgsBBYCC4GFwEJgIbAQWAgsBBYCnx+B2BfqN1jaJl8Pj00HArHle0k5PvG3FTaNlLN6c/7zbvqBJ793H0/0edIOVrGp5wm8H9WzWedJfN0d0YYeTCWrg3g6r05kH4/chGc00O5NPz3Cn/CPI24ecJNAeuLkzQJ0dLNBP/LDL/bKOh4/RongyZOS9RVtOdezvNtdL/4eX+Pi+rX42M6t+sr+LT23v1bfdm7VV/YX/23Hz8J34dvX/1vz9Fb7Gj/78TPhwXVGwrvOrzscjMuE17gOWfwcNwuf/fzxuHC98Fn43Dt/PTA+2v5722+HnvaLVbMuNTk8znRGcfx86om/ndqM6V6bR7CftTCo9ZphgM6mP9CODXyCnmnHa/nRnm8DBCOg4JV+48Trdby2zw/9hZae+uuJP2SUL7/zlgC/UJ2vMmILPuzxpkC0gbAshB3eBJBM2SAOxYId3kiImhg+Sjn7jv8cO6neG2UfnT/nO9PvPb853mfp1+Z35e+19pf+555/q3//2f6d8Z7peT4v/j/bPwv/PQJr/K3x9//ZexcDN3IjWnv3/jcKp6FNww5DSuM6DCkOh7GKw2H4P18VDl7dJIfz0HBGhd0hGkC9cFAAu4Bu6jPff5Z/v69/E8CdnvhrGYrYr20CrKvSk0rHE3+C0zm57KD1rDzvSMC7Bv2rvFn2R7h2f20r5QzCM9jmlH8E/ezE5KP6EfSr0M/aIxCP4YrNAt7B57SeR/O9icBoQp+vBORvA+SmQp76ezMBh0ASCXsI+iM1fhp5kiDsYlPgq/7JHpXnjYFkSH2+fqTci47xtxfNORioW5Hmeioof4z2tPzMfvfjUv7o/Qu7PUAUlA79dEU2L+0v7V/oC/nnO6wvlV/8n2H+pePZDee8xvfXjm/gPa0Dhf+vxT/Wy8I/EGAdKP8r//Pty/y94HlS/lH+8Zb+EX4mBXN8TTyUfjfqTTfnXJMcP2VpfN514m+2UK7gk04rC+EH42j4hIn36+kZj9/7EXrwIIBPkHkfn/Z8h5+vD4L5/+mEn3f6Y1MEzOKVfn+9TEAhHGAbHyE+/OPdfX7RmKcH8hSfAWDzAblsJkAXvycgOwn8EaeqsJcnDCj3jQJdP2RS/3/Hd/xPvOEhh+deo271y+3kJHz0NZPlv6bMklUIFAKFQCFQCBQChUAhUAi8OgIRy+Wh7SvH1+PEf98ZcPksH0b8PkE/wQMn5upxBPUE0dSBD0E+wTSP79NOwE3sTt0XbQL8rX86J3g1kJzE0xbcKmcuNqQR8agxNgdUDpxbHnxBxRMB+d4+7QTI8RsAqougXxsSDpzUHPIlOTYp/K8NxO8QqO5hU+CS1mE7wGQeKEXNWv7o7XRRr2L8/XfkdPDD948O4ICaG181CfB50tqvLOfmluaL+s9cOtI9f3y/MDcld9W7y9vLu53VvuJX+Kx4lH+seJR/rHiUf6x4lH+seJR/rHiUf6x4lH+seHwy/ziLd9oNM/HliLflB1M57pMnurNy3Ezrw3G8y3ed+FupmV0meI2b92YE7Rm8mvLj5/5n8wjmx0m/+hmd5XF77cwQfCvQIDAHivilf7X3YL/hAw/4EBcFTlyrDucOecpJHizYwBi9DpLgRQk6CKywb/yOQAb6nPzHqwjsRKBLLP6hwAiIxPuo6ewd/x2fR7X9OXYxHvyF72gsY3gl6HFH6NjLfXzcJ+YFf7dS/Jvn8mk2s57T/10/Zd6RYo4hM9arW0ZUeyFQCBQChUAhUAgUAoVAIfBeCOi+9fQdf93YEv85/rZ5+/2v60/yceLvRgebe9lK3D6XHfQ72HeeMjDnI6WjvRG4K3ieg36C7u/6ET5C8j9+aieGoJzATfVxahnBRr5XT/gGXj6R58kAZEEHVg7unButaGPwFaAT1PO6gDLJyUFn9NkMIOiHJsdE3MhUOayTXi5oo2fQx6sABGPR1fiwyofJsarb36zKchZs9SFvFYf6JiP7HKMWNQe6e/l3+nvLMSptPLFIBkY/dXna33vl36IPFCY8dvo72nd78TkH3E1s6+2kz/1vesiW/k/1XF4bv10/5cEwcI1qPpQO8l7Q/1N5oWXqb8kPRC76Q+FT+AiB8o9cOA441Pyo+VHzo9aHXB6OONT68LHWh328DmXdtyqey9jOOfeto54OR7nlAUD7oP4s3XXibwFDqW7SdXc9ysOYNfg358fLwY1f4fcjyHl6n0FEPMovAHjvnxS/uC/aTADDlT50SeC+Y5Jjkpglj5+dyFJwt4HbebGD0+HYdBAh46D/Y0MhNwLytD+uo5FNAn4XgI0DHqfOJwjy9QQ0PVCibx3HB7LrgikMM9g738n2+r0c9BqTfEJDGzL4kwSazvksd66br89oLrXPtPP1c+l3Ppedzzq4dr1zTvy1mMR8A08ntzt3/Z67fc77ib9+XyM1Dq6ZbtY3KOqqECgECoFCoBAoBAqBQqAQ+IUIKFg7P/FvcbZMeeZ96/HE393yTsFZPnYguE9fg32XLefD5uoX6dsPPXbMEbuSg34H8QTVnKAT8BNUwJLn7Lkz88cXYSNe3vEfgbvlZoATgvvHlwh6sph0XPN7AuiZ63l6IOVKp8wDdyj4AUE2KSgT6EMXTxfgRPFUQNKGparL3y1AsuWnlnf9lF22JvNb5WH9Of3btkdwKcx53SMGQ17Q3Cd9Qv3haRDT5fgkwu6nLWTceKQDeuTF4/Lg0QQGvcqxEdVwMh0SLY889fF0ie1a23d6bA+9CsBDL34EkdKar+OBLWf24vPU44O7/eiy3YFHqgk9zLZZX8jXHDM9vB3f4MOefNLGdgignIsdt5S4yJXML01ujtuqF9Ez/Siv/R/1pq/2c9wKn8Sl/KP8g1XD82HPyz/KP8o/an7s64LLtT58+vXB963KR7ytcZ/LfH9MdDFftnKuIsfPu078rdRiXJ5zt41A1zUfLyfYjuBZwUH+s30MwvixPjYCCFIITAiq+VV9TuAjKaMug54WDzYI4rRep7rma9WxsfDjW+ogWHea7UCek3HP039NhRh0gi0chKA/7YK/07YNBA79Rdn7N8u1/PfMz97x3+1h8g809tZcJN+6PX6QD9XC3vb4aQXKEbTKP5IEf5FFGCV6niSxffFqRvtnF3PuMGb4TVLwFMAP/iUHBKlu3gmkCmLrldLQO9sEz6V37Rc73Q/rbXLDZFSHsvyAb9lUEC32hh26tp293Hi/xo9g5iJGVfSx0eOn0Fvf90bb+9LsgiZ8Wvxh/7S5Zl+feRYbJAP8SJZxhg9y5/4Gw/RR7YVP+cc0IbbLmh81P2p+bJNiKtb8qPlR82OaENvl7z4/fP/s+9meCyf8xuUNtqcUjyf+CJuTy1ZyVubG3e3wOlhJOau8WfYjXLs/tsVlrI7AXkE0kUVcE3S07hDmRb9Fx3U+7i8c9B+jwlMBGUzDQJCXrwNYPgGT38tHN/VsLnzV7wYERxsH5EEXAVajgz7lxfCHHn6xP+0Rh3gd9PufEIzNgZCZ9sUTBGKHJ64RqhT25+W7foJB9K7jkOZQTxrto+x658n/yu3NADKC+tClJyu+/fWXHtH/FsF81MW45Um4BmS0//VnBOACPsbU/tC6mWMY8hTYIk9ySXEC3+ZZVFDH2ImGTRI2EUi2C7lzG0E/MvaE3sBJ7dD3fqBXjehIv2p0TQB6HPQj+9ufrf+Nj3b4SMFPBddhQ2440T9sj6A8m5OmXcP9gw0P+qc/09MceCinn7aR+sUO6JoNHWfVRdAPPno6xvo7PqaHV3/gQ2rZkld74VP+UfOj1odaH+v74bgO1PdjfT/W9+NxXvj74tb8CDoBmPfPU64G3/f2+9oGtMupNel8Ped3nfibcSjlxno1YjbS9B8xj1N2gUnQ7Xfp3Q+Cc4J6HvWPoEMN33RSH0l4xLv/JlYOXgTqGbznAE7NcRmBPLwKjAjW/fsBO10ObL4SgLwWpwQZY49Njk6QwSkxfcFOP4EQmxSYG/rycf9L+nb9v6SsjuzB4C/Re6eSGHuNAWNiewVpJOD1aTXB5ZzWNgX4+u9Le8efSHN+EgC+CHLlF6GDQdbAxan5pNfyZ9qYp2qAAx7sIcCN33qIuvUj6UadbRp6RxuO5wB6t7dTNRrzZ7/1Hr8sIuh2ih5dkbfb5Q0HNgPAe+4z+DkNfdpAaGMw0/JUDLgEQMwF/tm/hqnH0bIqLwQKgUKgECgECoFCoBAoBN4cgXZPHPfxut7zF+gfJ/4InZPLZ/kI7nXPLL5RHsbNsj7G9dp/vx/PKTzBQQZnXCpoUR0BNkE6iXfw46RcbfH+f9RaXgv0FUlEEC688rcB8gmAIPWHWNgAAM89YU/wEZgwViJZydCTGwcZy6QeSAnq+R0C5BKkUQ57pYTx4+Q6nyBAa9qdn7sVv6gsO60/871sK52/TzvY2f8JRsHRdidSsosBUOp465rR7U9ZMI4QNE4H5ZbjHArPs8YQHNE+4QUdiQD3+3e9qy+7CGj54cBsiJcNup2WT4799AP66E/j6XpFY/oUlv3Aftdn3vqNQyqZnzwS/wpGxyX7v5e7QPGETZNdOHrgLmGRy+6emiHgHXZNejqNLgKfwEX9/R/45KP/0Jz2pzGv/XS/ZU+1BwLnOBQ+57iU/yQu5R/lH7mAnuNQ/nGOS60ftX4wb2p+fOj5wf1sLn8tV9n3rcrn++e43233v7DMdGflJrbTuXzXib+VmtnlvMkextLeb/JN/IHyftovgCPIFvgERfEetvrBmBCgxeP/jsIULfhE/ayr5oGc0AvaPc3B4Nk797Q7gORRfpm3Jdwnbea3AvgPu0MXBqBZPIxbbFYoRw/9QvY1+zdFb17khDYtHqr28mj5NVe7fpd9iowVYMsJNzh/VeDdy7TpjyEjT3/KU3xoell+pcEQxZQkjMAUn4u2Vub0nj+nkCs6LxThqG50LqI86XZF5vGL+rrElmgXHXLo23xib5dzn7EpHpNfxWXJdgsP24Ke0EHdkvIphhkvQHRAHn2VbSTX+cQ/yqJ12WJnPOgDMtB/FR8xe/PFcpwjz/13XeWFQCFQCBQChUAhUAgUAoXAqyHQ7n+5J/Y9a+bcm+e9OmWnO+5Px4l/Z24313t5Vk7bXCaQdZm22RhRUvXA6Whf9AWLG7igTJ9435jH8OkTJ6gxCPRPdOBPED3DF4F6qyCY4qQ93v1XoI2OSC3nxD2D+vFEAe2mIycwh58/B2/x7r6C9kw4gejC3hyH2KCQbAxEBo/5O+iPPjX9wdmum7DIrH+u+xXX9Gi3Kcup3T0+5K3iUN+Mdhef077rt30ElASd4QrCmU2ZeIq86WR+kMwfJdGRwDfr06KsDVGjnV9iVJrpokI1Hh+45/YIlGWXA158l7rYPBBt7z/65U+kaKcfbDCJ1in93PKz1nrRGXobsevDntZH8wcl+vBF0/sKIS1ZHgE98uhD33ywXRtusOb8S8mhPyxLocgJvY3/gI/qo//SZf1wLv2JcpOXma0feevY6N9GX+0BSOGz+YX9qfyj/EMI1Pyo+QECBz+o9SEc44BLuou+r/Oi2i/gUPg8lv/s43Eot/tW379GnvelcT/bHD7ub9Uz36/m6B/Lrr/rxN9M/SZaRnJvP8qrkab/aPmf7R37OIGPgdAj/PHYs04VCRwENu9L98fjVf47fn187WkE5Qq4YpNATQwUMnnkn8eXp1inP+JPcG+5qTNlYgb1BDfQgDl1BHTQIXtPuUnBpoV0N7nQRYAEr/pCGc607cdpP3a5b15W3yLQe3NFr6MgXESiCKA5uXeQOp+KC+yhjDHQ+ONH0MLv9+khik2ERs3o5K/gZ32OctY5eG2kmU2y/e59t28hHIXZzjngx8bwC9mIrU5hrwo+aXd/93YxB43b4bPMCLLxP9XN9eix3f71/+Uk3/0Tn9/bt56YEw1PbJkxzd8UkKaJf5ELw55EG2nq+05S5UKgECgECoFCoBAoBAqBQuDVEGj3qpfia9+HP0Pf8cTfQlBGOssJBtKYbB9l17cbZgv7QDmBPYGxA50Ir1V2MM678gT5+e5/9n8O0FXTeuuT9wz2gRMZyP+uf7bNCJk6gnnx8k8CgicBJCnDe8UruuakH37+kJf/9B+BPa2WBFcmNhzgpwXdYbvq0EUfsdvjGxyqi80OFY7SUuYv+ZQd1p/5rfKw95z+ldvDPdjk0oaLguN4TF/XOWZpQYxPjBNPaohu+utBfxvH9AXzsamkx9FFH3waIxIbPDHKCE6GqPf4Jbf6ydMfQcOP+emH9JpdyIrH7INrwjPIk9t2Bm0L+iHP+R2MMS64m/sHshHMz/3Tda4PaWhfHyQiNgGQiT1sfuCHmk/IJGEJl/Cjg5T9kJ/juw0PNwZJ0Oamo8cj+zD82/MIfIxZyJ3tBq+W0I190Tf8sRmTJk34mX7Jq70N3TaPc3wZ4WpPhznHofA5x6X8J3Ep/yj/qPUDBM79oObHOS7Gq/B5eHx8v6m83z+3+9Bexv8nupgPW5m6s3TXiT9KUOrk8py7baZz3UfII8BXFzlpJcCmHwE0AYP+y+4nBu43AfW1xMk/AQe8BCRnifHiSYAW9mTQd0aoOr9CgF0E8dcSGwk/9WNqkBHo07/4bQLK2oDgdJUUmwQEjVF/buM1Pa/ddvaO/66DyXut92/dzoDGeKZTxCSME/M2+Wyvg36X86S++VOrDD+Tb/SnMLqf6KkAxkW+2BN6FZT6JL3Xtwv6bbuQ65R6hxzjE7nows6pL8gnKGfTQZ2zmJ6bn2B71tPtCjt5AmLjp57+bbpiI0BzrG9ySBN0PK0SIy0bOj7i9ZMBNmjBeaNFZszfRsymDZNitnvHx3jE6xGS5/5a3152vfNqf9/5WfgX/mP186wceflH+Uf5x5gP+1XNj5ofNT/2WTHKbz0/Ir7QvbXjzJ7LBMbF5WHRk6+OJ/4Im5PLVnJW5ubZ7fDON9PeY5plPtb12l+C4ngUXjn9AOCMO37+8T8FQZy6J+jZzxa79C4ZH1dQRh6yIthRAxrz1F7BRFOPHK4zyBgLTtTpA3ongv2Ul7i7PvO1P/QgZDeiDPrhazZQL4LcmMi8kb5rRi/s3BjiXs25x+G92gGRx8V5jJycf2c+Av/ZXtFQF3Rqj39nXmUHoRlOsunTHvtng2mh18ZM0NPL9BHrJdf/WZ9ZD07xI+xZ7KNuog/8xBc5eid6+kQ99oaeST6XiEn8J77Wv6FE+JzxywiC9sBN7egNma1utotNBOPLtYNzB/3Snrz6DNwkL+iRKT3BD5/+s70wXMZnkxe/3ZB1tgv+0X9KWd7z1BfNzcqVrtpjiAKgRLjwmXEo/yj/mNfrWl9qfaj1YXyf1vpY6+NnXh9jvVcHifUcX0euhrlsujnnmgTdWbrrxN8ChtKIGRcjZiNN/1Fy+kWATYAep6yAriCbYJ9E3QjQATTf9WcBupU8AIxDBPdi4pog3vL54T1HFH6KYD6hpy1OQJtCsL6V0JGn+usGAKw5VmlPbE7IFk5G49HrW4Lfsl1Gx6nxW+p4Q9mCPILMp6p4Kv1T6Z6q9xLdS/W8lP+ldt3Sf6t9138v/c5f5UKgECgECoFCoBAoBAqBQuBJCChI4ynYEW+vmwBPknFONE78HZiazuWzfAT3uaMwymNnwnI+Us4NPsE14XT0W8AT7LMZwCPzXBNIQxcniGq/HXojNIPsONVtGwtgFrhJplPoleRZpp9AgDY3JPLUlvK1ZKmQhZ7WMTYZ2FSIQB9N6lC0k1ugmV3+1bmMtgmZ7+UcA8x6xHa84h77j/Tul/OUx/iscl3e9bne+X3tRz338t+it13Ob9Fn+9Guc/4j3Sr/VvvwK65YD1Z+6tZxqPYVj8JnxaP8Y8Wj/GPFo/xjxaP8Y8Wj/GPFo/xjxaP8Y8Xjg/nHWbxDoMl95hyfQTeV3X4tp43kOD5Lf/xx14m/lZrZ5XyMNo1y263A1HSPlMfj9MIb2wm4IyhWoMwjxKpsplKf17wm7NP6W/0gvufkHXqL4p/VQ4f/RYCzE39+mR978l1+nYTDoo/4VwFs0g3l9IvukAj4s2+So/8IaiIpcxv5rd8OSKa3+zx7x58uPLHLb2fYFcm37LvVfkV0NL2U/6Xy31r/a9u327uXb+mr9kKgECgECoFCoBAoBAqBtJntxgAAIABJREFUQuCXIkAcdnrin+Go42/bdMf97Tjx78yOEFuFdwqs5KwcJ2Lic7DvPEVgzkdJI6yM/rYgnf7ww3h5Us6PkmXQTIC8J+Mz1wNpvJMs+mznyYHEZUYHaRmMD263J3kojlHPH+0bdL5qYl2MHPutD9vZfND/8QTBH1+kAbEwYsCDJPqNOd3uXk4DOy5ZHCewreE92tPey/bdaofT43dm/0v5Xyr/rfW/tn1hL0KVwPNZ9u/+tJdDesoPPdUeiDQYxrw0ToVP4SMEyj9yQhxwqPlR86PmR60PuTwccaj14XOtD/t4HsrTE9ktjiPsJC6a47oos244gLD/bOVWfd+Jv5mGUt1Mb0bYGPKPljhxJ5gn+PYP7Ptdex7z59183n//plN4wojv37XlcaOfjCOn9iFXg+CTdMaDk3f4rSNO/Btoo44fKQNn68KOMehPeR+f8Yp/rQDZkoMNHh3k+kkDNgPC7/Sx/hOFzahflcnej/yO/6+CqfQUAoVAIVAIFAKFQCFQCBQChcAnQoBY7fTEv8V/6qrjuDt7fTzxtwDvHJzlBIsZ/K87D6P+meZY+TvlWJ0n7hn8YwZBO4/K80f/4p8mo//6j/JIETKPYruKoF8RNYH0oM/H7Y2XmUI/mwGuUK5iBOtsEvAfKX5wsMlD/nka9oSeYEzJGfbnRgKbCKSUrfamLyrf6yPwTeWtx63naR7u7t6d59V+jsuvws96nO/jsZdN57za33f8Cv/Cf15/PS+dl3+Uf5R/gMC5H9T8OMfFeBU+hU+tH1fXjwj8NF+IB4mHznLWn4ku5G3lRPn4+Trv+E9GWcUIcl3z+LmDdMBkYgbYzWyC7eiTGiJYVow8v69/1jsH5bzDn+/Z5z/tF+/YE7yCmxj9Lwf45J39BDYKOKVv40isqwS//sUBVfo9/NAhBj8hcGYHfUlZ7bcBJAcZ8eSAGSQDvZHE8K4n/jLi7B3/Zl3P6JdN7pXTxXu3T6acXr63fY+u/xS0qfLR7S/7Hnt+1vjU+Dzy90f5Z/ln+ef0hb9d1vyo+fGZ5wcB2emJv+YB/Y74sQdt2+S4Xjye+CNsTi5byVl53pGAdw36V3mz7Ie4buZFFiDqSjn9jOCad/sVuMc/oye4f/AOQKLeAuXz/kUQLzkE0MgiyEYGCXxy0yB3PoGcd/ZJPtcnoEdybEFIn+kz+P/SNhJagL7xhyB/qG12En6oMJ4eUD39i8bW33gSAKVT8nhPVb/kEjNsNwpt1pxne5oz15v+vdvDjmbYI9r33vjc0l/4ye/Lf2KC1/wJGJZ18Nb8qfaaP7V+HOdNfK/oo+ZHzY+aHzU/vB7s+XuvD2GPHHSOr4nH0q5Rb7o555p0KX6768Q/RaWwNEaLp6wIYxw8TrnpP0pOsO538d0nAnfe7ae/ETDHo/FAr6D7bz2+f9I5n67HZoGeFMgnCXi3Pv+FAGNHUE9A75P+EBV48qWUA+uTf3j0fwQCPCGATfy6P5sSbCrwRAG2n53Us7jlO/7SJ3rSbLf1868URBL9mZzW+vaZDK53/N8e5tJQCBQChUAhUAgUAoVAIVAIFAIPhIDiudMT/7YZ8AJLx4n/vjPg8lmegSuB6ecJ+jlRIhgmGI/+xTUn8TrhJwwXAYF7nNrTb+jUsqcI+lWJDH5Ejx8CzGuCfnGhSIknB+LEXdc8ph8/+tfxTF0OvtEZTxqImfFADo/8MwA8KQCvNywywEdDU6SrGCfKeRGbAH/KLvrm1xGyP9Ex0cH/jkl22vrM9/LoXbUzToXP6i/lHyse5R8rHuUfKx7lHyse5R8rHuUfKx7lHyse5R8rHuUfKx7lHysem3+cxTstUCTeG/G2cJzK3PmfxedzPdck02Xpj/t+1d9Kzeyyg8ZZOMZ+tBRBczMb3Plbe0GFatooftWv+jt4p6/xHr+CcmgI5pHHUwIE8OBBkB3BPIJDcg4qvNHO4/7RlPzG0zl0yEYuJ/3Uc83GwHeeLNA1dTxFEBsJwZD/egBPBdCWGwTI0V/rR5CpLBHRZ9qQ8Z7p7B1/o/aedpXuQqAQKAQKgUKgECgECoFCoBAoBN4EAcV65yf+EQZGPDfH2XfER+PE34YvQaYqXSZHyVmZd8PdjpzZmDW6tJYHyqfgN/uX9md/sF4EBMmRt/4TIFOeUgb9WUHQH4/it0CbYJuTf4J+rhOfHCYH5NATwNOWAXgG6rQ7ZVv+PsA3TvpNK17o0IupXCMvk/j5v40fGxEQxTi6H62c/edJBqQ0bujfIaEVK8LOpj/LWbBVh7xVHOqbDHen2i/gWPgFMOUf5R8gcPCDmh81P878IlDh+yovDn5T7YFA4VP+AQI1Py74Qa0fAcxv4x/7eB/KI+7u8dkWr8V80sK6x0uuT09bP+sd/wkPB+EA3APuQFNES87o5Dv3BPPQEvhDEu/QaxC+qS4Cc6L4kzQHtDTnF6LdXdJlw57O6qCJQF8COPXHLjYFSGwkxOsGPAlARZp9MYcWWX51AJZ3SepLveP/LsiX0kKgECgECoFCoBAoBAqBQqAQeC8EONj9nk92j6B/HLI7nHuGeccTfwtxYHqWDyMIWM92JI5Bq+U+ck6/OBHPmFuwqhvR/0Mu8OO/1q5rHo3n8fsIvSWgv7cf0XbG2n4KAAykJoJ7dOZf1sWJvKSkHW5DXybsITifnzggUI/T/pCl3wyQHdQFFYqUzvsx6jEI26Fjw+Jdk/T3/oYht8qyuxmc+U5f7YVPOkj5BzjU/FjnQ60PKx7lHyse5R8rHuUfKx7lHyse5R8rHuUfKx7lHyseJ/4xxW0j3hZuxGnER1O8xh1dxHcnOW1n6a4Tfyu1IJfn3G0Y99ESWMcj9DrF5wf0IviOcFg9iah4zem3H99/Sl/jZH56pN8Q+bH8CPp/5pMEtOWGQOKILuyLVwLaKwNP0immHzrxl7D0rqUfEtjq47cC1Ul+RPBv7TK9dzp7x3+3icmT6OwtWa72wqf843xuUFvzo+ZHzY+aH5cQqPWh1odaHy7Njvr+rPXhbdcHYrPTE3+5JPPScfdlD73YcjzxR9icXLaSs3LfgSCIVFqD/lXeLPsxrod9zfw+o6Nf3B4nypFH/1uZdgft7ovxSSEZqOcpPo/eM5DaVNB/8PHDfP5Vffjjl/rjdjylIYv2+JHAdsoPv0/kkTv0Zz+G/pQR7bLTdq/5qI8uJcvyuctbGt+wQG8S5tavpitLfYhiM4Smud5lD5vLe17twq0BV/jhHasflX+Uf9T8OM4Lz5OaHzU/an7U/PB6sOe1PtT6UOvD89eHmE8CcI6vicdyXo160815asX/fGfvmszvOvE3ayiPYJIgP4UfjKPhAya/L0+QfvmkXB0L9DPn3Xr6fykRvNMev+gvohiMBC5Z2nUOUgbj0MaQ+aPRWA+bAdDzWP+lRDt0Yexkbwheynq8X/rYJIjfBUDXeybZXe/4v+cAlO5CoBAoBAqBQqAQKAQKgUKgEPjlCCgOOz3xV3zkOPCZNo0T/ww6hxiXz3KUUp+x6Nh5GPXvHDiObtxxlTsjPeZV0f0hyA8cLuQ6jD+kv/QDe672P70X7+a3QQMh5MffxM3TAPF+PnRB0+hUb3ssx0E/etC3J54ICBsu2O1+fdHGhY1FZyZb7/IvzPGvxYq93M1tdNW+4lX4rHiUf6x4lH+seJR/rHiUf6x4lH+seJR/rHiUf6x4lH+seJR/rHiUfyx4nMU7it1IGWfLf1rcOOduv5bTRor4NS/j864Tfys1v8uElwphF+EEqR81EUTz2D390ivvmehODEbr11SGjvfi5y77fX5+5d9I8Mv/Is1gn6cEmmhw5C9fCdAuj1VIoHHEDfjdgcQ8f7Efdur5pwL9C/7UkaD7S6f9oWUoQnkyUdf6kz8EmDz8SOAjpLN3/Omru/IINpYNhUAhUAgUAoVAIVAIFAKFQCFQCLwaAorVzk/8Wxin+M3xITrviI/Gib+NJWCck8sZcI7gfi476LcRzlPOKm+W/ajXBP38yJ2Df6LNwEEDQZC/l+mv/wm9QF8dI5imPl4XUJnH6Pnlf07XCfB5/N8n9w5njeM8BOhlwwD6wFz8BPl+tx/56EFfpMbMI/7Uh71q6PbTPvUHdxGZNhXSPspzCr654hddYwU9mvVnOQ2wlYe8VRzqm93Gttov4Fj4BTDlH+UfIHDwg5ofNT/O/CJQ4fsqLw5+U+2BQOFT/gECNT8u+EGtHwHMb+Mf+3gfyuNJ74jntIBGvBb5Fo8zr7zApnsdyq36j7tO/M2E8DRCwVkLIodRaQzlj5rALn7dXwE2gTMn7dlR9cjRZ3Tc5ewpVX6Pn5p41B6sdE2wPqccn8SR+h7It4EnjjcPcsATOXOKJwhUwY/9zXjn+/8srk1+KGvcZOiInNcKsCufNniEX/OXMXhvveMfQNRHIVAIFAKFQCFQCBQChUAhUAj8Nggorjs/8c+4zmHcM/A4nvhbiHcOzvIR5BOjNSO23HI+Yk4A3/tIhKyKwEGXmbfNDcXMBPqc4scGgTrrYBw6AnJO+YXQH3/6hL8B8uVLC8p7mUicIH4P5FNOthKis0nwM+RBH08R2D6V0Z97B/qnBqWbP34LgH+uj67M/fBmgUxdNg6Q+66J/jQDMr9VTlxgOad3vfNdnuudV/uKv3FxXvgUPjlBz3Eo/zjHpeZP4lL+Uf5R68e4X/G64LzmR82Pmh+/9fwgKFMiXuuxaIvzerm1m+4sp+4s3XXibyMsyOU5d5uDSpc/Yk6wnoG7wnrGISPkyDkpj4BfgfYXXftX9gnQaeuP3reOE6wTlMdmwMl79GBIO+f6Gt8Y7B1D1PNkALRnOiLon36TgE0JnlxAJtf+3YHYAQgdXOU/SegfCnyUcTp7x3+3jSEB70up2guf8o9LsyNvMgufwucSArV+1vpZ68Ol2VHrZ60PtT7U+vB26wOB4OmJv1SCu+PuyxZcbDme+CNsTi5byVm570AQsSqtAesqb5b9GNerfXOJoJ9Am2DdQT/9jx/sU13rbeaqDxzUKR7NJwiP1PBkI+B/nLw3UaPvaGRjgecC8v1/WDrOgzCu4CdIHxsLafH8eD8Gpbx8eoBrfugPnqBOw6Nf0b9pIyKlDaW2Y9T8mivswEzrt11znu1pz1xPzeCvduOx54Uf/lX+sfuFy+Uf5R81P2p98Hqw57U+1PpQ60OtD/u64HKtDy9bHwJHTbA5vnZcF7mCwR4ftYnocnol+h0ZuSbzu078zTqUEuSn8INxNHyCFL+Mr67kybhA1DUbATzanxsDeh9dp/k8Ss8pvANweg8E8zv/l+AwnuhyxPr9OxqRcjslXw4w44Ad/DghcnlvP8c+n1rAVpR8VbAf/0qASo/yS/69pzL4x8k/T9jb66IQKAQKgUKgECgECoFCoBAoBAqBz4YAsVzEbyfBP8Hl89M48d93Blw+y0eQ/5mD/gykI8jPSwXU2V//2F6c7PPr+TpJj1cCFFSDF2PCxgBs+Wv88wg1YS2DsuMJmXhjTKd2qntxukI/ryO4HTsI+rGBHGG0Ywm0/PFftMU1mxUvcqDQ/eofAsD9zXwvDzx+j/a9v3v58+KTvvXC/sV8TEmrXxnHF8rXPDuX+4rym4Lreqzv3vwX2N8WiXP7d/23ynv/dvpXbj+sR5v8W+2/wj/uwnez/8X27fL28huPz29v/6Pj+1L7dn+6t/xS/e/Nf6O/v/36897jU/rPv9ftt4XPVXwO81d4KT4jZTyZ5R4nQj+1m+4sp45k+iz9cd+v+tsIM7tMMMnp9CwcIz9LinfnNQ7xqHwE9+oZ3RP49HN+f/67dmjout/pz1P7pIvA/BVwiQBedpD7qYD4vQGd8nPCj25sJYcmohKCH12zkQFt0KguNwgeb6TO3vFnKgD7o6bdvlvlR+3Ho9i143evXbf49/a9fK++W/S35N/bfi/9Lfteu/1e+27Rv7Z9ry3vo9v/2njcK+8Wfi9tv2XPLfm3+Kv91yKwj9de/rXW9Nusi2rf2r63ln+xY9VQCBQCr4+AYrXzE/88HHb8bcV3zP9x4t+ZCRSn5GDeSs7KDvod7DtPMau8SfRDXrp/No5NDU7zCfKBhridv6BjYNRGcM3mAO/eU5+vB6hN7fDDoBg8gm2eACDo3vVYX359jJKvoIfP/BH0Ywj/y7zvCubBnfYM+vUkgtqohwb+CPpVGf88oQT75N86HinHa2T2glOW00raSYe8VRzqk1zy8uL57cnZ+Sd5u31Rtl7leztNXU7QsXkWF6P+7nIydLm3+FPdC/TdsPeW/CvtO36Q3oPPLbx3+bfoz/XveO/l7CC1t+Sftw95e/teTvvO6dOKE/xaQ3K9bvvRvtW/s/3c3m7PG9oXeN2Sb0NM18qutj/SfOzvPr9fF190djsoKNmeQ302v377BTyeo/8cv5TE5+4ve3/P+bPjKYXv47m84jfLb2Qdr718UU5r+DDtzWG6vXt5x+uB+jePN2ZGuY1w788vtH/2n67fE9L2PRPf1g31LiV3+W7o8rNib+/ldtHLjb+Xqz0Q6XgUPise5R8rHi/1jx3PQzkPjYnfiO8y53t+lDEhyi1vJkVG/Vmqd/zPUDmpA75vCqr5BX8WeAJvg6+L/rj/X3/lj/r9/ffX2AAIUYBPFN5yDxJtsUmiJp/cdzq1xSIv1jF4Qdj1EuDzH7/cTxBP+a/pV/zj9wZQgn3Sn08FSKo2EB7tV/wxsyfZ+xne8cdn8JVKr4AA84fEHLo3vYT3Xl0PQL/73V7+FSbOo3Q2B8Im1iT99fWtje172HuGycGO38yPzjB5hLpbvnXLxsO4TgyzbKrPfHci//iX+PRz1tQH6LnH0fkDmBQm7PbMPvXp/elRBqHsKAQ+OgJam89P/FvQr/49cz05nvgbK9+MneW+WcvvjLHzMOqfaY6VP1LeVm16xK/58yv4pDhIFwCBTwAR1fogqM5/Oo8at/PUAK8BkAKnvGgbCNpUkNx4ckCBu58g0JP7cc1mQJiBEboIOfqy5gT/248M+uN1BDXHbw0o56kDeNCPvhybfOrgoYN+2dz7i/2U5d6ZXyq73vlO73rnL21vchj3hm2auZbB3Gm133a8Vn5vf3b6rSyzV3u39sN47PR7+aX8gpmNLX7opAG65rv8Sb8I4YOftPI9t3xFX2i51b7r3ejlN74XD3vtR9SH/PbheverlVkXIrXcc58681/Ph55zuhvt0sta+f3vv+MP7JeTKto1Jh6XyG2zbMT6c72uv6H/pn8+gV8GzHYwz7Ez/tSv1b5d3l623c5vtZvuUn6L/1b7JblPrT+R3wDJ7KQd51NacbtSbhNgp0cGm92MA/5l31nmy43xj3Fd5A977bMhW2O+yr1iL4YpvU7/hz17/58m/xa/7FTHZn9e18db/C9tN06X8l3+eTnGqK0xzM+n47/L2+14fjs24J/zuM0+tdq56z0rS1L0Tf1rfTzk0jnrw4K1XO0rHoXPikf5x4rHA/iHv5+U5/3bSc68n+hYe/YydWfprhN/B5EW5PKcu20Oelz3GXL6ykk6X5S+geAxftbkeJReOwLQ+HF+vgRo43cA4CP3qwC4F+MWY5fCUhBeSNlJBPwKP4mNB26akYU+Tvm/8eoAGxLi4R3/+JV/0WLHbBMn/ej/CGNz9o5/ADB97DBNTXH51u3cOMXg7oq3Mn05Sy+170zmXPdS+Y/Cjx2x2SV/n7Hc7Tsrgwc3XkwynoxZppXa5jK019KZ/JhLMYGPnDv9TvGUdnh4msc35t/kS+gM31NbPBnT9H+ln1cS6wHrBDn9for+a/hc459tmW2Ex8HabCp2sbZd0zfTc31N/2u3f9H7VF/aGozsj7A+/VJ82FiTXzJ+nmfP1o8cfJ75rjmbX5BjvKMNfUrX/OaifvF6c8y2hix9xFpBQWnWTXmXt5ehmdOjt3/R91e/F9CaEE80ThPw0ezf7bm0xngMdnrXO3/rdvSg45JPPUU/Mub1Ep9kzPx98FOnQz+4H4VwS0+Rf8ZnMcV//f6g8Cl83nL+8H3K3I/7NV33XBMUvS57vt6RH0/8ETYnl63krMxC5HZ4+5dJCFrlzbI/wrX7a1vpG0GIT/4pcw8CHSf1fgdfFYEDJ135zj1X4+YhnxhoQbhGMfQgWw08kg8//8xevqOf+Eagzwv9IVs3Jspz8fHGQP6KP7Yij9N/j40f71/Hpul15x4oz34N++xFc57On0bP9dQM/rdrjzHXF3HcfHKDil7GhCBmq08r1v548gZfI3A/KN5qD77GYL45v8YP3dPwS4ldbrsY/G7BGnAf5Vl/tua4+HpuN5f5Z/lB15hMRzHrs6bTN/0uM1dILrfiVM72IJJEl3q+8ydh0HFD12/Apvp2eXX8hj2pqeub5NC/mOstyIkm2RO/zWG6yb5WdTGLtUprV/8yEaX1minWoVaf4+MW8hWfbN/stz1sMEQwP/7VkZCk9nkN+qEnlgiiHfTP+qE/lCeLT/WHknm8L9gnuvv4V6Qozfi41f6LGaftjfAi/9V2vgeQfKV/2Rwoneo/tDeBrr8gvzUv42H8HIjHd40Ioz7y1V+Qccl+2kionwOdrJn7K/kxH0QpYREINb7kzw7wedZ/OV/OH+Vc2yDTe93Gd0NeipvwbBVdfpZde6l/vT2k5seZfTPdtXYkZPumv8mn9pS/Gci8ot0pyqo4+u8m3waKcZY/y+G6628NZruET+f3hfKUP/TP+qidv2fncURE1+/+Uql00J/VQR/t/eqo/5R/l7/JC55YB3M9nNez6M+k70w+Bs/rJX2eyw76O76T/h2vkF/tgcDwjwSk8DviUP6zrhcgNPvJW+MT+tr8z/WZ7/9ct+ey6eaca5LXmyyNz7tO/M02lGpxVO9HORcpl03/GXMcIHfIHagrEOfo38leIYAI4ONkQUF7vIev3wrgcXsC9/5kQLsJod7v5vcf7NOOLik2AZTHDZZU8T6/T/BDTtyshOJ2c2Ob2ETI1wxC0KN/gEsLpB/ZVEY70U4rvbMfp7KqmttNN+d733Z6t7ueMtekp8hJyvs/reOSHrdjA8n2OXcd+TU7aT9LsxzaKZ+d+JvX9M5d7zxOhuRTPt0z3Z6bnnrS3r+sHWMQNqkSuU7mobzLd9m0zi/VR7vWBQIhEjd9/PWTrm2e9HpodRLEZp9vEr1BEYImWS6T73bs5Zn2SE+Ql19KpjP/nNPmecJ1BFrqxxlutI9kT9rsbOsmdNZjHpeduz7zo71u3+llXqzbnJA6zU+eUAcPSd8G+szSLicIrnzcQ9/1Xen/JVWLnsbf5Z0wLfRq38vcBNhHYff6Z1GXZO9yXJ79+JJ/WPZtvxn2In9+ekaTpM9dy7GtyHedddm+zM/H2TTmQco+L9x2pHXL0/Kdfy9bCvWk7E/aQ3neYOGeDazdqzmHdk7X9KQOqC1hcD6Nb6W3pBNx3Q+fJneMw06/l7vgZsqh/bR+yB89yCv4nQY+rmn5BNeib5pbsdGh9b+vn23MNklVLAQKgc+AQJv7jqf3/AVd/PP/mtlC97Lr780t57PmrNME6QTfvIvPafz37/nYPX02Xu5/3HCIxo/5x5dB+0bIQH5smuRuCju7ejdWi3u8HqDNAh11xI3K96/5Twaikx1f6K0Pu76qPZ4G+IbMFjTt32Y27BFz+iO7/F3IzbRvntZ639S9d3uOd0Cp8erj2bClHwyEA0WKjFcEctDTPzlRv+HVl3ucojF40Okvbsp00mU/ivGmHtoJn13P4MefjNf1vNu56G/8GgA2r7AvdIsmT6DVoP9zg4s60fB0CpWuz5Ks3fRnN3v9rJ9+ShEievvMz5xgfjgZ0wx6pQd+pcBLtmJ3PObb6nMzYPWfuCGGif6TRDtvGnDjFXLVjl/GjZhowKPrFVv0o8kI/dDwWGbrr3FEhR/h3/vpwB0a6+SaBC3dCHlRMz6wg0aP0bJhAJnt4lJ/yJrtVTESfoecWU+gIv4+TiZW7qCPIDlwVt1yw4qgKYXvSFaMm/DrcwDbCUQkJzFQWWtgtxMZrQ8hLmyc8dWTETyRkcamLPU0nqaa+JBJ75F7EQdsiXkWmlKd6cWITPq6bq6oQf8HfnA0BS074ikSfhchUxgdlzHmxkI6kr/Nrzj5biwt84ZE16N6WSY+1hmZIVmxtoj34FuzHgkAppgvJ3oY5+izN6VCTxqRgUmORfgdNOCDwDk1fVRh1/f//Y+LRpE92P1DC0s8yWa6Pm9E/lX4nerQ2JHCX7t8Vcge+7z91mUG7KfmKt+jgZ/WZ+Nmvw6h+gj/xldlm9dntznv80gVOQ62F4oJF+nb15Fl/MyvfNiKjExdTxu/S+Pd/dKM0U8VGibw0U/jEuWYi1prZS7ln9z7wKI/8rBHOTKcPK8vtTOOyMIexq7LQ7/n/iQPemiVyV/yFS709X6jvik/wwd7QifzGX1NDjZQ/vbnXzkPQ0iTpLZ5/afWY+1+Ou/9lVzMpj/+vkB+t1Myw1eYWxDOCX3tla61Ouew62IMwu78DRWkoO+YT/O/2gufg5+Uf/Tvx/eYH5r/sf70caHs9SnXJa9P9+YSGcl8Lt914r8zu5ygpfEWzCL3uyRO2/myZgHnZp7VF2z48zKcXzJZJh7iMXyf7I/VOn9tn3rogRAZfEFQx4rFTQA/5MeX8i4/MBdNPHnQ+MKeDzgQZ+/QGs1H7Y6DFt98dzvxC93EDJ8geM5g1TcC0I4gp/kPNyeis+9ErrrwCW6mlWZ+8ImbDHxRiXKO/7jhiIYrH+5D3MA0H8IRKffgp/VHhoSkvDmW/bIV2+SCWb/Zj61ug2AfT9sfbZKDTvc/BIrg2ze94x4F8AKb1Gm9toGb0pCjjwxEkqmfhDdcqfV4od/BjPsf87CNlW+C0YERGtXIoQ2Mms5oaUFcrAvqKZtxoUvzOBZ1CrNfdN6BS+DRxhl9PGHfIFI/AAAgAElEQVTUAwvxzmOPOI8d18t4UaEUWLa+UHa/uZ55Kc8psFAfsYd0dkOdLUPmLM92znWm77nGG3wj+GuVMabqp9O3P/8UZEL9ym8ZzP2e+7vLskxy44A7R/A96Zzp5mt4wCPs8RjNBNO1+z9VxWXwt8rZ1p2OsvvF9VPwh25PT7HXekB9Xo92WdEnVbKuXUrGqAdwFwiN/9Vx1eBAF7KaDzOmtuMWJrfwRQ7y5rXC4wZuPUg76UPM8bYGXMWDOS4dyPv+XUHrcO1FqjejlkoVur8wB67g7vlq/mu4mga7Yn0TtrNsj03Q0TatH14PvY51WdMFG5A/9ToPnWVj5lKKsdT6xtRLfER7YR5a79wvjx/yGevZzjOdpmcIZjkX1wnjI5vCvitrEFiG7zTFs/yu98oYYoM3VXK9516hbT5MfMbB/ev+4YrKC4FC4OMi0Oa616SR59Losjt4x/x/pXf8tajPRnAzNBLmfJ6094avcYKrfOSewCSDrrwhJDAQh/AgOCKPr31dQte/nPiyUztlyPR//kHHpgJfBNRFOTcFLA/5/PAf+qDJTQNuLPjyy7oVfageP2ElXgQuTlnOkmsPeas41DchFvd27Sl5lh83UowhQR83f7pJJIgjea7E/Gk2MtBx80feAsIYX/FFeas3G/hwMxA377uedsOWnpT+Bd9c9g0fOqwHeaS4ccbHpNs248+chNCfePJEnY42GRL9m+1Ehv48nuCzjKcqPB/CfvCBv/VH5I0hrlCk/zVfpDtuksixQ39pA9KVJMNplasbfU7Fleib7WFeodP9J4eP5M22kMM8lwr6k+UcT8r9hzjhDXzyphoZnA5HvykogRP8tjLwzaagA39sgA4+rqOskyn6pv8jmb+xhl2zHtpNaxowDHunm9joi3R63OEDHxLyFmxVDtvBnX5iD4SRxhU9Dv2mM4lyxit0Ku9+1dqjjNHIbe0hR+UYI+zUZgBtTqd+qkbLnmlnnj5uwmRO7tdcxzV2BB4NG7czTvAgj8Qn8ypL0ZVen+PT6FofY7wb/pYBA/Z3yyYbTe950vWElqM+jyXNYAF+cx8DP9r0h07Lsx5y+GzbzBsyWz+iHjvBQX+U+bM+88MT+Mx8VLZk/0DnbA/NMabii7xjkrrCXnQSdNIPbG5/lk2OTe5P4uset/43+cbNrdmftt5guxrgx97op3AKH1XZyf1Me1utGDu97VWT9cw58sHN6zQSQl/zF8okbDWf7c4W8RsHDFZqWcgNu0zYcsuBLvHJBuw4s4cVAB0D1+w/9Sjr87b5kdWhO90l74Oi4Eb4PE6SHXrdNuW2z98jNNkW+KMcn/ldY/tbVWTGAL4lYR+4ut+tj54Xi3w6wp+S8euyGo7WEzQ63ev+ip3SwX9IQO4PbXb3Jw7Qy3hr/Z/tR0+WU5P1HvJWcahPNlRHqvYLOBQ+5R9C4NXmx+5Ph3J+v8W6ozUlc5aIUc+A9HXJEzhGKevb5ZLddeJvzqE017dRHsbMC5v5foccLDiRxzPiy6w9AUDfI1hXnoPETRWLe35B9FWbLwwGz7kaDnSSgdj+5cKueuPx7wKo9eMm9cVfpB+pE97Z50u8jWqMUdzw8YWtP+qZ2+RxA6dxNr1P2KLvjGdLO12vJ2ATnW8KXB/y8Z+W8kaR4HM9cXe781P71cgND3/dLsl2n+YbpANdE9z7JVyuJfeTG5s50R+fxNFGOTe7JpvMMNkG3iTzGmeTktNn5k4E6K0h8OPaGCKT/hNEtM0Cmr9yaidrdvwtE7zGKICjHkXWxN37h6zXSB4/ZMUNb/O3Lrth47LHc+YDI68/rF/pO02eNjvi8VoLaL5HcfZryrNM6zGue1uuhyA5xgoZ2AGvsj4UWZ3fM1Rar+2k3frsj9SRjPuux1ghY/7esr9gX/iQ9DmFrAmflE9wgfRjX6zD9g5JQZ480oPNJNPN/Qp7Np3IDf8FpA2nEDR/bLxz/6LvTbfxm8cpdDCfpCfGa8JCk6Nv2qHOT2ZYNfQxVhNPfjdmX5EZ4ywG+j3rzfHnezLTMqbi89ybeWZMjGPkMiPWjdZP7Iq+Nr1q7msF2ozDopP6bX2C1gkZYevU13kMzXvJXuS4r5a55CdjmN6WgamDXtY+cPDahwz3l7OIn1JyaOP7IQ4M2riIx/aGDfs4C4d5jYAmxktrJN3vWARz6o/Xv6YOLti0oDefDGhEjDF2TTyIOxsrNnLn8YXOPs41Qs71sY6PBA/prG/4Kiky2TSvF+EnzdDwQeaL0jzWxmd5LUXCGJvgCY4bPtBonO04u77yQqAQ+MAItPWKtYF15pCra9uy+NTOHk/8zYkS0lk+jPBifjTKcj5vnvjs/QMbfkivfwFzysuirv8Iyjk19NMB8Ri2voVVld8kbXCjAvxp0P/I4vKrfkMg+CWHZr7o8h3/vKHhRwTHF9G5fbu9D1kGh2ZY5rfKwuIq/Wu37/JU7gZ4km7Iagy50eILP3Ie1WRQxdjn08RieSEWPKBTe1fT+7vWc/Nh+dzk+EYHeef8KchyKdlOblj4Qyap24ndLe3rA9Whp3XAdge5+URgfT3nouFBznwhRTW55ek6tDdG5kbaqb5ib3ukHt6ZznYEW+hvAsA19MFB0vxs/TZ+nsuEmc2MtK71Az1NWkiID1UuOBJUxm4d3dzkTPwph/5nujdvbEd/af10+6Ucm3ncPmzHR6fE8Mw9jTFBbquNZkiif7Z89Nd0kPQkMovt/K0R+TFuahjShKvsi7EG08nHLTP0MFBpcFSHrbpCTm9vDIwHAxt5q+MmPOjEQb03kVpz+MFMHxWiDTtTgUl7nvLQfxxfbI1+tf5c7Ne08YRg5iZ+6vEyTvP8gS5xxAKn3MwAR/R6jtNKvwIvMGyJupgP0OvPTSHXRMqtZ7Rn4GP7PKdmffTdcobGIdS4UbO0i8+GhL2NZcaEa8/bIB9io58ITPnpx1Nz1u9+0TpmO3pOvRTwCL99032dZS70J/Z6ren4NRrzWZbL4Pr97zZf2zptmnm0ow7fgTE6zLWlqE7X4LPUUdQfyeOTpVFe5gB0zBvJ6WoaA+Wct/mddIbNUM9Vptgsb/KosT2tecnC/uhcq6Z/rY/BN/dXJN3PdW258RsssE+8FJ3Cz6Ro/h53X2YsrMpyzU8e+LDJ4aSK8FnGkjVNZfuz+Zd8wyNwa7KS7ri+LPzCaC2P/hc/QBY+5R85oc5x+AX+4XVLudeDQy4T+zox0WO567MXx8/+4357kxexOUfYWdn1VubyLvNzlceX01m//G414/FDj3KRx5MAYvui7fbEUXjyZa22eCwfLyM4UE6QEGPpVZ0vA31xxw0dG8l8WagtvijODJi/AE/bH7uydzvMFE7N3MyzDFxrvctv3Z56Fv3dEF3EPIlh7PZxUhzBg+lm+IM+x5sxzfkz8bf2GPaOgwXlIkQpbnLlT+En4XNYiI/wI2cKXqCJmhP73SJde5DTWJpd2NnwbXbRjnzjEXkr46S9vvGFf4vH9clPhWqgD7qJT01seDnB5/IlW6GFzt2Cu/cfNfov29Viu0STp02q0g0sf5Gkm5u7Zl5W8dn4LBd5yCVxqhZPCERp+4APtdC1pjVPfGla69fyGX8TF+PBb3102LjohaS6Z522/wwLsB/5aSGf3Z7ony0HpmN/bWd0sDGSzWm2z/IJdJz6eij5jI9TiMMu1bvP8PPElf10nGmmfdAt+lQ2PXLdT+tI8ZI3VbRuBBChp+kLEuQjJwrJ18tqW+xvfof5fm1kUhOnmBEgim+2i+8MbQPE/O1+2Bi7PRY0LO818wX0cZqu9STmmso9Ya82MHkdadZPO2QxH5Tb/pkm5lQ0TJvUDaeOR1eUF64PtqmN8QqFqovXfbCL79PJ1vh+xSK+O8HzwJ8VfT2Y27mWLOuPoj7W+U6tyMBp9kEpi77apiTrqF+3V8SsP8id+PZyazrNwBw755TzNWton+VFP2XzPFZQdv2in1PIh36u5LrRUT/LX+YtAwE++lswC34+5pSSrGfPZ8qcv6MG/fP4RXk0h/7Z3mxKKuMzkeel+rf4WOtHNKrN+AED07jBcRBDBU9T+Gm4ToB8+ZHcVfgNfJd+q40yli71vbytL73e9NVe+JX/PPT8aQtHrENaY5ac+az2/X5F1dP645WB2mP6P3tVfJlOlS5byVn5khEpBng/bzIe7uFe5uuVH/LjNJ5/BeArv+ynQWMzgMWdd/K5wXTOjvNc7vVt8OFHDvKQm1/f1p5fFqOksvg+YvKktP3uxZzH4t0q5nr6S/mXtDdwu/6G99DfW8Iq3/hGv0Tr4JJym+uyOydt2i9+T3JGu4njpiASfCFZZPIH5BBwEhSFFMh0EfIbHXytuvuH5YVUfXQ7uXuRTMtLO0NyLDKUQ56yrI1ilw+v671OBL0+qO96U0wwJ11rh9/ARGvKY470xHXcKWFns9d6TSdli37sZS62FP0SfiRk+BHgtb9AkXrjk3ERfe8fvJrXpGjXx2xP4jjao/+zPPPNeQhq8uZ6XSe/LpQaWRYo038RhL264GY1+t8osGvWb0Yec+WGNN7Fbjl1fmTW/YeepysML/kqb1hk3KPdipxbgMq0z2mRh/zJD7CDHw2LVzQmGfCbb6GnPsYr/cfWRZ5Azaoh7vMpGibdlM0/M7E2Gx/arS/ojXdjiHZdQ7/YKbrhf0ctQS++eGRYp4aMUx8EZGM3crlWMjQuZ21+7uPscvisSEKOdKCLd4q7sNaWsK2S0Tfwh5BSJsYq7IbIhtEkGvdrlaY2y9NF6EtR8Rm4NTmBu67tv1FO9j6Oae8QsPCrOi0dFvT2zVY2Qrq9vW30k76BJbmxtFZLv2QvdF7HE8fkhC/LlpD17u8+X2NTRiTGAWo2kVwOeTOgsnX2w5SuT/qqLOjb+khb9J82+eucLCPaJzrTUI8P8Ac+cwoE97r2lFS3u7Wb0zly0M33lJNtMW4RsLvR+abP1eTJP8lzI7i1BP6er9ZHE2IhG9zmyNz1+En8gYeS6xnstHuldzt5tQ8XmnExjoVP4ePp/RH9I/xYHYh1bc7V0Nff1sF9fYSX5Posjc96x39g8W5XHhw7J4awaJHmL5Os+Q0+5cxxY/DBusojniQHSVwzpuzgM46cTs83Sh7bmMSi8+7/zI+MOBUR/6EefcJqf8/VdKGbgK/dsLkemadJdNwcYU+cSIkovjzJpd92qpCnEtvNG3r422/qLvXrYEOTi555/I0f9HFDzUWjjTrbQYcxWG3gQuLTp02zXMiMK7qib9avm0ef1s90jN08fp2fm/wpGYc4kSY4lRGYRAo/UEUUVWlcIbL5SXn/p/2vc86KeyUX6p9Oa51sr8vxFAW8StjHn30sytPJJjTGhLbwcfEac9p3f5jt7NgjR39nfB0XyQ/MEapkH1lO4Fo94xmbHfLHSCq7D8ibfaqP6yYfvvALLtQ2J/ww7eVJg9EWstC9YdT9dhbSrg/4tyDgkgzqsYs/UvDbvqmfTXzPwl7sMq16ED5qOdTrD1zp0S094UMQime21Rhg3/xr+2Gz5lD4kMdF7NRbJ8bGb2cYUtpacAndPqbhP+JBT8gXTchAfutn1DdMd6xtq5iv+t/sl8hHJjyhI651qcDaqfvmiR/EOGjt7rrFNPvwbK/lOYcXrMHQKV73C+sxR/X68/q94AUD/dQfOMyJutgs4KmRzebez5lB1/4+CfrJno4N9Nii8ZtldmymMYI06sFSPDM9bcggxRrDeq3reUw6r+rn9QUe2nafo09eD2b6/Cccc1MU3rnNOuY6j+E8fvBRj98ySjN9yGBTHl9p2EAffZ7GxLqirT4KgULg90OgrYOxXrNWsG5P+QsAGe/4x2I9SXL5LB/K+R5ZjXF5ElWXNxCILyUGefpz3WDlq47kPEuf8hPnbh3LfC8PFB6jPedBmOz5MA3MfHPADSp/3Nj45oabg5g3jSfnVxaif8KDG5WgazQzPub3zRE3RATbkcNLusKvuw6adYeUgS36sQ07uxzdlKSevPlC5GInApoq2kIeOXRUKAV9Xp6Pr5joA3TGKWxQua9D5m+2UsRW7OTxY+NqfBp58M9yA3vkSk4YC4P+YhzazW+ME5sronNKuYmXbeLGLjY3hBH9djAVj16Do/696bQvZc04cgOOLR7/lB+mhMqurxlw3j7obWfkk92u54kEAoV5fGyvabiJNY4RICCnMTiwNy15D6YaXaJlS9u4N/5ROyQkHunfozavYOt+Q2GSYxsZH48FXNBDF3kTiN60a+StKeU32Z5Dc1vIx0+mZHn88NicPJ5zHTfxzezN73PcZtvh6/3S9dqmfkKg/lkPtHM//Y5y0MEPvXre7W0BcFSrfpGjcU/qxndND3gAcwpaPi0Tuxy0h1yVw96YJ4PT4wVN9ne00Vf3Mfxk1qQ26INf19YLPXw9icY42h5rMA+0E0ewIpdxo37fuKEN3sh17Y3CYNQHNoQdVuQG5dZj3dfsTfY27shQBT7q/lDFSb712abARW3uL3SRmt1czzLoqJpyPdxHlYaN3vKxL3QAVEsdm+ZPAeLUbltRuNgg/iDTx2EegjXysCUMtbY1R14EzVM1+oJ3qnPQb7NsvTTH+Ox2mTXqzaRKj2HaZCnqB21m2vPWAE7GIjYOJjrWZFJ+jvG3hjWv9hUP4+a88Cl8cnKd4/DO/sE6mOaN+d7WGNYb1omzPNaHie6s3MQe1tn/7/8p0fiPf/zDNJG7POdWbnqXY7H8RxpH23//+9+DvBBaHy9AwOPj/AWiPgDrf7m5kZ35HSl/0vUoy19bHzLPdqrWepffuj3nT0xe+f5///Of1Y5Wx3zhBuG/zfb//Pvf6lRwxXz5KTpNnuRXR0Z/f1L9x39FO/eP9n9Il+fbf9QOTRBrPv9HbT+lI/SKdufHjI5f04c9aafow9KUQ5+w74vown5dc3Pyj39kb1gnsJGP6H8zlGzpF0qVWvPQrzr6g+7oQ8OJ639zYiO5/9HfP+ifEvqiv3GDJMXoVz30/5Hv/COMSVtDl+z/t7D4r+hMC/5gRDvV0vyHKhDfaCTr3wqURQcNtqVc2aEK9FOPXvz0P/+WrMAjMei4q42ELvyaBH/0k3rsVU7PfLNImZT5Lf9tdMIM+8DbOb4Rf/SfAPQ/2Yfsr/UNe7/QwB9J/UMW45mDS5NwVz//+19Zq2t/PyS5EGz4ffnyz26HMXb/+CJDXsiWDq6RQ/s/teny82crS1aMKu2Yo7+QL/6wkxrR/viXxkcEjAP9tr6wT3XIp831yPnyj3+qruHUbIA055Da/+mRkArWIsat4RvyZFvIEQ+BD/aFfgxpCR4wxyaqTU8zVL2s9vAVEXU8ZdO3f/1LdsjO4Bc+P9IPw47Qg4QmKXD4l2QmVrYi86yzvov2Mt70E30YSX+n/tgflnULujP7Vf3zP6w9Qlly6Uf2mH60OdXwjPWBMVBC3w/G3Vg3/TF+mof/lJywDZ34Grn+/il68tleMMXWXI/SvxhV6v+J3JirIS3qLAeZEtTmJZozGbfgCLuwWf73H42/yGjHDnhJ6Pn3t3+Fvbo9SizusBcZKamNB2UqJIM+IX+er5TxNa9X5g+7ZzxFB02MCwKRpz98H3k/fmz4qx6s4THO4Mg4kcMfY6HLsLf1XwbmekzOWAU0wQEY6d+iNQ8ychWXSHTqb+4fPKFLOKPC60jUQS87gh578GPsCXWhIeRhR3yfRGviiRzWbftqlyOarkMK8WesTf8UL64RfWWzIb9nrR+b/P1gGciNfmGndCZ72oY59Lfb16ozm8YfQiVzVTtoFD6rP5R/rHg8zT9YzdvqdDq/brXjiatel2/o13qw8qnMuqK/f2qzM9ZBrRcjZ13SesT6qPrQy/qki1h/sCPWpWiKj63878Oj/rMwOFy+Nx8qZ7hG7e9ztfafUmCpnEGjrIqoY9fXOMc7zGpkXD24IoubC/5VgJ4QYG/tlR//wo8RGg/3CAzAxN0+5O/UPuzLyXiwSwQMk/vT23d7p8mMzE53kX/T1/g7Tgf5t/C7IG/Xv8nFVtJT+3fol3jP8dnt2ezf7Djq3/n38izPi+uEu/Hs9s30J/1tdMoivcyeyQ5JS3x2/Vlu6gb+trvnjc/li/J2fObyhI9xP8hr9K533vWdt1+0v/Ed2y/1Z7Z3Gp9ur/mcX6Onv/kESvfXS/3p/bNc5xfk7/R72Xp6fkme651v+ppcZZEkLtfPLnejd72oX2U+agXTNo1w3PTekm960zm3fW4/lJuenT7Ks/9u/d7pLdf1zvf6p5a7vRsOrr8of+uP6Zzf0r/j3/ku2GF5u12dr+F2q32n38tdzy6v+ctO/+Tyhpf13OJ3fy7R7+0ud7lPxNPyze+8y7ngl71965/rnR/kbfR7u/mcV/tD3l9qWM6//13v/N7x2+n3suU6v7d9p9/Llut8b39p2XKd7/Jc7/xXt+/65rICneUJLuLFvn543TzP1Z1Ipne55X8eAv+N4LRoYbLh/CaiGXfK/JtX8sv+/No2P9DHjRUBPjvy/DAUP/jHPwUIvt++aUDj9Eu0CvSjTnT8IBm72fB/2gQmyyOpn7an1bE3QEDLUsytNxD9KiIf3b5X6WQJKQQKgUKgECgECoFCoBC4HwEF+rwKNOLtLciXRGLIZ6Txjv/OjDLSWR4n1WqPk9fIjzsRu7wqNyxjs0TD1fDlSNcn+pyMkAJ5/Xtg3yPw/xF1bBawOUAdwHtcovGzfdC/1qfMb5UbZuI5p3e9812e653f277T72XLfWr+Uv5bem7J39vvLb+2/l3edXvihPFV/WfXt9tzXznWzcW+nf+Wvmpf14fCb8Wj/GPFo/xjxaP8Y8Wj/GPFo/xjxaP8Y8XjXv/Y6ffyvfi+Nv0te3Z9t8q35D2hfYq/R7wtvjneJt6Z6Lil3MvtNvOQ3XXib6WW4vKcu83BrMuVDwT+0ml2/GiZqhi3+KEZogElHuPnqYC41qP/f+nHo6AlBR2vA6g9f/Qsqj/lh381O1E57yKL0SO3n1s9ah/d/re2byBxfvXZ9b91/0r+Y68PNT41Po/8/VX+Wf5Z/nl+b0JtzY+aH285PzjgPT3xl++h13E3vnhnOp74I2xOLlvJWXnekYB3DfpXebPs3/E64dWwNZzjMX8F8wT8IGWcfeStt/8Z//j7zusBjHh8fG5c6Z2dGz9xb+c822l9zPawqxk82217H93+t7bvvfFJ/Tkyl8fnVjtSHtP/3nr8Sj7rdY1/+X/N/8vrZ82Pmh81P2p+HNeBun+4fv8Q64ZuMOb4OuJDNThOnONx0yfS+en2uY7ru078zTyUZgw6yquRpq98RcCn+MTvYPdN/7zWeJ+fdzp0uq9//9uP/semwAndKvUTldTXesf/E41ndaUQKAQKgUKgECgECoFCoBAoBG4joADx9MRf8dF6uH5b1EYxTvz3nQGXz/KxA7HuPIx69nIqnSOgd/fj0f3cAwSzOMlXmM8P+5HYEPiupwC+6n3+/u+7Uqd2NgNMdy7/E9QKgHWHdC/L71o3G4pbudoLn3SQ8g9wqPmzzodaH1Y8yj9WPMo/VjzKP1Y8yj9WPMo/VjzKP1Y83to/drz38i39O/1evsX/wvazeIfTXyXi7zmunstuv5bTRnIcn6U7T/yt1Mwux+Po3Fw2Y2nH2EqFwHMROHvHn6lQXvVcRIvvpQi81P9eyv9S+4u/ECgECoFCoBAoBAqBQuDBEVAMfX7in4fDjr/dizvuL8eJf2eegnfqHMxbyVk5fkW77UzAswb9mFPJCBi/p5bH3lNy7PyW89lyO/HcX4J+u6e96pC3ikN9A6j4E4jC5wIOV/znpf73Un4sLv+9MG5ZXfhc8d/yn5o/tX7U+hHrgNfLPa/1IxCp+6N0jAMO5R+v6x87nofy2Yk/32OjHoOi3PIwsH3M8dNcX+/4z2jU9WMgIKeud/wfYyjKikKgECgECoFCoBAoBAqBQqAQ+EUIXDzxb0G/zHjmE9DHE393yTsFZ/l452DdeRj1zzTHyiv/vRE4e+elIZIbYi98p6beea7fRFj8SevYUi7/WvEofFY8yj9WPMo/VjzKP1Y8yj9WPMo/VjzKP1Y8yj9WPH5D/2iPZsVJPvHQdMLf42zds57F59zKur7d1h6yu078rdxSXJ5zt62P+7u28kLgaQicveO/c7I4XNtiqvbCp/xjnzWjXPOj5kfNjzEf9quaHzU/an7ss2KUa37U/Kj5MebDfvXS+cGvvJ++4y9F4O64e9f7hPLxxB9hc3LZSs7KfQdChpLWoH+VN8uu69sIGO/blJ+LwpPG/bcXzXk6f/Z7rqdm8Fe78djzwo/Fs/xj9wuXyz/KP2p+1Prg9WDPa32o9aHWh1of9nXB5VofXrY+BI6aYHN8HXG4GiJvTwKYbs65Jjl+ytL4vOvE32xDKUH+asRspOkrLwTuQkDOXu/434VYERcChUAhUAgUAoVAIVAIFAKFwEdH4NKJf9sMeEH3xon/vjPg8lk+gvsK+l8AfrFeQoCdrNaW+V6W31V7IFD4AEP5xzofan6seJR/rHiUf6x4lH+seJR/rHiUf6x4lH+seJR/rHiUf6x43PCPs3inPUozDtmPJ//c+Z7F53M91yTTZemPP+468bcRZnb5p8Iw/5N+blsf93dt5YXA0xA4e8efycTjQ5UKgUKgECgECoFCoBAoBAqBQqAQ+HQIXDzxX5+0d7/viI/GiX9nbjsNe7kH+Wc7EZy4TY8frEG/9z4ssfJC4DYCdmL8yunWO0PQmdxch7xVHOqbkuJPIAqfCziU/wQw5R/lHyBw8IOaHzU/zvwiUKnv57q/SEc4rBvlH4FA+cdv5h/79+WhfDzp135Aj7cdH0X8LehcbtPpUHb9XSf+ZgolPJ4gI3cjxmsAdTZrvCq/EwE5Vr3jfydmRV4IFAKFQCFQCNf+RIUAACAASURBVBQChUAhUAgUAh8bgYsn/m0zQL17ZpR9PPE3Ut45OMtHcL/uPIz6Z5pj5ZX/3giwqdQQyPxWWX54lb7aC590kHN/Kv8o/yj/AIGaH6Cwf98YF+fVvq4XxsV54VP4MI/sD3te/lH+Uf5xdX60Rz/GIfvJyT/za6ILeVs5UT5+3nXibyMsxuU5d9v6uL9rKy8EnobA2Tv+OyeL57UtpmovfMo/9lkzyjU/an7U/BjzYb+q+VHzo+bHPitGueZHzY+aH2M+7FcvnR88Tv/1+/cI7udDdct13L3rfUL5eOKPsDm5bCVn5dkoeNegf5U3y67rQuASArNzQ2MvmnMWHbvrXG/6ai98yj+YDTV/an04+kGtj7U+1vp4nBdeL2t+1Pyo+VHzw+vBnr/1+hD65IBzfB1xuBrO4nHTkzs5XnfZ+V0n/mYaSgnyVyNmI01feSFwFwJy9nrH/y7EirgQKAQKgUKgECgECoFCoBAoBD46ApdO/NtmwAu6N078950Bl8/yEdxX0P8C8Iv1EgI33/GX3zXezOudsRWPwmfFo/xjxaP8Y8Wj/GPFo/xjxaP8Y8Wj/GPFo/xjxaP8Y8Wj/GPFo/xjweMs3mmPmoxD9uPJPyHQWXw+17cwqdO5fNeJv40ws8s/FYZ94QdxmrG0r4/7m6PyQuBpCJy9489k4fGaSoVAIVAIFAKFQCFQCBQChUAhUAh8OgQunvivT9q733fER+PEvzNPwTt1DuZ7kH+2E9GCfgf7zlOm9zasofJC4DYCdmL7Hxy33qmBxu5rrzvkreJQD7NS8TccMtuerCh8yj/KP0Cg1o8LflDrawBT/lH+AQIHP6j5UfPjzC8Clbq/+u3ur/b14FA+nvRrPyDicj95j+tEfN7y5kqRzfHTXH/Xib8ZxybAuvMw6tNY01deCNyFgGZ/veN/F2JFXAgUAoVAIVAIFAKFQCFQCBQCHx2Biyf+bTNA/XvmE9DHE39j5Z2Cs9w7DfvOw6h/pjlWXvnvjYAca90pv1Xed9Z3+mq/jmfhU/jkkpM41PxZ/aHmx4pH+ceKR/nHikf5x4pH+ceKR/nHikf5x4pH+cccd89x9XK4rlu2mY47uL2cd3XHz7tO/K3UYlyec7dhbKVC4LkInL3jv8tisbjmZdVe+JR/7LNmlGt+1Pyo+THmw35V86PmR82PfVaMcs2Pmh81P8Z82K9eOj/4J/O+fv++PNYfmwBSBO6Ou3e9TygfT/wRNieXreSsPO9IwLsG/au8WXZdFwKXEPCk6f7WCO1Noz0b5npqqt2LQ+Fjf9jzXDwLnx0XlwsfvlzLP+wPe17+Uf5R86PWh31dcLnWh1ofan14/voQ80gAzvF1xOFqOIvHTZ8a89Px01zH9V0n/mYeSgnyVyNmI01feSFwFwJy9nrH/y7EirgQKAQKgUKgECgECoFCoBAoBD46ApdO/NtmwAu6N078950Bl8/yEdxX0P8C8Iv1EgJy+PUEfy/L7xpv5tW+4lH4rHiUf6x4lH+seJR/rHiUf6x4lH+seJR/rHiUf6x4lH+seJR/rHiUfyx4nMU77VGJcch+PPknBDqLz+f6FiZ1OpfvOvG3EWZ2+afCsC/6z0bQvj7ub47KC4GnIXD2jj+ThcfHKhUChUAhUAgUAoVAIVAIFAKFQCHw6RC4eOK/Pmnvft8RH40T/87cdhr2cg/yz3YiWtDvYN95yvDehiVWXgjcRsBOvGwmic3uaa865K3iUN9UFn8CUfhcwKH8J4Ap/yj/AIGDH9T8qPlx5heBSn0/1/1FOsJh3Sj/CATKP8o/QKDPj/379FA+nvRrPyAO2f3kfciTY+Vvalhyw9kOl8X+edeJv7nGJsC68zDq01jTV14I3IWAnLXe8b8LsSIuBAqBQqAQKAQKgUKgECgECoGPjsDFE/+2GaD+PfMJ6OOJv7HySetZ7p2Gfedh1D/THCuv/PdGQI7lfavMb5WnHbRAbqev9ut4Fj6FTy455/Ot/KP8o/wDBGp+gEJ9v67rgf3CeeFT+DBP7A97Xv5R/nHDP9pJ/X6YvpTxr4ku/G0rp5bj510n/lZqMS7PudvWx/1dW3kh8DQEzt7x3zlZPK5tMVV74VP+sc+aUa75UfOj5seYD/tVzY+aHzU/9lkxyjU/an7U/BjzYb966fzgn8z7+v378lh/HK5LEbg77t71PqF8PPFH2JxctpKz8n7Svwb9q7xZ9u9wbbwu9fUWOjf5t/G6pOej1XvSuP/Gac7T+bNncz01g7/ajceeF34snuUfu1+4XP5R/lHzo9YHrwd7XutDrQ+1PtT6sK8LLtf68LL1IXDUBJvja+KhxHXUm27OuSY5fsrS+LzrxN9soZzHsXXTXI/7G5XKXw0BOVa94/9qaJagQqAQKAQKgUKgECgECoFCoBD4CAhcOvFvmwEv6MI48d93Blw+y8cORO4ojDKbAbkT8QKjfg/WCyeN7nxrdrG/894rtoudfmv+WEU2lZrFme9l+V21BwKFDzCUf6zzoebHikf5x4pH+ceKR/nHikf5x4pH+ceKR/nHikf5x4pH+ceKxw3/OIt3OFVXcjx9lrv9Wk4byXF8lv74464Tfys3s8s/FYZ94ea7GUv7+ri/OX7jXNgEXl+//sYgPL3rZ+/4MxV4zKVSIVAIFAKFQCFQCBQChUAhUAgUAp8OgYsn/uuT9u73HfHROPHvzFPwTp2D+R7kn+1EtKDfwb7zlOm9D2v4XPneO+PlXvLIOkHsj7++/fHzx4/DI+ymJ6edP4GeuLe6kNVwV6NFt+rr5YX4AxXold9lsdm33hmCzjAZlUPeKg71TUnxJxCFzwUcyn8CmPKP8g8QOPhBzY+aH2d+EajU93PdX6QjHNaN8o9AoPzjN/OP/fvyUB7v8o8n61lHRz2IRbnliWB+Or6c67i+68TfzEPpuvMw6utx/58/COS/GbKe8yuN8cMIvUaD5oB/quMSHziecEf4+8cXPTnA36dMcup6x/9Tjmx1qhAoBAqBQqAQKAQKgUKgECgELiFw8cS/Bf3iO8aHl4Qt9ccTfzd7p+Asv7TzMOqfaY6Vf+AcvH5yyv/tr+yFondw+aKA/+vff69Bv9r8JABRvlGL/KQcAtnp0cWPb3o6QHriCYEPjNep6WfvvDRCwaJ0452Zaj+exBV+gUD5T82fWj9q/cx1IDfXmRFrufBZ8Sh8VjzKP1Y8yj9WPMo/VjzKP1Y8nuAfivPie4l4j3joLOd7a6Iz/ZxzfZbuOvG3cgtyec7dhrG/Y4qT6jYY9P/SyfylU/67MMM3gFlYx5MEdzE/NvHZO/67xe7+Xu9ytad7GI89L3wKn2urdPlH+Uf5x75qjnLNj5ofNT/GfNivan7U/Kj5sc+KUb41PxzXzfF1bAJIBLi6fkh88tXxxB9hc3LZSs7K844EvGvQv8qbZX+Ga+NBX+ZgHhjPgn5o2Bz4qRP7mBTQNSBcNi63yjn6KNaj8fodAfI9zfbtbY9cpif03/a7Z3Oe7dmLuZ6awV/txmPPC78xZcp/jvOk/KP8w18pNT9qftT3R95XGIdaH2t9rPXxuC7W/Mh14qXrQ+AoB5vja+KhlDvqTTfnXJMcP2VpfN514m+2UB6PHxDkp/CDcb/RiX8G/Nwa+fboQtBPwO+VwmC+cn622fDKKt5enDCqd/zfHubSUAgUAoVAIVAIFAKFQCFQCBQCD4RAe5J7xNsj2F8P1++2eZz47wGpy2f5CPJ/36Bfb/IH2v2U3wG9qs+C73h0vdGwYzMn/inEac8gdnTW8tPb42kC/mWAj5zYVGr2Z76XB1zVDlCFz+ov5R8rHuUfKx7lHyse5R8rHuUfKx7lHyse5R8rHuUfKx7lHyse5R8rHpt/nMU7LVa8FPSfxeVEAns9dSTXZ+nOX/W3EWZ2mSCY4HUW/sIdCat4+Jwf5xvDmObuv9y/v/f/Kzq12/ArdL6mjrN3/Jk8+6bJa+osWYVAIVAIFAKFQCFQCBQChUAhUAi8GwIXT/wVB3EWrM2BOc6+Iz4aJ/7u3By8U+eylZyVHfTbCOcp03sd1vCxc5/0Ry8EvPGgHEEpI8JfS4egf4IjqC6VXd92fhC304cK0VlbtifjR39Unl7Qnx1fw9HhCRDG1ssvb2+GdHvuLb+3/aU/ELg4fi/F515/2Olfqv8W/67v3vIt+bfa79W309+S/97tu717+a3t2/Xt5bfW/1L5u717+aXy35p/t3cvv7X+kh8INNh1P5GAPLn83vjdsve97Xtr/W/d/7eW/9b43JL/6P17dPtu4fvS9lv914JFPD3H33PQ7/go2mWLy82sQ9n19Y6/kXhG3h/zN68G8cvf3/suzKHddLdyjWzfPNHA74N5i723S86H/LV/9fmjb1z0MaiLQuDBEOC7xpuFD2ZamVMIFAKFQCFQCBQChcDvjUCL3yKo1/UhFzrPvI87nvgbaQebZ/nYgcgdhlEexlnOZ817UE+wD/xsJX89CdijfUUh6Vsd7V+/ivdrBOkE6vz5dwK+UP777z8i1zUpBlt8Tou8aMceXXzUABonb53L/FY5uwvLOb3rne/yXO/83vZb9Jbr/KX09/Jbr/Nb/G/dbjsu5W+t/1fLf6m+HaeXydP02ubXXn6ZfFaodf7u8vfyTn9v+Za836197+9e3vGt9tVfX4rPjudefqn8j86/47GXP3r/yv51Pt07vjv9Xi58X4bvo+G327OXf8PxJ54knlF+Fl9HfWs33VlO3Vm668TfRliQy3Putn5i7YpPlkfgr3+SL6Pw7JyDdUpgwvv/3GRfTBrbL9+/ZuB/kejYcHh94Eiy1HzE9/3P3vFfOqUCU+MGvG/avtuzl9/bvkfTv9uzl383/Pb+7uVb+Oz0e/kW/95+q/xS+cW/IrDjvba+//pW9r3v90vhX/i/5/1N+V/5X/nf/q08ym89Pwgeid3m+Do2AWQC4+L6YdGTr44n/gibk8tWclaedyTgXYP+Vd4s+yNcu7+7rQT+EdRP3SPw78Uf7NSISxXL5HGZnCcE9Lck8Ncf8iPfx0PEEcgrD06RO52Vsf9SH8z3iDndoj+23d2c82xP6+d6agb/27Sn1BiiuLysP1t6e7sgO7W/jffF9qb46e2pMD9Xe0/13y0/Gbr8K/y7vr0M6yznU7a3DvZ+7uUDfknQl4Gdfi8f+LOikV3FN/A+8Df9Uz2X1H7K8Zn6Wf1b1wuPu/PCp/DxuvSU9cV+47z8p/yn/IfZkN+ne17z4/eeH+EPmiBzfE08lH4x6k0351yTHD9laXzedeJvtlCuqJZJS3A7ysOYNfg35+fIT0/cBYQDcnp5SrN1n8f3Z5zA8ec3/SsBvqs2fcjW6wAx5FnZXzUwzbV8s+0a6UO0CYeP9I6/b3rALiZly5+DZbz2IcbY+HmOgOL5OAiweJJYSK8l0bFB+FObiTdpr8lpbWj7yutFSuVnAUN9FAKFQCFQCBQChUAh8BgItLjtDeLrceKP8Dm5fJaPHQjuQ9dg3+VZ1me6DjzAaoVLXWw38e7shOf+Dr5J5qCfujzl18Um6otkfdNrAxHsN7n5tEDevId8Cz2yp7jJnon0MS/l8IY387084H/vdna+vvM7DO03GgjcuX6u/cibnxx5tf618V/tMo6Pi++r9b95+qP0P/yk/WYHpmnLLyw82KcK1okvXzTXmReNYKW7b/xieTn1M/vDnt8nP/sT3Wm9emt+2XuKi/vx1vpfKv+l9rufl/KX2veA/Mt4P6B96f6/yP+r/+t6yHzKmvx8b3wuzUvXv7d9b62f8Zi/D9xv52+tv+TX/Hhg/+O+bv++8PqlfMTbopvKsPR1bqKf65vYTufyXSf+Vmpml7lpJfi0EbTvQa15PnwugM9Oo/kBvp4u0PR2XXz5yg/4rRH+D34zgAGkug3kzBPeISf5qn85wOkpTxZA+9He8z97x5/JsSJmFH5NvuunTJDvU/rdCjZqfvBKSGs443cbJLSziUCAR//3tPPf024br53w3pK/69vLt/hpn0+ab9HfK3+nv7d8y569fS/fo4/xYI3EPzzXd3m9zJyXX+xzvbc/UbHpya/5mcWZ3uU939v38i36vf1lZb48+R56vbT3Zy/vmvb2vbzTr+Wj/Tv/WdkyXrPflhmrLYLbd9GZ/lnv3j7kPO1q539pede6y9vb97Lvb1x/L7/5nN/ij6/+GVAzXshvydvZbtHv7Xt5l/fWZfSTDMkte3q71ktSjF9c5Udvn+ruubzFf6nd9c7v0TnTvju/DGjQzmY9+fqt7X90+beAeqn9d8lnILcY45b+vX0v7/r39rOyeTzHXSY/oz+jm3muXe/ydtq9fS/v9G9ebvd9/h4aec5Dl23HHfaOE//OvDuDv/SVe+cBWiuNXEuzy7StQT/mfNxEv+YUN+pzRbSfTCKxhZNO7FluFc2DZ/lf9UN/X//OX/fvrwHM/HKEnz9/5CO/zYYZ6zj5n+mxoJW3bsw9eMhrzAaiGZ8sp7nu5iF3f1uvXrN91o94yk4EZfyY4zcF7A6uI7hrBNgx94fxmOX19omey/kkeOHf6CietreBD1t4EqGVOy6+6Pwp2NX2m17OZrtVz6le9DeG3X7uHLDlrP/IuKZvxyvomwXdvq6X1hN5e/8n/sX+ZO94Udzb53Ij7/TdHjdEnuskl6wj+Ix9BfpZ3sAn1114lvV3p4dAacY7ysZDueVHHtTQZ+r5hE/S7+2jbHnUwL+XXe+86+Wmw39wcd3SwT+n8UHDsX8/Y1OEzdDvbL42WaM/KXiU82qUrXmjUzHsbYRkWT7nX9pb32K8mvjgcp+dtzY2jcN+be7M/Z/1QxrlSR6baPSZP+YUKa2b8lbR6/fyJC/42/jnvyYzvYomm/O7RlZM/fM1Ymd7L+rb9U/l5M8KPnd5vV36wSz6PT01Mx8+NLELHru86O/iX8ItJp4kSa79CWzZeOv6xTjkD3tDXmsY7dRmCv52vbQzdvRJ3/8znpAe/T0FwH/an13/VD6lT3HxmfYlQ5e/49Pom9iOg8Vcsxea5l6dz3KSn/Uxr8Ab/OPAAj79XbN/tLf1AH79XZpP1mt9qXUe16xx+5Df6huD/SXGr40j112+6KIfzV9ne+iR5TdxvTzz03ZZvzkzP+Dfmi/yT+1c2p6uPyqE/OSfXmtm+ibmlD/Xt5yva/9P8G6Cuv6p/KTxn+i5PODRBHf5vhBtyp8q4J/oc31B6mT3Si76rHC1+ZMLeZfbQ34j3Pl7+VZ7Izyjd/9iPFjP5K9hj8aW8T18X9FPC9L1jv9exrSL9JIDvRNi0cccXeZ504ecA714DuPZZlpjO8E3NIXaU3ubQaay/WdlSOf2KE/8z2pvhrfsKF8KY1yWHDtGfepVWRf2r2bWoez6u078zTSUMnirEbORpv9MOe/g7+DSPyaTEzfzvqF33Z73wH5v2Mr7KV80C3R/IcqY0ycQNjFJz2B9hPTEPr13V5isPvGfx0nmx01cLKwEePrryM9jAKESnzFplZ+dxLqdyeb5xbj3eoSQkM2f5SoPejX5Jqj7ZaMxfchq8m2v67pseMwXle2j6Rz02ZtYJ0wHjVL4rWT0DbRJ3uAXIeS8064U9XHFhxpocz8nfpOs9I2/6T/jm/UaX89xVHV5oZNy4upBO+vn6fjYdtvsPthw59S7DVpdg9vsYyYNumFIr54vwn5uSpte7H26n7X+TgIHXqBDUs3cp6g68U/VMyfmG0dI54R/2v/m+mvXs8xTjK4xqy36c4Pmqc3I+h5PZCU2P77pyR0qNUbzk1q9n21soaCuz08qbqWX8F6TPcn1k1cRBF/gudvuC3Jc/ZTx6N+38rtv+k62J1rGtfyW/C57EsKcid/fmeqeenlJ37V7gGt+fEneU+15dDr6N/sbm+n3jC/98xhew/EWDk/B2Xp2WX1+T7awRoY9O/GDlum/72/OTHzquMwYnT3JeCb7V9Tt49v7q/WP79Wn9u9X2PpaOubvSvpH8r0A1y+ZL/BfSl7r5nkB7fCNfJ3Z89x2su5ik+svyT+t53usbcbd06/dL05l/4rK9j0c95e6PuSy4Vm4/PHH8cTf/UEJ6Sz3zbFsORojPto/awrwA5i5hwFEr4j+J3xRx05e3vx1EoCbCifNrfWApdj2ul3+XkaUx3FR+qgFnLzZlvmt8sDvnP6128HzfNKh3/PC8MZsUCWLHAFc/2OzSPW0B1/L4ct+pB4WL/OwIPZrcGqEvb6356PknCLFwi6Z+I150UEPXLaOkMMPyUlwb8PmJpcFHJu7PzWZ1HnnNp5cEV1uNqAmF2DkRWo8UdY1iW5A33XqVZj4UpDewCcAx97W/2YPss3v3Hi6vMpN/hAqgl1vx1G2gJfHGbqwV9h0edhIPzWObRhQmXTiXewQAYFffBFBpPal/whodYFBH0fsyNNc2hfcuz81TJo/IT7D7pQZ4zLJi3GBSMl2I3f2j45DsxkcTN/7H2ORum2X/USdWfuf7EOfyxbcyuhN3FOh5XY7N75oFy576ny223kQ5rhyCd0yTk1Q59/LixzjJ3mNLhxGEl129/hnW3tSZb+ZMQGNfXxn/pS02tPaxcvNG7K8kTb0mi+1rvy2+ySXzPBLscHDX6CrfE6Wl/1NWtpNZuqet4tRzqtDWRVXxwOGabyjiF6UK9muQ57NQRfym6FndDxV9+3PP+N1K7CNm9V2kzz0pMAz/rBj0TeNZ9Tn3MfPnUIONu12WU6vv4VPWtjt6vx50etbR5rYCb9G1/mavF7e5Tyx3fbfkiM6ULFfZ/C143cyzq0HrVvdD1hPSL0+Sk+Q1+xY+SY5ah9BCwpEqb+B71hXYn4yT9nYs53Qw7aXXX/Ig7xRT/ZvdI1gktv4NrpuZzabbeSixz+NXyPr/aOv1+dp658BtJ5W7vpd3tv3su3v9Zbf8mb5kOv2ZGhqMDsSdLkOrOXob1uHs91yLuS73hTXcer2XKuXoot+YD7nN3FIwt5f87Xc47l8/+zrkGi73da355vcA/2ECzq91g3c08IxzzO4Dzmz3/VxMv6puOuzHa3Dvd/wMffdN9tveufmm9ph6XKCbppvp+Vb9M9otz30QwYFbnsuWzoOEz0muj7MPfm468Tfyi3H5Tl3mwfa5c+SM2GE6qE73Jz3mzu1B92Baq7Ql78e68+v8bl+vT47TYkF2UGUTIlTpZXtUIrJ174ED40PWOGTJhbfS4lReO92Ah2wZbzjV9ebQT6xsL/EfNDE9Q16jCG81DWfoj8EVSxWvf+69o34oc5+1miYh/Y75Hpegh8yKONPkbjWhe2kLu3gihaZIfuCR7TRrUlPPvmC3Ow/9N7N5Rp9YYNPMcMe9Kl/2IkdyklLv8Ex9OmmA9niwy7qLNN4BbPaLSfK0wdyPT7QcDJIQiZaUW+ZjN2PH6OdelI/oRCP62CMmzhsauNv+UjOG8J1B5sxhd8YmW/uS8gXXWATN4mT/djS/AS75rGJsu1r/ZzHa7aXvjNmkhC49dNS86vFegK/aRz5DRJ+lyT7kXhZDzoGPTJ0k6u6aMdApWU8VEYPNCT7PdfWL3CTXyTxipPakEffSfCGX3gMVBe8yoOmtdsONMFvO3TZK/q8iMpJR8wXboBHTxifUWoMLUP23BdubDzWQSKbjHnYM+GODad2iIYU7eKfde9YML7p38ICO1uZPPxK/E6h3wXk6w86+7nHgfp5nchgDPxhSAh1tYwLjZY/2xhMtlE0P/QXNjKm8OgvaCTP/CIY40m9+mV7oMfOxGQaJ/FYnscfG0kh1zac0bktydMcbQbsCTmMLfaRwnbZ5tTtbxUu+/TLdF5jaCeBhzFoFb3/lGeMoqyPwBC+xosscMKy0Kv6kEu76kNGq+vyTNN4kcXYhU8yLkoey66njZn1BB5ByVz8kWsNOpVmOSF7rp9046fIwS5s9nyb8Qk7mk3d/qaXjHbbanyn5uXygE/rE98JzcSFPgpq8DyhzJxgzLA35KnOue2Y7aQu+kMf4FPZKXCiIFm57jBmzJV13YE/8VZ7DIDmj+j4L4qIAAdkKRnXrJCdrNGNNinWz+BtdmFTzLOT/nUu7NWfQfN4zxskXg+DBpwne3cMAj/LbEoWbNCltOMalbQhv/1BOfAKihUP7BDP4r/MH/O38UqNyY886zCf9bkcJJITib7E90jaFt+nXaAu+B+7+VOir8jLkirgn9p6GQKp2P0DGUsSr33W95K0z99XvK4KUoxF4C/9rNG9P5LhcY32pqCPHfY1zLA9+FTX7Vbdob3J6OuFyl1ekwXPYodovC7Abnp0QhvlWW8bg+4/MCmZjmv3i2vS3L+sWT/fup3xjXst+qPr8AVymcGQu7xa9aTSn/93J9uFuXxvPuTazFHzka7c724zjtVTOjmjwI2philbNDg97d1XmWbkImomhWevg84JqVGemCRFtdGiz3SOKAZTKIrm+BIb3y0WKYGNfdQ8xJXNMv693MztZV0Ennu9y2/UDkiJeuYsIHxHhr1ctOSbh7jBZSz1F5OYLxUM1x/5D33xnPUjaCTLN9vhICrzJZyLOKM+JcsnVzWLmWWkniwHflJofOebfPdLRvX28DvkNfkyN+21HuVeOEOP7PPNOdYFn3P0ur/wg1ezxfYyn/7QdxDBP18e/KsW0Q/Rd3mzHFWG3baLstpDtq57sBXsOWu+0q4/GdduauJS1JTbTSu2NRzUEP2ITQ9dow+6783+1C8F2Nhkuz+hB3rGo8kh7wk79BcYioZEO+PyPX7Rn+Z2E+wcIvBrfD9lB9cu9y95bmqMt2QjPdpE62Sc5pvkrl9PEtD+hUFvaRlP1dES9DFOo+z6nmNvk2E7I2/8rSkgDFxbxY8/8duU65sQ5HAyGw2NLux0v8BC9dhKv6xn9stgExE3ZIwl+ION8cBu62sqYjy+6RF+y7Zcyh5709JmWdR1P9R14m5UQwAAIABJREFUp2/E0DoQpk8ev9Yc751jX/ypEru6bHwGv1NyHauQr6lH3syf9v//7L2LoeQ2zKVpz2wUk4adxqTRncZuGN0xteP4w/DiA3BIkFKVbt2H+z5A+xZF4n0IUqKkqjYeO9D4VCzRp/le4wq5zDtsosCKbFkW27hMvIVf/Os0fy8Xmn+BN/PHFeR4WR9j4WorDnbslsQfUmMcfvw7v253Sx9xHscfAIxicw2jB9xR9k/MPfBjnODzC2Y3FB/eb77BI/+Fn/ClZt1RGeu6ddALP0X8YCpcA5DgQ78Zcn6Pp+iED13kEr7UfHbllgesadKr8VryyRhFN4dt/tg69++/Lj4+0k6dX27b+unzm7zFL2546DyDjqEfPcnneCVNeHhNH3zgIZ1Zi09fw4Tu45R5gswYD/TYnwr22JgOnRCwY9U/f93Z7OY4aaAk7/5jHzXosD/lN23WK4+BOKztm3HGoxR07ZscW3T++GZDDn5uy3j2/HO/bSpF/gUfvPz5eGDHjlX+spvwdTzoH37bQc3T0B257fqM1+MzHNyG6aauhfH29bl0ei6Kz2pObfjA+Uk4wa7zpOvOcaSf2Ci1Xw8h7s//iQexOB68IZfln29mX35lH/7Ap7myRpfx4w8YpI/4t49L5J+u11K52cKezkucf6RDPoEf9pXXFbuaV85vQ/uNNaqc52J8YsjH+KdywiJcj6/EbdZ8XB1f63c5ZAqP5rHfFDHSzfW0rDFp1sfN8SeP+U9j6w5hxpwqtjimz+czPgtnMDel+Eef+hkrymhnoGqPvKoyLmEyzA/jh8f1Wr/X2Ecn7b0Wjnu/2i+mW3zYJ84HajPvRXJqq/5fOlDtwKthtdq1lrLA9NypqQK4Pm5R3OcRMKqTokWJHiVapTun8ZM89GtCe39+2NhGMXChk4gqIRdJqL7wL3iYtKu90pZeCaq+1S/676hJ8rQr/Edb/aqT8F/TMQ/qwy4DZ3+MO/ODXPCLuuqf0XURtl+sIb7ok/5c6HRRJnnll29YMkfAiosYW/9HoQ+9FM1bjmEZbeSlA6IVp1v9zf/1Cdt8m14/xlGKVe5vttHl3dlOrlisgn3yG+9Qw4EapoL4zFDilDTnMXss6nbsWNgNgbDvZss41HZ4ocU+/Cv0tOv0dFiuCA9OzjVOpL0datx1xS4+9HkxWeGvvMDMIg+j45EOJJ1uCvLcyadovIa80ZQP9amK++62XcyauYmypvtTNvCySr/LhcjyOdY1MRtVb3p4XOhNCdRQRjua3hY+2YUzkVc25m7fCP5kP29SDL6aL0OzM4dc5h78Hp+1NSbqk5/1IoULznnhmxch5lOVHRejxQYuyN9RY4iy4ej5HJS4aM9j4eP82afxNSUxD+g3u1zM+bnAmj7vzQby1c9gjYsDjinOa3XlU5/s4y7F9VldL345nwSeMEjCDm28wNFrNtuFhi6gGrgUmkNo7eqP41uxxRRrXpqr+CFXZbHlflu/27OaubeOa+jDDfJvuSi3DnLb8xvdKLRCWzpm7sdcdjumrPrFpnLMeZPH/3iyZ8cZv9BTOwzJorf8Azq9zm/HGi82Rp4HubbEWzthS/iDzfDbjhkI9EmHbBJT7YPVdRR3Bh01Ph/Nr8RKNnygXTRsoMeO3IzHSeyu3Lv8A9wOYwifFe83/ioiPKD7ul948UPMitPtoguBUlIsvQsCPOTwkGHc7calxhwMhEN4SHylRMDeQVyswTqvi0+1Mxm/2yoBnq8vll/MgcKHvMeYgSz5l+PiNuBLv9295He7HG86yaOKlfyFdclp68AmN39cfxpzn7hGSDt0K088z0o/NPgO40+sVoQ7x85HnTT6KLSRX+3RJrSYy4f8BA/suoKIcJEHE/ur9mH1dtKcnjfaKmCutwB4Op6mq44XuinIDr+sjT33nRzEbvIQnPubffTfyw8k6zjCjw7/s8PAz3sPemc8BSdki20ksY+eGpdw97yB3/6ISbEgx7FwtiO6ZnGRSRchxoHW5Mc7WjsuxDhs4AO+w2trGHq8xdvZJa/wWz7BT0whlfqx41pO6iS8HT3iiXGJvCc+jxu/Mr69TncHXW3VY+NfBwei2mf1dCL4Zns6KQOfqQYLz6UtKB90shBilhgIo5B7I22COPitqRNNJHckJ8c84RT2i7zpG4uLyQdP2EnTYW+6Et3FN/G925rJm85FvbcdVuf4nXQfx/QzFuy/fbPPK3T+hMFoioOFxhcUi23Ml5SlYhzRJ37qyJPsQY7FSjVCViTHTQZruO4fP9ik58nUeOSn6888oDJVUexAuVbtx8V9LpIuEPZSKvxNfdimxOc6XrKrGsPDHn6kh36xbDT33Wqd5ENxzA0/qTjP+t366rf7Yf4Ym5dh1wl8pP1kCLqzFvxnPKv8Nk7YCVGPw2EwUeKLkyM4J4f1QXd9KeNWjD7x2PUHP+yRN1FzwVrzCcXDDvYwhKXsN8tu0Xu9e7YDqNI2zmhxMI7CPhcn9pUI/I2cjjcyhv9uZcqHdOSDx5366Mdf9znxQQfr4XA/ddEx9U9/ILsfKe9tLjTY0LNZtpO9yrCVHbo4QV66hZ/y0Vndp5jXxih1o46eiE/8HsDgmAfol62hqepMujZ1SH63eNDHG0EalMgr8gREo6Cv6lc/T9z2G8x1XlX/fXykz/xCf+i1zuKn42Q+BV5Rh54QruNc5dxd9JqsCuc61s79ySB0X++S0cdpjGveWDNajRs9BtTQX31yfdgdttkkx+8jhA9xUcgxf+LXeHnb1lTaWlvpc5tsCMy25CRLHT6U/KCzFsd10j0eo4cduwmaRV9DWjZjrPH7uIif84GXiTVNzhMRr2GVxccDPZXV2syh73/bGzV2DNnlKr501mLyWmfohh97jlHhG/ZKn/vF+NqfD1GqBgfcctfG2HHdFOc73qBR8bxWo/iGPY2jPKZ2vUNnrAP47+Mo+aRXOUygj3O89MoszvtmaJNzuvU5f9IkQ8w6f6sPPmLzfnWmPGu/imNrOFNz3aFCzJip/p2PB7OccYuy1B7jxHfotrzzGFNON7mg+zjKH6ulT7Lh5xqX5wO4C/NkDs+iMfLe4yrzxWwoTt2AC33EVK17BgGIXIn8zPXR/TJdouOL57tjGj/051+NgCdVocjf4PL21Isux8HWBRX0+XziDbVSkEJ82KdtT/89B5NP6301HL6ZnRv65I1qxYVK7AlrrwEwC23Hs2B3njcmEMBLdK7XhhHxULzeMEcff3V8HQdzw3E44ff1r/ppuiMODqb/ilP28YHi1yzYNd3L+TXXkd2udAZ+Jd9C3UDnVejmv8Zp6EsMYjyMbm2tY6pxhf57tRMLn9rjVX9NFhHUrrWMwyPjXpvbakOrfLQ/U/Fc3wJy6ElaG4SxJBtjTGCWHw1rCIqfluuzhKRULvpVFnn6C5Gm03f+0kZPvYii/d5LxGV+u6Nx8gcfhbXWQYd17Vf7bejVH2wzB2NomA8xnu6PNXSx7ReIMFthzugEGvPIbuoEKRa1PKbymwmZIYqRrNExdZyE0BmbdZ+HuTC4DvjDwfAvE84XD+tXPNTyi5OprdKI+7zWk2XsOV/qc7p9hD+Jt9kW34gPfvrTXgiEZZ0kFJdqp8qOzRUuAvSkBj+RC7uyH3F6/DhmRfZCTdovfrhb8Dk3tY4iTuEGObwNxqHX+9ELPeKGA7pk3e9Uqz54Ko70++veEKygTyXGaer0iyFOZskAqzYl6PH4UeDjEIr4XOwha3QiDgodpVUckL7YUNuFptHAn3VufBcyxIe2sBp4YOab8Q79vjE3Wt6kwmc/9nFJRVTennKiKG75FazRG/FzcZErcuIgWccp7aqPOlCY44c2/nxcDGvNC2/jF0LGEbUzur8aOMZojInZ49V2StgJvd7BBwAZJT6jdzyhHicWWCKnljyzbn89mHdns/jFFXFT0J3HFa/qPyySpt/z0GTwR7Icar55Px3gIDs07W+0S/+Ir/DjCwX+3S/X41T7gC/lPC7lDCTkre04p72MWtKL/3SGuuk3YvRFPgsFE5sagqG2XVF0uP82tjWXSe9wJ/LD/eRDBaIzzPyRvcDPJZy7vqkicWT3OJSfBkbZlITEIR9SkXD3uvShW+PornKz0f3dcDGZEX/KU8V6l8CWfo8q9dBd7boeOhMI2swYzSFISxze4Y5yFP6a4/Lbydk/0Qz1tBUPPQM7hLLI/hiX0m+exA0f62Pc3WbGhS42f5JDjDiNiYPU4p0RP3Fa//AHnmSfzLeP3E87T9sIORP+ME9nJs/xcD+KKrzBT9WQht/mh8dh/mFD+U0cflxurla9jkXVg1IrGuuhP7pd9yJv/jPOkhFmHqd1CifJ4Mv9+W9Cc0K63pGf1kIv8RNXVJF30cx8skbNkXV8Z0QeI/rM3l9atw1HhtT1cyA71kU311XCzO3zkSXE0O9H3osKWuiRvWganxFXbtiO/rki+hd/Qp/whUfzTVhXOY8xkwwbuimFTMXXZcpH4O0RpDryf/Vz2LED9x8/sxCNzk/q8xo87CD0W51Eb5c4Fxnxs37bvKXAr6/fgvTQ49Si19svpOd4uV3pY1ysyO+1XvsHX/KrTa2CfC3jib86l8G1TrWVXGdtG+5j8klhpOdofbQDxYvfgKfEGHHMXIzJVpPTFiMTGqzWIIdGcUppO8HaVQL+0T6xv/iHgqJv0S8/in+y5/U7+yAM/N/jk/sK81Bnx6E/43tN+TEuqRuIuRin8Cn/x6Qz48TjctQak8qPsBXJs7h5MSHJOT31iCx+Flw96eRkuOBn9tRGzu2nHgyGv2knrBp/nnytPU76djzsyQHo3g8l6OR+tDb+7Fc88omT6sRH/hR96E2FfpPALe3+RqfsIuA4WHfEl/qoUhkXDDQVv2vIDaqf9Jw15cTnTKgoi37i63ryogUM3D4nFfQUuTz0fk6SXuC3g8lnfrGOWBnjZTxezHa1v1wcE1vG5/ZTofNL3pQMO9jHdtLoTyth3/WhMuJ11fYx/E5+7zdJyQ/90E0h8rPw1Ozek9LkNMEhlv5Bka+ueCr1oz3OqSAYoeviJOYMTwPmTRSpq/EOe0Yc/ck4osLR4iO6q22dP+B3fEdgimfmE6rBd/hnV0ajbXLVH3hpa/2hTcFPr/0zPpwvHZZ592cbn+BLf8ToynLcrc/jyz6v7ENytGuh3zxa/B7+ma6ghsTAZ1UQ8VR8k+5zhPhNDznlT9w0p+DJeFd1we9ko3NTSnONuKRnyBS7oy8VexyFPvBMRsWjeCUfmEz3RJc+ue3jbvmp8aeOvLIxsHj9DRfGw/68mC++rqltnbEOSKM8sH47RE6+QIl21LT1Q6vY5Cb0jq/kq/aaB8Mv7KBwK6K7nkJTW3RIVS/+WMeQEJ9q57cPZ8uaPvxU3LQpnDcrvpp3zhcsrsd5RzsiJlf4q3nGSr7jcfDX9IQfEVeqNTbGA7+rhqDCvxePZ8PBcSqMws3li17po1a3rLof9Bs2mhNDpdmz3tI0DalAvQf/d3pKTztxHsSX8a/ZmLKqZznP5Ry/nP+ub/qHnz4+xR9sDv+dXuxarHXTz3yDv/oV4pHfHs8yHsST+pf+eIOIsaF4Hplu5pfKsFPkzLLbjzjEOf0Bf5dLUobpLeWBNyAUvYwnzRlXaBr6iqLQY2uS+Rq5D1cUxmOxI0LWrq/Y9TgWu2IMnf5Z+CW/4yw8vL/azPGEvpRsH/QYk+OQ+S0piY92KhvtPBjtK/rOf2gzHnGemnWMj9qYULzUtext0Q4bf5TVonatBRI2ZHyvp45V3+z/GEeKW956u2K0hTcuhFKgLhY2PDEbk+ZDtMkzW5ehK21s7/7URN711faQq77jx24/ffutlSWW3Bp+p0Nyf9DVrzoJb0kHV/Qv4yT76fmwbw5r8vn4aZNpm9xxkVn07fHF+PJ6UvBzMnT7PNXnLw3pZKgTIO6Qi9isfkJ3efmVdOmhrvx+8Yh/RtBijm7FfxifPX78qPwIWxl+4I+NtzDiyRZPkl2N1f6GAbZTxt+iseMRrx1XfxGluH9VL3dy0cMTUWq7yHe7XDhY2286mJTHYzyunwUOHehLxa439bsd65d99IkPOf70Wpnbkl8Iuod+MPFJecc56fFvwicfOs2ebgY5n+FHWdeZ8Fdrkfg8DuOvvAmXX9gNPR6rUazWE+cYn7hIoV9/Ggdk0Y+//GslwkH6qd2+64Z7tn0TE10jL7I5Kv4pRGxW390n9IFLFqdbn2JWv+Nf+PBvXOTbRgasfL5IIOvpN2amnbP4XGTzB/nldeT0bZiBPwv65Zf6vG3+4au/7mg8Y14Xf+CnKb+8bR+0HXc6soSdaMi84hQPWLtc1rRV1E9b+kUTl4/DlmuOH/qK3/JXeiTv/jA3szCe+EBdc875StzGMcZRul2FMe52PUcyPtaDWuAFZ72h4rQA2MdCvMQJHvJN/T4YdGfHqO3AL5KzH3n5AbcfW4yOh9kfcsbPD+zhk/LAv07GuGQM+tpgqvZK8urTeqo3t+iX/+KhFnZjXPQmidnSb45gV8X5DJ/ZE3hP+aTgqxuUpNXIpS7xizraVch4wQk1nmdiLvbHptFozB25OmrrdzeqXutxfG0DT+35knTFVeW5iacbeRq3CgBnDsm5i/iHgmITOn643tLv/N6/aHDGul4yFwQnPoxiuvBfuHp/tp1fgRhB8vCo261aY/xmAfPD2nXu+SNahIrffv5GD/3Gv9j3rognPpMP+TQ85iiyOSe5ISv+UBtxKj78lx1qxi74phRH7mbawZ6PT7adHkJDdug1nppnPn+Rsz/loQvZh9v3cMhzNERJM+Hn0j99FC9yFWfXg4IiJ17Zq22OpXXULj79wXfn2/SGPvJ2SBpb5PHAwyXpNTuZc/joNwOrj8bg+pKfSv669sprtKG/9Ff+Fc/AXuvnMGHxSA/1KLU/8wMa62Dw25pb5o9sCYeBRh6MdhoY7UfpO/+hHXk0xoU4DB/hSk3Z63Rr9Kut+rDxF0GBn9XTCXIxndhq6fmMNT9yVnKzTBLDg6SqRAOA5BxdlmU+VCUrPblutSMr/QSzLzIo9VdtNpAXfdjTSXvje7fNnKT4F7DEZL7dFp/qnV/9ql9GB1/P+xMA3d/dfxsnP1lbP7nAyZELSp3AF30RcMZt/vIUgo2J6WD82QCFvF10uB/mhOkNmunlYgT7mYeoI990sSn7dMaSgfiKR+VHr9tDL3py0ZReTp61ROuoD7Yqz4kNvdiWPV9rrM1mkwU5YgntzB+PMfHjmOJfb7BaXlT7oTculjGCPvCjplQ6fsSmFbpdTFmcgXvwuW8ule08dr/UX3E0QpXx8ROf1/JY+i0GLjjLOOuktFzIIIZu8w+fI6b4deLB5yyhf477HEf9CBJuyAvswkuNTscCnAykwCK+swf/QkeH+eL+oNALQnE09FsTvNWG6m3ipT/zin6/6CFG+1NRrMSugpy3DQcV+a8xHv3gZQ3hQT/5R67xa9Bg7TfV8Kfog8/92/rlW3gz8/3gT8pXu+TusFHisc6I2fqEB3zun49JzAnxzagDV9yWX4vf1pioWTyyU/qhe5xlHMTndoqf6sfGkINeeSxGxnHxJxycsbuC8Ay+PR4nF3881z0nEyfZr3HbMT9AxniCUy209nGAz9ch93Vye477D5nFWuGU9J84R1zW53nk+TPtyU5EN/H3tslrHUWv1jWtTVrbfF4lpvSRB56vvyw+w8HdMXn3lTjIY/BRST+VS3QzdvAM/+kD+bQzRXNcnG7kMg5n8bo+06140QMatL0u+vG7Mp7lk3F4UV5QVx8Us7CCGUyHfWyUIvNBJ3/CL/8qW/I5xo7jvz6mFSfprbVjSZ6bDLyLL7aWbmGawcxbByCMom/iszltNNlLF63DeioWputsPHRTqI4zlmSvjnf1U/Ycd/y0P2LTnycdzuADbwOaQM1l6PgjTFb74b6Lj4DsADvEZWXnj87sTx4HLJid3/2v+WnzFh+Gr+iF3xkzQtPlTfqt0BvkpFsbHX5zB/9KERYa84WKXusY+KWc4vK66JvWghGd+gFFmSTPHJ8iJ1rYUcvqgWP0Sb/bHfhNjw/+uP/kiSRNj9lF1KWkI036HDCcPAdZL4ePyMc6ydcAVbSO1bGBBgf6Jye9Vkwf6xpyTk9dzk+f/VE8jjiYfMWu42p+IlexwN/I17luQtdaI3/WOuaRm+PDyqvTFafV+IhPhxq7hc/92Nr0nZU//7VyRjjrk3HR1K61aDMB1PO5aj+x26YsZsMxNhLtkNx5YX3kvtFDNlm2ny0+JCYLrk/GG+LqPpMX7b3W/uqiOXcvvoTnZgj/Ff3Kjhx0Pi2MTNAUlPytWvJeD3nE4+QVdBIlOTX5rakuKK5/yNO6XxZ+Y/V5fiIiv3eSLMiHpX3ix9BjNGSwN/po219dV275c+aH+zBswjF1DxuDTk/a86P4GHzZ95S2xD0eawgL+nf52WdcLhB+0E854x9rzIZVSJTPEpv0qBZXbcdJJlCqPovX6TRO7FY94ndW+2AzqJO1r6GZq+jT0zMfd9ZK+LmgLr4jo/UMPp5y6jctsOGvYBYZ58mLcOheTJ/fXJDe7B7+QGf9tsI6q4sAsK79t9bfufaHf6k+Ll7yQoU+npAQW9U5bMFQaDQpwsYbhe7nA4vT8U3fRzzG7BdOaVv9Z+NEn180YyvPMdjyNz88EeyGZb6Gusu7LLbNL4qwj7dW7OIl9d3MgSU37EfoUGil8tPJzT5+wJTCLPacsGPlRRDgs+8886aIFdmOEE7GH72Mh/mg8UDOdVs8nrNpe8wHeBNTePHNY37ieRmRxWc6KKbHN1O8Xm3GlviDI+zU/EnMJR/Yc3MQjEwHN//tZrPPW24m2w90jnHGb8O05tuCV9qsOYSPPg5ssKw4P+NCO31xPFN2zokn5L3J+I0bs0HxfLWals8XMC/xxpzgKW/w81ljU35Y91Jcn/VQO8borHrr3E++MfbWvjt26buxRSzIC+fRR75kjllfxRef4cfewM7awsK6ETBabHy8jX54Mv84ruNR563mDwbqOLkefRgWdS6om7H2P+sYeBiv+1/xS39j7TDObEvPrbgGrsZP0c19xqb6s/s95BAy2UfyE5Eo2Cj5hc8Wr9vFnxIf/I638j46Tv2t82mPe+RfWUs8Z63t89XsMj9v5cfeT+zuin2M8bFjese8sJg8lyyeMT5G97eGjNP7kLb/17yZ6zs/LEgs2K8FTDw/rJb96iO8wkP++HjlD/u6Lsa6zHPHOde703HmfGDG3K7F5jbsw/0rY+YxJz67T/jAWGMLv8FL/qNvL29NV767PxbDqM0R9w8/S2y7f3fafx42/lIuIbUfrSV/Dd/kfI9Hinv4RtIwCCQICbaPvtqw+avYNkRlcNBHgrksSlPfQb91KPEPg2sy/Oo/b0IhruyMZAhz6mYKjMk1jLz/Ay3qwl/xHGrrAN5Df8IieN+OHpPvtv6Nbg75Yj7829tX8VzwH/Rv+g70TV/6pQw54L/jvbcVl+rdnvpV7/Rd34G++bvzS++tetdnmWOXLDN/dvqhveN51Q5/zR0v5m4s2qp3/6/aklN98O8CnwP/5r/0qr7y54Y+E/di5HV+in/UN+gmHevZHk+2d/nRvsEvfarFf9W+5Nv83/Xdklf/XktetehXbeEs/lGnfzt96Nv8N7l6MXdYh6X3jvzp+naQ28Zx6LsYP+nZ613+Fl18VnNevI7vhp/SIzs32xu+4lN9KX/D/tl45vWAz5uq3y6g/brD+nS9wRj5BsS77II3L6qv1/vNH/m/+3PVX/3jekpt1UP+Tj4Qr93EOOSbxavYxvhK717vfos++t9q/DYch909Hs3frf8m/8Z3haPo0rfXO/3Q3vA50Lc4havs7Px7/05Xe9Q37A/6BR5X/ux6ntre41Bb9UHPFsfOd7O95cchnlWvbSpiX2H22QSP+X7wZxu33f7OD515bHuidT7Kv9UPc3M9v0uf+m/VO5/aey159T+7fcPvoe8N6Yan35wAV8XxxNrc8yI5tbM+bvw3htOmlJkPcVF3w5lT4U/UWe8e3Q6LwYsB3Hn85gEg8jeKnc3sf236R3c50B240nX70JJGJ8HbTO+MYng4tu/MrXanEWgEGoHPjgCnI39SnhccrMVsJj9Xmedlrmc+Z4w5YroG0HWGtWvhKV/cOq+9t4+5Wlk13Ob9HRS/3iF39XDmQSfee3wPhvPl2Hv87g/5S+fHfe1NfTUEct2e++31ZswL7Pw5vuOP8lrUPqv9jo7xc/54A6eqG+/6WBvq/STobcFpOOkXUfdguJvD7wXwWhuvr8T3ovJudZ6cpcZlTdfZpt8uYXbV4zzOWH24Yj4r7qj39ggv+Zq+4tX4rHh0fqx4dH6seHR+VDw4ZfCaLJthbYgrnfPJ2v5g+FmA+uEwYvFzZF7/rHEpzg8WXx0fC2hcAzCw/JXC+BLledzn8aNh5X9f+PC6Lk/6feNPrObw6u/eXv1/7/ER0hrP6v9Xp/f43c8Pfv/B5wd7E5LFJsiaT/flv3p+vXr8tiav+Ftb5yOr5347+tV2PwrfWZs+ivRF648/Dq/6i3BWa5MvmtqkD5vPqnycbMT8SWs/cSb4lyHaAN97kn9PHmz9e3j3mHYa9vL7njvpvbe5wcFkYBFX2dvq/yj1lf9X9Ks4r+RfSn+p/beWv9L/Uvp7x++l8f1u+St8r/z73fJX/r2U/tbxXem/ol/FdyV/RX9V/WUD7NcxpvzK/kvpL/X/UfnF3xKv9Cju0baDer5V/2vViz/PULrL7+1d5RX9pfyfTX6PZ29f4flS+m7vo7Wv4r+K50r+iv5S/VfyV/Tdv6v2lb5H6bu9Xf6l9F3fm7dz/+brtB3P2tZpW6jVlh9X8YnP6vnEX50oq0VtGTlra9Ovzb7q0LPqq7o/5PEWTo3GUslvAAAgAElEQVTVT5obnauJcTI1bLnTxqZWNwyEp7AYbR8He8Jvd6/h/cdfxzOuon+3t7c/6qYfLAiTeAYeo20HVgTDoc6OQ3+Imb44+B30iOe2/Ss6kvf8v5J/Kf2l9t9a/kr/S+nPwm/Pt72NU1bovtLvfLv8VRshK8l2N3+cb9fn0lU+GIa+Az06Bn3Xt7eL/LPif6l88eel9nHlMD+L/lN68f+K/lL/ruRfSn+p/6f2H8DvVL7gG/RQ6OcVGyz/TmryPE0+mNOtOa+s+0oeyUN+hLpXmf+7fW+nhzVenKAd/InHc/1/xfF5FJ+ILwAc41H8uaK7vRB/E/x3/d4u/u30GI9waMQTzZlnN+Rhe4n8sHdDP91X+k/pRd8p/YnxPcU/VN2bX8+iF/+v5F8a35X8Ff2ef9BeIn8TfxFO9Ls9DFuB7S3tP0X/lf0ruseR8SrsQ/0ofec/tM+e+JPnsz/8Wtdz+ii+7sfh8vnQE39JTqM2mIbWbE9n6oZYcp+1fu53yRY8Akjr8vRbSM9p6Hs8z5H97TKW1PEK4m/3pB1oBBqBRqAR+EQIcG3FWbZLI9AINAKNQCPwLhGwPSH7uFv76xecx45P/AWA7hSc1Wzqw5ne9Dv49l19vq+v4t+5zzs30ReXGbrY2Onezz8N6CXu3IxbvNYnuWSItthFH21LlvJP6kjGRmoevvcj8it9jPqqPaM75/9o9N3frW0JseJz0b7Ec5ff8d7pV+0r+fdOf+v4frf+t7b/0vH96v7t8e947u2d/6p9Jf+56f6G4nJ+2fH63PFzRXH//PHR6ft47u2r+Hb+vX0l3/TPnV8ffXz3fN7bV/Ht/Hv7Sr7pl/MjX125uennib+dw87255za1J+nuUP10BN/OSEtatdatK/0xF8xv8qTfyl7Rg3m/EjgZyhn3/Hf42Ly7DdFKs9/Td/t7e3qG8dvTd/t7e23tv/R9O/+7u3Xxu9K31vb/6/17/b29hUer03f9e3t3+1f239f63vnx4pA52fn53u6/lqz8+2vrzr/O//fMv95nf70ib8lujb9z9xnH5/473cK1N4397U93wAIGFZnmB6ftwx8LET9m4uK1tHYwy/tnf7UdqCcVqRvbPrVsdHl1AepiYI4K764rugmnd61X+2Qd/Ii91b03d/XsR8Rj7jz4CnxR5ybfMAxbjrkjcWH8UHNHm/YCwNP8e9V8Sm4yI9H9e/x7G3pVf2ofpfb/dSdXSO6PpisPBm/YJ/jt+srbelV/Sz/i71H5Wt8qIl2AJKw2HwPA0+Ov/AjOfRI/07f8djpYf7p+O/60gPUBj5hIM08wb9w4Pny096j44Pl6mfLGx4JSMVFODU+jU/nx1yvNC9U9/z4hPOjrIc9vm87vj6PbIGp+2vfdxuh7r/FV2uOKdo/RWt+PvTEX2LTqF3c2OjP9uqk+L9arR/u+8/izjtD/5m9tzZkyf7hvuPPRFDR1YDaD9asrb6oZi1x9av9W+tXjPdFcbyBH8L5Vr37K769/2b7DXz2hVgGPf8sg5SSL8xHqX2t+gwv+ihneR+UV/oE+9fE42Qsz+J7yPsTndfy9rbXtxhw3jzr0gg0Ao1AI9AINAIfFAG7Djh94m/XL+vD9Yfjm0/89zsDap/V8w5Eb/oH5LpytQ4Ga3zn3/r9cqzQj+24YJOutYW89RR556NticGr/dj7VMXiUrhR7+0Jx7ug5wSNcY/Re4n/+icfo87fj8AGvyNhNeXJ+mFMmaOc9DyOL5sM4vWYTf9YJzBi5cn+Offj9qWftUh+EKf2dKJHfaXf/IURnAxj4ez13nZ/1/h8PTzpp2u3T5/8/fbj2wVuR/k1Lvy2kwA+ah0gBgqhaHyM/rvGZ4/fYTb3ahz+ppT5+MP8VSzK2TN5wqvyBLu2T+gwKFfsN1D0laiX6seXHWdGYPXnCf6hyApy0kd9f9xkh7z/6dgFlrvcY/blx6xbfh1P4a668Wl8mC3Kh73u/Oj86Pzo+bGvC9nmujXSI2tr54WsX99B5zpvqx3PwnfWTrVDn9oPPfGXcQmrbf84jG9Oaavg5Fcvjodh8mpPYIBX1/V2ocxF3mctZ9/xL+G/r7At17lIpzDmvK3w3Ownxh/8OOOdwj8J+ST9+EWOsGD4Pwtpm4MnCd4xbiR8JF7Ncb3hcjU+L6XvXrHcsHnWPJAfO9+T22Ucb8ncs7HHt7dDp43Jr/NcOee/5Unp/4uNf6wFGueKC32vsQY92790dZen/cOxOElKG9zv9k+Yvka+FqTih0/peAX9+M/8GvnHk/YXPG0XPv7jrO6inTtsLXlyKfnL+tmlEWgEGoFGoBFoBD4gAnk+H/tsu2aJzb9f0o+bAYpM1w9q36nnE38x1c07fWpX4+ofdyBsGyI6NG0IOI5tQhx9yk/QLkV40QUOXBRyIUf9l12gB7td6KYcm5elbB2LvtzkSB9ylX7WHoYWI++/ASxsB2p80Q7fBduhzo5Df4YseJ9PD8mhRwep3xwOv4e95L/ZDoL8Qb4W37RZn2/csnYcbuqTf7FIWNI5JzhyKDz3WjZH/9AfB3LL9dClDvFZHeMz7Qdbtq/oxrbIS2+Ia7os/mdoyUk175Sqc8Qz9Ex/4FEYSQ791im5o56UT0Hx0bv4b/SlnYpMs1Q6XQ4c5MW/21G70CsOPj5mWH7JmNqjHvJxIK8GXXZUG1vEI40pl4JH+ZVOy+Wj28PmCX/0WmV2sP3TN85xHPkaAkf90TP8HXq3/uI/LN///PMPNsW6qTD0HuSj457+Or5w13aaHeMw9Gz+zP4VH9dnAIge3sxxVf+wAwON7NDNiIXuLIlPKjzGH4RDv/iT0PQbODU+DkznR+cHCBzyoOdHz4+zvHBUxunrmDeflb7Ph0M7ruM534/9tl1o1DbQeDvrhMorXSfUPo4feuIv4WnULlY2J6ZzXAZ1OUUgr8YY43GxaH1jkEQwcP3mASDz91WKYeFPVt9pvH4Th+/T2jgxZmxW9JTe2995Im8X7ea/nrhrXpiA898bTT3xI3ye7iPj8tZe5MgPbijB6PZwiKe7//gTeU8j5Y3poK0bCP4aMWL06yml8eIvfH+YDl4fVuHVaNkm3riRFT0/7cmsKXI5eioNeWEkefkVfC66+IbMraI3K6C7H4mBt3k6mnHe8sNvpBgzdPcDwa3gr7/RYFhQsPPP98BCT+ux4+Oeb3pwTB8xMVcV65CHRgOMUwY7+CO81KaWf9+M3wZl0QfdY0cfpeo0fcydxf98aqxcJD/++Xl8kiw/QmmMW8Vr9GNSDavNHXMx/TRf8E/4VL4i4thrztDvb/iYGOEiTq1iTbcn/9QWXuIbNXjk2KHI+Xz85ryo/rk+4xv6ccA8/GkyxQ332XFNQz9zfnz7lm9wkCf8GV1Yexx0WFGORAsLlc/8RNZsKz/cxxw757Ubx/oePzr2+J2HeepGY+2o/stu141AI9AINAKNQCPwjhGw8zjXApzntX9YanP9mef34xN/wYAxylk9jQd9tuMii/ZXLGD13S4WucDzi7xbIBg+P3MwuTD1C04bYH+ST/3vLz8eF+9fDU+LN7IvLo5J7/tt8ane+dWv+lH65PcNsG8qLMdz7OoGhot1tn34S782E6QC84I2TzrHvPIcmfpz2nmvPpBBn88zdVrt+UFu+F/Q/ZjlAFv0q5S295c2LG4XfvUXUc/LpEEfG5OhG/lYnMbbKIVfMbsdi4RN0fC9+OpxhiPbeMe4+Q2Rotf9oF3KlR/fftiYmIzzmdyaV9EWXWrDAvEZPNYp/Hzc0x8fTzsmBtFDIPDibR8vZYDhmziEXtps9sV2po8+j90UKt5QPtvuT3a6TtPr/liffp8Bsvx2P0yvfKZ2O+Sw+xNIeR5mfkue1/V9XhgfBX5kwSduBwWuzu8c9qEAs+3y/OaBtVEj/xVfzSvhK/8QkLqBDUr4c33Upjn7hjy9JrjmY/pv4xX+oyHc9fksvVaz4R/jGmyuT/G7ncxvbPuYIe/6YoOPv8Fndsu4OpPxCgcfH77OgXz+uSzjij778yjt3KOCXuECnfK02uSC/Ubd9MYnEuQch86Pc1w0/xqfxqfnDwic50HPD533df1zWoNfnuBv1ZFlx8+HnvjLuNSoXWvRdDGj9mevfaPPBZkNBMeMB03/wSoOtvKdp3Llom8jv0pT4/Iqyv5jJWff8d9dYNE4Iju5Xp1u4+gX72lCN3f86V72gTm+j82y9fMEVmMh+dE33fUjfPYN5davJk/hf/7NGwZzI6cn7qBBqnFT6RsbTTtmc0DBPk8UfaW1fvlBH3E4jiU+7ze/3ZfMX+momxV0+9sZ2LSNnor0+oalyONr9d3faDChsV6YHhWNH3XVw+TCF4ri41iYVvzwg7+6MUXefUaoFNmjy2MUdqkDmz/+/bdI5MKLP8YjOR2jr/qi32ZYcEpZz6HESf553OYDT+gZOG/bRk9YKV7G+q/6HX/zxdeW9N8dw479HfAy3XU89DZAjR95cnov+IMvNZciduvT7xiYLyO/dgVFtpI8z8qT7oqhzznTeTqemz6e2IMbPmpMBvaGhY8HMpm32AVT5sLSZzlbfzMBX6Wv4klf7Z9xTzyQDSzXPpc1+8LSbeDPZhs+11ti9Vw23n081I+us+L8Z4Tsa7rld+NzE4HOj86Pnh83p0esx7fJTTdsOn/uJEie4/26jWsYO8f7tUzipvYdDbdIxyf+KKtFbRk5a7sz6RSytGdZ9c3+z3EEHn4hZhfZPKnjgvuXXUj+ygvfv/MClmhBgjabfjZnyApPobG30U2fy9jxXnZ+2vwhx9/fdsG+8+w63mNbFxXyXVlUa7LMQvVS++mg/ap0M7Rf5BvA/uNbutgPR8yy5YHmgPxXWw7Tdv/c0/B3yPvBjY9QP8aUy/1vv2xzz6vW9r/noon+3F7ldh89N46vL8uP4WOajjbUKPzQmG9QyGkBL2Kd80bTBqpuGIf+qdI3VMwZx8n9k0KNn+FuXUPWjj23bVPnvmx+BKqpI/2gVf1gfJ6aL6nJw8UHjSf92Eev+5GMjr/FQ66wWaz8gbM0Ru1+mZ/Mb4r7lf7B7zja2Ia++aYIvI4J8Rc8sed26FdBv/w0n1VcHuYydj/tayoUbRqHluRRmzpEi3GXDMKI2+Qqh9xyPdZwO5LLGr9048B9FN349WN3Z+PpN0+SN/zPHGGe0l/idP9plz4G2X21PsZUxVkKH7r58/EvfPArbmi6+fLXjzVvXO8GSvgb4zTtwrSuO3FTz/oFpHGQG2fjDnbDn1TqOLjWGD+pqf2wOj7USWg6qAQuqn10Gp8DLo1Pz59eP3p97fXxZedPX0e5Jsnz+KiN4Of7en7PE7XO974oJ5+Oa/3QE38JTqNx3TTbq5Pi/8y1X+jbACwXqCVgNt5cAI7NjdHiab+90stmjbZt0vwicblEdlJs5Ew/dijxg1hB2z816NUX5LD37/akcpd9V21LYr8QfldOWa7bRk6v9upCXS7qCSFXymyy9ifD4lPNWKEjMkC9ccFQn3CiqxZfTK2D2p8OWm7UUvWyIeCPok2Kc5uMnixe9S++2A+jxeLDE9Hy5Nl83G2hV6X6KdwGXmJKH6ucSFxELH5gD377Q7fy3XUTW4m56qtPieWHbNTa9RbsfO5ZPLsfy+bTFFQMqj4d+xNmayh2xkobWXiOOAXOkt9rYvP49vG0vHJcNhwOcRkfxe1aLX/gA98az7Bl/SqOR/kKgfr3WnHv/Wqf2YPm88Niqzlcx3PBy56Mx/yM+bCPjWwJe83TipN49trnc4mz6j7DqPbtumijz9f7HB/ll3gXH22M/I2Mw0ohbqvrelly4V6OF+k+bAQagUagEWgEGoH3hECey7kui+vutX6Bq/OJP8prUfusnk7ExeJsxxMGXYhXfZ/5+Cxe4VY3/JXPxtQLNwbYTMZrqX4N5xfg9HsxRnQhq++G05b+YLKLZNsEwFNtQMM+f3qiKP53XRNzOhj13jac/ms680NGzbZw9rHJC3hc0ljZQXoYY8NFOJu8qG3DZsfavLLNGtx5MNs29qE4+MmFtIMuNiG+GUoB5cCeH+6Xy8WmbjhHzqQ+bbCgoc7t0siC7ohvo2X/zkfb3TK6ivzyX1cHk7xB4PYMxwxjqad0aBl+SGmt/bX4lY9W+D01yY+wN/F3P5I/tESsLl/7c3yrvwM/oxEfGzzFh65pPTRHHHHs6jac9E/0wYEuxto3cyHin2dxCZ/CFvFbB2+IqOx8auPnmV7kJH2GE7F6ftuNTM/NzPfQF1arvOur+cyNjMQVmvwISWuXPHO+ipd5tuCbNOk74OsGIp+lH17eeFAcisH9GJGbH+Rp8VPy1I6L1gPj0bitebDajd90SGRKTBYwA2FaZ2SOb+I61hPHrXoxj0Prmt9Q01rWTV/xaHxWPDo/Vjw6P1Y8Oj9WPDo/Vjw6P1Y8tvyw8/xKt3ZeX1Drumev/Txe+M7a9FGkL1oP/qq/nJCw2lxMsn2oynHysxfFq1jZXLM5ZxPOnzbdvN7vv86dgCAHn78NYDUXhTx58l+RNtiQo8CHTr46QAm9yNqNAtvg8MYAtuFBRn44c/nQpv/e2wKF/V0c+obWPKlZxOSo7d/h6HgaZ8b9Zgs+6ULfjhmzs+/l0s8fY8Rf3QjUOIixPt2ufIrfcwsdCNoH88/H1voo/rq2M88n+2bc80T41TjcLwRTnkPsssmAT3nlMVg/8aoPXvjQv+g0PnTUp+zIu87he2xDf9gP7mlg69NUxYuNqoeY+UV1YQmd4psis7Hjx/fW69NgfHWfQ+z002PUPMxY8L++yVF9Bbv1ybm98WBgqw8jbALBv+Lkvph+n/PC3+xoLUEv5Sw2j8F4uXFYv+PPv0Dg8R78x5/5FojrfM3v+Jsv8a8f2ACZ3/fynJh83hCfyanUuQRelDqe5L5NvC0fMrdNV8Wb/PPctn5q7Azs7djHA5lcX6G7fngZqYDe5Wo+4JPmZfWX2LGjryno9xLAovqlvBl20Wdy6Kx8+OP/7KCt8+p3PuYbMvZH3sgX3K7jq3xz5v5oBBqBRqARaAQagY+BQF43cM73a6lR++WVXzPU6/C8anlKbPOJv7gxUova1Tj02tamX06oDj2rvqr7ox/HYEQUXDBqY83FGH/0gRObfn7t3y/ScvCQcnnjoY5rzLzwTGD8IjSP2QjQ5rcDAtFIBvpd3nRQNF4pln1h6xa98r6XYyVxjYcIlZ7KqkOdHYf+DOzF8jYGKoznuPAfBhkX9ibGl33wcOHOBoaa9u6HdA5CdsCrv8WeGUEXmwzfGNXxN7tyZ+g1+oHPiPCRP+60nJJt668bZPjcf6vruMCOqP7JO9oec7lpAINvUKx2mvv+K31Cwgo8KOLQ/mK8o139gOBY4EcZjxBcN/Xhx/w6APp9Xjpz2OEwrLgLoSbpqnCL+OWf93s7OJZ/+tD6GRewqvwuL4XUodT5HP+kRe5MLOhGF+O36ssnzwCVxenWrnyQHM+t38fdKLIHn//iP+NmeafiNwiykcMzx8fw1xh4fhB3zXPJqU4F+IcNZLzOPNc44JOHZXx17Bl39IfvptTpOSftWL5gzsfecBuxmC2VwCPGc8gwbpmXGj/xO0ZqWC2fhyw0x3euD8JyzwPGmvirrGO35UvkhHlaeAPj+FdfyIcRG+YJL2N0fK1pol6E66Ed5Jv5P+TEt+tTv+qmOxIH3BqfwKXzo/PDEOj5EQvCAYeeH19rfuzjfWjHPs/P53ndwCm+tgFsnu+VUZlfOuFHc3z2d/wHFM878H+Wz0S5MNTGX5r01E4Xjar94tUuYPfv/zNGbCCkJ+jxWwB//vn3+MFA9EqH99s//zcvaWV91pIdF8uT9D6PDIh6sf/unLQnrPp9BiYc48rFvZdsMx5MQS7+/YlszFbv8wt+BvtG4em2F1dgR6rtEL08BRz/brozxge+1M2Ei5ld36TIPjw8mTRFvnm2PGR3cIjDngT7U/XU70/c81h5rE1H/Z46HkbMMyP9yWf+m+euQj7RsGNs4wN6p1Qa26q7fpi8x4Ja/thMEneWHR/173XFDZrGi/4xznZMjk7tcJrNHDv6b+EkHo2V/Bz+gYcVt8f4gBc4WXz8Oe7ERRte6PAhk33w1z5w8XKr34jDD47tL/yx3LD/9jhdV36g2e1Jt9lya9Tmz80i/pT3WOzYZeRvEZZ/6mLtBYNDSb3us33AJp3Cnk7lm/tvEXre2nyFf8Y/9cPnc8b0U8hr5ohyQjaCj5tNznYzD9wub2v4GhH60OHjhrA54jpDDSAHzdruH/0lDnr1toGvnwTSpRFoBBqBRqARaAQ+FgJ2vtdDA7/+s/P5Uls0eYnxaFzHJ/7SMC7C8uKhtqdxrjs2Z7ItPZ+9BnhtxGusflFpA0etTXrQ51DxCj/48Rd8uQlKRXEDIC7e4jowX2m1i3x0RjG6yVPQwV8t4ZtdMKLgoxTzVZesGf1F2yDI2M75X5luF/u8RsvFtTZ//tUEb7N5Df9B3DfZ1q/vtPtrvoz5DX/p9u/umv5/+K50rdFjbYaScYZPflCzSajxu33bnDiffec8/LX8IHWMEf7hl+mCf8RhNJfHISv0I48d8o0bVPIT+ozHaOgt/M6bDF6R76KbX64n7U89aE295oj6h9yZH4mrzxWTOPgx8Jn6pLfWFTfsebzmy4KP9Vd8JA+/xsXlEn/Xk/EM3BzHOT70j3VW9ugDd3BK/6ndTsaLHdn1rzVgp9o1ugD09cb0uT+Sl185bvLf7RmP8tnYUs06PwMvywfklWfgkP5OOclnXfz2+G74JXnXb3pHHt7Sn3qdz26YOq7GS+FrOLShafy8Bgv3f46f+58Da9QY/5T1+ZY3s1yf+cU4UNDH122Gn6k7+HhNn3U++NyG6fyOnxkPtY9nttHpmk1I4+z2RxzoszfL7GscKuigpPtbvY7fka/p57gJz8an8fHptc2rzo/Ii54fPT96fhzPqw+sD1wgWOG8PvfbNq9qO+niO6vpOysPPfGXUSlSu9aifaiNppx+Zs2TeT2lZ1emiy4NGJt0XvVn2NU3+K03Nv322i7HdjFXafWmAnzI6w936eP7/r7ZMQXIcjxp8QYBMh+p+AWuOXzPa/D6SPTd36v21Xjt8jv/FX3nf7S969/bV/oe5d/1Xcm/Nv1K30v9e1T/bu+121f+7PSr9u7fFf9O3+Wv2rv8o+1H9V/x7/Tdn0fpC7+t73rzgJsbnGteqr/lP9b5ZckHz4D2/yNdH/T4rQj0+tPz9yvPXzZyp0/8bZqAi/bd66x5Uuv4xB9ltagtI2dtbWa1uVQdelZ9VfdnOGbjHSWfqht+esIvzKCz71Y/tXCERpvCYNZNP32icRyb+nUqQOd7/6q1v48bAvG2wToeaHr/RYu+cFIW1TqSP2Kp/fRM+beho/We/TO684c7p/6d6svAnhxf4T/VV+xzeA/foIfAbp/e0B8UPvf44NFysssP/iSc0Z8lX/Sdxi9D8rfwuz0+rNC9y792fE/S796EP+7X7u/e3vk9kiK/0+/I7/65/SK/0ys+sAU9DKSZ9OZp+O76d/ve3v0v7V2++gfbFb3q55hS49jld7q3NQFoWHlE/mn6U6/Z4WYpb05g5Sy+17Z/5V/TbSRywOu4axwan8an8yPXr6hedX3s+dXz6yPPLz9PWAB1f+17SiN4bZu9cf2egaqd02nQ1Vb90BN/CU2jdvFks2u2VyfF/5lrYtcTf23S6Ytf3ec7xufRw0N5zqactwD2GwSyErbjZsQtHvG+2xr8LMYujUAj0Ag0Ao1AI9AINAKNQCPQCHwZBGzzePrE3/ZHz9k3FtzmE39tREVU+6yedyC+9qYfrMCCDT+bcW4A8Mee3v9ZpRubfskJR2H+1Bp7PNFnbDQ+esJPmw3/h930BzjLnV+ezZ09MYE1b580PZPnHKfG7xyXzp+eP77g9PrR64cjcL5O9Pp5jkuvn71+9vrZ16e9Pr5ofbQ95CpvbTaRVqi1T9xr0e/V0CjSF60//njoib+ckLDa8cNH01noOPnVivDY4+amAIUN+2viUgdTSeE3BLCVNyTc8Af8OPuOP1Ph62XVBxy8drkRaAQagUagEWgEGoFGoBFoBB5HgD2cPcTVvnLW7K/nTQEpfmB/NJ/4D+G807C3p9GTOxE8kc07E8itm9vgl77PVLOhJ26VNe7ohYcN/+QS93mtJ/fUZ2W3h01t+nWD4Vf+k2Jn8h+lD7zY5C/xejsiEJ6HOjsO/SFm+loeBBqfG3nQ+eHAdH50foDAIQ96fvT8OMsLR4XzdRwc8qbpjkDj0/kBAj0/buTBV1s/9ngP7bMn/qyzs9/ziTZ5pQUm4D20s/uxJ/4SmkbXOw+zP5wS/2esiZXN+b1X6vl3pn/ar/nz43t8BUBP/DU4tFX8Sb3xi4d+4SmeezWbfm4A+E2GJ/h2T9dvpzlu/R3/3z4O7UAj0Ag0Ao1AI9AINAKNQCPQCPx3CNx84p+bfvPkmW9AH5/4KyptTs9qPWGurxtok6paej5rTZzaZN+KkX/W79u3GBr4+WODD378+B+FPj2p5yYCNAp9t576O8P2IX/Qi2y9qbCxvv+mYZA3vrK+ahuOGVXUO3/TG59IkM4PcOj5sc6HXh9WPDo/Vjw6P1Y8Oj9WPDo/Vjw6P1Y8Oj9WPDo/VjxO8sP2hRT2dXO/bbjVdtLFd1bTd1Ze5zv+xRkZ0QZW7c9Wa1NOnLdi5Sn/r1+//uDJ/3f7t5V58o+cNuXIwVM3/ODE4P5tm/cf9kaAeO/h993eKuAGA3Js+rF5y6d7et4T7ew7/rt/TI17d7ya3vh0fuyzZrZ7fvT86Pkx58N+1POj50fPj31WzHbPj54fPT/mfNiPXjo/bBN3/h1/MwTuugmw231C+/jEH2W1qC0jZ202maIju246V31V90c/Xi+ij1wAACAASURBVONco6l48OTfIHJc1I+snvTvevytAFN3tenXWPxlm37/WoHZObuJsHr2MVqaNIpRWVTrSP6Ip/bTM+WbLjz2uvFj8ez82PNC7c6Pzo+eH70+aD3Y614fen3o9aHXh31dULvXh5etD46jTTD2h9o3em2E2hZfrTmmaP8Urfn50BN/iU2jbGZXJ6qT4v+MtZ7439qcsxGPDX9s8PXkn8mADBj+bW8B/PvvrwM8f/7JmwLztX8xIMPTfW738AN+vC2gmwbo1HHl3/tEe9e1xfnT3lzo0gg0Ao1AI9AINAKNQCPQCDQCjcCXQcA21+e/6v/i39CbT/z3OwNqn9Vzc/81N/0kHht/YUObY57gsxn3ttEpYDU238ajGwX+VD+//++M+RHfz58y6IOXV/9dxjb93DyAj6f72NWmHzr99HH8YQt3uNL5qPe24d10R6DxAYbOj3U+9PxY8ej8WPHo/Fjx6PxY8ej8WPHo/Fjx6PxY8ej8WPHo/FjxuMiPs/2O7eEo7OXmftv0lLbo92poFORqeeiJv4xKgdr2bNsuvcMp0cZmVx2fpCZmnuaz8+R79YozNuzflg35TtOmHyjYmPPHmwAq2rTrdX3oGjBM/vjxLTf/YRd+bEgv/LR3vdL/keqz7/iTutz06NIINAKNQCPQCDQCjUAj0Ag0Ao3Ap0OAvV0+3GVfN/bbthGy5mgr7gf2R/OJ/xDe7gzMjee88wDvdGJu+rXRVR06cedzFDbUbLb50T3f+W9hCZM6SNqMa3MuPOERH31+48B/1T9e2Q++GOyQDRw5liw3DdR2v0xe7enax8RfSSy8iIdNv9JTUR3q7Dj0JyAtH0A0Pjdw6PxxYDo/Oj9A4JAHPT96fpzlhaPS5+e+vohEOKwbnR+OQOdH5wcIjPmxn08P7bnv1n6xbvq1P6KO/ZE0J85KuGiOz4ee+EvKjfgdiPXOw+wPZ8X/Weo///zzj1///utnNwGuTTgbfPp4Wk/xf64vd6q1v2JBv+sxLL8xmi43X9FnE49eauczOvbQrX8mEBnpoZY/1B+2WBz9Hf8PO3rteCPQCDQCjUAj0Ag0Ao1AI9AIPAcB9oWnT/zzZoDpfOYu7/jEX/5po3lWs6mMTWZsOmdb/c90R8bfYa1NNT/YxzGbcf4oomnTTx/7bjbz8NzahNPvemDOIr3SrRryxDlsSoYaPuxT37JX+d/1seGh+1ZRX7UNjwzonL/pjU8kSOcHOOzzqedHz4+eHyDQ6wMo9PqwrgfKC9WNT+PDPFE+7HXnR+fHC/PD9pieX/kwV3vMpSb/Cp/4a83xWXnoib+MSpHatRbtw28+FUipA+Onv80gXPTUvqh60iHylB1L6ZWSva3+j1yffcd/jwd05i2TnRqLcdOPuKin8ev86fmh2XCse370/Oj5cZwX6un50fOj54dmw7Hu+dHz4yXzwzZ+50/8LdXQ+4J93/GJvzabSmO1ZeSsPZ9ER5jrRpX0/xyFB/NrbE+Li6fwbP4pRzSOPfDBrx/vo60SetZ0Ev7wnGuT9MepiUPJjdeKq9ZBj5hqv/ibzuLQ+Cgf9rrzo/Oj50evD/u6oHavD70+9PrQ64PWg73u9aHXh7dcHzzfzID2d6M2wtl+XPzUKtqvq636oSf+EppG2QivTgznIHzxIpyAoR4/BRb+Gb9v33h1f8Vx/35/1fWojSr7ro4t2fs7/u9qRNqZRqARaAQagUagEWgEGoFGoBF4awRuPfHPmwEvMD+f+LNprEXts3pu7ueGVptO1VXXVz0WTsTPMUV4euPOR+B4xrCOU+WQjdr3IY8NK0UZ9d42HDOwpgNE47PmQ+fHikfnx4pH58eKR+fHikfnx4pH58eKR+fHikfnx4pH58eKR+fHiseWH2f7ndyPaz99VnPlr/3krRoeiujR+uOPh574y7iE1bbfprethw1uuXnwaTahCvY/rnmln6f7v37FvxKAefrA9Stge/YdfybP+v7DfzsoV/Z3erfX8Wo8Go86fzsfOh86H+Y5rOdDz4eeDz0fhECvB793PdA4qL4aD/G9Wm17vfNf9TdcbKHQ/lv2dv/Uf1LPJ/4i1s07fWrLyFlbm35tSFWHTtzp8lQEdO+E3wXgNX++5w/mwn/F9qlaPx6fklj5RgScFIWPsupQZ8ehPyF4ifypfRk68a/yY762Eavtpq94ND4rHp0fKx6dHysenR8rHp0fKx6dHysenR8rHp0fKx6dHyseXzE/iFn7hZvxQ7BCvlDEP9rRfZuejIP/0D75jr9tHLQf1P7I225fmsKw6OnGqB564i+padSSY3OCjano4u/6ZQho8L7Kpp/Z09/xf1nOtHQj0Ag0Ao1AI9AINAKNQCPQCDwNAbbOPJT77eXmE/+8GWAOPtPP4xN/BavN5lk9N/frnYfZ/0x3ZLzrBQFw/TKbfiLn5lEiEPVVu9xxc7md/7Xpu75ur+PVeDQeMYEbh8YBBDoPOg86D3oe9DrQ68B7XwfYvd7P07feX5j+fHWAuu6rlzZ+Fj7HdWvTd1YeeuIvo1Kkdq1F+1IbVQXd9ashcPYd/105k/PeLab/mr7b6/Y6Po1H41Hna+dD50Pnwzyr9Xzo+dDzoeeDEOj14H2tBxoX1fv4qF/1S+k8AD39jr8ZYJ3Qvlv2Hqj//N//r5UqgLL/83/+z+hSW0bO2vWOxP/8z/9sT6cJf+obivvgiQh8Tfz8hwwNoZFvdkwWCQ1NKm5wka61X3wxOd6O/s0m5v9g/P/+Xx/L/2v1/9jRX1mr3fTGhwRRPnR+xDwRHj0/en70/Oj1QetBr4+9PnIdpXzo80OfH37n+UHr0R+2t637jbfeX/g+3PYXdX/t+3DrO9uPw6/9EnhR9nb0/vH/PfTEP4WKUdvkWPTVieqk+LtuBB5CwGbXR/iO/1/2A4ye7xacLwJdNw6WA/90HnQedB70POh1oNeBXgd6Heh14FOsA/zQOtf5/1m59cTf9kfsO15Q/hwbf23epUzt59bS03Uj8BwEvv/9d1ks+E6NJbspOt9U/W46N790E6zruBnYODQOPS96Xeh1oNeBXgd6Heh1oNeBT7AO2B7kuA954f7DEsP32WN/Q9v+6XYeLOrhYm72H92Pa+8luWzPjb8Y7tWb8HzS75uycF7yL7wjITVdf1EEzr7jr03/74Lkd9v/XXG33UagEWgEGoFGoBFoBBqBRqAR+A8QsBsCp9/xHw8Z1yf/D+xPjr/qz+a+FrW16T9r22/Oj5sAyK6b/lVf1d3HjcAtBJTEyjf4/E5bppOy6lC/IT3u9IWBYXe3l/Nn0DPA0W66IzLwaHxWPDo/Vjw6P1Y8Oj9WPDo/Vjw6P1Y8Oj9WPDo/Vjw6P1Y8Oj9WPDI/VPHmMeX29WtwPpmejIP/0D77VX/enJj97g9t/MrxCy+ObfWPV/3V8ZR6GtXrO9MJ/85zOvUUXc3TCBwQsPz5CN/xP/jdHY1AI9AINAKNQCPQCDQCjUAj0Ag8F4GbT/xzv2162ew/oxyf+EuJ7hyc1XNzv955mP3PdEfGu/7aCPCdl0Qg6qu25eFd/jeg73fmFvu7vW6v49N4NB4xYRqHxgEEOg86DzoPeh70OtDrwPtfB/b9yD5vX4GeT+7nQ/aTh+sG1Nn+3PHbnvxHVs3Ph574ywmJq11r0dbX/dXbdSPwNATOvuO/S3KSuHeLqemNT+fHPmtmu+fH/fkxkTo/avzu4/e78Tkftdl75d/kPD+6kr+in2udvVfyTf+9+TdH6vzopeNzrnX2vlR/y//e/Gn8G/9716f8k3mn3/G3JQA57bvnivDko+MTf5TVoraMnLX3J/3rpn/VV3X3cSNwCwEtiiPfklHZNOlBqP30NF2LQ+OjfNjrWDy/Ej7rnWidPHZc1D7FRxPNmE7pAecrzr8wKLO1PrUvhlfwz3HQnfcSl/e/gv5T/4udpnNxE4BoWGt9hY+P0xvJo/vKftDDgeq3+8WHlcN3Rou/9/Qj63QOrJzpD/pm/4n6Ybtnv+kO+3ziFs1lHF6KHyov8//ErsvZx9Psb/lR9D1NPgQyrV41/rb/hPFP4Bv/Yx5+9PwhorrvHvvsrV98teaYov1TtObnQ0/8JTadscXF0J3t9XUE8XfdCDyEgJ3t+jv+DyHWzI3Af4YAFxmcVP+r8l/b+6/iajuNQCPQCDQCjUAj0AgcELj1xN/2R+vD9YPkVcd84r/fGVD7rB53HnrTfwVw05+DwOV3/O1mU+qNen2SCanpAVDjAw5fPT/2+bC1D/NtozOf8tETld9Jj/TKefZCfDmPLPrW9tHeSkf08OR00fcM/9KhGXd0nPv5DP0v9a/lHYEYj4L/Pm4LTmd5A0ORP+W/ol/l3y27t/o3exfz40n+C5dnxbf5YzrWefAF6cJzrIvRseIinJ6Bj/RrvGr7sF4/R3/6K/9l57R+hv5FT8uf58UL8qPxdQQC1w+eX2fzWfPS6rnftjhLGwAO1ydFLlMkcMp+9T30xF9GJaw2F136J/1Ee+EdCanp+osicPYdfyY5m4AujUAjcI3APl/O2mjRnDqjQ+N7ZhTo//z8ydnG26/9UbVid/dntyf+6j88au/8D7e/ffvjm/2pfP/779fTLaWvWF/h9YqmXNVubx+P17Z3pQ/7jNdfN8Zs9/cp+mouSX6vpUf9au+16LWGRzbUv8upDZ1yi1908agtfhf+jR9X8f1G19z0o/6RZ7dy7SyWR/UvOmxz4GuR1Sr+VmRZi5+qn2tz/EYUdf12pRDtuhF4Rwgw5+3aa+yzbcLGTYCYt+qXx0+d/8Y/n/gP4bKQ0Idy1brzsLe16ddmX7ULjnvD0erPRuApCCiJlX/IcMpTekZWxuYA2mjnwWhDtDLaTV/x8Fbj8xnzI+bLP398+/Xrj7/sBPIj69quGyXxa77Q9sLVIReL1Flu4vXc+WVy+MKJDj/xUf5ie7GHL8YL/Yfxwyt+XRxr3TisF0/1z/hmtBH0cv4TDru+R9vSo3qXV7/qO3T8PcQrOdW7/FVbcqoLv9sr/eAz8C/9HKbY4/5Jj+pi3/WW9j5eLqLrF2s8is8Sn+StJkc1n5R7nrfWP+J044yHev6IXN3zO+cUXLf8Q/eYF3as+bD7dzZ/DuMhv27VBU9Y5L6iOLR3PXfkb8XndqTnjrzzvSH9If/Mj7oe4tupfPH3lK64VRd+ujx/mFdl3JPV7Su/EDvVf6bP1k5y6K9vJlHyb9jDbho51Lu+na/pjsgBN+HU+DQ+hsDIjz0fDm1t9msd68JyPWILc8x/aY6E0/qQ6Teqh574SwplYTTWjdlWf9Ti77oReAgBy6++C/0QYs3cCJwiwGmADfJTCuv4P99/2kkpTiIuo4vOVMAT/5/2x0nmtYqZtQvb9enZrnt5urX5tPPSXvjPGJ7Qtz/R4y2k/7Iwdk/B+al8b+b7Nh6vgf1zfAUHNkh1Q/bab2nsOXHm58+/v1s33mTZ8FG3auaUv0mjDqt9TG/I7XkI749fvJVzO1sOPhVbb33osdwxckW/I/rbSPj81rmm4PacU66oFt9VLZx3fa89R678aHoj0Ag8AYFc/2/trzWfn6BpZzk+8RcHxihnte40mF9On+35HQTp6boReBgBS6zIPl0+XbXFp3rnV7/qpq/4ChfVjc9nwWc8sjtMQkU4CazjvgFn/pX1n43G9z///oNam/7Dd+oHf+gb8qle1qIu+WVyPHniYrSW/cYfflGkV7zeNh17v/Stdu/k9/A/JHZ9bm+sS6v/1a9ze7KrushnILJXa9/GpcKD3uIvfJMeR0OP9O91kYc05WkV/3a+ZBz8RrfRQ2gpq/2iL7kGXfrVf1qfyQdj1RN4ZfypR/k//JV+2d3jcfqJvU3OATMdZ5uvb7YJr37501r5Y4LIiE6356rlFsXdYR7m2y/y24n68PkZDfT4U/06Bta3z5+/NH9c7E58oi+4GL/aeSD/R3/6Jn8nPW4ijrb0F37P312v6KM/Oo76t/5bctIjumr1q6bfHBp2bvABSIxYMoTYlLuFl/Tdrcv4YCdzw0WsTf5ofI9+huKBt/ywbsfZauS1nmvTP/SIf+ARHUNfqB/5O/oHf9oX32ld4mu6IzDw91bjs+Kxz8cvgI/mk9Vn+2vm3em6WeRyap1WDz3xd2NlEVK71rKyLFbq7LoReCICbDKY/PvJtYo3vfHp/KgzYj3WyXN54m8nBi727GzizLHZj+/wS5r1/J/v3+f8K2t+XNmG5jH/jL6v967jJyctab1d334CZRsgf5IZsvVJMvZ+mv66QPDafzWoi9pbluW/1yUGfPcL+7/sLYTcMKFj17fImbzkqAlb+m/ZH/3Ftvocv9Qz+uxAer+Zb4pddp3PdKnIj9G2A3CLsQpNi6wYswYGvymDTv7osLLIpD7daIHOzSHxjho5+9vtw3+2eab/soxYwif0+FPYchOpjtkYjyqHEfIoEnsxOfhrLzhQDAuHI5vLHDOyn79MAfjVjb/ncOat9xd93+1NAZpLvxtbP9Ctgo8/ftgbPekHTnnMrmj9jYoqh/xpfFJ8RjedkTvB5HnAYeZF9KZe7MOfnfDyp7Z4qfEjbl5E755f0YuZlEd3LYt97BaiaCcyu13d1JS08Nn5FAs+17xnM72YIf7SgR6wUhzSL3uHOmUdm6LHc8ja5HsNFfnqz4JjVV50ebcwcgWhkc+f1k/tOrFn5wSK+506lvhKbIPPJc4/ruJv+prKO4qNz+fGh8WEc4GvF8w/5iO1JQLzUu09L57Q/vP/2Zl2ZWo/Wk+9cnP29FEjcIWAsmbknQl4su+1MXIOGvxNX3FqfL54fjAzZvF5woTJwsWjbdOWzQknF/rEddi4mBLpqTTppPa5+s2ePNomZTlZFb3wMb/3i37ZhW4MMcHtED5tavyi1BjtMtpsxUnRfXKh+HC7XBzXk6WR3DfVJvTj3/U1aadjdytVH0nlNxoKD3QvJvvdLpKl58z+EOPJbtmoqj81jZsNio1632S6HYuTMi78jfHnd7t5ar7Ir10OJGSHPPC/5Hc7/25fEcn4kGEc8HvYc+v2YYI1nu9//jnwP7OPGDqmfWubAex7XHawti0eYSa8k9cMe7zoHIVxND6qs6+TePx2D2Xa3y+uNvt5M8v9w0/hlbXsptkQVqfVwR916XY+j9MU/7Sv2+iGF5s84tUYuozHQ95nGQe5WYNupL9wohT0uD7RjSY/nf+0HXjwmwaLD8Yrs+j0uJC3v7OvHYhXN2KGPedf8wxexoOCz17MUdmpeYRdbUidz4TrmiR7+L7oMv37/P2R+ADKpX/Go5jCQR/CwHO72TPoeYDPPg7WjnwoF/PW5/FbvfuX4iM+fNR4eo4Iq2SUf8LN9Zpt8Klj6TepTOYbGHHzVPLkYbnxyTzi5ojjb8d78R5iYy1JfKxCbMHT/TBhr5ve+HR+3JkfeT5iPtlEGuvFRVtzU/xqq37oib+EpGxM6htOiL/rRuAhBCyfOFl1aQQagZchwMVhvVDmylSbUmlmHfeL9XIx5/MPgvXVC2kuyOuTMX7cbJTkH2072PkrTcdVB+cWv5hF1v6q79CWi3wpGLzrBl4X/YVtOUT/fhG8MGyN+sS0+gybzokSqXGob68P9ungangrimPHY2M7+CA5lGojucvU9tj8WucVLug+3fgvCmMsr/weIjn2o31y4LrYnJRcPWEbXWPMtjyG4TBmbFjsby83hmWw7fEpT8981SaLYd43axovt5fxoWvHecSEB1tc/hsd/8wYap5qfIfjTzzY/dzFqt91vjqf+e+ljNdd/qocWcnZsdatGlNdz7B0wIqbEnazpt702ce9muT4yf5tgjflahwp8+i6uJnypjb0e8xg4kXYWWOs53a8j6f83nMplMzPm/YmyzgaOkdPHzQCjcBDCOTarvVqrx/StTLP7/ijtBa1z+p552GePF/RqepGH39FBCzhlY1R7+3YFABN00Gh8VnzRXmh+uviMy4CSRMr4KQnLd5B2zp4gn5atn5f541R3FwMshHhyS4X5tSD6LrjqbL4b9XDttlz/5DFTrGPJrV3PVz8hkRowi/poX/np+1PAfPiWHSPxzcLc/MUGl3A7deNB/4Qv/5kSLpD7w37ptI3AIkbT+jBDx9qITbs+Ov9lWDHbjf9xaYK/IGfbYbK1yWgc/PE7ZjfFU82BGCF3NQUPoqf15l9c2yBUXOB720UZ2HzSX88+Ts+uXQ54iyyjhP+b+Ox4+cxGk/0m0GLE33o4ngv6or8kIO2iTT7jgNyVpAkfmmoNTalp/a7nBEOT2a5gWD9jj9MpaDH+6Ww0MTvNTcg4EFPYjJYiz/h+aCY/+Gh6kmJozre9AT3xDPa6nfzCy6MKWOrfBjzzPxcMDbd0DwPPD+lOTbn+LHz40/NZ+UC/Uif4Tb6jeOMHvjNeNAlPLkhsM816HO+oXEt8POHLGVGFf7Rh37nE07g4Ovi5IbH/UXAyhgXxjzb6AC/WuAb/ckb8za43G7K1XkpHrez5ZNwO0Ybfvn8sjntBffsz3NA8VGnn4pwYOxCd/Kr6YZA46O8Oa8/OT6s5z4PtJ5Yu6wDzCXae41I5Ttrp9rBp/ZDT/xlXMJqc5KpF2XQNfHF23Uj8AgCflFoAvVkxOSo7Uf0NW8j8NUQ0MlkeQpnJxA9Oat4cGGoi0P6uYDkgo++/Ym/LijHfOQiNk9emp+Lru3itdpFR/XPLzKxa/2c++qbCJxv6hN/xec++qY1NRuf+29N+ZOUtTKfa2y8Yv2PPS1128a5P/Xm4hbasvE3XyseVebnT9vA5wZhNXxsOX7gaCTirq/Yop8/4lxwtTFy5lQXG/wZMZsNx6a8vguG/MK7mfKLDexWDBx/w+HH9pq/Y28+YA/cpxUaqw79grz4Kl7IK/80fnX8Kz3DGpVwuYUB+hZd1j4bM3JDuLlMeYNgp9U4FY8cOvPH8TX9yEGv+bvHto+nfJV+1Tuf3+RAv/3t4+d5b4bld8VeeSS9e73HJ7rnBwmThRiJhZsAFFGWrwMYXePsPCV3PZfAqPTBc/T9/A2eGlPF9BYe8Oy2Is8tDyyuHUPhtMsc/StvO5n/9Tv+whIdtdS2xnu8Xg+uibP7QNuK31gS/gVXyPVNBnilk2Ok63wQbY9L/diua0HFFn0q6PUxT+zop6/eyAl8bc1ScsDUpRFoBJ6OQM5H1ku/Phh1LBPql8IxL9Vxu55P/MXji7oaVqstI2dtbfpxjqLaG74kxFF/NgJPRUBJrHxDjuziZEfJ6lg3vfHp/PB54auxJoxnRcwbn0dqb/Q5oebJJlm90nz0+ZknJt/s2gUuF377RWXwlzvat+wVI/KP04nmOWSd/Dh2+9m3XHCafr9Ahwbfvh6obXW9CDdWuItAOQ5i2M9jVehgI8IfF9n13PeX/QBfxQuZ3R/Jc/Ev/OqmX3bQU3V7v7toH1bcDm1vRfvADx83EBLXwEcSKWhE6GBYC7oYZ4/VvvcrqVO/qv6qxI6dn9r+sD8A4djK6I/mIHu/CyRB9PLkFTLxLWXHzRSNOHLMPOBFaPpRx8v1ZwdxcKNlzyE25XLTcZYC9HtHGPLxGpzRt+iPrhhX5GqxtnAKPZWYeU/XLmdd4keeoprjsM/R7IdfMkFBreWI5T35rrnn/lR7dux0eJgXxq+CPDoP+QlWiZfbLM45P34lXbrcLv32t6HkLGf8EGIemMSmz4Vu+odgOBX+FQeNRPjeT+w5V4i7/lV/HG+Xi5sPzmeywsXjwR6KsyhOr2e3yAvmddMPg3AfzHkw/NgIZzHSN+aPxajYRh4IH7eXeNixkFL8o502RzsPRrvpjsDAo/FZ8fjo+bGP56E9r8M0f7XOqA0EzCufxzn/EpZYj9Qo9f8qx36oRUf9atfajZh1bMj4XkveOOZhHzUCT0EgkxhW5Z3EdA5UVh3q7Dj0p4KWDyAanxs4fLL8qReNREx4vm5H+LF+068L84w/zz8n8y8v2k2GC8Ch35T6q908NS+bLz8v2GXfyDdNwGHfDnBotPO8Utqi8Xqt1gP04bP7IAareSMAbdOe9W1t2N2NYpc+ytC/+QktTq7STE+W6b56ojb9Q19SpFb+D9yNDm68Jr9vul3UBHd3/U27VHi0c+RHj/OZv4pCtduAbn8ejhlzP3ajriNu8jiu7tcGwB39AI/KYRf/iw38q9ogU4Zf6ohu1HkRXTgk2QRXfVPR4LCDaVH2U+2iHwnRfTMr46nKn5yWvqk1GVw+j+GTkeyCX/6L5O2Cj7Nae9DHUSiRf6Kn6hQ7ycfKYMdyX/LoY177zbQyryWmjV+0t4h3vyVEv+nduJ2q+IcjKWPbYecfdPWjp+KhABZ6NqxSXOpxfbuf7l/NCnEX/E781/idr4v5BtWJf9J+VuMf8al42xoeRxgUadaTPfrUtnrHDwZXk3UIxKeu89UHH7FVHaxZ5Ia/3WR00fDP9Wa8wr3S0Tv6aVgRPIf+IDc9gWl8IiEOOHw0fHZ/D+1c33IdYP5oXi7zS/NME2jMFyGUHVkdNv4ia7E5q6dxm9wsutWZbEtP143AwwiQTykU9VV7nqTP+Zt+H8/G57PiYwv0Mv28ZeeCsa4bdX8y5DKSU635qPU9TzDSzqbHrv78AlAXdy4Cv/0nvkO96UcG1e5f2kjTVs2nj+uGI/j960Fub42PU9+p3c02OgcuJlA35fgQ57n1ibJ/51nfzTcM9N1nat/II2jlzH7V7zdNEj/HP8TiMwApWqKbi3D566AVvOj35hZj8E18gqn4V/GzY8YVXA83IwxUx9XtcFSKNeWXzCt+OCMc9WRHirvfdlyoTqEd9hJ/MfDPGlqJeI2jYJAEr+oHX+eo48RXE9RmHO7mqyni9f09x5EP/8KxEYcAqA5wvOE2+J2vzJeNL8gr3fv0AQR2PPBQf9bujmHkXhasBOdZ7foMF/LZsLk9sQAAIABJREFU//133gYpcXke05Zw2tdvfpA/wtdryRcduMdbL/jtx/i2+Mc6EnFBL6Z8ni5yMKiYPtRUfkhqe13suJgEdv/q+mCMSw64oHf6kfTPddHydrdjnPqdgZhn5TcR0vY+jt5GDivEZWNSi+vZ16NsI+VqNz+EK/VeAtfIF+g1Zm36UarfPJA8/rleOmRPtVGEz3nd9HNcctwbv8+fP9v81zqw1Da1Yn7erpl+Z+V1vuNvTsZFkdJ1XSDODHdfI3APAb+IN4azk5HkyLamC41j3fh0fpAV+8beTx5Kl3Expg7bv9uFOsXzx+j1qbpf7NnFpl5LlxT9/LEJqBta6NInXtUjP09suI/oKv5xUesXnyc2/ASYJ0vXb3L4E1e6srjWsJ99lx2ZPQYkb9n32FHGn9kNn+MHvor7q3FrHZ4MsiEyAX9ttggKWxTwpHkpgMhIFX7Rh78nT+l0wVDHFjmN1V+8zu8xoT70V15o+q0A99lsqEAT9rh3yBXRk1Z9r28ZIHu2vu8YuC14LS/2AgaU5XvS1q6YYl95Jl3I7PZp73qcjzzDURgodsxGSBiv8483Kfi6BfNkRofduOkQKviU/X1OaYzEeaBn3tfxgnfkQ50/Nhb1u/jSSV3te9t4PRcswOUHI63fx43cPc0Dk85QyQXdREL/ik0YNeTGeGBXRWOJDY2XaGC990HDFrQ9B/U7FJKvOVVzo/bDy00jgDnNNbv543YKBowpN0T3MUKXxoNjivCOVrQ5XnLOYtF4wU/ZMRS+PlbktmHuMYGR8e++DD+28XM9JqPCYV0vfZ5rzSoxw+/57Hm+rlkV2z1e2VHd9DFtBMlSNz6fGx9b0Hw91do2assC5rHaS1I8rfFK3/E3B6sT6wJMenZ5LgLg+hWLFjXFLxRqHckf6NR+eqZ804XHXjd+LJ6fOz9GgBGmf/r6bGs2JxbNG5F1cU1bJxfRqH2dt9ovaAuBi0kukqmX4gBPO7I356cdGY/mObKuKy/uxa9NkdvH9yySIyZd0HpNm/hygKVH4404asZFcuqTHm/CXASkTxfRKTL8JX7flIBBwHu0n0KuWgqozRnJ+7gUuyhTc/fXB4lAKGLyw7jIJ37/QcRCE774Klxc3DYowsvQs02MfaffeIZfMGUBA8w6f9GNQnCSHD4d8BId++k6at1XNkoc2x8k+Tfq1AcPBdMad2/vP6ZoDOhhs1SLY8B4LWO25ovbT8NU1Z+hS/Z9I5/f5863EOBX/IMfXMntsuknSL8ZAHsyDnseoGsqKsp8GniEJJ9sPrFRCzcLIh7Do8zRMa+SGXOUal9zQmO6bPrhxQcE7a+uCzMPMo/wKXNV+iu/GzYnkfMiZ9KG92KrjLHbNbpkyLVaoKe22m3xRaAhv3OUPNj0xQ2bXOPcv9CDcnzY/3UUH4u6Lk5255f/wkNktcHUGIfv6lftmG+57eNkWI/cRh41pkX2hkL89v6ol36TE7/bM8Y6Xj6+OX+qHMfid4gKcdEHH4zUUS21/Gp64/MV88Pz3iYI84x5M2rmS2mLr9YcUzTfojU/H3riL7FpNNak2S7OlcVKcl03Ak9CwJL6cIH7JMFmagQagYoAJ8z9iVClcxxPJ2PTx8XWUmwdr5sILqy1WeCCtNJcLucuF50q+xNK9dcaP/encqLvT56WXw8X00ntG87twv2EzU9iexwRp/1TbeWfwqtx3PMXGwtOp0aNx/qxywm9FuL1zWz2c371PjE57mw+Qg46vw3AZnJs6qxPTwYRu+sv+g0nP48n7/KUEQWl7OOBbt8EbJtNRPQ08cq+42V+rEgUo+Xwli4fb9NRx1L2Eb8lJ9Vsvm3g1DzUyF/NJQlVjNyujdn49XYxWX0Y20LToedC3aznWwyiq741L6ov8D46N2/pRdee58QauTDzE75RTvJy57/K51vjyDrGd83rGBE7/fuv39e5jG8VE8+jsm7s+MN/N9d8fq43XmygfT7uvtF/r0Dd52LNaWSFeV0zdp31DYc9nqFv83vPG+nc5emHl3GERql5vWM7zh/O2R+NQCNwikDORz8v2/Fen8o8rfPPsfGXUsmp/dxaerpuBJ6DgE5GflKzy0Hu0HNRGO29bnrj0/lxe35wIeb725N6vVl7Pr+KvM1BngaPfENveXrJBTEXgKu9wu/yJ/PXBEws5vc4sLZdtJfmnP/Oj53N/z3O3d/NvjW9uL/EAQBW/J/1G3HITvrn9IKn5BDHH6enX3a84OXtTc+pfNGPH/af65X8iFt8dpPi33+NGgX/uRkwxrPics+eiU//uYgnDl77tw0xfpyOB/jEuGM9xj8sh9/Ff/xmc+CAI5dxKR7ZX+oir/7kx1vygyet4be7KfUZf5GvdhC0dsSVeSv9ey381C89h/rMPmbAET9sk0mNXStU0Z/+W5/HsdeL/RKP84U+D4e24jJNYXfaJ9ZxY8SM+3kWf3Z7Z+00QDXxnnEtfme8psb9eSr/wMnkl3zmxhR/8mvo38Z/0LFrcXu74pD9C54aB/HP2sS9uB5XGBqV7+aGxyecBz/+lZs15+ui7ID/E8d/99sM+vqS82/66YQYfzsMP4s9x2/vL+20M+IJdRN/2gLY9Z+t+7JX9J7pIU/vxt/0xufe/Pjg+WHzyNcP5pHPD9o2n2z98D/Rn1GbOi9aV7M5N/7ZcbfahMNZnPFJG85LgS8KanTdCDyIAHfkYxJMwb09KX3UCDQCb43APv9e2n7U393eLr/T9/bOv7ev+K/oL9W36z9t2/mWNyPYgPtmHKPZ5zuddIKNRnyXfPdqtk/1T/Ll0S5/KbAx7PJ7e2O/PB/s8nv7UX07/96+0r/z7+1d/qr9Unn017dqbj3R3e2ovfun/lv1Fb/Tlc+2ESVnvdzKZ6Nzc2EvV3Z2/lvtXc9Ve9dzxX9Fv9K30/f2lf4r+q5vb+/yV/Sdf2/v8t1uBBqBggDroL1Fp333rP2UP/ol8cD8eqXv+I87y7Esr5t+3OnyXAQY7Fq4yfIVipK4xu9PFDJ8oXCom+7pccAlk0bp1PQA5IDDZ8ufPZ4bba0p9/Ij5l8o4LPOR+TP6ef86cZhNbtlf+rnKO6Mey1F1nD7RWP1T2wH/eqQfLYnfxzxucfn9vmwcpt/p8/2ru9eGynoXuyCgB/f4xVa/+MVe+urxV+nta7hVxJ1/tjjgRz2g/Eol/0Fn8ofVLNX6PQd9GRH2OehQZRoIz/bHN2jh31xHP2v/omr6nd6WoBe+cOLaX+0S3yVf+qPo9mWZNQH+3f0hX8pl2qO4zf17/7s8t72G0L2z6/Zv2QA2IfxSsen/zOeeLK8+7O1i/z0R+OsOnCF7oV8tptZl/lszEd/40lgajrmT8EXnop/bXM8/Z3+yd6kTzxCfrZDPgEY+s7p9O72Qh+f1f5se/+dePbx2fXfa4eVE3yTcNPfMUMzHimy+p49oXSos+PQLz+a7kg0PpEQBxw+Wn7s/h7atr7Z+sg6NOuYp2qDhNOzDmTis65ftX+86l87r46nEza5bXbPdnWOad+lEXgGApbk/jTiGaIt0gg0Ar8XAc5dvfo/fQx2vPZ21eQ/Lmab/pvlC66dO157+yZWv4nw2v49qu9R/kdhekT/U/K5/lbFU3x5xP6Zvt8tf+bTe+7b8drb79n39q0ReLcI2Ob6/Il/7rPN8WdeZx2f+AsE3Sk4q3WnoTf9Quvtam7wfrfve4xxkClW189auMOVsUV91babT3f5m974RIKc51Pnx8P5kQJneHIyWvXt7X0+P0p/lH+3t7d3fXv7tflXfTtee5vMFZ4/7VzATVH+4nX+WdPHd7Yr/9n4cLnAeeXIJzurf0e+K7r0PLe+0r/S/UlnhOM43cNPOL6sXu07nsX+sb3i8HL/VvuP6nP+ZfxXfcfxXv0/0lf5a38mP2+mXOXzUd+UPxvH/cn3lb87/WjvpfHv/u7tXf8Vfee/au/69vaV/H16nX9g+Th+u/4r/5p+lvczjxufD49PnqBvPVT3fhvwsS8s/J4HOsHTOCkPPfGXE9Kjdq1F4+ZAl5cj8LedGHm975f900pfCdGz7/jvaDK572HS9Man82OfNbP91vNjWjo/eqn9c62z96X6Xyo/PTk/2vVftXctV/w7/Ur+UfrOv7ff2v7v1r/Hu7d/t3/vzf7uz2u3G/8VgR3flRqb7Xvnx51/b79Uf8v39dm9/Pvq+cHr9KdP/G0igpv23fu8fEL7+MQfZbWoLSNn7fkGQAzjuulf9VXdn/FY+Ci2Q3s8uxkcOoi64P/djpH/wb8RnFz6jt8q9PlamvTCT1lU60j+hG3gM9tNZ3GYeHDU+E08Oj/eNj88394w/95a/0vz41H/3F6kp8/TR+2/VN79fcD+o/E9qv/R+F9Ff8nXK/ufMn6CsgIMV/E/Snd+136u/6V0+a36Uf8kp/qryzsOZT4IF9VfHZ+O/22vH746vjH/1q/Psx8KXGa/+GrNMUX7p2jNz4ee+EvMjfM6ti0KPNif7enMuvmXZNdCwNdTAzDXVe9mQIUbm35e6+Q1ql/ln4WR/Keuid1eW+3SCDQCjUAj0Ag0Ao1AI9AINAKNwJdB4NYTf9sfaZ/4TCzmE//9zoDaZzVGY7Pfm/6nAm9j5Zv87/bqPq/v/20b27+tkzabfGq/i2IKuRnAd9+4586/+Rul3iLIrs9akV9L1Hs7MIIl+Jq+4iVcVDc+jU9MqHMcOj/Ocen5E7h0fnR+fOD143A9oXmtuvO78/sD57ftE3r8PvD4HdYnG082jFZinx3tue9e6eI7q+mjSF+0/vjjoSf+ckLCavPcOn5QRek3n1yL9yvXP20Q+XPwx0Y+ENG23l/n5+0J+48bA2z647Rkm3878n9/N0S+xOfZd/zJLuH1JUDoIBuBRqARSAR6/XvbVGh83xbf1t4INAKNQCPwRARsr3j6HX87UbGN1P5b2h44f80n/kM47zTsbRnxzasRa1ubfr1+oDp04M7nLcJDEdY2kbOJ13f1GS3uzf2w+pf9/Wuv8PMaP38MJOXv79r0s8n10f2DHt4QGHqc8/yj2j/n+Bi9SuIaDxApPZVVhzo7Dv0ZdssHEI3PDRw6fxyYzo8n5seeL3s71Niqn/oepRf+37L+FftE8Orrp4C5hc9/ZB8zvwVfxa16j1f9qt8bffdnb8tv1c+kp/gx/1LfFV1sl/Uz/Rt6W96HYuChcVfd+DQ+hkDnR0yIw/l0nx/GsD/pZ6/Ivkj9aPJ21qE5Puv+qfY/9MRfgtPoeudh9r/4Owgy9WFrnvDzz/DF5UR88tr+fHX/GFr8gj/98YN+8J7p4cbBenPlqOtD9xh2/R3/Dz2C7Xwj0Ag0Ak9CgGsdNt1dGoHXQKDz6TVQbB2NQCPwWxFgv/jjx7LJ12bfa3PumefN4xN/Bao7BWf1NL7eeZj9z3RHxj94zev6/p39fGL/zeBgs75s+nXLK2Mdm37b9H7jV/yNn4IM/5QfNwMojEf88N+qAJufpljMiibqq7bQUb3zq19101d8hYvqxqfxidXkHIfOj3NcNH9mrTV55X8pfqbfzgOUVa/aV/rFd6O2U8+5XvVf6X+MHu/BBVJu9z+2fxvHJ8SbQK14PRb/qf23HN+befOEeGOYLP/iYI37qfJX+EjP82qunG7Nj/Da7AtfD+BRf674m36eFxrPxqfxecv14xPk11if5pP9ur9m/VrWucIPslrfAuXj50NP/N1YbkilfHdGJrRxVfur1OsTetvE2/D8uPhVft4M+KmVwIDyV/9PABs3B4zGoOt3AU5YP3zX2Xf896CADBxulaY3Pp0ft2ZHXIQ1Ps/HZ5csS3iclI3hNfH19czOv/Xc+o//HszuSbQfXf+u+HcrV/yP0nf+vf1S+3f1+XVNcugiygzeHL9yHeR+pUz18a49YzylF726uKs66/EiX+S0K1/oVfCJx6fyJ3ZuqTuVL8xPpYtPdVFx9/Amv8XwlDl0Uz6tNv3O/DCMGp/G5+b62flxOT9skTp/4m/Ygeu+H7eup5bjE//9ToHaMnLWrpt/LNdFNab/U/35eHzCQ57PJ/2BA0/vl8JqWEo8vZ8dcC+TpVxQ+D/rNy5K4p/7m5Jx9Fme/OukIXwFW60j+RX3sW46i8MRF3omvk0XHnvd+dP5c2/+1HyxX1+NH2DNWm1O3n9Z31i3xvqtk/c2/8Ro3ZF/0aH5Cjf69Cf2UeeB+A/+H+jRMfjDnekv9iyGFFvq3T9Eq73T+XPP/mbH3wQo/K6fDyvD30t6MAz+EF/i+Pbrl19gffvxK6lRuf/JmWaGHBy8hqm/Sd/slfFGZvIdx9d12dt91GB+il/xp+IvP1w2863Sq93FjySc0c/sIztsGW5nctJ/Jl/5r+j+g8YWyw/wsD9q5pP0Rx0a49No4Lbz17yy8XBsyxxCZviVB1RX/jV9ne/ruDR+nR+dH/V8+Oj8cP5cr+r+O/JqvgkgvlpzTNH+KVrz86En/hKbTsQ6PNvTmXXzL8nPXbPp51v9Kree3IsebwfolBMLpW/uxXBSgzVP/uMEOH8L4IT143ZZjP0d/487fO15I/CVEGAF/2GboMvCumZrt58vL5lvMNiGhQ2Riq+Tpvc1i2962ECxObKawhtYb1OwE7bcjv2I7bh78DYGh1bi1OaSTt6euPcGhQR3OfpfPA6GMxtqCvmBvkDeuy4/uHmh8o/9QPA//vtC6nnlevHVrnnM3iO+XnkDvj9+gcVtreCzzyPHL/N1t7HwF//he7vc3r3odiPQCDQCT0Qg1ylf5+x4r5+o5YxtPvFHaS1qn9VcDIQTcZKabfXfXrCrjc90zCa+bvrnk/vAdaKbbfgr5nZ89ZUA8AJrv/Bz2b/ytwSgTAu0PnQhvzKAqPf2jLbpANX4rPnS+bHi0fmx4vG6+eFnu7qW+9oli7GQeYu12zZ3rN9iD66T8UmGnS7BoX3wRY/61/rp+pHT2VubfiJY9Vk7O0b//8/e2xi4jSPRujPv3igmDTuNuWHYaeyGYcexYYzj2DD2na+qDliAKKnV7ba7bWBGDQL1f1AACZKShx8t3iF3Yj/Z4i83GFzG9UZZTP0n8pO9M3pqvOWf4ySY2Biy8S9H5nrWjxw3cJD5rBsi3lQiOuTqICvJT+3GV/ZCVkzrzYchX3ylZtGn64Dy4/NHbYjjvxS4kLcf9/Cb7LX4kTde6ND/cf038V/GV+YOfCb+pl/94Gv+cVAd5X7esIGv9EQO9esGjU8vcYMHevnbaTxEsT3rm+vZP2Q3PRFMHDY+cz7s/Jjx2Pkx47HkR1+3YlqxHqVE7rOzve6zYx1qfGftnKWy5wWuOh564m8nurJc9PmhgcNZ6P2iwfy/cp3f02ew8nKCf6rvWoGLtwOcDPDlDwBel+m6kPzcfhTg4ocDO/M7PT77jv+B7jsNaru9EdgIvFsErq0/9Pcn/pwn48lxCfjJeZf3ZnFsPqUj6LoIGAU9arjHdD8Zhu9rbfT6+TbO00PJclD643yN9maj2wqf2zkMf8fuqFTCT8E2Pka76QvivT+SneI5sTOpaPicx1loqYJOsX/caLef6THEYIk/g//ounmUeFljxp/q9De6jZDU3PNb9PN4Fheu6Rnyhz+L5EV+rfFmPKvU0R705kNQC+eDM486f/fKcQ56CfY2+Rf+tXy6lZPTGw/clKmNf5+X8baN+smHKef8NgtOOiGa3XJvVxuBjcBG4MchUOtUrJde36PO04n77VBfP913pT6e+JshFls3VLttI2dtb/p98eE61eDOr1wyvq+xEdeZQyeM/uv9xssIwP1Vr+Ed/Xkx4gsR9xu10a4O2vxgYJyjUKp2f3PA/Lb3XmvCjYsFxeeS7Wy596Kujov+UmJ1m34Fx41fALPzY+cHCPQ86OvR6NdBrMVeWCQTfLHxqCe4vJbMhgN9JejN6FivdUJnkxJvBPBWAB/abL452ZdeVXOR0lWO9vCvuNk0Hd9l5zvTatuOauuPTZHk4afYP/vjDSz8+GYdfK/ax3wX+7CfR6N9ABD+4Ecv9nOyr/ht3zaoe5yhI/iIE1/yawrmj+99g6Ps41/wBF/zm7jFQxn+1tFoN/8H7pKjhCQ+NL2c3Tvuq9+Bb/id8cBL7DaTdMUSPs/50eO3XmynfOGOIulHfviLLrcZZ9HhjvyMSFr8FThVH2/jGvXIl8QXFfAHzmXrLD/CXtOf7eyIjbt8J/7Oh26Xwb/8jlJgJqZBL4G4LkOf4p1K4cNvPNhPavisq9w8xqUUjH63Wzx0bXoCM3DY+AQgA4+E58iTjc/vhc863hftXK9iHaz1iOWrtwEs2lUHgPXH61fv4/ihJ/4WPozGOWNywovlxeJq4V+wZuPNj/S53HoCnz/mx2toy8knhNHR+y/bnLz4Nf/5n/T7Fv/kX5e0L++yFpbxhOldOr+d3ghsBH4nBFil2VS5cH5k/fJ67FWcTd0onDPMwwaaDZgL5xLO7i5tPfzAP/W6bJbNNtfSr7cBrMUbmeSxR4cENyb4rnZsmLsvB0scPZWPHdKIb9WhNtcHbBqvlYHhGd+CD6+5O86Osa9TbIO3I9iKzViYetT3viMPeoyXb04g6TfUev9q/7CgowWf7rffrohR0ngzJteKYz+TD5kz/FZlLb9W0tRe83Qi5sXnN25yqb/jsLDF9SJ8jxbw7pg7dhmb5o/7w4/awIctY36BSSB96c5TcbmU3D0bgY3ARuBlCNQ65fPIRS3tPu89aOjyib8VYIRyVh+b+6Qf7bxD+jtt+o0XJ/IoqvOJf7UHA0/6dUEYT4I0XI3fcjGMU//Mp9OedOdFwDHgedLyODVz7/dQCW/0sr7XFpwV7Tn/pm98MkF2foDDOp/2/HjJ/Ii12Ot2oKs/1UYv9Gg2HnVlv+q+6WfzzcaPzctY07Ue+kZAvvyPQjRQ8q2C3CxmT/7VuUIbIptkw85mC71fP35N/XEuKm7ZwExs7OFtNDjQz4f++DE+mKvQ9/nPP3PzaznRJ/vmVc37asSWOufvYtsGvmKhb/QIJvwvX0plPFkOrCKAAkZVXIcAgD4RD/EhhG3dBOBjfT1ebqyUltMavzw2nW/qF2FcB9m+HaaWr75u4rg8Cw73U3/iO4CtjPyosUgHZx7LI9Zzi7bHkZoS/uOLcmW03T/VumECboX95z/Jo/x9gxQ8nqTjDT64RH5E3n0MvGM8Cris7q1H6Sc+lljmoQwwDuTTKNF2fzAMUuAMvfmWRNlX3npM6TMuOTbVdv/d+l48mz7GEbBV5vbGZ8Zj4zPj8Rvkh9apmBe1XsU6p3Vrqpk3jc/8veb4rDz0xN9GrcjtXpt2ubia8uvV66/5n32/n2HkCYhPJM9BgR//8ykOfR+bvltvGTzH1s+W8RMUx3vmDxhs+hky2bfx2fmx58frzw/m2frE/+yJ5vqk+fPHP3U64Inu8eQ7zhGc7HFbJ/pBUx+bVDY/o08s43vLOj7zg42acyDWAzY9+tDHebvrCv2lhw2jN4Pqyk296gu/1JdyXIzlpso60d/to6cXkWWjxShibEghVHnak+zcyCPS+RVg6itdEb+OswYHNcBDfFyvzPHmj+RFvCXfK3gnfuEc10GMjz4ubCgZo9AjG8YG+hGr+vWKvsvov8qfnD2eKf/YxOoz5U/ZCx/L0BqDx99+WP9FG6z0QRdljYn+7g/40hf81JIBD9fouFemcRUzGKEPPdfiQP+axxHjgmts+sFMAvfysft5z/9Nz3HumPXjjc/G59r6Sp787vnh9TvWuVpvY90VNrF+sv6p/xnl8ol/LM5Nk9vdOOTe9knATrhONQzfL14C+4qTs0crxg+Wf3SBxz/X98iHzb75Y7BjOkhZnKXUU/Zs1faaC+/ykHgi3jW+iuagZ8eIf9MDgY2P82fnBwjs+XGZB7m+XPYbr1N6AdnnF3xehzmc5Nr6NZ0X1T89qURQhfWeTRMbndxQpcGwd3KSZ9MS9iQbNRu+KmGv/GVzFHp1DvJmCP39fAF/nNetQHWJj4uwoDc/CC/9re+Q69+hd0n71pC9BUfqC+DMbXry83fCS238jc/Axv5x0yEEpnGgz/GFvmqP7/gXFuj0Jt78aE5cQ3PqD3n9iXrtT/6eB8HXxicE2x/jHYZO+u1TIw0/6Av/Io86Rx6v4zQ4agA8DqNfB8MfHR94JQdt8sZjgG8+hiPRSF78ipsX2URx4Bs4F+ZDf0la3rVFad/a9B/jVRINj5P0IiGE20xBB3iQ1hf6rNZ1OUiFFuQoVU31pm98dn7s+fHc9SHklEBel0fNetP6zddrjinX1rOHnvinqm70WCyHU754aBcHlvtV6/7En8V+fTKfr/dX9HE2mJHwScS9azsu1EysGp6PX3ldD4WyKbz7jwpG53v9o6SeLhzeaxzb743ARuCXR4C1uD/h5GTL+pUrs86XonN+ZOPjYh5vwt0fteRjF5KSnHCjm7cBWON5c8ClP/mELf79c5971REy2qT1TWQ84QyncjNnXX7iC2nySx1fP380W+ia9MkO8YWfS93X8TI59MSB+DsuwV/xgkGnFZJX7OiJrf6bxoGnuO1GSMTFJh8fo0hCP8rri6gek38PoBin6gIfUXlDjYKOSU97Ms25+vTJvuT65tZjOo2BePr4OAJsUlb5GAs25/q4rDFd+FoxmN91jNsyFplDotDfbShe5yu0sDHwtsa6MeBxPrrno8UmRGMzxb/wdZy4yYMfFM+5dS567IJpGSPiHG9sJMP+uxHYCGwEXh+BWtd8flrrFzhwPPFHaS9un9UsnOlELqZH2/3TstzV/pLHcSFR+AUuEWXi6ZsC8f1+9fPr/zyTGW3JwXmtHSdP0ZMrDvQncedCAsovV8ivCirrtX1EvekAtfGZ82Xnx4zHzo8Zj++XHzn79LedP+Ps5/OBSGyMvDkafvhJcONDFz/Ix+YmvzNPnd/vj3W+AAAgAElEQVSjZgM/rfYlx7kn+tXmNeVooMhFBi82orEh5qaxvUnmOI+rL/VlX3CoY74OmOXYHIW/9rvV5qQOvalWVkypDvcbD5OrDZlN+qWdxOeb/qWcfh621qFGHdjvxd+XZ+xGfMVg/7o8JNqJjykp4Jb1jPAYl5K7cIB+4tMY9jLiaLFD50f+8KvbD7sn8qF3kSc/7B912CnDR392jHjUxN7K6xs0vrFi/lIHpASXvwPAbykoJ86K/be8azDpN33wLzb9V+ZN181ci/h6J8c4pU+PJVhkCxLF454t2Nv4BT0p9jPrvb7OeIBjx2njM+Ox8Znx+M3zg/VnnS+1IMX6E+tTrlu9jQjtW3UQG5/bDz3xt1ELu50nIznv1VMMF4urhX7Bmk378av++oV9fnlZg/WRC6wY0jqxg4/6R1nbg5AHXMfxC/5nJWxKv/XxdYCm+UzkXfWdfcefFP+VYnxXA7Kd3Qj85gis64/b1P1Jc8CktT3ofb0v/OJpKWu3Ssi2p5LsQPKfhoVC4ampzq3aOFlf3xDBEeddyfF7AX2B9NPR9alnbNbkl29GoIPSn3yuT4PDZ85XfFTCB8emPnxgY5720f3h6q/6hwL9OYsn9RQ20omP/cbF8KOUQIt4sK++Pg7enHZ78UZEgTR0nWLxjO/4K/7wt/0K//qU/fTJPPaXtzjAOeLpuQFm6vcYcO53Xkxxk1tx7SE8Vnn6pSPG1+OHXvVfe7J94Yfk/RZj5FDT45xzboW/DAAxaqxcbtkL3oZHyIAHsXMBQCV94QP96priDP+YD+JrNu0bshPe9aYDelB/OkZptjJHjV02AhuBjcBrIlDrVKzXOj5q1r88F/R9ttevJ7h0PPE381ioq8PtwyjqD6PRr+XQdGjdmVil6fxlS/2KPycliqq8bNHJSCcdNu5synkVn+/4R720v7DDj9MXVerhFIms8VczS9HZ+NfoTyejC37LvbMaFAIV4zraGUiiNFAzeobvaFfcg78ORnvTA4GBx8ZnxmPnx4zHb5wffT0Chmxn7YXH84i1eT4PZiLF5qM2ZQlsbaK8zkmOJ7tsTPKTN5FtL7Ucf33ejQ2OHLJ9b4bxazonhP78nj9aVprb3thZH/pjsyR5yvQEl1ihj3+/nhsQfhMh2Mcf63M8tmcGb8qoseTN3aCXH8bHGIe+8M0WcCGvS4Zs6Et68IeufBvDflia7WSMr4Wr9jBd8IuA+dyGHkJuh97w76Ct/g0KfquB/Qln+kQD6/g0viFbcvh5Jq/dd4yjcQs5MYNzxFsAVBVpTf+UD7Jr/M232o/x72Ol416Gvd6pY+Pq7tF23LomInbrh979C7nwL/nsX58PU+wINBzNb/uu6T/FpxgsB+6U0c7m0d70jc/Oj2M+/O7zY10PLtqcV479dax3WoiyPs5vXgepe1nbpj30xN9Ch9FYMycnupPm/x3qfLp/RHr2y/4HdT5aZTnBcLPgWmFsP+rVRhc4ucnwyxQFGE9rfpmAdiAbgY3Ar4oAp9p84kiEsT3Iuk7CPvnG5gOWpSDPNpcn+7GpWencKNCHwvmVf24OCfTyb86vcvCaHxn0x5Pofo6oNbZv5mPNLZ+RY0MU9GjkH/T2TVvoFR+8R5Ff5dvRd+MIO7WZMxfy+GM0z+2Iu/gs15/WxtPwHk8xeeNsmbT1VWMoXCMObAvvE1lkAk/xjd9aCB/y7T7+ud0cHxhLz7jMVZzx6/054h3v7nfvH/aEz0VuhP58E6Q/8V/jHuNPbBEfWlWQ14cx7aOXxJO/kp3yAXlkwaJyK/JD2BEn/WvJvJhf+080EteQOLEz+y2tYsQWn1GQW/IIrfEGzcrX3ijob7pgp+sASzC6jGRY3QcbgY3ARuD7I1DrIGtm31ePtiw+c126fOJv71FOOasPJ5J+tI87E9bzq9eJki6sNEhZsidf16THOBa5KuPKVwSKIylq56Z/6p2EucQYFyXi/6U2/UQqLDN6o3evbT7XK7/7XW/6jK9xcb3x2fjUclQrz4zH754fnidZs/Lzg2Lx78LHv2df39HXpoF+b4aAMnCUQJ1eo408ZwH4Qk/Jpb6UNz+bENvJ17wv5WJDVANGhX42k2xwun51l9/ql984NcaZA7XHbwxUfGPTL3rq1Y0A++ua3ynQhxL6iDdaV2rsoF8/IGj/OE5cbtmpfxd+GFI8gX/Gwzn2zG7gHP8OfY2P/MaziKP6+c2ApnbSo21ubCbx1b85gKXAQ2MYOMsPntb7PJ9+FJ58533B+/BbPxIo5u532JOudfzyBkHig7z9WePOcZK8x6fq8I8bRxF9hFt2r8zvNR+IT19vOPDUGCp+rgfx9cLf6sNjqYpCRXxZV9xqHHj8WeOieuBd4ytbpSb1jTzKcc15orHtfFhd9Ic/4Y1I0pF5kPZi0y+Ahh3z3ayv4Jem9XfTb+O58dn45AQ7x+E3yI9aIFmPzvbX0c960vhAbG0nipd/H3ribyesxu1em4azv1vpT+6Jvv+6/xkWJDUyo2gQ+TrALeQmGfHzhCG/KjC0/BIHnOSJ9R4Wm359uDd+O3/2/Ph58+O65aS8dH5+b/2rP2v7UXv35O/R79l7lL7au9e+p/+e/Evpq/17+u7xr/R77dXePf6V/tryq/61vfqztlf+e+178ps+I7DiOVPzZso+P62oHO2N3+99/cYDUN6w6vvruAmgFGHeuP/ImCcfXT7xR1kvbtvIWbvfkUB23vTP+rruX+K44RVP3qsNTvEa3RJkYw+6Ri85VJ9t+o231fTv/IFzvWFnMtlwHL/jI6JwchOGo+p10jPI3m/+TT/SYeNzmSc7P3Z+eLl8jfkR61Ap/mn6M+2ftH7GfGj89+bHGt+j8it/6Gv2V/0vpa/21vhW+j37p/JtvE/pLb579NX+6l/Kp8Hn5NeqP9o3/Fvp99prfKf8Da+Vfk9+pUcbJSoDjwf0r/Kr/kmvGpu+zx+vef7Y+fV751esN0qwvr+OfTjrW+s3X685pqz7x+z944+Hnvhb6DDKJn92ojtp/t+pZrPPP+EXwOj0E0/kT95+YMH4+I1XDAPAeDvg+LrAOWL9jQI4+KHAezLnmt54r8CJ1xjfuJvbvY3ARmAjsBHYCGwENgIbgY3ARmAj8N0QYH939sS/Nv0vsHM88V/vDLh9Vh+b+73pH+Czk1dhI348+c9/cmZ+8p98+eN8uennx2SODfxyi7oMHJv+/C7huukvqeJ+55UwdDxZr23lXYW46QCx8ZnzYefHjMfOjxmP3y0/1njX9s6P3zs/9vjv8c8LqnMcdn6c4+J1dOOz8XnB/Dnb79R+8njIfvnkH4tn+/Pen14dfG4/9MTfTljY7fxhGyV/OQudmwO/c5mf/Mdz/XhCDy5BC6zYxOuf+bt4X/9ADt75xsEv/KT/CDt+yIfFpGfR2m7s+3AjsBHYCGwENgI/DYF9fvpp0G/DG4GNwEbg10JAe8XzJ/7sr3Mz3/fZD5x/jif+Rqxv3ulze2zyz+5E8MRR/XbCderEnV+4FB6O0HjxBJ/v7AuYIHFz5KOOeXLPRl6E2PTz5P6s5M0B/crz+EVa8L3c9K/o2v6ZzvfUR1wg0+PJdkbhuC/q6rjor+A9XJt+BceNXwCz82PnBwhc5MGeH3t+nOWF+k7PT2u+rO1As+XZpu/8upJfALOvXyI9Ltfl7N747PUjMqFguMyTt4bP6s9FO/fV3l9nnfsi9tneH0V/rA+OvOaJF4yaH64eeuJvocOJ+c7D0X/cBLDM71yzeW+/3T+g+Id/t1n/jSf6GiSGLf/CxqUERf9kn369//g6QPb+sn+Fw/6O/y87ujuwjcBGYCOwEdgIbAQ2AhuBjcBG4AwBbezPn/jXzQDJeId4Jn6j7/KJv5n7nQT6ett3GngCvW723bae37U+7rto065X+f/n7/FrU8tg8aTfm/7PbHTr5kDiDLD8XkDy/e/Tl4tN/6H/F0SYO1kVVtb32gFXSJzzb/ptPDc+G5+ccHv+gMO63uz5sefHnh8gsNcHUNjrw7weOC9cb3w2PswT58Na7/y4mx/aEwZ+7BfZD53V4Nv4zN9rjs/KQ0/8bdyK3O61afPr/u79vev8gb75l/7jaT+Dx10UnVbzdgBN2r9v+frxY1xk3EKBqbHp13Nk47PzY8+PPT+uIbDXh70+7PXh2uzIzcrGZ+NzDYG9fu718zXXB/aEp0/8lZDY9b77Wn7e6L984o+yXty2kbN2vyOB7LxpnfV13b/DsfHyd/U/acjye/2JS7T1NgB9fp1/wm8Zjzwd/frIeVE1fs6iXmfyJxa9n55DftONx1pv/Fg8d36seeH2zo+dH3t+7PXB68Fa7/Vhrw97fdjrw7ouuL3Xh5etD4GjJljfX8c+XISotWcc+6OaiG4jS1nb2fvHHw898bfQYZRN/uxEd9L8v3sNXvzzfTzNv/UL/r87TiN+4bW/4z/Q2AcbgY3ARmAjsBHYCGwENgIbgY3A74DAtSf+dTPgBRAcT/zXOwNun9XH5n5v+q+C70fQYoinz/ozbfrrDs1V+d+ZwJ2sij/rtZ2YwrLpoLDxmfPFeeF647PxYZ44H9Z658fOj50fe36s64Lbe33Y68NeH/b64PVgrV+4Ppztd2p/yP772G/LTmvHeDS+s3ZmrfwtPrcfeuJvoxZ2m1+h52l2V46zu2wEnovA2Xf8OfnsrHouoq8v99LxuSd/j/76Ef7aFl4b39fW/9ZH52fHf8/+Pfp7x/e9x/ez8b+H3z36W/f/Z/v3q9u/lx/36L86Pju+jcCEwNUn/vOb9pZ5YP4cT/yH8HJnwJv5sclvdxjGnYja9Huz7zp14s77KZfezj1zizs/S8+Cn+6GTMEbz6mzNS7pj8k3VaeHF/6u/p9K/fhOos7vCB3xZzt9ce9FXR0X/RWCh2PTZxwLnpGuA58VTxOMpwVVv3R8TuWb/aAvdhd3Lv1f+Zs+SJYf9c+ml0fDnwv/kzLoq79r+0I+O4Z8oyf+STnovc3N3S5/3OkuNZd4Xujv8j8AfwcSZlf/f4D9i/g7nrI/4XnSbvIc+vzgsCyfbMd4nNGfNL/u+bPSL/zLjmH/tenNn1v5ixun8b+2fxf60+GBjw/M1+Khax7fo22xi3qVt17XT6QX+zSfT/Fr+k7ptuu68dNVzaO+Sb+e30NPAXa00zDtW/4l1wm+qz9ruwTP7EHyfH26/tQ09N3T/0boV+Nr/iX+S3wVKFU+PEyBV4u/Mm3Vf9X/5h88no+r/Giv/KV40xOIjV/h4LxY8+WiffbEP9cV779RxTrT51epv1h/3P/QE38LhRFeT5CTPNg/2rOT5t/1RuAhBJRY+zv+DyG2mTcC3w0Bzj2cRFzWtvt3/TwEXornS+Wf5/WW2ggkAjv/dia8JgI7v14T3a373SBw9Yl/7bMVSL9OeyCuyyf+FvadyrPadxp+5U0/i08v99q6/dHZv9uxn9Bfar/s6UYt577b3OZ6IzU3lcqVrO+1D/TP+Tf9MTxXvFf87rXvyd+jv7b+e/Z/N/ocb9w5bvNvbUPy+nI+32Z9yZ8K5zy8Ns735J9BL8PHE4fsOPfnGfozvGXdavHZvvjO8byDz4X84n+jo6maV+p78b1U/kfrP7FXA32Owwl/wl94vTJdCTDPnxO8b47nK/unDD3HLf28n7+35ZkBt/Tfp8uPe+M74bfaU3uir/iv/N+BftMe8dT8dz3l43ewP+l7hfgm/au/j7Xjyf9Nfd/b/3v6Vv/v8W96pfGVeb7xuYuP1zfVx35buPW25shYBxs/U8f9NY0uqoee+Nuotbjda9Pm1/3d+35q//N79viL/sk9Tni3Cjh8rgEw31PkzHut/iqdfFzwA71PLS+Vf6qd78l39h3/VT+I3BqTTX8hPg1AX+zdwvt7j889fc29lTXam/7C8ReKfbzv4bkOwsp/r31P/iX0OHlaAY7U1qvHZ7Lr1V/3u34q/UNbqzlH+Cr/qfJhTzdD+zkVPXHeFbHrh/fb168h4j+249r9a73S1/Y9/h9NX+3R7lisOKz8Pys+2yUVeHji4v5rbfe7Xvnd7/p701d9a9t2XX9vOvo+XZlLttnr1T5tF2Bf6aY9tb4nD/3wl4t2zct2HRfyNa/H+qTOb18/P8mFp9hv6XWh80fLP8WenXzK+DxF3634bct6XK/9bq/1yr/pMwIbn/n6aUbnCeuP1oZPX77keV7Hcb6nlqKYH1pL+jXBqv9G+/KJf1yYNAm3h9FauHo7Fq3mxOwMbr6fYm/ZLHNMnK6JwnfqHVFvG4fgHwzW6I7n1d2PWxqv0a7J0/8WC145ufHPXvY66el97zf/ppO/j+PDxTOfT/98ydptLUJxpVqLT+BcBl4D/9R/+M9FVLfzW4xvhj/F7d1CxH9GVx84neLT8uGU3vR90jhHHmjcP+jzhVpjgP0xDuv439A/2RMfT3bCy66v2Z/4Wz+HmHkaHUOyJN85ifL58KmfPFNxuX3E9WT9d+TRU/PH2CFx1f9y5KAfHZMe9KJH+K/91k9N7Bmz5jPz52K8pB98RDMfWIWo/lzwB+WG/z+QjqkKJ/FsOBtr+19uff/xPYYnTFTz6vhyjWCcWV81KGP8YpMoOgU9Hl+31/pp+Y9U6lvre/L4k7lV5wHyovoiZ+Sh8e1x2849/Y/S4ac438Hxwn4bj+Ant2POZ34Tk+Na8UZ3z6fTNp0qx/gc7eg3EGoM+4GZxl1197fnQuCJrxWk1Vz4k+au2//Z9AX/NX9GXPaTAIlb2HB+YUypj/xKxgs5dQPVc/Ep8zEezgfbhYa9l+jf8hu/l+ZP5KES3PvKUZOfrd98veaY4vUmW8ffh574W+wwGvNzcmI45xXMQu+s/qinJl5sFGD8U3zEdqvAj9xRkNNJ8+h41hFvEaxP/Kd/GvCO1pfK31H//cnE+/lpd72/v/GtkZPvuAK5BofG6LPG6KW5fU396K+LAs893gT5XYsveImfp5n3nmg+FyfWsX4RdKaHc8C3Z85R9MfFFuupPjHXpe81y6d//hnqv7JGT+v0IL3KQbfNmGH/kXkDMuR/zMvyEMziPAxN89Xzgz5o6I9x7HEzXic497wq9cH3Q+b3MPgdDk4wOov3O1h6lop1PK4pecncuqbzOf2nedEVkWvKZedhJ73GMfgxB3qu31qDAu8nnsu+ZxzYHfOv2V/Htc9b8IJO8fyNxjv9E2MVNzzmN1P7Wh84LXO2h7vi1Wnf83han9v6+T1tbF0bgYcRqLkR66uO1/phfYfA8cTfi45pbp/VLLzpRC5WR9v9j1zW2OLbqh13eEW8d9wbT/61cET0UeuoFvNR39FzRra+oKFX/twr+ItP44bB5IcuttUmxinOe0p/FL3hnbgf+Hsc5nrTZzwY+yxZP4jPWX45f5wD4mFzmN0n+ov/rv1y1Hm46sNcrC9ld45rjZPplhxVFQ74V/1Dz9IuxbNc02+9lu9tpvnoz4PhRzTP8Cm+IWd/XC90NbkQP+yYz/XCb/+CfGLfdqmX+faFzeKSA46nxGJMuAgf/qz42v6wU36qn/EkFttgNbP+Q18KjnYdjPbQW3yrvamt9U43jLjojBtHohW5vBY+1m8516uds3Yff9OvyEOOeM3nevCnIz1O+IeDxU87cQPG4EjK6F/OE+jXJ/XO+dDzyuqpb867cnD4iX6Vqlpe0NvsDbnih6xyf/zN77rkshp2qzmqMrf48wR71ht183/ql54H2n0cLVfiUzXmh3rNd45rpyfn4B9+Vb/HZ/TnQVCX+Q/F41Hs55XkvBE3/7A/7JX90jDoFdnRTobRroOjnfneB9r5j+Tga3aSbkoj1OGoaj1qs+hS34gnpax11HUAm+1GPYy4v+Tha/OWGw9en7rcoT+Pyo3FvwfysxR6JbjQX/6O/mjf039J1wqfa3yLn8ORJzIAT7x1QX/x+WY27dN5YL6pvrQ/9E18zY77i9H85FfH347dxEsClh/1mi9re7Iv/1f62jb/Wtv/e/zms/xd/hTIvyf4rvoKgeoeeKS5E3n7EfVvTr9Yf1s+aJziPHxSA93IG4/nUhfMg8/th574Y6QvVm4zKZjEdgLlnc/G3lOdT/xJ41wGvseT++fGzya9/3YAHj3lif+fPOGBOUrG0TrImvitAF7pfWvl7Dv+Ho235uuv4o/xjSeLlRPM6fEEQn1Bc8DkZT1dpMuLfpywlVIiZxkH1Xa36uBt7UMoO9enTvnEAJqVl3D56ywPDtm9yOye62d+mR7qy8boO2zGZgn5Vcfwg5OZ/iu6/Qp/Fn1o9XoZfFd0duzHE390Fb+9i4suugsa0928VsPv1x7Ng/88VbMuX+gPenuCbR6PqdspDBpHnD2Wr595S0rUJe7Oj87AcuEJP27gOXQaJ9dpsVb3w6/AP5Tizpw/4U/RqE7b5Qt6fNM1bqSU3Bg3t1U/abykd8bs/hN/JdWQiTcNhHO5V9YxfvBMWIkU48L3kquMeK2kj4X74K3+wd/lxWeMD3zV485MlpCY5Ev/wVb5VLqjEs+E0UfeGkNLFtwKNc0HKIcfxXilmvy5wtO7V37sf/nf8eYJdq+vrX9obf0YsIxBK1xtI/QXLtF3g37MHxCZ83rS54bqde39rJtn4P/hg74C8OV4kttzesRcft0cL2zZfwlOftFvZdRBvf3E3+xwU2hP65XwGecr6Y9Np+2L1/EhSwl9ohODHI08mXyM/van6aL321ddX/F1juqPOcjbPtXu9geG0GocI2zpWdfT03y1nGsc0HHg3/MCOkV9a3xfNdeLmiz6e6sdTO1P6Kv2eIqObdsULc/fGdmaR+BPIe98Q4D2Oi70Ubq97Ln994yfvml9lr9jTqLOvhsvEMn/x/pujKw/6pKDRptyddySHHQOc7yP64dVf7Ev43ecby74WwyWHXGpw37Zf2ixXih/r+b7E+Ib+obRffAQAsKY9SvGR8dHnWnptnU+gPef/9dCri+UKeEjCR6sre/x6XlI/syjWhaZFYGyccmJ4KlVk6YmAf7yo4CBl47hik+jG4+4KBSRkwP8LtbfB5Fjy9kfbgQgZb/gYANvuZBBb/kPPbwZbXE0u0l/O39HHMRZfma86fagZ1RH3BXWpmfuXeBwBR9G3vjOWVB5Bl1jwQUKJ+YoLb9Iq09cDKqvj1fwiegLrpGv+p71F30Nphfnc7y+OU7+RHAUX9j7AgJqP3HDiZ4oIvriGb74zjqvXlbBTrx2LZ9XPalfjKLZJnMJfrex8/lPXQwrlrhIBo9WRjySyXmeszheoy8+LmrW1+qRm+LrPssH8PVFOXh6Yx79RUN92K966Ct54k3/IkTYE7clhq/aPNEFLwU9E97YU3/oK9sX419y8EWODG25fmUfSpQnbC7Kh8mOyGGHeG/iiX/HGHscu924AK9N8DruMtO8my86iTTzt+LFZfulevUXL8K+ahf4KSnH5iPHkj5jHPSIsV6jBg/FHf2qCp6Bx7EFEwfjG5U2HS1vMs9TjeXRZ6w5xgLx+UYwmH3+k/MZ1PJPDec/fZG/7esE9FG4cRt+SGtkiOS6P6Wy5I/xGhf5Eae4hE/fBKA79BKnPuAbMcAv3qmo6fMrsUUOyA/H3LmdU/wAG3T4w85aY/cmXXLYtRx+uU1d8iKH/hhX9Gm8FWgyi5bXAamn45b5DDXlp3VHusf8kc4uN+whqf/X9dj60i55jn4QcKm48fMPfb41HGWLXrjJDeNrydAihcTu8cJeny8RPxsN7ErgIi7GGYVm0CF8XEfZHnTj63g6fwiUfIw3c88xlh76Q98V/NAfsnHddtjzeoyLWcT3QR81wm9qHFbp88f+DXnpB6Nws9YGy1kPOkYeFF79JkJgrFyynE5acd7qeH/Wuv6lztfoo+gb9odetQPPqqFHu+w5LtcHXevHl+PmFnnW7cb4iJn4Pn05Ijr6RYDYCrHF+iUP7s9PcJYKyXf/r7VXW7Qt1/0G0/GD2jWOY30vf8/kCIN+l76+xdrmNVo6IsY2biGnftYw35RxfpMv67oY/jA/9XG8I6/kgHN3yj8ckw3GKecuHemx7u+FT+gbRbGv8iO+0uM2tf0YtQ5ujs/vRl/jvWjXuitsmc8e/3u1x8t8brv+/3zgeiwW1eF2r61Mvlx1xvqcREf77R8pLKV+pW9kaS4GeD76KwzjQhM5ptxnXTzkU3pNGORb+SymP/WrrWzcuUnAlII/2urTHG/y6KIvPQo1DL4OUr9oIZ986E3eRJ0LQhaHyYPy55NmNfTuv5pvoyhe+7z6ZzgHvTwe7ToY7U0PBAYeV/DxwIMv+eVCvo/sE5ETicu4SFIHF9VxkvEAkbORtyKqj5No6IGuz6dl02+djDdi9rcfmYc6+Kru/dOxlAy7ImC/l+GPOs/mdacjR3s66ZGn4BX14TFtF/yME6ou4kJfiwyeL1wkoWQptrNSzuaD/Uw7bXzwq/SGPtmxvPsn042OWI7v7Bhya3xw0B/2J4UHDvBkseVqNX7HgbbxxAi2K3hCmrUx3scmEnqWRH5qlaDxMG2tnT/WY3dtlxrt6ybLejyObgd/wcJT02k+9ThZt/kMg2nRzaFPHaUuu6qNHOMUH51nhr86MD/1ZJ8LvOYDCv1DiKl8wVu8/eLYPNSMX+gvyysO5g15O6TOI14dC5/14tZy8OE7ekOcuBbf4Q0cVMd5sONpRVUH1oyH9FIGXqa7vktPxiFfB1SBR8nDlX4nQ4xDozEOwT88Kb3iyX7ry/7QJxnH6ziCOuEie9JBvnZ/yk1ZK3+iCg/LgDqu6J/9sSaJdbuyGRhrDMxfikeV/hQuo7fiRJ0+PS7U9zYibuMF/MQ6FeNHLizYkj8hL54pX1sc0KFZLW3HNdlB+5Jv4e9icyiysPQZh7Rz+N/zO/zDtshrnJd2j/OAzaybfvcPvdUxcHS73LFXri2fWGRvnLJS0l8AACAASURBVD9MGPJJw++5VL4Tf8PbPKUxx0edFr+oq+OivxRd9K+OYN9Gmx+xDsG78Ade7Yaj888q1nqcT+yIGaQ31qhFP/biPFERR77dOG94nUPtiMM2VIe/rR2HssF6kL7Pjo24xZh52emLhdLTe8096joY7fJltH83+hrvRTvnA2Pj9WnUws75ttYF66C77fpi42+CJ99ZfTihZNDkONqHc9bzHmuwd9yR7oB+EchlT7BEtzTEouE6tORGP+6euX+twzCnjJLP9qG3t8u+F6eyx11Db/65Q/lFvscTnMbHeNE/7mCGgTf0p+GdUR74n7cTXyLYdFBY8TIurlf63PYigiZN7ri454TRTxr51IPbXEJcPF0GGne248lF5HtoihMb8ypOJtkVm0ueDpo/nlYo/cnjeJLd5BEJnXpam08A1CF9w5718M8hOd/Fgr1Yp1CwlMwXcMmj0S75Yx04Fll0h3/YjvDzB+rwjTjwm/rQmrIK68JOnM9LX/cZN7mIQn+8mSCdvcQ8V188kYdXY9CL/cAnCnExfiO+6M3+oJtQ/a6wTzHZ7eytv9g+sY9v4QdjGIEIN/nDePVCG15q2PLpfHLwhIdXzj//+eck56e7w6+uUMcxPqFPHPJtGkfRR1sGL/IHH1ugzh9MpL02X/BX47TGT5z4EAEh2ErCNc8Zj1fmTdqJ8S+57k90lX/0T2NPWwz4GbgW3ul36RUDctM8RJ8+qx10Wx92u54Rs+QiVhhaQTb8U95NBf4a79CIARf8oAjTHlfgqVg6PrB5k7P6DY0S9omBMXKRDfT0XMRq2GNwVKY4z9rlp+0edYifyodmxyc27MW6qpskXltDj3jAM3FPT4Y/ork/ahNKX8SLv+R+4ZXzR+sS+egCJvpY/KJufoYIdivPL272iAY7/vRx4tjjdZid88n92EeekrU9AifGMfuNs/nop5i716HHDMkWGxz899sfKax8kK/wIz+tk8Is4ljWH/LTZZ2nnndosz/wRhz0yRY6e2G8jR1+zPmab9Z0ufTTN1GW9Y1xVdzhh/Q6rm7PoObXrCZKrAvGGTuXeXKSN8k4/Lb9Hj9Wht7it+Uxvra3jNuQC4Fmv/gGvQwe7eywH1l3eXtQtfRF3tBkwFwqCRmjmEe2KzoPMYZ+9UOP9cXXI8gUP+r6+cTqQ55xk2x8mv7gsSvi4SsSzviv+jqQ57l1OXfWcY9xxL/yEX777VhvruPwh2zO6+n8Pox7XUnN1j/XDf+S2/QEInEQPh5/1R63i7rGA8nO39scn5WLV/3NhBFKr1F+1nZ/N24+63tvNf5rioCAPkfcRxyeiUdPHBVuMZEYvDpBgE1syBuuHOYk1gkzrIg/7ObiEBZoI2tzanPoi7Zvane9yPOWgF/XxKdIJvVHocavalttEt/OX/zC7/TvWIx7+6Cbz3Xyb7rxWOsVnwXflh8jI5w/jIvocfKL8akMWujxpJABEG9xyAkd6dPV+yRFp9cP+PlwEvIFsZoq5mk61RsXyWWfvA897S48kjmfUy/tKM23nFUHPfi5aIqTrAUydk7+4Z+6wyy+c6z/eJMGInT88DpIzTwdbatUny86WQOmJ93wSFHigsaj6C1SxY2+7Bs4qhl4qMYnCcfB4OMAP4puraYj4oKo+ye+ToAZfWYs4bh4Br/w87j4jK+LiMf6UhxPm59NF6ZAl3EgLt+sjLZWTetxjT4uSJDi7alQdeIf/mKVQi7bf+dP1weP6dmf+NE/HIhG/rH9eEVTeTjncEQ64kAi8kSKMouqXRgQp19vbSYiMOeX66BbDr36OI6pDlzUU7whJ4wiz8AFPOq8RR3tK/qgOd/I7zVWbNh22NGfke+6oaNb07LVOLAvPR7nyTc14GT+dTsxNj2WENIf6Qn7C83zFzthCx+Lh/Oq/bvATzw+r9rjs9p44Uano2/CPJrmgJj8V+1Dlw/4DKroO7afc96gy+sNvLket7yFQcXWL+rCI7lgTIzMN/rlS66/mW9gjj1vbuCf8gn/UYcC8RoP2qx/wa+a5/EuZgu55le2k8vcvU4595S2IV/9UmK84XAeWAqss1/rj459CyvyRLnv67DBr76IS0LxOr1uMrikJsjh+WX819Zzvn5SyAx/Qmn2StHwe9iSH6w/hjH8S0DMEnHT+PxR6+rqZ+FkOceXdeZRRRH6YAc748eYR56GnoPTcWQ3/qVG/nr8wc96Qrn+uL3a9zqQ/SNch501cQfmph/+D8bD0Gl+QnaexDqndSLiLTmOPTY5H9Kjm+eT8gkVcCOPbLSlL/7Vh2hl/NAcLxLwowJZcO3zjLyMdbLkXZETnE8oPPwzrrThRydvIvd8gDb48DGGrceXPsDnEv6okVxrfeC/6YnYjMOR/86rqQbXyjePy7Xa47HWF0/8nbxmdJvaxqD1tvtX46lDWfKGi+NbXdT0UJeGg5nFpKow1mi6fAyeGZHS4FiQ7+ioY7RZEL7ooo5rHo7zguKgo9f9XQ/6xDVoTN5/UGK7VbM4ucC/0k0b/aPjbRwk6ridcTiaXhOXw+z9REB705+JTyQMKCb+PolHW3/IR28MGB/Pe+gMCCcnvueXT1Z8qeT5AE+eeIJdf9CFDPxDL/2y43GFVz1Z6e/oF4/toMO6BmMdhJ9rJ/pHfqVG63VcuQ4cgtxdj7xSV+aXJKQnYtZr5n59Gz9y03bovYxHJ1su9qSr27W1wNUJXhyDT22ZTf85qILfnPS5gQAufBpsZgttw3/1Wu9g0IE3C/SZHng1ezEB1e7rDfz4nnmQ/z4z8rZ3eAtnlhGmO6rmRkqMr7CNWBo98LRj1U+u2lvcHP4uBuwPOkJ/5GzLH4RddGxxm3MNgXF2CXuFVtjnKqkV9AQO1Qd/YFXx4QvtUXQYrXKgaws9yA9mHTS+oJcvlnMtI2Gn2EOD589kXxRyGb7JTtnkQjLtVEerQk8IHpJxcSoe/IDuC12LBR5uVB0+l/3Al47uuPQkjosgOIqvxxPyxRZedT2o1cfxRB3Gq585/YQP2JbYcHPoXeyt8SPL/IXNfvSo7P/Q14jEabqUjLz2msT49tL509+W52EgEOoiOk5OHGQD4c1Qsrd1UPZz/uecspKSTi2MTyvGe4279wcwJZP9qXHSK3r6w4EpKRR49z4p8dceSu1URQyak5+Yn8Kva2NzsxbjH/ZFdBu+4B62xdHGCz7giPNNw4X+XM91TvV6vhpd7BBzzEsMlsNRdb1aJ9OfyrPhl/1MI/a/1Fhd1KHeBLEzNyjIRDzkcfSEpaRxSNy0XAcl7aYbYmr+QHbT5qgDf+l4ypzscqEv5JtiOikyFHFx3Pw71q2il0PGJ9hD5P75ZMw76ZdBRLOg0/bP9Ae/mXGvbFV+xjp9kIMe+dT64iYy7WY2yGWbfrzqgKe/wSXisa74fNHf0IOLcUFdRFd2bK7Xmz7BHAB3fOiIeUQekheul37z9ZpjSs/P7Mm/Fxt/lPfidq8PJzS4dmapDx2zvqP/bRw5ru4N4I9FHTwAvRhcm7/Lx6A1/Hp7aAh6DmLqSI258ZdEk7eNrgd6tE2MWjosR938hbzKz6JrRBP15zSa/8bXXl7U1XHRX54PWNxe6y0fiHT8BP8o9PM6oO8GD746qXt8DoFcpMjB+ECI46wzPXXXmLvLXHw0W7BykUMuDzt0tjL1i69fzKKPD7qH7ZLFz8VUUOz/qDu/BNx/uJAeDD/wQT4PPsWK/YGX6C7YP1rZC7n3dzonbfSm30mZ6eVfG7Dww9hHv6RNr3qyV/6FXvOVw9HX6fSr3X2gHecDkXi9Mcag60FeH180H/GUkapgizIO3FaNPn9Ao+lf2ZEiPpeBR2Ps8U/5I72n+aN+iw83y0DGc1hc47Pc4U+6P/QMhiOuPFmjM88aob34LHfoc34MhyJ+83m0aKNn1NZXjL549vyz/qjhLb6pn4blOW7jkk1ZRLb1Bz50w6AS45OHox3xtj7ky93gj4tZd8CHfrWbmSF9f3xm/Dx+h3+pKto2cKf2fEDSbiJPXD1e+Mi3eB3eOotnyPlA/ZTu35m+MCiZGMcUGTkd62L1UYWfpT/j7TgHQ+POJ4JxLqivSXA8cBJnXwcjNtG/8VGMLsbB7V5nPMbpoPT+AajIPf7uB5K20/GmP/Dm3NPwRmfHFb6pBK+sqQ47tN03MR7je2a/+2sx+zdqLITu5Ih+27PNaEOXRvmeeq0R8WUcRQq/D5Y4slzUjUbbAisu1jNq3A1+9yQGvpm63qzlPOA1N/y03RbHOr+neIo/rbXxoD/wuay7HXs56sr/UnvgWfrMN3AWMBFvCXjcLO/YUvz8fJLxWLNrj1u28y/juNBtqNeRD/KKcU/DQcVPr/9mtzbU9jhCDH732y5t9COovr7JZy4xvy/WFWke4sghmtVlvel38OG8lnmw1oFrAe08cV1wT/njPuqx8Y/BbRS3z2qUpxNHsmbb/R7mpvAdHeK9447pQbyL/7E4TX3FwSShrPXQAF0WTK/+fGJ24Nb1R2/j96QKO6lt1rf4O8mjZ1VgRW+lbv4nmgf+he6EJnie98foBUKbnoN7G4fEqy8e8Ee6kDftAg5tXOgd8yT189cXs5wQ+G521B+zHvY5aejz2f0jv6039Q3+GuHRFv/kp9o8zYmTkI7NF1rIJ/hT5fgbd8jVT+m6aOd6ljVtF2se+gGn5StPwJjbxDbZK/tDrhTaL/e7hsxJe/gxRxTS6C/3gy866dPnY12c868O9HFIeyfzpQzjdxQUKy7jYjtgRr/dcZzBLkFs+TuH2Ool/T0ZB/ArXtcOjDEF0/jOZOTTEQ88s4XEI+yU4aA3/XQPP4ilCnbx/Vb+wJr2Gn5LjPB4XgRvswGNEvAtch81ThEn3yWuOHlVmPjx13hwGKXkQcBjVISMz2zUxE+lT9RqWybjKYKqs2LeiVaCHq+oCayVkFvixInjTRL5YXyavvCzycU8Lb3Y6ZvaYa7xjz4dhF8jyKTg1/BbXdEuoZHPbked+EEbeej5FbX6Pc/UNs6I2jR1oNP8zHb2x5No84NjYXn4WZrUH/pPcDDeHR/04jefLPao4i7H3Dvq5mfI0eb/0gNf+NG1gmu1Yx3QGwFf9XsrE74lV2xHdRFXoBN0oACH6Gl+hf0yaLu9Trp7ylTpiXmurk6F328uuR++nJfHuhN98XWi9AvN5u/jFuMBscqZv6Yd45w9btNC98V6rvMm60PiQj6nXPxlHKoju49xMVfKpe7wywTVtLvC/Pqaetv42hx18iN0o1igs0xOVz6pr+ev2ed4DrwZG25AXczLNh/j9fZSZDdG7YPD0JHXJF4VjiKP5Z+PTaMOPL2WVZs8iTyTTDdjPV2eY/SaM/kP+7TP5HrcPU993uh2seG2x58+SujvdRubyONlXNCfH/9WhTXPfmbvkX/mmuvfnH4xr9r8Jd9qPq91jFuN05gfSxseiunZ+uOP//MvFRp//fWX+6J2u9eRLDUZ6Hc7Lj7+Opz973//e6FvUv4OGv9RDP9t0+Fff3/6oyP019QioL/++K9A9+lVAKhPi1jJwf+f//xHbDmZv0k/A0k/k+Dfov0XNVEkp1dq/q4xgVeSVaRXjPmGgPv++CP9pZ1e/kuyHruvkvdEw6+/1F7lD01v4+i/XKzIlURL+aTjo+0oXScdzzP6td70c1xWnLIdC33lHrnyTblJLpFjf7eTW+Srcp687zIf/v47+KH/xXqhNsvMV+lhPLmQ/6B2rBO1nnS92JPSGG/kPU88vqFXmpg7f/2dGYJ/+BH80h3+IKDy39Cn+Sz/x0ZD/cj8/bd4/6W5XX6EQAhpzuk15r8/KZZGIy8pzkd0RLzRm/3497eebHQ5+L/+W/HroPsgUOWX/Bad/P4krJijlMRB2vS/rCgm9Rftg2rWhb/UF2uJ2rZnnwa+ouFPtCWDQttL9FIt9vn83XwgNhkO239p3IImnlTw7Y///PvftGIcPvwLXn1olz/U1ZGbWLU9DtiCikdR/suIZusv7Krk2OsAPaWT3MHv/wo7uic8heV/yEfR0R/xkbeScSFP5ERYivhEwM97+YN8RtPWE+TkxwfliQvjgP/oHngVERv4R7Ftjhn3abyYI+Rd8cYYFCbwx4mc8ccj7AGECsPLeSbiVjt6gy/I2RavMYPOxem3r/+O8fmP8psPfnb/4KOf2KI/zQUfRrFPHvZ5HHokF+M9fM/5wniAmf1Ox8Qru2s+4/nfsmv99p1+yr/lP/NByiafY90SHby7X/gf4y1aXP5IrsKJGCMeFKtkfxvv7I7+kV/Mp1JgPWc1Q/n3l3+VBo2h8Pr2TWsrPTomLssRz1gvY3xzRPEbPvDzfLdC4kUnPKZptNSn9UU6YkNV1x/IxHgyC/S/7Y66dFgPAX5VjgTOkoXviF/tyoshL7rMyk/FBN5qU8gF1uNoR1xJibi45iEnRq6kzLdvchDw9P9f6JMvFGLVIhnH9Ez+0FZHrO3FD8d//iMsROMTa0vRyAk2MpSIpfXDGwOsPtZAcIzVQ/Me8KZxU0wxVxkjfXrxeY0+jWLk/6Arlmndwha64NXxh7+0Pui/6FP7X8t6Pq1vdb4L2dBA/uYaHnHQt9ibzjuBK2hqXdJr5Jxjweeb1vrAQv1rTQ+5HDlIHvojXbGOlQCb9G//+RrXoLHGFEYeU/zrsTCI3GyCvo4v/qVa4lvGXx0H/wkdYRWdcqZxYkS9fqbfaQG/vG6QAxyPIh/JaWTdj7/EF7nEWldjiUzmgbjBpuUIdv9CiQpWJ/vSxfUIRvq5xusidrA5rlfEDwAfNHbOI7CMayH0i1cnp6xpyxevN2pOYzD8lYx14Zvjy7ccCifJ5rqClnl8jrb7Xef4/LZ0YW/0slab8YnxzIdr4D3224wr130aT+cV/Oo+1mfkWwl9R/vf44m/++KCwg3VbtvIWTtOLs0JO5NqcOftFsezesi8EYwAEPXgS8Jgz+1JNiPuRgeXlM+Nepx4i44cP6LxkX/aT/VASXTkLjbm1ut6eJAHw4+h/2CI04flXBd5yB3sb+IoUT/yD6eIw+4br4u6Oi76K6otn0Cs+BQ8le6RMdFlPhqBf10cRZvFKLjyh2/qMCpOaJwQ4sPJTbxevHw86OLrhbmG3tUePNYLMbg8oKJZ37CDAKX56SdWSZCO+q5BzG8HIyJtiUVtXmqzDP+a/eCruNe1IPjD564NfdZY8TZyj6PzBYucI17wACcuWscapTayxiP41J71ndhDsS4u4ikFxyrpt2SxIx3DD8V9aTMvim03+VMPvPhpuALfpj9k9D1a+hmjKZbC9ELvFTzDjnSnPUUgv9cy/Gj4T/rNgGDEnRo8WqOOg/QZDvcT+8C76YIefhGjPqOI3/apB94la9yt33KBY49P/I4fHpu2HPz9iVrgXEyBkuWrz3KOx3Zde5wiru6HGJAJQKTLsVqf5b3ZcjviUWPNLcbAuJiXmidejjfsdaKOhz7dHOjF6wg/jusSeVdjYj8v6+zhb9g1QynpeNBVMAYMAYc7St4M0d1oxOv8sc4w0XnU0fFLvIV155GTzit0dpr1h976M/IsAjywgdz5R/yW6zbhZc5qPlM7xmKNKmBbZADU4+F8gTlwHgcH4N2fg9zp6p1sYCDpVB0L5OOaS4TIA/Op37kSOBKPcQx1R26jA+34xSfabY6nv9EtvvIjm9GOONVNHeNaPsDCWzIeR2p8mOJvvNDcHDX26B/20g70sHvRn/zVPbA69CXl0KcjEWPcom5tK1EdPywHvfqm/K11vrHH2xZur37S3/0xftGvP8lvS0e8plMPBdHI9rDT8SpD5ILHNkTUH2uVIyo+rHq8pnFS/2hLfy8aUbmT/sbflS528Otzg/liO9Thn3wMPfBPBi7H32T4Rtw6th9BB4dJUUrZLq3OH/Ely7BvcesZ7ZWvCL8NfY33op2be/B13pAWvW38Y/wMsHFd2tX9x3ji747lzsBxR6juIMSdheEESfzX5ISdO/TMdx5s563Uh5+HR2DPXfK4+UbcivdfmkwRyXonZdyrEZvkeLruwhF3Uo0AT/D/+ps7gdzhEW76T/f80k4I8YbAhz/+pbcEGEQXdFY+xF0g9PUbA+GvdA5/xf237uz77vwtefx4c0V4T3cmm4OG315f1NVx0V86tnwCseJjiAc+sYpkTsWd6GIgx/Lpmo7IY90y9xNrToDoDd1WhJzGk7vG8aRH/dxdZh74fi8sFBYzniDHopZdoSvaeuIxpap04BdPkLgzesxjNq7/jqdNPCCHFrkk3RTuUlN855r850TK0/i/dLs9+vGX/4hP8hmvlKl/5GVoSZeQZ93DVsSOvHyLJwc8KVEbOH1HPXjxm49ovEkRcuKJJ8QV07jTjr8lj3/ghy0KPn/9mk94Aw/pCz+KHkz0SaaPo+25Dr7QJ5fE6zcbCCutJ8dfwiRiY5zE5zUGmwOnZNVfPfEQ/1d4eZqBpjLIU3IJHPJw46c+jBD88UQIAQupnwLff3n6oRUPdcZelPjfT87gjbzATwJRjS4/6cwnhtl35I/GSZvEbrvnT7k/xsuuwY9HPIFxwU++Awmz8wof4MUefnLMYyfe3Bgl+hjXr81Orufhp+ihu+JB0vr/i15hZy/sn7XHmwjGonzBj0GXAHFQ6AM3bKGfmjLGWe0YxxoHYmODwrrQcUYm8BF/vMWG3/pEXqjub0UkHjmut/I5clDjNPzGBr7xJA4/pZd5Oca12gponj+SIS7WncCt4h/4iU457OTRaPsg2YY9d3f8QS+erMoXOaEcTz9DvwRiPtV6gd+eMx6f0MnYUeTz1//3/2J8or/4I27pB8cxTuZXjPCa33MIskutYAxfxOK8WvEMHRLqdeTrgi9jALbOC/hP4yqg/iIu8cdbIulE8BMv+JGPYRP8eNpPrrUyxlt9wa98FGvgDW/koZpMtylfZCvOJeQJ46M5hPzf+gQY1FWICX8o2PM8Bu9hv+Kgnf7meMqB9EuyEYvooUsm8Y0mhYrzRcyHrhciWOCn6MWeeY/f4o31itctVEK9arJmtldvGNge16mSx1/0op95GeMvWeYG88TLlO1e1BhUqSrkRx5KHowjz4NLf4gl9ErOQmqTb+S39Zvd7VHXwdX2osEmDn6dg5hTPPrnml92Gc8JLxkHU84bH+K6hcwRTuKjjxgYZeKKHJKRiDmc9vXIMR/Bl/j4jBtjkvkPb0JIhpGLWU6uk7zkLbqxA5/qyAvk8b0X0Xgzg4IezkcRa8wX6WIc1R9S0uX5TUQ+b0A/1qkjn8KmpCOjJRtF9j6zDqGLDvwTJnGNQjOYWl0dF/3m+93oa7y9LSx5ayjmh8bxohZmzjOvO64LzsgXH7f633/+T6V1jMMLIxpgkuyp/UPROz34kycEMalymnghYJIbh6BX2xPwo+XUD/0ffYJfOPQpCvmrJhEnS8vyTxiZh9MDdwApfO+MtwJsjyc2bPzNC8/qL7/275sDqzwn4X/aL1Ej/9bK9CRHkSYeXhTXtvtdb/qMl3FxfQcfJVakr5LC2T/ruyNvOeVgrBeMnxSqWfpcl57B5/4rtflc247rpV/dUZgnGcdSd/6crlfiXeTO9IV8i6fm9VX8TvGwndLT7EQgbttv1xfzo/SYTq2NsqqMz/3Wd1Z3PMzvGv5OX+UHn+yexrn0d355GOMVcvBp2dN6NZ13ruaT8Tvxr/sLDrTXOIYfTY94WGlv57/9K7mup9udcMr1PfxYxwX5Pl6T3Jk/q79PaF/160z/Et8FHif2Fv0KIUofRxKScxkXv2KP8ZjXfenteoxr4JPnTcvN9TJefbyx0/XIwNPz4CTO8vumffG8mI6f+G3/e344nm5n5Xecp/6u/i243x3vFe/KF+TCj1V/41dAcv+Iy372/gv7Tf6p8XQ+7PlyKvpP9HX7xte1ZOTm4ffahq+PD/Sw88T6mh33X+hf/Vf7FHfbv0dPPn6IL4KU7/O8XO1Z7xPrdT4anym+B+a35Z9cP83//sOE3OyJj2yM9WPYW/VV2/EMvmv4rPLX+Fp/zz/bcX1h70R/lz+bX/fyRxl9iUPzD5wu/DD9xJ+Jf9PjX1+oc+PA2eP7QC1Yz8qfVzf+Z9w+aZvmdq9Nw9n3XD4y0S8C8PJtQrU1Sf6nRZIWcqOo/x9evxkdx0Hw1k0C6N7In+EWG3fpcoH/HyVFL7O/svvpsPtZsuhwOZM37a3UX/UKJx6fYWcfN/118THOz63X8bnXXu2s/G+Nvvqztl/b/9Xe2n5t+z9a/2pvbb/3+Nd41vYa3732a8vf0286dWzw64KFU1FcHuhPP99xHcHbFrfW/Hsxd7rt975+/Nboqz9ru/v+PY7v6X9t+ktjeG3/Xlv/vfhX+2v7Ufl7/BNdczO+EsScrU3vRFfjnj/vnc6r7LlQKVYw4O2ttji9dnwr3mv7pfZXfY+2X2p/y0/pdAk/c5B9pc6L0+ZfnKSh+y8F7/b8+X2+48/iUM5hsp/Mc3m468hPZCD9LgtPeKJwlTKK4D5pT/F2unCZ+YeiP/qbAViI7/tLlif38Z3/rgcxt1W3tQcCVP3t/uZ4BEF/gr/Ju5+acXuLBa/w2/7Zy14nPb3v/fQc8ptuPNb6Hn7BX8Ce4XuPvuqPNkIqrz0+2Fjt2a7rJ9G/Y/y263rFx/2u79GD74p/0O7Jvzd6+EtgKq+dP8/W38bjUXxX/rXtuKe62Zv61Xht+Xv6TacOb3Q+5Ok+/yRUfBeV64ag6Y/OQ1xcu8P9Pj2NdvGPdh2MdqOH/dbmsPPZv7Xf7R9DT4/4u/p7z374WQH1uOz/vXq1t/Lfs39Kb/7c0/8k/5u+7+IfSlRQe+p/UB+gN34O+zjc0x/89+Jr+k/xvCe/0u+1bU8Tj5twPOn3k+7w13TV9+JLehossw/h8zT96dBr6GfTb71hRQ65Tf0k/9K9Q64UKdceugAAIABJREFUPEUe0Vvr35PsN3uh74Y/j9Jfan/L3x7fGA8lwLTppy2C99tjf1SJ4nYN89g/ue36oSf+FjqMKvnlxdGenTT/e6uZK7H5jukaMKvnRi3Q84n/t/bEP/n7k3fjwA/6zdt3LwPmyNnK6/gMej6x95sE+Yp/f+Kf/qKTEgPyB18b8Kv+n/lndSoxoLOc4debLfK1/8DYm/VzO7YR2AhsBDYCNxHgvOQn/nHBsHDHxkJrflxHLLTd3AhsBDYCPwOB9Yl/fC33Zziybf6eCGjvd/rEX+fK6WHz4+gcT/yv3Slwf6+POxC/3qYfDNmys2lmc8x39Kn5zvxZHXS/jiFJNuudT1czOSxV82Teev+nzbn1+1X/5Gfznt/tRxjbX5peNvWlNXTjb6fPXy/4lrRJXpt+uxUa3tgfxev4sl7bw/3i2/QZr43PjMfOjxmP95Yfq79re4/vWx5fbjXH08N6gugniVH/+We9SlxPMupUNMezx3fGY+f/jMfOjxmP750fq761/QviL0DHOqW3HvhnCLnOPsf5F4x/Wod3fOfj7nx4IT5n+x3vF2uTHzfF4Wtthqjvy8/aNYyDz+2HnvjbqIXdZjMbz5HLWegvvCNhE79UTfKweFwr4PmxYchNAN4k+B3L2Xf87+H32jj9bPuvHd9L9a/43Gu/1N6Pll/j+dH2X2pv9f9e+6X2vrf86u+j+l8q/6i9lf+e/Xv0Vd/afqn8qu+l7Xv+3KO/1P4q/6PtrfZf2n7U/0f5X9u/l/rzs+Vfis9L5d96/Pf8eyn9pfi9VP6e//f0vzX5l/pzL95NfyEC2uifP/Fnf52b/r7PfmA8jyf+dtF3ENb22OTXxrS3vem3E65TB+68n7J6y02NqfSNeRBm+oofLLyq7+/uUx+v3U+aPZrVma9zzNpFWuzf8+/Cn0V+1bd49NOaxB13WJu/2U6XjMtFXR0X/RWJ1T2H/rPtE8JL/H+W/Irn2jauqld8on2DHv40erRv6P/Z9DW+U39qgJ6TX6f66FQZ+l6Az+r/exuf1f8Jl0Dp9vx4qXzY+474r/6/1L+Xyp/Gt8b7QDv88bi4bvKdXmTleTIU2+V61+TDX+t1fYN+is/Kv7at1/VPpJ/6b79cN/86vtV9iaflXDd5uobcE+j3/LtHD3s37L+K/GpvbTtu1z+a3ux9n/hTYam9P77N/rPGp8nf8/8e/Z79l9BreG/Oj9hsFeOT8Wv8z4rvAfzuxb/aj3bz7578pt++vngWPm18T+V1Pcl+etpva+B6O+XqjTlvEOhUudj/ZfcfDz3xL5lm1HvVM+dIq11AIH+Vn+/oG5Nv9Sv+umUSg5gn2K/8GzMTz6d4zR8dv1VR8vKa1S4bgY3ARmAjsBHYCGwENgIbgY3ARuC3QUCbw/Mn/sdDYe8oH8Tk8om/FfhOwVl93IGY7zwc/c90x8bfQO24r7lySfc9wEVCm9j8/n5hEndk9J1H/TuvvAnwUd8dih/vi38GsO4CSAVvUfDd/tcql/6/lqVn6OUOV4llfa+dN04QOed3v+tVn/tdv5RuPbuex3HjsfHIib1x2Dgc6/VeF/Z82PNhz4e9Dux14C2sA/eu/+/l6T35J9Bjnyg7qvu+emoLKu/jrtWJ5uXfh57426jVuN1r03B2lxkBnvzz8eTWqNUD/uOmALhxo4DP71zOvuO/4gGOt1D63vRV39r+2f5t+zMCe3x+7PyY0c+T44+cn9v+jMDO/53/e/7Nc6K39vzY82PPjz4j5uM9P37u/OB18NMn/hom8tb77nnUntS6fOKPsl7ctpGzdr8jgey86Z/1dd2/w7HxIlY28/wzfOPX/PXDfflr/Pnr/vyQH/Rp07+Mx++AGTF60TF+zqJeZ/InIr1/lv9+9LCX6pp/30+//Xb9o+OzXdfbPosraGQ+rvXGZ+Oz8yOmx7iZ3dfhPT/2/NjzY8+P9bzp9vtbH+Ynte/P//k6Zvv/ttfnmCdaQPv+OvbhIkSt/eTYH9VC6zaylLWdvX/s7/gbiF2/IQSUxPs7/m9oPLYrG4GNwEZgI7AR2AhsBDYCG4GNwOsjcO2Jf90MeIEDxxP/9c6A22f1cQdivvNw9HMvaZdbCLQX/ostn5X4ickt2V+exp2sCZW1rbx7S/QLfxf/Nn0Zr43PlL87P3Z+TOvZe5sfi7+KZed3DmjgsOf3nA87P2Y8dn7MeLy5/FjWszfn353r451fD+bXguc9/PTi/XS+W/PjHv1Cv/S1J/h9X02/2zIz8Z216aNYX7YefOJvoxZ2m02s/0k/03Bul43AcxE4+44/k+stZdUHfS2Dj2YV32/J2gHv9sajFu9IiZ0POx92Pnh13OvlXg/2erDXg70eGIG9Hrzt9UDj9Fn/0ljff7z6fkQ5cfod/7HdyJsATqEH/Pnz/1rItTfza9v9T60tr9HUYYfroPyOR8bPsd9rm+93q501HR+yaOyxdRzttfakWPvdfjG97rhJH858+/jxuIjVRB3+lqO7XYvTxiPyZOfDzoe4Kb7nw54P+3yxz5daB/Z6oCu5vR7u9fCNr4e5/ziu/7/L/mPdj1y0y16tE75+vFezPaGYL1vH34d+1d9iVlZzdSg/+msxs8CuNwKPIKDEes/f8dfcvXmra9M3Ppw0rpWdHzs/dn5cmx26mBFp47PxuYbAzo89P/b6cG127PXzpevDdWS/M+XqE//55sMzrB7f8V+F2cRTzmp/x0B+7U3/CtxuvxwB7vyVlqzvtXMxQ+Sc3/2uV33ud32Pbj7XM3987eWG/5s+48VlSh/vjc+Mx8ZnxmPnx4zHzo8Zj50fMx47P2Y8dn7MeOz8mPHY+THj8fvlh6/rr9UrPivfd6C3/fex35Ze9Y82+53GF/ufpV3bkIvqoSf+NmotbvfatHh9yY1dbwQeRODsO/6rCjaLP/PO7urP2v7Z/m37Pzc/Nv4b/5+5Pu382/m38289Kx/tPT/2/Njz45gP69GeHz93fvC7Yaff8ddAkbfed6/j9oT25RN/lPXito2ctccdCF4BUJk3/bO+rvvXOL4X3z36PRTuyd+jv1T/PfnXoROVkxsLjrLXSU/7vd/8r00PO2V42G/tU/v36BlOxPsu5Xd8MYLAsMePk1MmdFXTPP4p+DR/Tu3v+Xc7f382Pnv8bo/PW8fnrfv30vze8e38FAKkwZs8v+z8vJ2fQX3B+H1HeVT1fffYZy/95us1xxTv17N1/H3oib/FDmfY5F9xrm4CWGbXG4EnI6Ddwnv+jv+T49yMG4GNwEZgI7AR2AhsBDYCG4GNwEbACFx74q/90fxw3QJPro8n/uudAbfP6nHnYW/6n4z0PUZwNtb3eJ9Hr1t9zxP+sVJKeHub9drOO3I4temgsPGZ88V54Xrjs/Fhnjgf1nrnx86PnR97fqzrgtt7fdjrw14f9vrg9WCtX7g+nO136lVJ9oTHflt2WjvGo/GdtTNr5W/xuf3QE38btbDb2rJq65FOmfbCOxJW89vUnz9/jbcnPvHvwu/yx9l3/Dn58PrULhuBjcBGYCOwEdgIbAQ2AhuBjcBG4JdD4OoT//lNe8f9wP7oeOI/hJc7A75TMDb57Q7DuBNRm35v9l2nTt8rtIW3Xfd4v37VK+dfv04Od3jghW4ZGI/jjDt1wGcc5hp+y3z48OnCnnWax/bP/IKHGwhdZ/DZpJThBzrMk+30z33Y/NkFl/M7Uofz2U7P3HtRV8dFfwVk/Db9Co4bvwBm58fODxC4yIM9P/b8OMuLQIXzah5c5M2mBwIbn50fILDnx5U82OtHAPPb5Mc63hftsyf+uX/z/jvmkxbWdb/k/sy0+e9DT/wtygYxjc53Ho7+pJv/vdW5Gf76h5++f9Vm+ss/Xy7C+Pjx8x9fvnyqTfQfccxGG2z4+Cm+sfr2TXq+zHo4EX78+PGPT9r0x5sTkkNnLx///Kxfd9QvPLa3Af7882Pw0Ye/vhGQtr4F76dPH6T7c/hinb4xQJvjKPJBZmMx/uckzu7LDzkWKPs7/j8E6W1kI7AR2AhsBDYCG4GNwEZgI7AReCsIaFN2+qv+3n/LTzb7zyiXT/ythE085az25jI2i3Ziqa3nPdbE/OnTl7GBZ7P++fPni1DAgQ+b7wMn2I6vPUBLHnj7E/26taPtdtC1EWfT7Q36cU8Udei7MC8r2R83G3RseWo2/S7o74U2n+TTTQaRiZG2y4k5k16/Jt6ykvW99oHWOf+m38Zz47PxyQm35w84rOvNnh97fuz5AQJ7fQCFvT7M64HzwvXGZ+PDPHE+rPXOj7v5URs+9pXs1U5r8G18gffSpu+sPPTE38atyO1em7ZuNt3/1mtwYyN9bMDTY56Or33HE3948ik7T981TmOj3jfg4AS968HeZz2Vh49kALcug2bscAOh97sPW58/fv3jn/+xaUc/EuhJXfHEXycq3XOA/MdXGeSGwZd/8q0CfDrkQ/RN/Dn7jv/qWOC1drb2pnOJcr1sfDY+Oz/2/LiGwF4f9vqw14drsyMup/b59To8eT276VcR2OvrXl9vra9s4k6f+CujkPO++2qCXSdcPvFHWS9u28hZu9+RQHbe9M/6uu63cOx4Dl/yDovbvH6fJevO77gTm2MjXcOy4GBcrM9q1dYoxmv+0bXQB1vZL3/SZg5+yAf5Q9y04MYFX08YBf3QnWWu1RXxmE57xJvSPd7s+TF/7a7tZ/T4V36pIgyna++H45CnNcu5veU3fjt/YnpM82rPj71+7PVzn1/2+XGfH/f5cZ8ffT2w1nt9eN31IfDWBPQ+c9Qi5P4v3wQwX685pnj/lK3j70NP/C12GNXJUaN/tGcnzf/eap6S99feuSr+fOMtAOL/pif5n/S6vp/4EzP9PKl3gabeqY+FFXv/iyf25pzrfLqfXykwJfvyawT8RgCv6vuNAH93nzcL4CNh/JaBv+Pv+PDxzT3xl0/7O/4e6V1vBDYCG4GNwEZgI7AR2AhsBDYCvwUC1574a3/Enu4F5XjizwawF7fP6nHn4Rfc9IMBG2g/MQeWr/pRvls4gwev0FMSr/wOPV3cEHA/P+53DFj2cyMA3WzIuTHgH+kLofYnafmr/dZHjax/gyCe9Dd7IS4zh031LO1wu8Yx+N/CHwV1oINDazvCCE+Tb9NnvDY+Mx47P2Y8dn7MeOz8mPHY+THjsfNjxmPnx4zHzo8Zj50fMx47P2Y8dn5MeJztd9p+8thvK4/U7zYboLP9ee+PTVLjc/uhJ/42amG38zX1dMq0abPpzndUs4lOUPWkXQPzof1YnsOAx0/0PQCm5eBoYNCjTjbo9K24ML7HZj84x9N56/ITfLexmbYPfdxgGHpkh5sX2EKW2m8DmKf7zU0FvxFgGz+7PvuOf6Lzsz3b9jcCG4GNwEZgI7AR2AhsBDYCG4GNwCsgwL5Nb3KPffbY9Od+0v22/MD+6HjiP4TrTsPathFvcHtbW8zhHHLz5hZ33nKZ/XN8bIx5ks6GeNr0N3zgcZOY83PEr654/R8d8EK3fiPy4UNuuuGxPdOo0Z806PlBL8ddHz7yTw7Gp2jIw+dNP2384ON7buiAx2X1z3ym/6jaSdz9UdgDb4/aRV0dF/3luMdr0xOQCxw2fgHMBS47fxKXnR87P4TAnh+5IFzgsOfHnh97fuz1IZeHSxz2+rDXh74+rPlw0T6e8Hu/x/6PfZHbABrtqmm79P2T+6gfeuJvwcPofOfh6E+nzL/rjcBDCCip93f8H0JsM28ENgIbgY3ARmAjsBHYCGwENgLvHQHt8M+f+NemX/HxMPQZ5fKJv5X4TsFZ7TsN652Ho/+Z7tj4m6jr1sur+fJS/S+Vf7XAXq5YieXosr7XXp9ArfybfhvPjc/GJ6ft+Xzb+bHzY+cHCOz5AQr7/DqvB84L1xufjQ/zxPmw1js/dn7cyY96NXl9mD61ya/GF/m2tNPK5d+HnvjbqNW43WvTuAmwy0bguQicfcd/1cXicSvLNn3js/NjnTVHe8+PPT/2/Djmw3r01ufH6u/afuv+b//2+rPXn3XWHu09P37v+aF3+c+f+CtFmDfedx8Z8+Sjyyf+KOvFbRs5a69P+udN/6yv636bx7O/jvear4/TH9N/3Cu0B7P8o/RLf1d9tvNza7xycuOJvex10tPP3m/+TWdx2Pg4H9Z658fOjz0/9vqwrgtuv8n1YV3P13YOZ5wv36T/279AgGHb47PPP/v8kwtCLWPTdf7vPj9Ahv1a319He+k3X685plzu97L/oSf+KdKd0eKl0Tl1bj/xN1y7fhQBJfv+jv+joG3+jcBGYCOwEdgIbAQ2AhuBjcBG4F0jcO2Jf90MeEFsxxP/9c6A22f1cQdib/pfAP4WvYaAEn6+A7i2lXclm/Wmz3hsfGY8dn7MeOz8mPF45/lxsV7+auO7xrO23/n46dnvnI8PxsfDl+l8uLZfqP+l/m35PT4383PN17X9xvP3l19/3zj+7319ucgf4V2vglAf++3sd5sp1fnO2jXtBp/bDz3xtxMWdvubljX/k36m4dwuG4HnInD2HX8ubn5mVq3277UfjX3V96Pl37q9e/6t+K3tR+Vfyv9S+6v82r7n36P0H63/te09Gv89/h/t72rvXvue/2+Nvsbzo/370fZfau+e/D36j8b3UXsv9f+l8i/191H735t/1be278V3j/8efdW/8q/te/wr/dH2PXv39L1UftX/vfX9aP337L12fKv9tX3P/kpf26u+tf0o/yr/cFt76PNf9Z/ftLfeB/w7nvgP4brTsLbHJv/sTgR3XOrOBHLzph93dtkIPIaAk5i8cmHT76Z7L+rquOgvJS+RT/upmb+rP2sbkxf2bvh3Km+/Xa/y1Ya8+kefyaNe5WFSeQ497KX4s+S73VJz6Fn1un3D/7z5mIywneKxyjvwa/xl11Ufz9PxutBnyay7PD3X8hvaqn9thzx/VGz2Qn+Sx1/T3dHbp3gV46P6V37UrP5H+4n6V32j/QPlV/8xfeFHdYz+e+0b/q/2Ttsl72rYXfW6XQN+lW/114qHfB48Kj/4fSA1azxo9nwwm+u0Cj2P3H9Rr/Qb7bBfioeelf870s/jXeJZ7bf2uXwy8Pec/nT9cD6Mb6o/5kHzN/Q9kQ7bLf9LzWV+tHw+lX+i/XL7ofi7vXv+D/0ORHXKm5IEt0btg8F/he+E3v2zmovxLQLVKX+ai7+36Gf6V/5sJ+fgr8wZ9lsbo7f8DXp4Jj7XdTD0tfwI/kbv7RI/9Kij+3/QbSl75hb+Zo/7XcPd9bn/oq6Oi/5y4AIP91/Tv+pb/bugp8Kn2I947tlvdA5v+f9S+j18V/ra7vY5pnR/13iDHlzn+fck+j385YCf8B915pnbYQc+HTj/yq2LtvsfeuJvIZSnUSWzrB1t92dt/l1vBB5CQPm1v+P/EGIPMbPWsEhcK/fo1+TeWv/PiuNn2X0q/vf8u0e/Z+el8vf0b/ptBF4b//eu/zZ674d6bRyu9b+fyH4TT/Pi+bsHu8f/u0N6qnDjfArL7vxeCFx94l/7bNm5dR1/w43LJ/5m9p2Ds9p3Gvam32jt+rsioMRiUaVkfa9tPtcrv/tdv5QuPeXg7Of30v8M/276Y7+yjjuDCe+Bc5MPegX4o+Mrtw6/Vj+f0q78OY0z5E/wdfxrfc3eDXwSvxQceWK9V/U9wn/i/6T3Bl1+3BzfQS9/Jr3OI+m/Ec+Eu3Eyv+tTvU3/m6bbz+fWN8bnZtyyF/gt8st6GW++3NWTA1HDscy3Rb90db4pv+/ZuUYvhSOP3Bb/qf/Oo9B32z9Yur+X7XvyP5v+NP/jOizwmPlP8Zv4Xjs++dPG8xT/m/Q5HjJiGs8l30/1T/He0SfeSf9q74J+Ep/jWesbfsRrvDfokI7r72QcftpOdAsft1Xfn58LnmGn9FtPNhdcWtz3+K7IV3foPfIXj1XujqvH6cT/1DD7e1XfKt/wO9Ojvgq36pQ//D+no2qWc3u1737XP5tuP67VT8DrmfmRYvfiX/1a+df2Pf4r9Kv5s/Kv7e9g3+c71cd+W3p7m/xqfJFvS5u+s/LQE38btSK3e20azu6yEXguAmff8V91sUjcyrJXo1duR96vTrX2q9kvG6t+5tyHL5/++Pb561gQmjtXD0MPixyLirjW9jXB1f7K9yh95V/b9/TD/+nTpz8+6BNvjNQiuMqdtmtMvcgCQv52ycGd/ggh/i+8BFridbDl0apPvcZ3Yi2+qa8ap/yN8an4DD7ZGn5Lz4V+6BFc0i7ozTaHoRf/OQi0+nxMnKCclieMzfD7VMH9znvy744urMnvb1+Vc980xwUB4xkbiK9f//iqj1Af5Wp8TeabZFxW/rVtPtfPpQ85+YH/FHJtzbfO5xhv+Wu/rtVDXzGs7Wty1/rvyd+jX9Pr/lvyrHH31rlb8th4VTrjuszx1V60T/iuxQ//pw+Km3Pc18/K9zxfmf/RevXn2fKVw0MexRfr4aBO85Y5GzidnkdqDS2M1vlhjQNHdYz1/VSfJbLu8ZNL6I9SdafTbzucIzjrXfMnlRS/G61Gz5d//gn5b58/B+UTbWHxyPxe/Wsm4vDDly+Bx+ePH6d10XyWp47rBuEcPtyKv4TP/LVe19bv9lr/avTAEcwV6MjrNejW/tHxr/bWdnMtDj/98yWS+LNyNM9SK8ft9j399+hK3vPv+Mss/sT8W9ee2y6ZevnEf0z+YnHbRs7aXmx8EnedKghvl43AYwh4Uox8K3Fn00FPQu+n5zXpXITGhRd22knCdl3n5KSV/qz1s+gV6BFfdoQbsQhIKyewsIp/eTDa7nctBk56xMTJmLiizYUlel47vuFpLmbhVvn/KD7wj2K/nxK/Yid+j2sca9GPTZb1SPHor/G3TPCVYfAKDFd9an/RZxoHxWnsh66So/198D/GN3TWWK/6bZ+LavtPPpBLlOG3D9QH3Trp7uNFwzovavlgNQXv0caYyoW+7B581byZ392fYa/peX068ycNDvut/ST73V/GIj4HPgcOddPunn7RfX5e8yv86fZ0fM1//FjlER1x6vg0PinsOR96Iic/RT6JiJo2/sfmrtuD51w/lOaHHQro5vFI+WQw20VdHUd/HvH31H5Yb/63NoeHniTcap/qLwGvy6X+0GuFIpzKlwBsr0IPxXnBGpuj1V5re12IcW39HJ75F/5WpOTlPf9DD4pUqprq1Jd0/73ge4K84xg1545axy/0yRDnAegUz4XjeiK6U956as0+XY/F7nUYnV67vel1npz5QfzMP8bJcqFDeuBPfEtSfLbDOQK+OJ8V+Zr+y/VD879iH5ts1jSK6u5vt39Vf0oe49r8Ia9YwELPyoc5fWCnjoL9OnS//ac7+CPxUqKvR12uVBR/tlb6qv/N0O2I461g3O2a7k8xXslAf8fRJw7jZznXSAWeKT7hTpf1XZMf9Bvy4V/RqdLe4UG0q+neXnODPeYH1yuDLw8G3+hPQ6Pf9l5AR2NcT9a8cL6l38rr6jdfrzmmeD5l6/j70BN/ix3OBC7nzsmpXTYCz0JAs+wtf8efEyUrwXPvBD4LEwmxhtydVcw7r1Jl6J7ch0860esJIoXFxAvK+gSx1D1c3bM/6LLNRcF65/+pBtHzSbF8+PThoSf+XPTEAglutW754oQ8jPVOuuGjxAmBA0Hd+QbuDUPYKFzgoZvYjCv+cjGFfvrXYrtr/0PtwhSZMadkL2Ium4nb8cQHu/jreHn7ZipNJ/1n4xV55LEE17Wc9a08b6SN97fm3Upf208N40lywn7kGYprLM7G4KbdVU9jvutH2XzqWzXWR818ifWlnu7RRwl8HYtyA90T5j/Q3/To6X8d39MlvgOnnnx/0gasr0/W+lR/nspnvU+t0cumkNy8lSNxHhXvtSeyqz30el06i9v8a1xr23zfpW45yxwktyleO+mb1vvCJdZ242NHak2MOGvtDJL60WedXo/hi5sBqsf8l87gVT36rH+txZPnL+Ybbx4wP/M8FU9s2/nBdox7n8eOb1V/3uZGA09S5+unuElUa8K53PXea+MbsSnGp+ZXrkJom8uZ/vBXMfiNhVnibbfO4nnIY6X4py+Xb2iEDuE9nZ8eUnzO/FR/zcfbKPjHXPRcOdNs/pXW+32tH+vYyvja7ZqfXivW+gXmjyf+KO3F7bM6TtwsRjHGx52Hoz8Xv65vH28EnoyAEsvZmPXajnNUqPuZdLJ82K/5k9U9f5tcgTLHy9qZPUO/+A570FOw0+nxprTI4V/ITfqwnxz85bVJLhJQykmcRY7PsKeDoa8OslKcU9t8c3++Gtj9NV/W3b/kUv+FvyWPvZYfDjC6gyUdmuWvjwci8eq0L3KwCw6KP4psGYe4iOMCCfQWPl/whfWQTzxjPNTmJtGkT32puca18Dc/tmwXjowKy1nm+jrdF4tc/BCXcYkLPalCD35EvEFPu7TNiw4fw88FFe24OMQdxkNtyuwXJtWD3jW+4C7+Np4X8uYrQlY37Jl/quHPjnP91/FDbsrfEz1Bdz/8gUe3Z/3X/Mj+Md6rvAilPnGUarcrzAV/2zPf2lY/TzOaHus7j7fJi8G5HvIl2OVBzIX+iEtysWkjNuVCzi8hpzb9Ia8/cTO1+kJ/KEImLeRfx6VaHYF3GRz0OiD/Dn+lBwGVma/Ft+qhjc9rf9Mzjf/K53YosB7X6f+kvwxd+Gk9VR8RFL7Rn3pHHqkv1al/6FVnxXPJd8Lf9HJYapa6xYN6fbw2GPtVDh8o3jQO/+hc8e7+mhE2eKM0+zLU8wFHe3v4UQdRdXu9X7qz2fSXxWITgwVU6zjWTfL7Y1/vwb/y0HHX+SDGWbSe34Ef8vTrQ/H6zLHXY2Nru9CYW7HWmo9OFfs7aull3gVNcytljvOUdWP/4EM3563jJvK4yVCKh/7QbLvgVxTdlKeMcac35xm6AAAgAElEQVRRmMS4R7wN72t6W3+Mb2vjYMKWtvjrdrHZMayrMD7Uw0t7G3XIQ1aJ8Sh/U68Ee/7AtLaRK422P9ctXuRVLunZM/eb74Z8CWSVfFM8YY34S39UTd+VdojhZ4od8lfX6ab/FJ/UWOpKb/PXdsrwsEsbfaJ7nFmP7disz3hBzjwOesgnJ3+tB9WxjomODcrQFy23G15T/xPp2J/kiKf8wc/yb60R6Xxn7VI7+Nx+6Il/gFUA2Eg4I7fz5Gf3wSmBsqFdbwQeQeDsO/5k18/MKtv3XcD+xJ+72N5MxYmS/NekZc74JOf442RZJ136+sk6bEh26CihvKDgTubx5HicdH2yR06bsn6RMGyqP7CreYlN+8Vc5fW9ge4Vv/ENv2JuWw+80hWxHhpyc6h2vyNu/NQ9l/CbzeW8boBdl2fx7bjE95xjI57qhn/yMfCSfM+X1f61dtfTcbLTlos6fL98gmHeUZ/wIZ9P/HVBxe8yqP0cf4eNk4P+JGVdv1f21b7z9CKfFEsNVo5z5Z/lqSNPahyCV32mr3avtc0/9GGXD0VjG35lK/+CMTYrHzspblYg5hswnVjHtmfSsCudUchHdX7VjbI+Tr4RAr4cuzgHjYV1nPnnuXw3vnjK2+YbMXMjps1n21/rEV/JrON6Hu+xfvEmzQc9aY4sjRSoiydwIQdEmWJVTz5JTMuf/sk5ztpOvB2ryA6xxZwvHI8ndYpR62veoERXlgt7+KGP17VYL9q6FvkvUXGN+Tb5G7LoOG669XHGakRSedbHarKb7uUTWvEytyNWMJvGKdddXytF7MGbN9pGHKXPVcRd33VnDGP9HjkKhmzQuEFZpY135z3wNeNcR6xz19S6R4/zpCTWp27Inb0R4PXGRoxHop5//R1/z60+PilPT/ZGTjYcwt8au8BWx8gIsFpLmEt5E4p14l58Qx9zXjo+a7MulVUyZ2k4/oibtwVV4P0Sc7luEKjvnj3j0+PytUjM5dCsPzXeid+h32TXmZOXT0XX/rVtefuzriOmr3XEryexDI8xSR7Pb+WtcGROBpA6pu15YHyoY94CtgEHf+ZCM+qvO5DnzjfIgQt5IZlo64/1Yav3M1+GP6wbEoEnv+aQeTNsTrxhKHixB4/9x+ZZOaOD/fD3TKj1rfLRlk8xTg2nrxnEIVl+R+zqHfGKr+OfecV8ERP60FMl5qOOO46Om3GgwEM803onLM0XTPrjvHIbO/gWN50M9hqXnGJOxRuf8LR4AR9ZdEDCa/vZ+cKGbNmE8Yv8V/+aX8O/1zpgXGr8wSxwitrwy1fHWXHZ9zsuHU/8zYjyXtw+jCa9t5VawylkuzMJc9e4jzcC9xGISSc25x8SMWkrPZ2lF/Ur0r1o4Atm0h8dxeTLScqCAs0nYhaxmLwIUcRLH3H1E3i5HXMnFhqxQh8nVRYkDCKvDxco1F6sPR/DBLIcqFBzcQCv/Qrb6Cs6CzMLY9rTiQ8b+K2LS+OPLCc7+qHHQi//KOEvMjoOfh2HDtX2A76kc9T8KwY/SUhi+tL5tVIPHMNPFvG4+NVJpezA7xJ4qOHlDDNd32iXQG+DVcQpWj9ZoAF9thM1saoc9tDU4qNxRR92sqjW8TjhqnP4UwFcb5eKqoRcHIWfjJWKx9DjZLyC1kYIb9Jc+uM8TT7+Fh0m/W/vOTj8y37bHLEzVorR/ellyoXe0F76saNP+KOamyNjPLgg56kCeMVFdHoR/OCpj3MdlQVf6sM+nSpnddgrAtXIdyk55nN+13WSL7vgGxcPzAvJ0MZvPqNfvPQPeRyEp3wb8wo+xTf45E/mS8UnQkZONJg75nO0o3eOkxmKOZd1PIwzG8cj3pp3IXeMHzoSr1SI3gu8mq10NtcN8IhclA4uyiNmeMGgOTj8c6DrelR5gcylv3lRFLlSOoe/soU5jw+gWB5K8I34dKDiUPApfMdXr8+iE1PexEvOGA/xUOKmhTTQF/3Rm/2OEfscxw3Ykkt/k9n2CSX9y541v5j/7kMSey4RL37jB+tn0E3N2uxIpZ3qLzb0Uwb9UD/6g65+28Yfs0X8xFcx4kcUteHzPAn/1Ocb3fD0uEc7HM4xCTt1Hgt555n02N9uK/lz4xH+YQA/Gn+PF9kLfKoj4zpi1skzTBGPS/hfbcdlffAE3fpKqNvHX0qMX9FDPz5rTcF34vDcAgOPwYF/Cma8mQulSlXlRnUEPvgjvS7213rpN14cDzoNld6Gr4I8+nGk1GPPN148H+n7wk2/YsNubNoKC/h8Poj5h1GV4C883A8e4IUfYw5L38A94kTykDdf5mXSWOco4bYDVBveGJuyA270+Zow7YRo+MdRaix7tEtf9ONPfQ6+PBrtOqAK/SitQhv8qBMn5YOOp+sM+z/5Wuuh+mJMpMNsgXXpx7fuL3aiVH/4I4PgzYdxwIHIyzEOx7lviGNPdI8XdsCRG89hz23VIy7N+7SXMQ6/cJz/VSf923GeUoflIYYN6aRIJPm51qConxiG3uxVOw+qumybz/U9/gu6/C67R13xdH9afGUqKvvb+zj+v2sHyntxu9cBYhjNQT3as5OpZ9bXde/jjcApApXE0Jx35nN6Oqsu6uq46C8FL5a3HtWc0sM/z376WLDKf+4QstjBgz/M6S/thKXm6Le/LD4UnpRx0qffdxqRz1O/DtT4/Dl/rZb+7ke0kyUWOR3mAld+sdjZHvV8952Lcd3RZpHGb31CHxcyHEuH5blzTGRcdOA3euwHPBTbiQbt6nA/bXT+/+y9iYHkRpK0O9ynBdXgqjErBqnGP2Kw5aAY03JQjHn2mbtFBAJAZR1dZJOTQWYG/DI/4gCQyOxix/wqwjhLDS2XHXWL7wpIccvG9SqQcsGxWuJocsRxoqVLfuvFBPb44kndiBOmNGNvUm8+iaKrmGmjXlJcT7Dk55qotx5vOZZuPhXHn+uR8W+HI44TDdBsjAet1epYtXM94JuDD27uyC8cyaTnmKPTJ1/IaA1cMTwvEOpglbuerRi8yL9qHpVfDBe7Ikfc6Bun10suAuB/+ar5+7UvqnRRmCeX1C128UcYxgn+o771XS8Ze871kzzWIfn4YsrA5Q9I9DO+mZfw0M/6YobUMurxIF5wVGdkxEncvjhFl/HwzW5u0jo/20lhaeAkf9jg0I49/oqfd9uJyDh5/2J/kKL3Ly64dIxd5vjXn2rdoSunFfeCm/0qe8A6H1ADj+b9Qr3jFk45KTwr6M26ANC6XsZb58USL/uB45V8xjv3lcQLXEK+ijeyDtW6+M1FP7ml3jUv6sI0+xcxoO9ecaMfzFucPJl0cLGHmLEmnoCBn/nPHMLHT/y+tfNHvjaPLxfJzU4fndCxOvfFGfwcNEBIcKh/bkgnPhql5ZrEITVS/jTyoKGVeWkGvOg3A5obAhLyfPSclG9YwvR8YK6o/rTsd9jFn8cJYY9T6fG+6Bc56zboyoV6IxznZx17/hHP0rhx+knrJ3nUNwXn3IA/4pFd4k0dmHOZd4YV/thvNPfTvPakGz8VpUMc8xJd+NzbyK34rS87GPaDoJvjsh7ilrcsWlG/o1H3dUMrWB9/3Xzd0/PT6yrrOf5UZ9daNmPd8g2snA8kZx4YvvNnHPySD/ijXjjvgFMnNLID2Q/6vdY7RDaByh+8tkeW+USBmX+/yO+4jmrjqDs+7MNPn3igUxfyiLyPBt0Hg269dHxzJfuC6y7BT7q2Yz65fvib5Xftao5yHahvSuT6FQeKw/NPMXjedl0RWayef1CPVu/qLZADHTAGGRtcahlofc5zoQ31lv0sdbwaL3Q9ptSIbzjJo32KZhzqoYDGRD5pIx7WCLGg13uy65L5I/nwj50M8ZO5kPEeeH1wS9v74v+R/kne66xjHusO2vGVwYiLgJcW/sLy4f/sjNAUhnbVT+cln/QMMjjP/lmBN1egJzV2NQtrkt/T0Uu/64ef/qPywmGJOb5lsXnTdKC1WbNpJG7r97pi42WrYn2Fn82lNrS+2Jdx/KQHb9w8VQC1TjuOdT3Wzqs42bxkh7r9AqJW9T3m4c2CuHQVk/jqK751Epw4yPmgozdX5ZSTpj8ZFsYBf/fXtPE6D2KKf47xn4seEbDqQs9HehOLumWfik7oa//UvQDoyr+OiDcCxBKEvsLJyQWdVW/gCSK1sZ91XttP3SxyAuJk4wsMxkl6/tf1sXccPV9jnz5yBXqKb8kDPLA5IebihPGkrlEb8fd8xTN2J1ziwV8MTU7aeYrHfFvz4rhU47eQb/GlTB0zfw8XDGLXGinr+teFg1R2iQ/u7XwHRy/a2uPXcxA+46Ebi4HDVfIqNyU96qGX9ahb1/EYB3hl32bTr9jx6fne9eUCkgZO5B6Xlpe0/aNnRsXLYbytfUNa07gcKWZa5cs6rrrlwmnIlzisL0Usgw/P84oDtcKpY9PoL+uVNE7xdCylvyhQ15Ct43nhfafiTd3jkRFJ3cjBtIGjwcXn8g0MsYGWG7fRy3EuaqmZ6yQN5MTPzz/cZOx6SGfkxVxoIOvjgBfRtN7Eqb2UREsD1PN4Djzmp5EqDsfWQtY49Gg6zkU9daBFeugFeKTbv2IufvpN74AnTfyRh3O1O9v7aXfHNfz0AR365MSLts73Qz6SWT/zSWvLML771tHi33zr11HmCVTqp8Nan9hBqF33M398WE/9yJM6gaGxSbwDR3zO3XM/7CehXSP0DvsV+NRDOdKwW+OFx/yl2Rf6atYnDlMzD8v0tsaF6+G37a2HfQOgH78Zjz1fbNr7ya/tcaRmnAZ213xkXlcjnqJtI52yhmK9LfOe/TmBtt6gpcsxYvvtyBxP7xvgrfrxkzxtjJKa3bQv4zVwl6nQFQ+y2Ke3PW+SHvTFOdDKwXTqAt0K1T2wX/FlaP94DV77W+MXy8m5LhKwAqZ89acIEKi5W+Ia+pI1+5BH1bjtSYjrRuI7jEPh2t51VC0Tt+sQZOnJris9HCK1fgrWccYqWOs6ctysVb1odV1UFo65/VvPGsPdMU/JymqtVxnE/6vlHX+NB+Pf47j2+Fv08LTT5f38fnriH5UUaO3jHB34odceWWiOn+1ZgfdUIIuMnuVUfW0KoVlER37o3rS+sfzgT47ZJux/WXzZo7RAtA4Sj/peLzpj+dibFjfWX6TXPMG5retnzQ+8Ov1LTQLjVwADH3K1BzD4M/5jPYnFNxsoLw0c8qCNfaDl9tN8+xv86Msv8sGvg5U+yC2A03qbX7jEmW9MtFp1itP1RacFqfegw3eP/jE+ipknCETBTT1Pq3wqAP9gP5/8UVtfhCTeRY/fnGGo2+46SVFnyed4CLdTNr788Onzr8Jy/PSifaE8IgCgYsVVxXWOz+PV2PjzZMFAjZOeLxaJuQDsLxdTyYc5wSf+PknKJ23463zNlMz+htzcmoccti3/4BVPCvxbceb9ot9hTHzM9PLNFvg6po1e/n0T8yuc5eJAlHE7PqRcxGTdDPvoqaft/Nzk5aK6tOY7+XIPnzJgP/YD1CI41G2377yky+99hw3mrUqffLLOsr7Nj57jSZ2qP8ijF7z0skMv+foJVeuuXeUr3OTVwpDOXzc0Nb61Tpk3GfuBhUHPF9cLQ/FY256nOs6FV/IctrYrKnE8jFeVTN3stytLGFkHYHmes068Vqr+h/phwEst65fj4nTfedlOurGvPNCe+hyvHwKBE31k+Jr5X4xnYpHP2A2/yoG9iw+NUicgj3HM+OyONzXnI6DE4284tC8ryF/2yaEfu0Pf+NInF8bU+4h6GrHmQwho7wmSZR7CWxt5YBO5ZszhyTG6uVlBETn67J/4tz110c1EmuVNhJtUk//gH/TW8SgN3n/5gW+8kUs/lVbvOS3ZwPGBPONcsflpJnlrvOaTxuCrbxnuXT8O1IABIvMfWeq5+tdgoT78m4DuRMGZ+5b8pQDiM19iCH/oie960gPYNIemFVniK7r8Ea/5sYcuBqauVfwPe4zU7F92uU6pfTmIpVN6nY+AIz3Ne3A6zzW+iVL+Qgcn+K6zprHnGzhSYL4xtxJfbN2/pj5SxM+63lx/8cj91//wNXkcaRw0plw3oD/ib/uiZ/2pE/Nhb64n9l0H5K5TK3r94G6h8Qg/Df8h4TqexjMu8dI67sKXJrjSa6lVVnv/ucglLis0TnC9B7M2+BkI+FrbiR/c5JVog7+Ou/Ua3PEIZ+h3fPFH3Q/6sbvsZ/0H3kHvFfLOf8SFf+JLHAsNtOO86NvtqTs98XcRF7XQwylFVlvpNThkCYLjmg519Hx/VuC1FcgiG/OvDWv21azyYm7Gykd12pfht5Bn8zC+AMs/B1netS7KY7HjVwum9esEzqf+tJzYvaxWnAZJ/taVm+B5/YnZy1H82hSs1/yxDrNJwEdBLX0uEthIOaHkybPjJZ5lva922Cf/4QfcBBR5e4q/tS97UDueB/k7Rt088hV8X+goXnpuVBNPoQGYzbU8rn7jL/Ef6AYAl5bcVntfdHRN0TNO2616TqfrQYxunSN6u3/LpR8MfFNPbJ3v0hfYGJ5hE1v3OOjmcRHd4Zjr3BZG5dF14+lZyyqOAlrxB/yCu8uTTfGDOU+icb/a4Ql6xEcdyr36ICFvZvtfyBE7+PCnfdlAv4bvuvc889cm+9jjjt8OYcdLoVd5q7qjtvE/5pPGN+sPfNpq73qI5/GgR6HbxCuLEU8DDJwUXHb233EkXm7q9jzr67e6aZJN5gRud5poiT83O77o7EHK/IcMRl3k1k0PeAyoL5zVu75iRTfyQXcefLiWeL0viPaYqZaJ71C3tks9nK90iR3fuUg+1S8GDrPWJTGF7b6Sg+24IXXgvIZeDiQa8xs1aKu3AuMigJFv5OppV/zYj3w3vdVu+oNb/teeY/C8ty77DrT9oKCWOJLW2sfeisql4oIrO3B0aHsduPbqGTtetQ56z0SfenRve1XM9hDdSl7EyC9C9VXvlh/wlv2lExj2jJ9as0cPrzPhsOJzPjpmPoG/3HAN+xWv80WXto43+1y+lYWMmqDXqu5zk4m/tZ6mpZh5gH3aVRyuWyu4zhQ2LQ5FH+IT0GV+bYefwi2PwAS1cFpuxZIc8Hf7+G/8+tbE8TrA+4DWf/kVvieI6iCbisIlLLrzmvw+mozyRB0P9lKocNXN9ZkPrqj9nL/am5w4eg1XneMx7sIvWgwpZ74n8PHNwSWeQ1zC3fHqTxvzCQXfMpnryiEYZ8ZvnurleEUQlqeB9GjjvNs0PPyB7U5vBzp6ARJdw3HUL6r9gbH821VrHe1kiW+9JmKcc66ZdZt+1vgO+Ukw8sK3E7anyh+543ZmFqz2MNY0TVtr5vMReeHXOk4c7u138qO39hzTEm9R8/10478mj1rotZ9BlHzSx2DKzSzadPs8elbghQqw2Fo85l3ovW/Fof+Hy+V5rO6a/x3C3Dxh9KZC5y1JX3Pi4sZNTPO5YFAj55EPgqWFogcn4joJlWL442Ibdiuu9mbr4oT1a92uuzcL6Y91XbB+JzbjNy/jAxn9FrVeeTz5HfZ1YHnX0ThDPk9GxeKkWBdWjlM20XddR0HiN/3iR4cjnj0f1AxU+tRtzddPWOD1CT75D7yYpW/7Jj22K97JXvppo548WiZP5od6/yZt4NdBrNbe9Rl6kghmga+6rQzpZuZt7GF3wG/sFRf5Ib+u9OADrBwGTh8MOvGCI720EdewlKSDpC6GjbJFhRj+qc6te+kX2eL7S+oPT69jXAW04lTU7V/xHusR/eYvOXAxi9WOH/vw6a1XUH4nv9KL3/ZT5Kha6hDT2A1aB8nXNXC+tS+hs+rbX8d/sOeDOV2A0/yhhvrkBc1e47ksW77NkpuaxHZ4ogw+daeRd+fZHI974q2L42180G971w08tS6L+9xEwOdmquoIVVOs8pR75oGZVYc+LP3GhVf6+BXR/oc/pxMczWrkqLVdbuZsZ/OSt8XQG+vhFK+QOhbnvcQlOPtzz5taxCO+Ys93JZF9J73tWiNjttuvdOpODuNr/j0msSeQnIOsb/xkXXG7Tgk4/umFNerYjunsL0/4Rdh+jPwcJ46iD3zplYPE17CLdclTwNU/9q69+vN8KqSBJ4fop02c/kCMuvRNPzpJP/1qV/Ked1OQo2Ne4mZchDrycr4BT10573Qb9VACycH7b+SnvvNVN9fPNLarngsADnzhUJexHqTjOrUudsaDD08vzotpEpvngknZtFi2cw/AOu6tARvbbny4AT3tc1R6Y7yk5xh8jp77uOXENeGNHJQRT/ujlux/vull3KUIjz1qfCjbcWMycNoePBodP9WkYUdsydfHUqSirjcyGrgNEFwXTKLQkVsf/qJvlIVGxyT4Pqj9znzehBr/xpcONPnyGvFaV297fKLHuQS02KNvf3ioRt9ZmjHjjkYrooefJqMHOdfLgtuKQz926T8sZz3XuOw9LhLf3rf7IQ+dftz4A7q20Fc9TiqIWYyiw08ZVsTn8bMCr6wA86tVq9/puYi/C3lvMmw2WUbE5VUwEqmD4tc6IcWxvoqodcVJpDGNd6pH5Q9+oRbeDKPisJwNVIJ8On/wZ4O52TsEIdZXy2tT8bqWwBcf6sHJ+kc/2MZN8uBKLxc9qI0yQKgdaKnHFJlPts2wXr85h04yeeDfX9+SDvkGKPLyo3ogU7vqnU+JS85vyxgD9FU/11HH4zf94o2bNJQUw4rr39bCV4MPfi5gUs/DuGIfgLW+YhZ7w2/c4JN5zA899nq5niirIc/NGE71/zF+AyhjxZQa2K6BuzMufDfHXxLePQ4I4JeC+/zDaPi0X8lKft2D45sBoPgqPHm2ITX1uDG/1Yrd3lTDFTd+rWft3V/iLP7ql3HjaU78gvtoXmOfkeOo6HI84yp+h+NOKdmPMjvU3vZKkHxpzltARZnVdhU/nOkH6pgfnLTMx1HnR/kufhPHwO/xdh4dwaib7HwxJ8f5Wj0ffP7yww8kXU94eXqPXB8OpHlcO2/7oQ4SBos5ej0+VQHGYa8b2Jau8doRAvAZb3kTNvvYzLPXE1fUHZP1dJy1Qh3HeOFIzfZ1aL+n+EccE6fiqDjZ3yrPeROS+QW252PiR1cvJ2Be1aHdm81xuNWf58dBLrwD/RZ7DDu27DvMiTEvJHa83aPq+oiOPozM09hJ7EYdwkN/xKmD2nOrFsN+aEw/HGHnODTe5/V9n39yW/GJf66nGo8uAU78Spz4XMcLHPwnd/9cTMrRd894wGvQzD0KAitPTYtuS9kYE//WM4CPOd83lOc7zMSPdfys9R15tGF7OcaJLWA1BKZcp44BUckrJiuy5uBLMGoDvawr5LUeqg7Q4LiOEGojHx2vccPP/kIs9mN9R4JpzT+Rh7yh0dMrY0PUzicJjryIq8ZRKj2+HJX93hvH0pK7GnI08gFXeOZLb9ff8SZdFuAkF4ECPOImH/O6j575Bqqj0Ky3tMItCm552/URlOSwrqSW60x8xi9oXD+l4S96FbcVZhQM4KiMy1SU+aULFiRRrNexA89qtcc6DuLBiJZ6Zf4Vd8hLT/W85Nd44vlFOeNxsK/xgUU8Gb+9j/ylHhltrS/0D/9R4+A1LUFENzRlUtkO4AT5bM8KvLcC/CNkLIZ1Fu30e7Hfaxf/uQHkwjXxwePklAtSfKDPSYK1wIbDeqmTDgu9N3IWfdvt+Fmsw156eeKcf6TtkIuw8OfNjZ1ObY1BAZhmafJpOTevbKq5cKj1jFWyWv6FVbP74gHcxvc61zEXCrZHTy01uoyzVE7vxJrfLCZWvr7n1rn5OHlAiJ98nSsX6nql3jMTW57fFtzKf1pAX/o/o5iTb3Akh1EPCk6jTqr5Ova5iKiBKTXrqZ70b2loz+hlDn2Xn7DzZLUuonSyjb/EK3vm5riZ2fCpPfHv81dqffF5xqQmjA1x7vFit7bIR3wSrjU9jA8yvbi4OM5neSIvF0ZzJd+yWR3dHS+1A8PxdG3W+eW5LnnqabitNvBin5rl4tp7gvTJh5Y1RX1T2xYc1vcV3jr+trl6u4gNtbXOx3w1Zv0Ev+A07vptJS3jkb3EPL05B+TsC8xljv3OnKmbafswsy5uyJf2RX+tpJVNw0/NgoXgPl5hbOOc/WjGm3/nghyu443Nur8QodcsY7OOl/jRIzYav7OnDonF41Wig3xhuVbkBXbWSfKEl/1o5WW+GH/UsM43Ne2v67f65XiP7xG9279Ep5bo7PXAT/ZMzwnR5OSxou85hF7WN7x1X6qvNdf8sZ10mTdrzZyPbiqYf6s9qm7S99h27ff8o5a+8KYNN+mCGG2M0RL/yHNo1cG6n8RuUxkk5+6v+sck13ogXPOGznxEjz+Jp4IMHnLbey32jRbzmQS2/Hc/yCvRfV8A9b6tOMTPN3VSLuZHxht8dK/2EKNnnCA23eSMKOs08VZ95BGnslv369R8tSeGMV4iiOowL/Hd1yexx+/MQ0QnmDmP/C3NdVnmT+p1heGaLQJi9V/VgLfUKfGN69eu574mwKOG4Kzzc61L1VRzzTHq+pZ51vrxuZ7f1vo5VMXlmhOiXtFFljhH33UAn7jg08CkjXwgWofD6OHHmpssPOJNLLbTW/abNX9kNLy/NB5W+sjbkudaN9Im5dQlLt4Qzw//3/9TiyE9YD/++ONghY6TK/qnH+cm/fvvv4+BKBDCmXgD+HnwrMALFRgn9WU+MouY9EzPzKpT/4lyFnn8/aZN6EfNdcfzT0l0TDO/1w/xsh7+8fuP//j9N+mL/vqb6H9yVKviy7/+JdlvYxMBD13W2T+1un9XD/Lv+BPuV+P9/o/fxDfeku8/Jf+t5ejZPwF/Fb70OTkRDypf5VNRjXjx85Psv/zGyQz/vxG8L5Dsl3hFMy6OXsfWV/y+MIPGlePhSH5E/KaTO+UgjIq39pdJ13hKbLnxyVsWP4nzxXHKXvjgETebICFIYPQAACAASURBVDUBj/rhFLzyqgPp/oaeDiue1X/5G/6lC07yBx/s3xgXTjQCSN3RIx8pu/6AMw702KdHf+AhazzXSXWlbvZP/ztxQisOxUI+qafrJVv6NNuJ2Hvk1pcg9Xb+5CNcamK/0IrpX/JT9SkD6mu5ZMaRHnOZOsC/wh91EcRvqknwnL/mEWcnfFkveJx8O/9H42M5joVBTfpsZzyvm3V8pIZ+1l/qP+r5tWrwm34m8qP+U3SV56kn/8qXmmW+//4j81t2zkPxMI6yVWiuN/PN+0HjYUu86HOMP/TN19HXL/+yF+JU6RC4LkXX+HgccND2qbdp8Q54iqf2o663EG2/98L7UXE5Dh077h6Ptc7r+vv6RfuH/FU85Fv7gtch8Uv2G/6Fw3HmWeaP41YcxPu79Iaff/4Thtcz6wz9L/9XdaEkw99POhIudolXYs+tuV8UPvvF1fqBd4y36vS75kXi/V1z48sv8t/1wL/Xt3x7fYgmTsaIft2f//V//9f1r/lA/OCSE7Gbxl4v56VeyRgHOfOSOpPfP9mnmTftxxOM/NETnussGfOLC1LioSUPdIiPetPfjXfiSF/6S/y2Lxp868mV0jrkEftLOf6pJzHqPPib5v2hHqQhw7HOlCN5ZH3jlzpwXqv5U7kynuW3zhPMP9eh7fEH7fkkRaywF5N3z5Gy77zEc5yyr/FI/bZ8ZZ78XS/pg+N5qTXMmSj7i/1ErliqvgXA+DIu5O35OuQEopfsiJ95oclX81CmXmfyw7wEj7E+7O/iY/cvzYvsBz9pnf30z7q5/8I8ZTxka/t/zfkEf+yXLReUx8fXGzr+XfWzHnOXfYE8Gs/1lE7qY1o49DR6cJjf1MjXPej39RNY+P/R10fSUA08D/DV9sQjy9N8wdb1+hfx1HgTl9dCrwfWK/u26zPOf8KTvkbdB15fOsQf9RnzUjqmZcd1gZvisz5+FJhUjD3WIddxiivzCbnj18HIRzzz04MjPMuJV9eL2m7n+TV66Rd94gu+Dj0vvA80Hjz2qZ9Yh4yjlK2f/VVyr6vWBy9zy/MVuQIb61XxwfB8UE3gs086X+VNXiy3f/76/6QmX31d6XHo8eI6JPm7vsNO81tx1D7Aqup1Jj8/aiSgud5lLDPfK/+un+Io/4XjcRKPOODnvDHiVxxZh6k/54t/co4iDp2XnJ88M3cZH/tTn/jdSyB1yw/86O3yl2iA9CIOj+Po5V95hO94oaXr/LDrttPN/tebnvivYOVUyXvsZxAJhv7ZnhV4VwU0iddP3t6F8YlGWfR3Lnb5Hb3zd7zI00e+0+Gnv5RrPfqrVtSWTTrK6qOffhFdHkYv/aXSgnsnD3/HCZ0+eunDTx9++jt+5Hu/6+909MO/6x/pRb73O94u/1b0Iz+P5HdxxG6Xh59+l7+VDk76O/s7+R3/Dif83e619K53hxd++tilD/+uf61e7KOfPvz04acPf+/v5Hf8O/vX6u/2oXf7nY5e+sj3PvL0kYfe+8jTRx46ffh3ffTo84TJF6F9g7HKc7G59sGNXui/Wp/409/FfycPf+93nMh3fuhH8uilf68+T3OvngQHL/3uZ+dHnv4k59x/880sbKKfPjh3/Wv17uw1yT3PfY2n65G04O595Hu/64WO3h2986N/10c//Z1e+K/Vi/6j/lvhvRfnzi789Mljp/PNizyRjzx97NKHn37n7/SuF3n6XR5676NPjyx78T5PV71PPc665aZex+vNvmk5X6/j3xDLD+M3/rsRTmhX/Qyi5JOewe14T/pZgVdXgEneytU/omuhYnKtH376HS/89C/L/bOWQ3yxq36X5yIt8YVOH/7eR54+8p0OP/3uH74Wsm74VR3Vlq9TjXUtUfQn7qP8k+cxb7vhTY1xmHhv03sUz7rp1Xgf8R/7Pea36+/0nk/kez/1Cv9OTmXWuM/5HvMJ7uv7I37sZjzvkwdn74N7xz/Lr/1P+2t5cNJP/WO97uR3/DPO0X/GJ3o7zpku+51/Zx9++vi7s49e+tfqTf1H8b0sz/y983vHj//00Usf/lv71Ct2Ox1++vjb+8gf5bfLgxP7+J/843xCj32Yb2Ct+yT7GjwaH87SDvJBX4/PS/7W/Sa49/053qP9R+XH9Zo4En/68Pf+Th7+3r/WPnqxD33uj/mf9Y/y3T7zwx/uIFRb6xv5jhs6/W4XOvamBezfTOv8zzmfy/qcP6f+cZ6Ff9cf8FFSW+PP+hh8BXyQ8+0WBeKfXNi63pJX8EMPHB0UTtU38r2P//BjHzp9+Of+OH7RT3/WT1zVP9Y74p/xjvIz3lF+tj/GE/kZ51ov+unPduU//PS3+lzPa7yjt/exS38nD/+RXsZ/15v0y/FjT/P+zD7MujHndfXa/WN6tH80flUv21G31G/vwZU8ele9hRdvb3ri78GT87TQax8ZwT7bswLvrQCfhDOlX5pFT/nr65OTfZ76c9HxqD3r+/r6XtXyz67fVUxv4f3Z8f/Z/h/V6s+O7+n/r7s+uajMTT4XlnwQkPbaJ0yPxj94d/0j+6f8rzu/GPN9/B7R+zzZ9d8q3/WPNPMdD7Pt/nZ6atbRW+W7/k5/FP9pv1egRji/288T/2h97/VPnHf9Z8fPOSH/lsHh5l8BefX0hwJ38b3APz/xzycIMQq939yv9BoUdsebfsrzbM8KvK0CWVRj/rV5ZtOUl2Dlw3nKe3NI3bRTcKHJk6TDk4Yu3LN+53lUm+uZD+fd82up96fgV7jjkqo/EH49vdh/dnzfO77HeRkv08/6uALf7fxfxut186sM2myuE2X5OvuaEG+1Zx/mBp8XazRf7efi2Iwxz94fHxCn9T9wPzc/ov7M+j3x31Zfht3j8QeOP67u5p8kjmS9vvvs+D4b3/k6q8ruv33+1wCrFr3X+ZscNewe/e+9Ph7PJd4/enzL/8UTfwnW++/orT3HtKyvoub7m574x2w61Wai0Zv0McjoP/tnBd5UAZ0t/NTjTUZP5UcVyMXSI72n/FmBZwWeFXhW4I+pwHNf/mPq/N/q5Tm//ltH/vvI+zn/3jkOd0/8dX90fLj+Zvz5xH//ZCD0VT+f8D9v+t9c8qfB4wpowrNZ0Krf6fDTP+XHeqUu3Xc990+8n/VNnZ7z58X5o2dFT7m3o5s6POvznB8vzA8ejpT4svf11AtyntW+ZP+UP+vz0vy4P+9nXj7r91L9nuvrY/Pjrz//sk7u+o/Vh6fnx/knur8qQz/vt4sfmlPGqndF92ll6IV+0xP/BBHj0PzTB/U1joTPNwEY7md7VuB9Fbj6jT+z6zmr3ldPrPb67fT7kV9n+VF/H7V/XZTv1/re43uU2beO/1vj7fF/Nv7u74+m/+j8Purvkf0u3+mP1vdb4300nt1+j++j9CP8Xf6k/9wK7OP9raP5q+N/63r83fA+e3y/db32eHf6s/29Ff9RfI/kb/X3UF/30Je/8Vcg3F7n/js4b4hvPvEfxv1Jw07HCT1tpXPTn5v99IVR+nX8fH9W4HUVyCTOfMPKnxz2dMqsOvVPuQt8qstF/VxPa9eHAhxm+V/Zf1R+OX5xlDheGL9L+9ilf8H+o/G/ZI8s/xqx9XhTe1jPUpuf+H7r+BNA/GT/Dr3037q+nz2/LuP91vVb6sNhytlu5rhF7xv6/8z8OtwRP7QvJpoz8tvz2enkjb1ed/VBbZebRqB266/Er5Lv+Afc4LwQv/V3eQLb7JuccW3ymK39Ht+r6OCq3/URnfGLM/h9cEsv+Mbb9b93+R5vEt3iLpInZnUUtYf0hnPSf4P80fgBdYffbi7kyeTx/HgJPyh3/pFfxt+G1V3VtyStpvg3uhOb8mIM+q8m3+Pd6U7s1fkt+lX/Yrza/qP+P2C/z5edBvqUx5LvW+UfxX9k/0jueN8a/65/oq+e+LNPTH755eF78aHTst5Cp3/TE/8YTafaDORt0jOY481/LJ/9swKvqIAm9fM3/q+o01Plu64Aezib8Z/dvpc4PqsOf5f8/i55fNY4fy+47x2n2KX/XvJ5xvGswGdU4L9lnv+35PkZc+SJ+UIFbp/49322TN95fXl+4p8w8knBVc9Nfd3sP2/6U69n/w0rwPxquOof0ZqHL+o/5d9dfTqgY1z7ON3R+3y407vjP7L/qLwmo/+MTW/Nb8vz4/6HPx0QR/50WPE/iv9n2y/jqg8J+ROVzu+0byx63/n+wCfoNV8q0DF+h7iTz0frH5y7fsd/RN/hdPDqnI9yJM+6fngpz93fjv8nyYn9518938Z1kdN4FE/lmj9rxcXax8b3kf0j+aN4n/KPjc9n1+/7Hl/24p90zvn13//ezjuJ+7Pr88fhs7L9J5JriT9Y15+UvzaU43z94/I/+k0cT//XdXlDffLNmOXJ/rzvVn3hcx5Z9JiCO93T8tS96Ym/nXHy7hZ67SN7PvFPJZ79eypw9Rv/HYfFNWfjLq1F9pSf6xLOs36fN3988cOfT9Sf69JunJIf+j+i/jjkAoz2V/s7uq+pD3nxOzjON+wZa3uN/Z+5PyRW4syHF+t8+UPj903tzw6JGF6qyxr3S3pr/M5xjJPWxLhUDdq5X+3P0s/f33efxMNa4nrnK+v6LU319e81+dNWelG3j+YX98FJv/ND7/2u/5QfK/CszzvOjz3PqSR/xo1zH+vFtN7W/eLvUN/s21+/6FuqX4775kfzc9GWt6risYaL+HT4Uf9P+5dr/dn14UPyy9/4a6R9/tC6eud99vmJfxZpZlFo+nzigGylw08Q6Qsj0zWIz/5ZgccVyKIa869NMpumvAQrH85Tns3hs+tTlX91/bkI4CZDNwH+pHy5KMi4pa/N7bPj/zb4hVLzzvF3Xmf+9PeZ+eHFF1mpr3r764D+6utjzc95mlGfhHP4V8iv4qxx4Zi27nefOT/2+nDOzuvwBCvzp8Ibt+u7PTRt7df5Fmz/nXppDb2P4jfQwKswjP/R+p3yUY1oR9zyfOXf9hHYssa3UHacUuhyPIy/4ax3+CZB+6M7xtn4bfh3l3OO8Yc0S74cZjj+DvnnppORXvNKnn/k+HeZR8eHh/777dz8q13V+4+M71vXh5wc//hwY36Yd5dv+Okf5V96FbnrpzntD7n1QGHmM+XBTf8I/ylnP6Zax30h9J9dH8ehADl3Hu63iXfhR2/tOableqKo+f6mJ/4xm041+VWdSR+DjP6zf1bgTRXQpPaTrzcZ/XHK3oQXdzu9iA6H79V7ZPdIniDu9O74sUsfvfTh7/2dfPD7BMaTL31MvpsPOvrph+CdB8FJ/wjmtXo7ju1++lknaZ7489TjmGNw937HCf1I75GciwXaL698khu/r+3jP/p39M6P/mv72KePHR8icXLME/9dHr27/pF+5Hv/XrzYDTwdMFf4lsj6xH/XC/3RPn6DA50n2dRRJ/Q37b87XnDTI/9ZuHcXIaueL7bEoH9vexTPW3FXvJ954q89y08zN6DopY/YdO95uRl6S5473iPcyNPf2Uf+1v6jeLv9Tiee8NOHv/e7HDo3xb4B5SJ5NxIdu/S7ylv5sX9kdyePffqX9JDlA5/9m1yxT/8STnRe0wcn/W4Df607+8hVi336XWfn73T07/iRp3+k90genLv+kf0jeXCjl37nc7PFufylOY3Nbh+c9I/k0bvrY5/+Tu+1/OCk3+12/k5HP/z04e995OnfKt/1P43OOYP9q8+fa/8Bv/OJ/35SDn3VT+dcI3zzoD6Qz9P0b1EBJnknUv1O1+aGyp8hX5+I1Wasr8gqZl5jvazxtwy7W70kLN2DnnBWf2u+/l2zMK3flzaBcd9+O5TGrRgSZ8WvG8PWzbl64HCwxZ/1D+7Bj/SgHY/iIr7CqbpgB5Z7wzY99DKe9F2Hzq9wVjneH9DtD5+Ji5jWehZKyYNXdV3GQbGc6lKGM7+FrovMY8R5xglO6uA6dT0yHmVFPHXEe9Wz41n89OGo95pXWas+5dBoxDX4B5xj/ogOejJ0/qlny9f5t+rX/GgHsuGmVkEe6r7qqyJHf7t/aBnsdbOdBFVv/NVR1avnOewLfHMV0zkuIjuOd/AynxMHGIc8XB/yXNYTSmpjPA2vOKkL/tW7XqXWhT7i7v6NF8cQwgh53R/lrlIr0hlffd2U6ivszgPgjkMGwS0Z9VHdL+uH1eJPhr7ph9v5Ol5PqIk74pBO4gGp/C54MNUSj3viazywU1f7KXXpl8XBbuBc4EvR47zGQ13UPF5b/PAzTvSrn7JCo+LUiANyjPOAV/VFR0XzxX4dw28cddR1bcd5WYq8Jy7XH99qa3xgH+h1/KyNfmsQNx8kOrbdrnHl4iU8x9m44OSDyTUujhN31bMQBy4HHYP1OO621gGW5S2LvYzNpyaFXwqRF7zW52ZXfPmyv86/44CH3P6EGxqI8Hd/DV/1Ck4zg7PPt5Ef/jQhrNe2+KFl3yeGMV7mW/zi+DBFBk6pj/jl7Fwvl36e19tE+a/1C+Ksz6z7nEfYDj45xV/WB33nesi74ePlsB9czVfj1TiO+gh32C95y+ENv5RGvCIP9uTf8Ttm5Ci4vjroPOhhg7PPD/NbL+sGncwB5BXfxDucf0ph7Bv48nzCqv3FP0gTD+qa9r4jnBfrX+YnvGZX57zr/tH7nOIhFloPt+2TqwX4zXiiZ2b1d/VzvVMH6Ttu+XK/2HOI2kF+EU/0Zn8/P67reYz7sv5dAOaxx+uit/9F74qGRxvroch/vOmJf4JoW4PVJOLiS8l3EMg9WFF89s8KvLECV7/xZxHVtvBGsG+kbv+98WSu7/N8fWKXTYQN1m1JYH3yYxm4y8aXkNHD/qCfzS9K3aPDKy0bezBqFy0pcf6kE9NPPy8V1frlCTUXeXAd7rpBsr57Izx86pyaECvy1kkcoyatF/7ar09r2dj3uqI7cFbD5Xgpb3HXuDIGi/7Vk5Kf/83T8dSkEakLdV32twXm8jC1X2MG7Wdqzo0wbannV30rgNrHs+UX9WLe5ffF8WHd5W33efcb/8XEh6f6bQrxRy3Wk2YZfz19oyBP4jcY/VsD/BYSby+3NZ71ZB+r5Bk/V3Hx28uv+u0lLR6JnVz2dpoPGit/aLEorus++uDm6dui6sPECOHh1npzLoNRK62mgr61wG/HIWgX4w8763ytD/xH7Urfsfecr3wUH7Ri8DgdJqTmb//G3WzFt7b92y1gH9ZyJWkT7zOa80E4jS/+H3xDJfm4p1aM6RYTebima6CvOD7FI5vMr73+WRc77LqnsZ+ByXwce+6hHhp3ySgI+TyaT+Ax76/a6vcKJ/Ff2a68U329b2XESnPdj6K/Ylwdp7bjvCQljj1/BI/8tP8L/Jdf/tfzBT9XOuQd7N0vcX7RvgPAlS36lmeXyHj1/EnW9t37R+qMbdYFx4l9rOXGQrY258w5s5mnfWyZH/4Nuc/Z+FrPURMx/tYYp5QjasD1ARqPG1rElrh2C/xRV3Ru6678yJN2uU66vsjXuNe5kTVMOfLNKPThZ72vsVh2sXejP/YUjwnngFTfVmNvhUr+JTm/W555wvztsYT/69UYLbkabbG9Ox+hd3e+Sl3Quayt+OueXHHVv1FiG/mnZd6YeOHN9uw5bbeqnuovoeuzKIUeOOioJnvu+57iMdd4Zv81pMeS/UD/vfp8vpx7O67VF3ndnkOYx8S65PPph5kf+NWx/buvIQidOFLf0C/084l/lABbW+g4uaJz058NL33hHPFW7OfxswJ3FcgkznxDj0WX6ZlZdeqbceK3o4/Yl/9CZo5Dc7HMBYA3T9HZONCKPjdq1tOFCz2Ni7/Ii66LVnDAQ289+Xn9STH1sB64P5Rvy30zAyqbriJQjDQ2Ri6avvhVN0G++FEMh/jR77jKvDdCFa3irzzA9MlIGSSe+IEmtsQf3YyHcfpCAN3gRm5cxcEmz4VY8jMOF84cqF31Vc8pzz5E/r7I6nrlQoQaJH7wuHij4dtx6SLJ48pYd20fz5+KLLgG1Btcn6D6pr/mTPlBlw9h+KR+2Mln4ks9M+ZgJv+Ks+cLPytQo4aJMwf2gV0LYr/2e/3ACk71dbsOvmNhfJjPCInXfgvR7+If4utx/1U1GLg4URtx9AFdxaMnWn2xQewrnu3EQ4+Gfy7ssn7geZ0ptuB53RLnOr9GXPOiCO9ccOBzrb8xwWu/owcv61E14bj81wcM9s9Nv3zTHKfGi3wE5RM7fPDc6428XOfeNzi2P+Jvude5jsuqhkLkpCHUhn4rRr/WSH3gUPXuD7iUI7Vb42GM7b/rOfLtuNYPSUiDm07wuWnxuEmPsaHVxVzjURPrqR4//GAdsCseq898lvgjx0fmiOvV89LrHBkfVhSM4t/wwk8vBd9QE4+Ovf8ID9yMnXMSDv6Je+wv3q8Uv3RptX5bzxwdd01HPYYuNajxA9f7n2Tl/2I+KTb8MI9oQ7/rS5r+wI88NDezj3LsvUx82qiLKehwKm7qNeqrAL1vyYfnLR9iCMd5yh7E2Afl1APYjTg8XsrBcQnAe6Qw1/2/xjH1LJ/4ZTBHfTrvWleFh5vaZ0XLh1PGv14jD80340s36x27zHt0q1Jw1bA3kI7VH/Sa73HJOLR98vT8Jl/4vRcMWOD1Yp4N/cZh3vzcc4ebOepfdjUPsq7Axd7YOvY8ky54jFA+dM4ovNSTd8aDGvl8HCz8sL4dRfappe7y5xxkRzMOeRkn80cy1WxdJ6kn+vh0/OqrLn0elu+Ma+rgnOXH9sasfdYxKObgZPxqLc/rn+BQZ48rMRtPb/TV2Tx0ci+65olCKzutDXyP/YM6MD+Ul/WtVwjJNfqZj/7QToDkRHzhH+qCQzV0vjIvuB7sfOEzZ2hocYQea4dj+5MurVCu+kjKft1nMgbYB7PDmf4aefrvOMoIwxEH84vcvLa7TlXwyuGwLlRbZ0EuPVfm9WLNufx8DVf4qXnW46K8PTe8LqxhOdGlLuBxjK3nr2RrflilOqPvg0EX9NTb5Q/pGq+MW/VzHKEdB+NKPAkwfje62f/4nxykd9FDqA+99jOIkk96BjkhatAm/Tx6VuBBBXoSo5V5FwutQbfMqlP/6fJ43H4zrZi9MRMgG0UCFv9L5zM2A04CaFi19bGTXnYWUT5JThpO16P1at3JhBOjMSXn4gA9wNFT82Y6nNeJBD6bWqGiVAr5Wq5j682Xi6no0bP5k6N16Me2Vr4cV/TUj3rIh3HaFz5Du6dubOLInQ/7CaHVZg3UepFpaN7UbE/fB3TG6d4x408CH7cN84vM60KA+GscC6Zq5fphyP8lmP5kS2u25IVX3OKDjzxfzc1FmryZ75MLOhq72M94VGsusAFMvdCFVI3cN50cHaQNENQBneMILRFtqBUZ9clvhTKrOPBbtT3Gj3Hix4x46BnO0O3m7OfOP3NQuJkDHU7FZ+BZ75rnZFktdXVczWP+UAl0XU8BclPgfHRc8099f0CTXPGLju10PPLselrG+ICnECZd8WHvNUku1AWlbfzFmLhIC8h49q95YKL1rF+V6Hfs4eKr2qkXA8/w6TPPVtyxPgRGnjS/O7+i/a0T0xUn68Z6rF/y6gtocPd/7TrjAnbwsTWCeIVkuHM+5X7ET3jByJiChBp5uIY6jk6nU/nALzezX2Ly/mgFRaQ8MvbGFJ84U7/4xg/HpaP8+sK73RjHuM1Ar3AFaN+Fiz+v+/ZjPfGMHzDoPqZHx72Oky/YyWP6ktzjdJH/QCxg6hWsjBsS/DCuYFbccOCnNznQiltY1I2WmjlXaL2o54jT+coPF98+vpovIFXDHj81F9sj40GM3cgl89v60Hxg2nmQCy15QE/rit+6KEkwxqPtMvZG6ZjtX8f01s/8EETOCZg7HvHINzGDk7p/lZLHgljVBl7Tjis6kq/nbXSJzfboGKHqxeE1Lb0ej6pZzzet9dSQD8lSn8RsaPzpBa7zEg7xrfVZ6z7y54AmXXyYahxNDovIC8z4dSzYkVe/UNzrCKbzB1V6o65GTZ0bo3nA0rrD7EAXhbwEkY88xVbWNdelnOsr9OC7dV0qPsWhvNMy3qCnvqlr8jEK9eIbVMZVPGISQwLGnpY48XHAkQycqRc6HKzViJU6cmiy6Vx3SnDEKfugJD6g3BY8LHMe8T4gheSPrvORvvO2seq5nM+pp/GzL7U98az7dOIPjuPtucU3L4mh4q3c8Os4xASfNvIpctJvle/6J7r2L/w77rUnjg5o7zusIQ+d/nTjHwFOaFf9DKLkk57BBefZPyvw5gowuduo+ke05uGL+t9OzmZB82ZAD6HFyjrJWvHmHj2J2XQ4gfIJJBsVx2V2XC+FYZFwa/PJSQCaljw5NpZuUH79z38GJnz2DsfSm4JxYy+A2lt0wP9LnNiCjxl8r2vRidlf+VPs82Kl4g+ijMrOOBV/NnKx3MBfW8U5/VnWOBynDokTHiev4Nz2ElSegIjg1c320Mwz9dZLrdjkbdL6ksd3XZQCsvs/0sMvONauPv5AWMcT/YwzOrWJF4rrp8NEP3rHD3j9/XfGpr5eCPrS0FOL+rBvlVfTUWy71LPyqFh5tx/i1YHz8LzXnCc+n6SlRN1f9D/lw13GBcZSDxyW9/KZuIYD1PGXwAwoC8X1079rXeabHhZZP0fC7IsA4sVP5oLzg25Veq9zr8de5/JLG/5zE6hYBg5yvXxRg3LnE1xq5SfnGd/GRJUWvbf0FU/F5bFY4wGo6dwc2g98+y5Pe/xKADXr5OISknnt/CDUbC18juqmAneFSf1cQ/lp1n1+Mgmu5xmIxI0TNY6QZ10NHUuRV9v7Zp/3dxA7KGPpeB0KcrmbT8Gknx8Cx/OUelxEjrw0l8Ad5412WHpln5joh92E9BH24GQfh4lu9KETTfVz/UFjOwYEZRlSCttrfKtBBedoP/mxK88eLzuATz0Lg36vZ8XV+NKNfnIa8chZEohbSAAAIABJREFUwZTFWhfHET9SGuvqP/VNL+TJc8wk9GFbeIyz6tBxEwB6Q7/ptiOoOl9rH+R8XUEecaNbQKbAS3McodsP8dZ8iJZ6YWOX2rD3Zl2hZf3GCfqxL/vxoRW6q74CSVzEFP8cp4FX8ZbcfGrQ8znzMX6Rl35xrvYN16zz8l7ReR2vR4QjH45vAc+h69L7sGPodeH6MM+Jo+vH8bCDUCt6zu/iznqs+sbkfNDXfbFf8wwv9cT+cH3SDizvObPHZ33pJQevd/3UgPxope9DxV8Rguc4im3uIxpVrPlm4k96/frrPM8xPWJf+RVweUvdioc87TTOPc+Yb8mTnkbMjn8Zn8KRvMfRY6p6jyZd27fTmXfXQYoWtQ/HI0bq5IQbjPUwwmvenl/Rc368W96OHG/nu9Zj5LHoERL8tTdx8XZ7459ir32CAOcUxDIYcX7h78l6VuBVFWAxMoVrvdYmheFKT3n46eemVvrhp3+/XBOfMNRqEzClQLxOsuiQsh7U++JCm5JPRlwkSSfrA/nEq0Ub+GzmqNCCh79sbvZJHOPiy6pVN4A6Hhjg0cyuI7FrczWfN+uVWWFjVy00AI47eSRgzMWLnuNHcQLYLiSoFndAsTO/ccq84y5B49f4wQreqRfDcUpn+MFAzXmPeiz4JfY78ZzsKiAjYDVIHZ39h1Ogh/zEyvgecUrX4yaB50nDBG30nOh+rhMvcWDDTYUH2PiN1eMz8gkbk0Vv4N7Jo4DdaXwcQdergD1H+8IsUscHPmGm/tBqga++6un41vkVPdvbzPkWfsU18geIenTn+jcNry4WpZT6WC9IsCVzPdGu+Ka05jl0xVtfqyZnj+u2zsEZeLKxnfBjP3EBLETe+dYBF+/hjfpZbdqLHHEkHvrgn+SOB9jpyxeL8sWHR/6ALzL9BMX2Uq19S36TjwTxl6Pht+2x3eOofNu3DTR3+ynnmDfKfbdzHLypAb/K4TkuDtTW9WVaBqt+eU/U1TuuxI2+GNZzX3mDNfI3YCFVLXXc9nCrXljMVtrgtp1Eq17kuVkH1/u7ghl61D/28ZcePL3G2GK/0ySmNvJDbk76uf6aDeDi36RxI8e9/Zgx7Y+4sSvNqqMMRCbeNr9dn9Hja83+8F2O63xYT57x5+wISO3kv28QWFfWUxH84VD0tx6EitZwTsB2kIyD9D0u6aM2PMuEfVCvhj6cr22PDfZtO3DNTgYlTP4HO+Jo29G3s12fWKvux7yGnXEqrwQkkzE+B70SFJ7sRvw6TnzJuWFHno4rYMFpO+vqDbyouG895Fd5UbcYlP9jXRzfWucC4n3gvbo+srnMt8B8s8+8JKCsX4t4U0v8JhR3aPKs6xNLkk7JyQ9560NFf1xnar+OP/Ssj54Uow/P9XxrL5Dal7TmBMA3DFxz42/z6cJfRXOMg1hoxGM5dsTNOCXPzgNf3vfCt2W95cMfB9b85F8xNl7LwEk93JOQWr3TN514EMag9RZysStFrD8kTzxbHWpeU55ZHzyO+bPYwb9rpxv/Uay2CL0PwkrfBVEQpP9szwq8rQJZNGP+tXlm05SXYOXDebe8ge7saxMpn6yxEZ8MaqPveLQ58QmsNzDdCPDbPjZkf72sNzJvLX2MFfYLma3HgF5vOnJc1tMFC79T0mvgRu6egOxBfdkBFByOkXKSofm99YpvNgb+KjT/0Bdf77U/9f5NHMEeAq7NKHh23/L4Tb3QsZ/IOw7zZQj7HN8R336GPVTn0f3YDKEXvQNu+OkB6Tbj46jbolfy4lcV8V9H8TfNopG8Zv4L+oiTAjj+aWaokJ5rMvQNE+PCP2Cn+eWTvjSj50JCg+feMH5b6eiv/UEeQZtDlnwKVjprwb9N9Lzp+KifFPc6BWXtVzzmsumZWUVQcJWP500h+N0TsNVgmC75jEvrh/msl7/yz027mscv9tB64b8aCaSe9WQNPrXPbzEZl6GfuBqvzpddPyGXXmtTH5p0+XcfvLZ7nR/GN/67Hm01qpN4A3cp732ESKxPnHY911me+oXvvFuPMDOOHNPmPIvHjFvkeBuVAc4NO+8vqhuN+ZPrCuigrT0oHicU1Hb96WV90l66Ayf+sdfriAc99b0e0Rv5zzqd5hP7MnOq51OhzDwGLQfBhYd/f9jD8QvzabW3XTMId82Dm1rP744nceYfbky+ox4bjgvQRXipvuDY72bfpnP8Wo9K7Hht6jmVOOf5JuuzImXeZW1gBxbn28SRgdvzyr409k3mGzXqQNPH3nEKPzgcjPnLPFjzoQLB6WSIy3nKh38z3OfrzIthP3CcjK3XcSzGnG+4Sf0Ode9AwT2Mu/6dEK8v+U+MhV+BJr9Dj4Ja+alj6k7z+5I/dKtbjo/CD2JZ7eMJ7bG40F/t4w9c9DM/0vv34ZJVbuUz9SnPPW7odMv8qTot1zfMB+mU/1KOVcwjH1gSWF+MrF/idL6MPT8nURs4Oh7z6MCfOHf6zsv2pLteZ/JvAZyvM4OT+EK774DWuI7ykvC+5sX+wbohRyfl/Jf5KX3yS73AjP/08NLAhw8W+XEwxs80Cjue9NrBfn2aeVbrDL3CxQ8t/jC3t8ZZ5dYTv+Kx2fAHVXbFP9l9AznI3h+yztJv/OitPcc07K/a6cb/kKQsQq/9DKaL2cWZ/NUZ5Xm2ZwXeUAHmU6uPeRd671tx6H9UvuMttGd1b0J1QVwndbtEr2VsNokb2VgXEOhEz6Q2M+kPkT4ryOqhzz+YBTz0wFWNWNPQ7nXRQxt6HCGgqYdPs34d9uZXkiGXzH7oiYtYwW6F2CeO9IbET+cWPNtLGDpy68Mf+vO3l/CaLbvKzx+iYCQfiQ9y2kMtfnScTS/1j3y3h44uJzfoNMfSXw3k918nf0rsgNeZEnc1xa8DqDEvOjnzdeyeGvc4QecCqy5mC2nggBd42QDgOsFf5oGtrMi4WG30yIwXvpUrTg4Dv9q1irspz1Hwil7rVH4WfudpP51IUPbeQUrR/7CV+llXrJMXHkSBu+IVG0Hl3bVClzqNuHQw/MreZuiqrTcTcMY8bL34Q7e+Jtj2xNGxlH/xe53Dj6jy0Xt+BiABroOLz9Acz/GtiFOPET+BqA26DwYt2SEPgXPxvF9MQ496Ei92FQjwjs/xSGJ24kcPBZhq/gfT1A//HGQ9eZ9Ea8qxG3WC34Ua9tae+sj9xLZ1oSuuc56YnnCaceArhuE3AmwTN3LRWaPGXeaT/Sfu7tGheT7Vod/tp3WyP1TlhM/PTGJP37FkrwIgcscjw1ap5CWPv6EnnIrP7g/2xiv2wMEu3zTheOBID5ycn0yIjv/R98Gky7811zqDJ5rxt59TPaWgRhncV+d333w0nfgiNt11WfNODaO/98M+cYhhe+ZAkgE3AYnJfIC23hYPPNIbcuHShn3bwUtsQ44hrWvDod02ffQnNa8r4qxXySvo4Q8QNePQmzr2WYfM+6mn/AQ49sGODfuKspHawPmiw0u8ue+Ww8QT+9AdjkwKz/K+HgHDuFKaffk3rXXjhr/VPuPT+3Bw0EUNq1U/fPe8qTXcqFdxlzjCUM84jvh67xh+kHfFMKks6bf5g1DN+be+cYs94oU8XJ/gKMG2PTrgMxbDXx8MGiW1QTdG0VXX2peIX3rMY4TSy/yf9uQPNRuk7Zrl/anjKbw2EJH6Ea+b69mG6vDXEu/Ntk+8S2+9/ila/QOZa34N3XPC138CStieD4112I87jOQ39MNP34L3y1lvPY+2Hhdjvi75tmt3ka88jseNP+BrC33VezL3ILwU1Ir3PH5W4NUV0CTObKx+p2vzAO+PlHvxjnWiT1r5ky0sOL1yEtnXCzHWzWSdhNjo1sWYPOviFZz6PZ7OrP5a1cATDv5D+2TcX4fl4iv/eiv+hl5vBsQXO/x584+eK3isL3L0bKN8idknenD08m+8dINMKzwfug7lZ+IJZOhFv7X7pEFd+iZMAl/EyQdfj3TcioX6+QSDnIsa9YWafvobfB2MPE/5x27Gz6ZOrIwNX5szTsfh/Y4Tg+QDv5OAPscD7tTMeIx6kg/YepEjX5+jkRs66OcJQb7ubT9tY7y+uHFdfDFacRtIb/FeB6qPGNhB45fftePXuIt+7NaeMGtcAagW2nooqDmuNuQixLzM9/ZZzH28dnrGj5+6AO064Wt5Vb3av/gjbg6Kbf3S6/klEXPKFx0oESNznHGXHWbjZlJ8j4+w/XVKfKsFjz4t84a1CdZojkt65KKXx164yYN9JCgln/X2WI11XvMG3Mwv9J2LxpIcEs7AcxBLXUR7XXQeXk9OqeYd6kUSb42h69Rxx0H2BPzg/7Q+pZ8bh9TP+VJnx1ly4q05POthuhOpPI7xE2Pxu29f2PlFbnoxHvTUKLEc7HYcaCmgT/O//dBYxMw+RWNMPE465mkhzWNAXjrO+MKLPyv57Wutu8ZNvCO+xaA+NKlcwBKyEey/kRNr+SzdkTPjJz+H+pueczPuXuypn14eF+VofHA6JmJPHNc4y/hJgVhlUDhdGOzILutunV9jXKlv2zkW4fh85Dhq3EYc6IFJvLnpEu19Xj345MFr/Tc+2qz8NJFxBMt2AFP/TsP1kC7xq1LdW2n4y5xACp5rgP50aDuskIXvLIizBJMfO/ETX8URzNoXXDvwhO6f8JC3WlUn/TI+loY/98s6H9f8Zl66rtLNeIFXURbyGj/86BErNUxerql4pOP6LXkRSqFRDx23DPuRF+NHPeG1PmOMbvRcF/TiVzLmrMeEXPr6w/rCSh0P/iHUKp7ZF7dii//w/Fd6RIw4sL/Ls3MDf8UZ/loOtsdb+XiewOgGn9h5pT6I2O9TO+Zn5VfI9X4//kPOQRG+7uXQPlRTGviXcVs6TA1hvcYCg/UXPGpF4/qn9IRLTjT1bTZxxv7b5xWsNJ7GXeZV5p+vr30+LT0wZVDrlBxE15/LLH9eM+LV9ZirRySHOGxv7s4PfYz7ZL/lZbzMh47J9UVvoY2z6F3RHdYY/9A//EctxKM+TqMXmnKskwv5GKwoP/tnBd5QAX9VR/q95G3pzeENGN9a1f7ZGNhQuBFUY4NJYz3kQhAe+uumbz3psAmB4ZvcXriWga0b/ySdJxnxh53r0THYpt+M2RtD9LIxx0/qlxMET/rW+povvPVfAyYYbj739Uyu4K7x+AKw60JYzl95Youu94vwVbe1docYL/I7+ANcLfkUdabl+LLO2NVF67ywCd5pvPCjnPzS8VovbNaWeJx358d8IHZa5DmZDNueE/WJ8uAe6hcuWDXHzuOyzknWDw2fyXWMa9cF/cyV6L6U3z6fsEnzyXvEJq58WF99mn2J5FyRE2lkL/WjnmCteF1b5q3nWOe8YjmuffyE4QuMBQsb/264b3aDsY5Van+1fsKLnXVVD/ysY0E1Vkz0D+OmnDRhDJN6m7Di3DvWsQte1tDQvzsg/97D1vHf1T13+HCT8eraZpyJcV2/0Pa/gGDPuNRT4TkPiN0vI0tn2wuAWPcL6Ne0E45iYhxeynHFdbxi0J/2gcZJ3TJmtr+bT8v6og6ME3n5WDmn+V+S7q8Cw7P/ntPRcX0VwzqfItvzzlhd5mEHVRNqM0el/N7TrOda0/HrmHyTNT+MXe2H3naQ+bqff4Zaz89B98GY3xfydT3ELn5MK9fsf6e1qnGiUcc1pqtxyFxCN3XGNutiP/9Tj318Ujd/sNNrAYzorbjw2fMu551Eay5ZV7ExnmzXdtBZBRfH5E+rNcw+MJvXFXN5sg7rZozVIncezPstJmqqRXqy3+dnQbGOHlyPtM/Uc4TAGmZ/vZPD33Sia5He9nxTG8+/Xtto/ax/OHbVRk5DP/PQ9eh9OHJ0qHvO2Wu8p/XcsV7N05pjx+vMHRd6zQffL7Vhv4xf4qbW69q5wom/FYf8PIcXg8wd9GjZi0/rosQU1Tp38ypq4OGLMRhtGW/LlQe5rI0c/RJzsfQ4rfRq802OyYv5oRiJefZOedDxRfyvjOeH041/wAfYyekexDUd+/PpZEqeR88K3FUgm8h5PvaklyGTPJN99DpgXQ9613so7/kcuwt9PyldNwM7xKP8Zr0Me+GxkYhPYGwgXsSrHPtupcYnhLKDJxmLf2yGKz540Pqv9NMn/0kXPPov+B94sR9hVz2JM3nYL3rxz3hM/E6n7EZ8w/web8vv5G+Vy0mH034uaEqI3mVPvIqftCJvfJE1XtAm6u2hvxrmxtvrv8W315s4dCF9nB8Ko59YEUGN9xKveOOkgBx67Ylf82/YieYiFRvmVOajTNxO+Yk78WY+w8+a756PbK3nAnN0FR/xL/wVz/rUH7/EUf75h3zIh3acfwuO9UMvcVMP7JEnrsZznqscfNM8oSKOovlXueHXhzpL/MFJjz5+9EqTmfM1fdJb4pSC/dFLTw7NqXgmbnFjp97x7nJ781v8J64jHZxFH6+JU71v4mXs/Xnd1/Ar3dN4OB4upGQUnKJGPdfxcPwHuc1GHY/xCrVgZVHNeb1Ur9a3nkxe7BNv+iv9FS9+V33nT12XOgZn1UMOf8Or8exxlcaYhy/pB994Nd916HHka/tjXi16yIngjF/2hzolT1mM+Gy9xY88/PRrfsh3WhZjvac+6Y33kpw6bec3/K72PR5iI6j4deg4oU/nZ6mt++9BvvubtPGDm/7SH/VNnWTv/Bfa8a70dX6VgPQO8bWdHVShL+WJj77HQ4duh/W84hCXNE76tl/ycPzQzK7Wp55tmPVuZ5FTp0MdpD7sqVfjXcazyMHDzno6UKv5uuCJZ7ml4vv8u8mxQ49eB4GDhjheny1yycb6oA767y4voGhDX8fWd/02/2v91vE++VvsjBf6Po49v+RNbDTH5xvjkpzmk+Pt8bH+Uo+Fzodyuc4Hm1oan+N2fIpnq3/icy97ARxwMn+BpIGfD+nQPY23eIfrdegyLXsFNvYn413nd4gLPb2u5o/gD/PpQCsfYhn7V+rzit7BOj7FS12O7Xzjf5RfU2NyJmiKcxHMtfWT+6zAgwpoPvlG94HanyLWPPencNpw8+n/oziy6F+rh36av6Yp4vbTzih+R/1r830U8h3OHf8R3l9Vfpdv+Olfm9/P+jM8nIUOJ93XGn8Hem/N9y7k4KSPXuirPk8fuODJ+o/ebh/6rt/t7vTeyn+E+0j+kr9cNPlDDymeLileMv4k2V0+d/zXhvFe+9favVbvLt632r9V/71+v5Wf9/q/s/uj+Hf5v5X/WfHexRF/H5UH51H/yM8j+zv5jvtW+g5353OTlp895FsL6Dzyt+O8ld7xYx9++vC/df9RfOz9jQZdS790XfteP3d25nP97g8u6kMAzuPfbcu9xs399V2er8jnh/Eb/12Zm3vaVT9v8ks+6f7ERgE/27MC766A5k/NvtpEubx8mY5e+l0//PTvl49AlByzvOJ6GW/q3enXJ3u+ydem5JsL/U4pN/1sTr0ch/tjPYL72v7leBm3j+DnE9GP41zH8Rj/UX5vle/6O30d5/vzP+LfzZ/w07/WH0/FOOG+1W7iH+Ob/G9Vh5fxPz7+FWfyT588oGmsPz5x94WC9iQuVvw0QLL9pn9dL+f49nyK3v3ic8V5L332f8R9l18C6/O67bkYuY13z/fo/3Fej+yP8rs47vjn88l1fO+1P9sd443/s951HHf1eqv9W/Wn32P8nzK/cKZW8//ob/JL/sh/6rvbTXrHf0Qnrtf1d3We/KO/yQ/+UT7jfq08etf9o/qd4zniPLJ/bf3v/Xws/x33rfTj+KseddMPuui+gfQ2CW1u9bv/x/gv539X//hJ77gcx46308d4p901/4x/rTdxjv5ea/9avekn9T76i9x4Om/xUwv+FCHn8nWcovfx/tr/xH2FfLn/vrq/9sN3AV7dn9tPbhggLtrpq/4XOoNlZ8tNfei1jzLBPtuzAu+tADcm2UTvMP4UueY1NwLM+Vz8fzQ+8sjNxbpu8FE3/XWRvfv5U/Jfgnj65xR+377X+iSu9HcZ/FfLtc5Zi/U134yy1iNrcvnTTJFQw0f12uv8SP97lOc3h96XlNCa/98hvzWH77H+z/hmBZ7j81x/f9r+w3WgPgimeS+8eHL8nJ/H+bnWg6/6u3a6Cb9rq/6Vzlvl6P+qa3d/gK3x808ddT6/m0Nvxd9j/Kg9ceZ8e7j5lyNizn337vcV9PmJP2BrCx0nV/QaFLbrzUtdDq2Iz+NnBR5XIItmzLc2yeyc8hKsfDifJtf6YMPITf+3iI9FDB5fn/3lB/1pLX3owdew/XVa8b3IK00t9j5QV4u/6LDX/ilnc3zWhwrs8wLec368MD80cbig++WH+lvMrMcv/8s3JeaFSq3LqizvRVPZpd5/s/nH0xLqQnvOnxfmz7M+z/mhOfA8/7BTLPthkZ93ffbZ+NnPNbC+TtP1Wj4E3fN87o/M/+vzo2+6OZcs8s+uH+Pxi85d/MPCnM+9ODOey7xJHH/2+DkO1We9v6ZeFdfkR2/tOaalvkXN9zc98Y+ZnevTCMZMncFPwSF4tmcF3lMBTazv9jf+78nnG9uwVz1X1zcu6hPuWYFnBZ4VeFbgWYFnBZ4VeFbgb1uBv8z1890T//4w4AMDNJ/4758MhL7q503+86b/A8V/mt5VgA+VWlb9Tmve/Z3ke758mLbWZqHhc9MfefV/8/oo42O+z/yP9fhgffb595xfx/m2rT+W5jet/3N+b/V81vc5v1hlmQcf3N+e6+u5vmo63dThOb+O+03WXfqP1ic4d/1H8V9vzzT47q6fT9dfyoen6mr08367+KEjf6lHRgteUf/4x5ue+CeIGIfWlyJVzBkscoJ7tmcF3luBq9/4sxS+51n1KL5H8vfWKnYfxX9k/0ieOO76j9rf4X4r/mfH9wj/kfxRnrv9Tj+y/6j8kb9H8kf+P2r/UfxH/h/JP+r/s+0f4T+SP8r/s+WP4nskfxTfI/u/uvyz83+E/9nyzx6fR/F/1P8j/I/KPxrfI/tH8X3U/qP4H/X/yP4pP1bgs8fr6K0+dFjvH3b/O73b/+G07qEvf+OvQLm9zv134npD/POJ/zDuTxp2Ok7oaSudm/7c7KcvjNKv4+f7swKvq0AmceYbVizaTM/MqlPfjBO/3b7Z/oDHh1sFtOPDvYwvikNejLCDV6gv46OTeuz20Jf+C3j5pHvzv8jLfpPH0cC/lxNB1EefA9tf5bfivWxPqKlXYM/9iid9jJbGh5RrCw3X+bc8Wkd/j+K/jw+ftU+u3ud4lvzefsRzii+S8/hfzodOKFbH/Kb/RDn0mnHSD1/9pb+D/KJ+7WD4eYG+xH9BH9cDd4njyI/Gy+OPTc2PAorV2pe8OIOfgzI7x7OMx2V+u13jBXbtL+0XfKBO+8cJvxAHbg6sdzF+I6NX1qfxApv1B3zFX5IhX+K/llcCU3+jb9bLlf51/Ta8NryyR/NU35N+MYZ9wY8qntbXI/ulPuW/AAd+DoafYoS99pf1HXaN2wbD7hE9MruZH0v8l/7jSO4vx6fjo3skRydwx3457+z5YKQ29Jd4zV/0L+O39evsd7ydvsTPhJHytbwCIMzL+izx219nOvOd9paf9Hd5KQz7Ubkb/2Xe7xf7y1Jvx3/QX+oq/qvyexh/OZjxT/oSf4/nA/hAZTiv/P8l5Xs9Fnodz5HvIne+vKl9C/k+fiuNj5Ue/hCoDfpbx7fjneirJ/7Mk8l3fNDEmQkEU22ni/vGJ/4xmk5VLHmb9AzmePMfy2f/rMArKqDJ+9/8G3/WPov4s9p78XtPenNs7/HHJ538IyzaXd5dhju/d/x3O/pGhmumnzn+j8L9nuvzZ9blUd3eIs9Yf4/5JDby+R7je0udn7rfvgLfan94L8577VKJj9oHJz14tNeuldf6D+5bsB3IN3p7bZzfyN2rYb7XuF6dwFPxWYHXVOD2iX/fZwvjtXvO5u78xD8K+aTgquemvm72nzf9qdez/4YVYH41XPWP6Hl7eK3/reXM+wrwGOfu547eP9k+5sdiPuIe5Xza9qJc28GlXHY//aS/S65X4o/ipf4Wx6///rX+7ODGpxJH+yMtt8Pf0OuD6pZ4OzDzsQNcLfGe9Es89aC7Puc6Fo73r9i1o+HH9ovf6K39Uv9yPONvtY5n8o/4O1+0EuRPOvK34n8Gvw0OdgIv+sJ+jW/o3emHf+6B8TcTDni7v7PdMc636m9467gnDjnIn7zM+CI6+n0tfREfBWeiagzq/FaOvxl+8qCXHz7YYqyvx/kivtX+tL4f5L3M18rnZXzGP3PxMv834jGjLnGU0yX/If4jvF3+iL6JY8S32Z/i2+03/YETvUfy6N31u/23pu/8Fv+8P7ysz9Tdxxner//+t/+W9lm+5zPtWTvYea1e4Jafe3vkh/XdC3Bc5xIM87UDvsZb8KXgPVtrmfZI32ufPynW7VpfOBIQ59wnSvNaf4nHuDuduO574tr/rvnl+fNV+Lv/nb6P4zX5neP6KP4ezyO8p7zGaa9b6Gd9PlyfZV+q/er4UN3331qLY99a9Fmi4Xu5Xrx9m9/4y2mCiw/oZ3tW4L0VuPqN/47F4nppln1U/lZ/u/5H6W8dvy86uNngT5osf5LrdXHqIkQ3/mwofBsjJ99H9eeiyE37wbpZcRw6/p0vFzv5W6st8J/L6Xije9VjP/zpmD89tsaHnAup7E2OQbh7HMHe68+FEa80fyulN9zw6He9V8VP3ozNG+u75rfG8JrjPb/d5lvLd7y30tSHOXxX9z3+R/TuP+OW8drlj/DeIv9ZNy/rWF/ZPvL/SH6FufJesq9aaw3pzxfezbGX7Fc/d8eP7D8qv/Mb/mfjx89d/1H/H7VPXMFJv/ND7/2uv8tfpLPf9bnobo6tGPGXfYA/yfWSXfRXDNvCkP/s+/R5rXhX9itW5HfxRB4b6J9/5YNFffD+irzR50MOx6bPBQeaAAAgAElEQVRz2d52/LfKD/ofGI8DzgeIPZ9H9CNXu/2u/5R/7vXzs74fqy97FHuL96nsV/SayOxT4e/z+hX0+Yk/YGsLHSdXdG76c0GdvnCOeCv28/hZgbsKrJMbncyita/JXwgrP/oflRungemMV+5uPtm/iLPX01V8FWdJ6v34Sem3iX/F/0fd8HdMhX+UF7XkEUZGQLapw8P4tEm57ZuWbp7Z0LjBH/uJFKFzEeXayBcXSLW/FFTCGX3qK8bPP9eNIRsmrz0+P2HqWPjgA1x8Gr/gk6X7si9PPylebgxzU6jAj7G2/bh57Ni9b+JDL9r6m+aizXYMHOVDFY7tnwO1kW+RS3zFuJLbLvVZ7MzX2xW+CqIPeHSxGXkDX+Ff2a96Vb9yPPCKvMRf8VDb7allPrAafvpg0As+h+v8Mr3Id3zG1ONLL72T3HgFcOuv8dOd/Bu4MvV58tH4tKMrf5fxtePS5+YmkVQfGvalfevH3oWQbmDWvrJo3OrOege8I075L4WJO+lr+fT3SI5m1tvE3+0nbf1WpHsd/mZf5FKHmY/xF3nh39u/Sr7gvRU/+rUvao8SY63X6r/dLHnd1Gepn/Fv5vc6MctveWjz6Wexr3jmHrCfP+yvA53jt+D2eYFzg88rElmPPY/zkc8NU3+vB5LEx3HiAY98Sh9J43Z/oL/0HsP5B/mSX/TSe38QcadX/iqixLX2l3ZRwInaGG/i4oNyakEdSjzlg64D5IU/aY6mXfNfyM/6i7zyaTt1e/x8aOLrA0mGnz4YdJlb/ii+p5z5N+vN0VrHZ33+3Pp4PDRAvj5de8ZpoaO39hzTsr8UNd/f9MQ/ZtOpFqdmx6SPQUb/2T8r8KYKaFL7qd6bjP54ZTZJb47d30UQvUfyb6X3UT+7feLihpAzxdWTdOqQFn3o9ckmtPW0afgEvo1zbvp5yvirTvK+yZPOigfG3ixvzGx0bJZ5IoTcN/i6qOGCzzf9gPCzB/kZN/M7cOgFm4sj73d9sYhK/LAZrnlV3M1T4kMvuEufOhlf/LWei5oPX1WP3Uh07NLvKvCJn9rxjZu7Fvv0d3rh73o7Hb30kV/10Vnrc6W3ymOTPvqh08NPW+13/Z2OTfrI04efHr6/rrzN/8j3/g5n1wsd/fThp9/5V7S/OdPzIPL0wUm/83c6eunv5OHvfezSRx567yNPfycPf9cLnT56r+0f2T2SP/LzyH6X7/QBP3sb+6L+TRWRt+0OJ/z0dwAHefx+bb+LUfTSLyIfwl/n5y6/o223fNMGPac7YpnfZlsx7uKIjj8UFkb290f6WvaXdY5devDX80L87f2qv8ugXyu3HhOAAN/Qgp/+zjTy9Hd64UePnpZz012dV/0XpnGBPd+fFfjeK7DsS6ebf9bp+9t84p8L5mCFvupnEOwRx5v90MF59s8KvLkCmtTZ7Kvf6TqZgftnynMzuX69fMTNgfLgE3TkfuK75GUZX/mTWnBy4+u8+uS75he9XPRYj7cF127l05/cr357nXKz6/WLnZrxZe94Wh/b8ltytphBgwNtR2VHXEMu2fobUJH2h0HhSFPH3le2uInB+no74O16u1y066veT8zBGf7af2Pnpt8fJ+ii03pb/IKZ/oVDfubp4lhk1U/HJiSofzOh9kHrdX7OVz7qo4sa57GfGrEguHB0A1//pX6ZM/KI03/kWweudwrUOJZ3HpkntU+XAurhn+YPKsJPnrbAX+dtuv2tOHO+an0ucvSbdO94YTIGmn/2D7bo3c5xwJe6L/SklzyoM8fr/LU+ecvgNj+mA/7VjAumXo5fPRjYG/vnxk9gqv0aP3ZVv7Yr2Bfwa+wCh//KpyJa+YlPGic8YpzyYz6rPjqpGx9qpZW36/wP8chAFTj5H/VyHFUvsInf86bjI87z/KoaHOZvAlv61LnGocdn8UcMI462q7z2eGu/nfOTvLve6sFX0LNOotdxiJw84nOtH66PdNsLB/2H81s6R/vCw/Z2nGPAfHwQV+rokez1FuzkSQ7hcUzzfBn1Vp0ST9fLeZVq1WvJF92ftXYK/zgezkm6iZvaZx+kEMzspEdP/MZjX8S3Xqsc/Xzz57ZeiZNeBsTFvC4ShtmFCzg0vuIJXlOJx/u0dYZW4cJLYXV8njczfjD9YTMHS8Nd/LjOYLYvR9X4Dqtlqecc7wno80jX8TAfW6XTM+W6CNN46sf5SNLyN9Mru4qNekEnbuwTc8oR/VVv5Lfi69j1Jzea+ugZn7iQCRgaefyjnvsO5s0h3wogo3rTz/Fp9U3vKb+uS88PraunnFmYeuz9g/poLh/rJzrrXb3n+UVvf4veFQ2PFryi3viv+mdxxTj0uFjtIJB7kUbx2T8r8MYKXP3Gn8XRp4U3on1jdS1Un+RYrg6qovLFCDeEasz/nEDHOuHGzjd387d7tpQuJ7Q29CLlye9s8qff17u9oAdCTt7oDr/9lFpBWb4+4cbGTx+jjyHxqOWTdROxlf/16+j+FoAUvugpfe0D1h5vlsuGbwmkURvXr7EGnwtayYiPE/hLT51j477xiIucc8Ew46/6IVtjX+sFf4zBAu769AXNxGsFxeiLrh5X39golhNWx7fWHQSwqXQumHb8GvM6Cbguip+etuayxpgxR+fLF9VDX+Fc6w3fXj3lNGI9LhVDy6zDm+T91VSzOg8fK5bwqNvVX2BwfsndsWNhx2OOsWY83pI4j34ilzyxSD1HffvbCKXPulgwiSs1amwwaNY/XJxWbYKPHXXItzrQz0XtqOuatxCdd/MO+OJBJ4/hg0DU8iQPfo1oxZfj0kpNKsd9fkRn9Pv4iKa288Ou+aQUm5ETxxd6XwlGSVQOOqiEbJdvpoBDzdD5qg+5+P0yzXj9BDnjxjxxky5tXd+sd14jJnStpvWk2MB3HOa3/b5mpeN5DPiiRyx+iQ1GdOJrlWe8C+K43r5qjxuDhUI3ssqeY9bme61/8Bl3+w+I+qs5sYhdH2pUzYPhw8wtczq/gS06eaIc3Z/4gMtYVcuBKZB8oyvx1DDwXvM9eKnjodbKPXtKYVZeHF/F5HnC+Bp9nouMiZHip53qteQZf7MiNjm9IedcRxxVBzEEnzmReTAM24dpjGsx2D7zn+hch6XOqY8tlnoAcTf+Pk/aAC8177KewEuOqER3rSf87A+rH/iupeLL2Ju3vGV97ni7Prg1GhXDUd8FsgZxf/Vf5GknqaPycBNN2/XmHtD7CHnr5XXfNjbst8TnfHsPKty5bqNjvt4S/xUN79meFfhuKtDrJmtg9uxZrJ85z4l5XZ8PcphP/KMI2NpCx8kVrVPIIQgv1AFyxBvs58GzAi9UIJM48w1VNu1Mz8yqU9+ME799fdheOJzoievL/37xydY3vaI5qcevCHvkZMxJ27108O+Tjw5YJ+hzcuLr7dxE5EbNK1sy/OTJXen9r/U5xj4XglwscPFpTNkc/dam4ID6jTiqyVIXXgd90bTkaSIG6j0OMImfi+p+ql3jU8D1XvsCesSVi55cMH7BrnHRB4sCJSf6yB0DOh13d67fiDNC+UIw4uFAzd3ib6VL44xfhgXAe1zQF7csiZMc00Z8MZAgY4MOcuNByM728Fu/7AsPu3V8CCL1HHbgdMs8+Ydu2u1IfHjhf/lFc0i1drwdMxf7nn8aExr+oNFzk17qPHEKk/h/6qfLa/zOr/Op3IX7Q81f8GmeE7J3Peg7N+ZU/JBv6uWEoi/7hrc8+sYGZ1mP2OfmbJ/vA1+4bit+cVwr6lF16bw1gpmriY96UV/WM+uemGiutXrXBz+dZxKI/Vo/GyKQH9cl9vSw1dZ+rCv5dJzsKYwzelL0B3zkJh7jkH0JHPKoMVLdGlfZIapx+IFc2J963qCPkDzo1bjpL7+ZX2I2btWl4+qaZD5hm7zBqnFsf8L3HBn8mj/YHOwXOvMg+3LGCOwcE2fyxzd1RE5+tk991Itb4+cn2lXxUXfi074rBdfiML+pjfLPecH4bTjGU+i04KWeodODD5bjU+zxA47rIIzCLwuPpVB/+eGH4zwUBu2L9gbqk/np8eF8prFZ4/S8le8a1x5/AKgZ80z4qfeoE3MMHbXUG53Um+OsB+voDX14yPhAyP441suN/NFr4HW+ILe95aXQamNeWS4MGn54cV5lbDKPPA/akM7jKofEkHjG/B/xSHPB3eeVfTFu+NUrcetw0PaDjHWp3OMvH6Id8l70Uk/saMmDcFL3zBNwafHfaRatHNe4U/PCs9kWvxzIhtzAcbze1+tawHF3TTJe6CQvP9TxPjKvl6w36siH/qVf+0bVBZ/EH5zQ4xwi2dW+Vhl0vZsY47HQHDoO+p0fugVPeRXkVIdnfVyYU13u5s9erxPd60wT0+vNfa3j0ECzLvb9Jfx2fej+50CJAGxtodfeTlj0CjLO935iHPEm/3n0rMBNBXoSI828i2amZ2bVqW/Gid8AH7VfT9JzHdQFES58kce6GP7q5Gg6ixZZB8JJu3BgcmLrk3guFrhQ81qTzCfLwsOGBeiLQcPJA5jicWIc/oEVbmhTXrcWiN9P1KwFRNFIsZn1bwRiaZl9KSZuCILvfSBy/BKTGnUj1qoPFxrzaTRytMiJE71zgyd9P6FBoZtT1LH11a/jgYq9URsdOM72jyz0iB9mN9vpOOqDjoL6si+G48BPWjFMeTyb7/wXvdRj4Meh9E/xtR0XQUNfeoyvG7Z6rfn4IpCn/KVR+YCj14o/arzYV9xl6XfZ0GPHuNEGfuIGF72O5aX8PC87MDrG2k22w1/jfv2lYm71EUcN7IwrcseVOIhTxzQuQpO3iyH+Yb5ay6jDpupQeR/x+6YXG+GMvBVd9IqP47J3HMTV9aM+5nV/Vy/wnIEPOl8xbF/weq+4R985l6AQeKfxhJeGb+reZXbcmU+OhbjQt7b0GSPiN6P2IERex+g5j1I2bh3aHpysd3CMiz7HxKrjw/4lfXSQ4c86jcdx8bt+2KulHuv8dMyOa8Y7/DRe7Cqtqm+LOraKhUSYL2mukQjb0Wt+heeb5hbQQdOQT32zhk34xbXyof7IyTT51f7YefNtnKUOYCQWjj3PKSRtrZ/I3W/5WeqwKMzzCeMyBV+ECa0o7OJQJ3Pkh3nfvmFZH5p51Q1ro4pvXfjGhSzs/INzuI++ZR1Pokp8l3RjAZ/zkedFx1Pzq/F7vZBjzafiZ89yXg6TgCrGWafKZ11XezzEQHO8nUPWJbq8Yp+4rA9f3+RCbq+yHTGJV/VFU01xrfUquiKp99KPvesqA3/Lq3PKvrHqe7w7Zj/Ztx9pqMeWNveHisMyHTo+s270JKt4Sl5+a16O+PAnPRp4rqGOXX/CyHzUHLOsY7U+b2rDvshJt+Apr8Kc6vCsjwtzqkvm0Vvrs+uf6Drfed30Oqv9gH235j+uswbSdziDHzr96cY/Am+qIq76GUTJJz2DDM6zf1bgzRXg5NNG2f5fptnsq13rfzt5cuHEz9+150knN6e5EEDOeSYnUy4weNK4xue1rUVM8yKmb42cOJH2HoCam/3gT3i+EOwTWi320vbFmLQbfvoVYPAwW9c1F1WVz799QeQng3gUf+gFqU+6iddqQj7mN+2Q0/Ikg4so4iUG4jnaVVxcTMQvir75b0U6bF0345SvXEharRQKP4XADn9SsFjHa2v4QzzIw8dwxls+q+5San9WMDnzdx7Iu1Vekh9oEY0Pu+JMoGhS7bKo96P/GRcw2M24Sx/Q/u0p81HzNTcSw5/wDzgI1LCfty0rfiHbHz7Rk4/Kb/HfMo+7tVBsnJbVv6ZdnqKSD8AKufSJz639HOKNHymY3zSRDDvJeNLJcBzr2fgIsD/gL3lKZgp78NsHF8fJG3uvz9RZPQ4jx97zRrZ4W/nYWq69hfXIGGWdw+cJpddpY0a/6jmx2HOGXerQuWUcwCt7HY086sMdxxV5y6Z+C9Ql/oY2jtWpj/7L+qAnHuqSfWaiTBx4Iz45BD+xDb5Yh/iapsa04Nsf+7P8pqEx9+WKJ7I1P2y9b7NOqCX1VvO8qBFKWB3kErcVO38de3wV24qPyj7u8NxUwHN+056/XOLzDvUkv1H8mJentV4A4q8q1HkkoOH26DcJjjhbP2b01Imvif/67/+c68RE6Nhs44lBXapkOc/hfs0Xm9P6kU7shv6SDzb20XroXNJLrXI+4ukz/rNmHLbo7HnUN/tl4gI/zWkFV4T9Um/957wMuMRnA1l3gCNOzothYx898TzvmkbfHzZ5/P/tWu3na+PwwYri+klzZP03BYY/4dA8L9BrPM/7/+h6psQjjtXuEE8/qBjyNU7wnajQqGOvJeLNukTd8fqgveo4+U/c0iMs++8CWk79deD9xddHdX5jfg79Bop+k41ic+sWfxkvc5/yY72e9TnW4xPmR9aR+qy3U6+5OdbJos+UDb+n76m7vfHHCW3ts0mEH3rtkT1yis6zPSvwUgV8MpBCzcLlosVG8yKl5NFL/zlyFnv8EUbm+dgEONmmaSH6E3sWJCc9nezokxfHsccEifHbgRd5sCyPv950sZc/XgIacQVfYrfucDdOcgiCzwcX/o2fTpLGI+7Ow/E1UPYBx419eyz8vd6iic8R6K3jAy/YXGA439YZcZoue56YpUa+uZLMei5pXay0ui/cuJjIyZ44oX2BIb+jAYA9nQOI56pPqPS2Q7HzKf5FfshXN6Jpo246Jpei1UOv8sYXy831qwC7TlXP1T8OB07slj7huC5984KNx8DYKAc3fQGUn6qTI3V+QYTf+uTZWGs+I66uQ/wYXYquQ8NNu2LMOsV/6be6/bk+jh7EqgNHx7hhLHEWOep50F/yi3/HNRBdhaIkiH8woo8v//62c2b9I3N8iaMMRlzY0A5xi5e56/mLfOFhM77JgLHjqZva7DkZc/rKA8XZpr8cSaZYQ6WPRWj3y3gTC/hu2KNAPCANvQrQtbB+WXjvalPPhz6mA2fghgFfL/j0tJ2GZzv84J//s59ZmH0Z4zlewfHNA/sGOOyvwhj25NceT/G1X8cln+g5Dnyq1XxZ6kt88C2dfRVw0iWnrq2pzjdT2Lu+FV/8DT37b3/E0/7sjjyM086Jo+XtZfiDxk/0TYu310lKo06gzjgMMOjgj8RRVoOfOWtnouf6Kfm5nliqEV8dHfq9vlWvzsdmhTi+mcG4D6AclD6CYc9TbfLFp9T6aI6nBGM8lrhkMuuA3UIbv+AALD0U1HjP+ORDKa/rnp85pzZg2UhG/YiDvSIfDiQreuMq5/GhR3+DZODh9/9v71zQJLdxZjv+v7sjz5raa2qvyb2muTgBBEVRUimzsqpfBmcqKRDvIEi9MtvxP9qshx/NbyYw+LInaotX/uMaw+d7MJzPP6OudJD52v7eXsYr8/iP/818AhzzgxDzBT6VE+Y1zIf0Re7ziqEUy3qa7e/yD8/QzTdea9/4vFwfVbBa99Qr9eyeOp1oKlnr8aSHd9YON/5ePBY2PZyGc9pMXwWRNlI+j/uzEXgMAW+qo/5KzdW08ZMxjzPy0XxsajFX/euihJMrX1mPE6z6OtnaPycY/XYuxmk++Y2TiM9G4pb9Otb64nhab5zI9Pu4M38lh4rtT+oDD8ZowicEuSigOU7dOBBv2NNmMvmXIONxMPA2P8Z246JjBL42qYoraF9IcxFznN+ybD9lH98H+zIf8cQb1/zjwg2pbFwc+cLFcZhHP4kqDtkvf85PeqXkfQ4SPm+qdUxO6JWS5MQh/cJxoqUTH7M/xkRzEA1TzsU5DHkHHr3rpFw7hNSXpbBTODO3nl/PAZ4yC8eTSpu9PDrkQXzxp7wrnj9DVDTjMz+OEU55COSCrq/TQgw74CW+/Uo85XWI4nbRl1JJw8au+uw0kPa2h3LQbiWe8TqPg/2UXuPy/MPFTq7vvLFknSqvwFyZK6+cL+TR0PxWwCOOOGBu/EaSXtIhxx7j8e3rvqnJp+Jjj/A8M6Y1QCj2IHOK13bnhWC5vTTRTnrGKQ3Ir7jgZsEcwHHw4+vI+mmP96/aNyNW16H9ppf8VD41YD72d+PBn+eF3LUf0wuL+C0/vb8eTXxhRA8VY5zmfVkPDckhxr0fYsttXf+zXzBM2tIZlyniR4L43VZ5jZeAxSzv/DO/wpG8jGu8ed3FQ31N/rADX22ZP8bMP/gNnuy6D0H+6xpag3FsnBQXRqo5Xkg9pCrWJGJR9bDHPhU1v62fnCPxQ8b6olVvaTg/4W/0jIflcbbms8ohM+oyMFb9GOeI7VvU0vi5UPjLmSfPbX3L34a41g+w7+Kb6C2uKf6aJ8WDH+gam3GP4k5g0gHiuV5DR795L0xU53Wc8WXMyGv+lFfUOzkPuS0e2a1xTYT8MZpNONYx+tCgLVyw6X1ptl9yMlu5kaPjG+5kKT48UPQg42DMU/kRHf/eCjqZBYfn+Qx+2KWd+fe4e+Vbiq0PKomb+8ZHpXfA5VF8JBf16n1l9MHQ+mKduJ6XXk5Lzsdzf7jx1+YySZie+83pttmNoKZg0kwu/8lkHzYCbyNAsZfEqDvTa1+CQ/6T+Jhlc/cG74vFEZ/jqJMXJLLw90/QNxvB1htq26Qfb6wDA4+jwUURbfZn+4xzrHWJXMXAOIeSKxnGTHOAPW8e8GQfJSnmpqNxPmjI04mI3nGZ3vVyUJtUMmY8uCAc+Qy9tF9kXmSaiH74jWNd9MZJXjdD46aoLoKCr4ujuCAmXueoi8ug1SIX5c/Xv8cQR76Ui6OQ8fwpV+cfPVjQxn7IBRgtxuEIJ45LDjs+Tk08bfpS5SNaWdaBv+1ge8Nv2dN4qpWe9aMv37A5N0BLvubNtsSPD4tv8dV81IklH9ak/Ywn5rBs8Y812t/QL4Maj2PbV6BFGL8KcOBGTJanx5881/6Q/mOoaHGHHBT6jj+IUNjNP3yEotG7RhSPRje+vy5re3poMcePvOIIf/Tl19hkItu4LJccqiOODCRp51U9O4LjHPKlqXHs4DfyVC7kO/IHre0m1/rEhQzN9Ymk+WOfizHGvT8Zq2E/eMrfipJPn7Bcw5Yvl8O3Y0DWWhlHGjQfvRxHcmuOZ44X7vBnnCZ9r+vNSh7J1hYgRsRgfMRRSnDGeMg5PuUgOuaDdVryPhhxOZ76Rs7BfvE1qWFD6y/6IRc+Zjw8jjuNl2PHpXEKxA1GNPFjuMTHAfRq39oj7zLgWse88rOfMLLNf9pzHeFwZx9/1ieuejg44rB8xY3wTn89Hzk/Yqx4kKdJD378GTf8zG1b95t86qXUnCfHooMlO8QeY57/4W9ygNzAEf34n+OLyU7JiFvxVY+8m8ZDDz/kt/MfQgz7316Y/eOXJv08HLTkjCMGos3y8l7jwqfCoRvzGrGkHWsqvC0+z2vYkRxilZfwwGm0ciP/clPyyU0++EqQmMXPfTL1l/idVxlw/o7y0NfAYXzo50HzL3Bo/ATM++sj1ofX9dJjeNRvLRTTORsb37T7ceM/byYwTZ/1GM9gUm6jPe407ab7RuAJBKbNXZv9dDJMOuquzH1PPlWtk0wtQL7uyIlGFzxxQtF//qjiYkwnweBLjvHQ07qpYzrJlR1Oor540kV4qoTPzFJfIw67ksFu/XwAOwCi2OKQi18uGnRjXXF4HSOqPArAXMf5G1xtGsiHvtjMg+VQpJF7dsod2TnvEq/5yX0g9wdp62PgyEH4oOEHW/zswP7p7cy57e0r7RTBFHbwLJsVZ437Ip85SbvVy/f2hkPzEb+LHHEFH5MzTtgY8xQPHtJvChIn+SoP5JRDPDyofwDxLH6DjM093mGZdIgZWzwoqWPiya8xOm/8S3zfl0Fior7ISziHnRTMiMBNeVgef8iQSwgKv+Axxm+LZSeOZRP+DocpjrJHvMbdOWRdCFzSjIan/ESelp/Rx0FyEci6zHiLRjga8kMOOhQtx1tfmtZNXHgaT+KRv7BLG3HFsf1zMOctbII/8q540fe+oFoDw2hzPthXQhoXe/ixv9FzQL50yE99HO705LfmBN8oqB6Ri/i8BrxvjHkgfy6eySH+bz/YJ9Y5nzlv+Kggr1Zxcuw4/TVq5j7nv/aa6eu/kp/ws//ssYSf6uPYfDFMV/yK1z+riryIl3xTO3SDHnGwNmnKO/dmSPjYsazmK8bpHabtSbV8yy72yy80cecflsMVstFkO+SY23F+gC/uvmcFeu6UD3FXfKKn/BwgdgZOcUAM0DTlkYca95j3B2yf2gnBjC8/s8a2PWnDafPH+qCNtUC+sX84Tw4UpweKTwzSYc+KBlvxl7x9gUvqw8i9TeejslddphN8GrrYBnefbxhnboY8x/r9+nae1Tcd0JvwRl54gq/nfeplVzWQ8bPPzi1Y4TfHsi6zfojPOdq+bTn+cKjzvOpMQFKfEUfk51iCyH0rldN7wOAo+DdPaHt5/pOHGg7BPBgksmETPzQezIx9ETwjbtqYl7ne6/wj3KsasTLPH7qyz0G04ZeD8un9iP0711Ywg+ca49/BIG9w0flXdkKmxo71kfvrzh9EtPTf/MTBeKx94/MSPqynLLet3rzuovd6W3vV5yR3RpfZsV5N//G/aCbuem8qljOdF40RfAUBnyC7NQLvRUBfaQ/luYpYHDP9XtuP6q3+ZjpPlESzRaQLhzrR5Ul843Fi4iKYEezo4iHG0JGsg4oxXyx5SH2sJ/mc1pVOevirdZfxhVycYOf1N+IKXXzJfulge41VNzNceARvxIJujA2fCip0uchWzFzQEsHWlGf4o2En4yt+2TOPflx8lAh28TcuIpAx743eeBpvi454CsORS2Ex8/Vtgoh49rfGp5xC1zLo03TRVhdA0AN/iKkZD/ktHOeYnQf5+xh1x02P7xF3HI/5qnHFZqwrb80XNms+jW+oqHGx5PqZY8fPmptt0a+NEewQu+zEgB8UIMvY7Bt5LuqcHzJzc/07R7RNi2kAACAASURBVMsjs9YXflkHets1za/GqW1jEbp8BRWfMahYZT9o7DtfxqyLP5p8htw8/+Q623Z+xM43UCwrTPDB+r1pnvu5Ns5U1vqc5w55pRgX6uRErm6WI19GjSs9vJ18GCGneb7tV1/PttGyk17Ade8TsRm/Mbdhe67rGf95XBf/ZQNbtDFf3BBt6cme5jhkbE8K6DAHMbc06atu6oGA+WAQ8+q6kPD6gV49TDLLuJoefdXZoCOGv8LH11qP6J21kR/zN7W9n8CaG+uw4dqz6MC48vW4696051E1GoOqfTOjJw5q/KwupBO+dzks+QrzkEGfY8ep/Ob1Y17IMZ1z/efNW54rp6nOh9DTnE5hZ12zz2YGTL7Yiged+JttKR4etlK7U5O8/ksPqT/WZ+TEHHptSQ4syq7skUv8zbWPae0Z8AIrtdAh33k/RB/uvD8jq/lBN47RoelmfMrmrB4kGB9ev6ZVT0HwU6Z1rVvG+CPr/MWLuLVOLEi/zD+4Y9fzP/wZm/p502yCY/L3Tb9osI2/bLX+wsbW2F/3e+yIe10DoWR8N/0+agR+IAK1brR/xPHWa0kN2hE+Ub9/HG78bXwYY9PaOX2Mtn4vpw2JPnocAV8kH+uxij5McaJzsY8+DqJcj+OWf5UfluMUw7lr8+P1QTxeL/LHkzzWC+MVb/F1wxwy/HeQeXKtiLETJ6pd/CUfAmphJvi1CcTx3l/5cf6zHHqn8rWebdf+nZ/74LvJThBzb57iC2L0k37KF37WX/nQXEDHCVwXBHFiV75DfooXP6v+kAOnKY4xHvrYBtdVPxR0ERM2VX/Sz3hDVC1Yp/gXez8f4G880Yu/43xlPgSLb100RWz48cMhX0jt5v3S3pL3jA/xAFi183gm/ZJHzm0Xv/Jb5icEZXfqlUddpGm+Yn43/DN/4RqavGXbz/cUT9i0/y2elb/QUxyHfKf80v9m33QUS8xL/nelqSaNn+nZD3UVOlr3ygcaTeMSNOODzvEg1YZeUBnvTT4ll9rlZ45P8Uz+wvGIZ5Ib+jM/Bo234kX+sB4ne6s8dPxvy5c4wAM7xmXm4y/tXcez+lvpsh8GZj+bvZkf/hQHSGe7zzf1h3wcbNrkW37BPY539lZ6wl96Kx86/nb2az5jGEcTjikHflZI/xKTOB+OxwMWVz/FM/jlb8jFQYiNuFa9g/1ZfrI/7FEPDniKb/AP/vObQ+Pm+a4ew+YOP0fuuFb7Fc/qX3i8Ef9O/uT8suF5gh95V5zZx7wqrpP5CoGB/2k8ma/sDH6tO/ys+T5jL5D0/qzzZNjP6xfsE1f0NR9Bqu38VTzmqT4L7xzb7FtGdoMYPfGf4Dv4Ias4kEPvkG+MEwdysrvWH/qTvyFX8qHY/MZnqx/X0TvrY62nmY5Co9ZHPVO3ruebPspWzfKmqz/e+C8Cp6SNhe9cBBdBnCr3YCNwh0DUk2927kR/Br43gTWWt8a5GYpV/K48r+yu/u/oOzvmu7+zZ/6z8tZzjz5P9vO3iVCf20a8sbHON9+Peh36jypcyI2LqXozzJs7Tid+CHah9vTwR8X7kOPClAtCv9lb9b5rPKvzN2ji8hti9iOd996Qfy/rKv+r8dXPKndHr/q/K73i8L3yXP2u9BrHHX+Vv6M/2t6dv+/K935S505u3p5tn43Pj7b/Pfz7obS/LfPMHDwa353cHf+ZmFq2EfjpEJj2utOb/wj4PftfqP0xfuO/Js1FDu2s34JI/kZvTyRWe003Ag8jEAWf1ZdPFinvt2nLuV/lPe7+Vb7tZK/6r+QyzrSfT5Rh7P2NxRoHY33t9BnPgX3e5S9Y+/G9fXaDN/kVzxbfKr/3cydHpLM/v+Fbxzd6ifdEP7+yyPvBbB/b7/0rv3LgB06P+iO6Az7vqd9wyI0x/nM/Tcu+2Xw0nkfkDvEu9XlfP/v5Xut7R/s8ssPpBH/SjXYe/17+Wu5K/8nxAIg4ZpxYkDN9Huejfvb5HO0m/zhu+6v+Qi/1d1yPe/kjnnf8iKMAOMdh1X+Wdp5X/QP2IrANvwfkASHaeT7r+Gpvz9/85vhMp5dVfrV3R+/11/Uqf2/Oz6I/5X0WH2N7XNb4nuWv8isd9uf4IyH7h6GHiOyTh7g2Ocuf9Ue9NZ/X6Fh+I970v9pb+Qt9o3+Mf69/x9/tzzXhZzgd5z39cH7Sfsg+UxP1lP6D83aXxzUfvDOix+Ja52el9/je49f6b+Pe+Nzi43UV/dn99bgunOS0Xhe6lvehO3zV/yAxDcgZi76a6bk3T5uDie4bgScROPuN/2qCxbNV48qtk9RxeIz8KH38zr/dGwEtBz8qviWMS/JHx/eq/8vEHmTc+b8zs+qvNF/zor33Tflqb43ns/n2p39gKU5Iax6f7f9V+7p2nH52Mu5GKrE7+87/qr/Tf5V/5dfjd/Ytd9Xf6d/xr+w+Ov6s/VV+pVe/d/xV/ln6zv5n8+/i/Wz/77VvPfdXeaz8lb7S8/id/M/Odx5X/Svx8+00rvvXPX329Yp97Nzpz77Oju/0m/9rXj97rn/3+ePr9F5nu5v/AEAPvWL9vfM++/jGn8U8N9Przf1Mz0Ghuw9mb2+23ceNwBUCXtSj/krQ1bTxkzGPM/LT8iMwFi1vtHlz4SfTmcX+yXIu7uR8t/zK0fC30hUow4/FlwaGvaf1Py9/LHu7O4vvjn+X/7P6q727N1urvPzxEe1yfirRS36qX+s/wVcc4Yivg/oCsdx/iP3Pzp8C5zfg+ofhqlCeid/5q59wM/2u+Cc7d/ryUwHPcT/q/1R/snfn/45/ap/BaCPeyd9uPIhn7UseI9Ewe6d/x5edN+K749/Z/xh+BlhhbrgSXLRf5fya0W7zBv0sPpIvQwOPN+bvMfvX+D6mnwGNeKb4XtXH1Jldj79i/6/4z+dyfrKDMz9pf8GnBOle8T/8nezLH5HfR8T3an6tz/7EbI4yc7mp/93xUd4BwHx/rftu8JjGLTf3HNO8vye1fT71xt9qm9NYvIH+Ru+DtHz3jcBTCERR+yvXT+m1cCPwGyDgiw6nstIe774RaAQagUagEWgEGoFG4DdD4OqNf930v5Dt9sZ/fTJg+qzfnkD0Tf8L4LfqFQJR8PWgr/qVjror3eybv8ej8dnj8WvVh55kT/V9/I12z+93nV8ebk/zweGe/rXqq+Pv+ev6zQWdOPT63ddDr489Hl0fezy6PvZ4vFgfZ/c7cXOv8/T0Zn+77w5/E99yZ72MxIflTT/1xh/l+Wv8pvm6si5OKxiMz3J21n0j8CgCZ7/xZylwU/S7tN8tn8+elzu87vivxvfZ9u/i+9H+7+L73fm/Gv7Pxvus/K823796fp8d/6v2P1v/Z7f/2evh1fw/Or7vHc/qb6U/Or+21wj8UAQu3/jvv2nvGJ9YD9sb/6E83bwz5icF4yZ/etIwnkDE7Zj56Oxv+gmnWyPwHAIuYtcf2noTWuXkqjr035u/+nuQHvkssHj5HfIquX8z/27+7/hAeMDvMF85cIb/u+x73tyv/jzu3vur6an/Pv7T4Vn+cA74TfG9xS+xd+uPeG7xS09D/sH4hvxq34yw86vhr3ifyP9Xy4/UPD2jX+dvyv+XzG/K57Pjf9X+p+h/YP538d3xVW9TPOd0CpTYcb9b9af6PLU38d8V36R/Z/9Z/mk8L+R353/1J/oT81M8bV8IXNZz4/MaPut6OdD7n8/nfXbel/v+mwA0Xr0Cqo/5/mkef+qNvxXTOTf7+ycP2/j+mwHW674ReAiBKKz+jf9DSLVQI9AINAKNQCPQCDQCjUAj0Aj8LghcvvGvhwGRJw+/3tGOb/xtxE8Kzno/aYi48kkDv1GIm7Vt/J3h2Hn3/24EqKdCIPs7en3zs8o3/208G5/GJxfc+Xrr+uj66PoAgV4foNDn1/1+4Lpw3/g0PqwT18Pad310fdzUR321cr2v3tHU1ySnelvo9HL8fOqNv53ajOm5N2//dX+Pdt8IPIbA2W/8V002j7ceMTW/8en6WFfNRvf66PXR62NbD+tRr49eH70+1lWx0b0+en30+tjWw3r06vqIN+n/+fL16+Gluu36vnv1+wB9fOOPsbmZtpMzen3Tv7/p39ubbfdxI3CFwFzcyLiK5p5Nx+U6j1u++Y1P1weroddP7w/HOuj9sffH3h+P68L7Za+PXh+9Pnp9eD9Y+8/eH+QvCnC+v9Z9eDDO7sctT+/m+3XT7p9642+lzWk88YrsN3ofpOW7bwSeQiCKvX/j/xRiLdwINAKNQCPQCDQCjUAj0Ag0Ar86Aldv/OthwAvpbW/81ycDps/67QlE3/S/AH6rXiFw+xv/qLvSzb5/M7XHo/HZ49H1scej62OPR9fHHo+ujz0eXR97PLo+9nh0fezx6PrY49H1scej62OHx9n9Tn3V5Oql+tl9ObdE67hvsTxu+qk3/g7Cyqa/xW3Yn/yDLxUs/P3X/a3RfSPwGAJnv/FnsfD1mm6NQCPQCDQCjUAj0Ag0Ao1AI9AI/HYIXL7x33/T3nk/cX+0vfEfytPNO2O+mR83+WdPIuqm3zf77tOmn23YQ/eNwD0CLmLXHxp3v6lBxuXrqjv0NXAYRzla6xcO2S3frGh8uj66PkCg94+LOuj9VcB0fXR9gMChDnp99Po4qwuh0tdX/7rrq3U/OND7n8/nfTh1so1TOqKrr1JSN98/zeNPvfG34uZ0/+RhG8+gLN99I/AUAlHU/Rv/pxBr4UagEWgEGoFGoBFoBBqBRqAR+NURuHzjXzf9kd87vwF9fONvrPyk4Kzv3/gbpe4/BYGz37yUo3wg1r+ZqgeDxzcKwqnxaXxywZzj0PVxjovf0DU+jU+vHxA4r4NeH+e4GK/Gp/Hp/aP3D+8Ha//A/lBffVhfpu9o9udJTngvdFbh8fOpN/52ajOm5968/df9Pdp9I/AYAme/8V81Obm89cSr+Y1P18e6aja610evj14f23pYj3p99Pro9bGuio3u9dHro9fHth7Wo1fXB//JvC9fv+6+1q+X7uEI3H3fvfp9gD6+8cfY3EzbyRm9fQMgy2B/07+3N9vu40bgCgEvmlFvJehq2vjJmMcZab43h8bH9bD2uXk2PisuphsfTq5dH66Hte/66Pro9dH7w7ovmO79ofeH3h/evz9oHQWA8/217sODcXY/bvn0mJ++f5rHOH7qjb+VN6dxcxGre6P3QVq++0bgKQSi2Ps3/k8h1sKNQCPQCDQCjUAj0Ag0Ao1AI/CrI3D1xr8eBryQ3vbGf30yYPqs355A9E3/C+C36hUCt7/xj7or3ewf+M3MTr71G78siK4fcOj1s18PvT/s8ej62OPR9bHHo+tjj0fXxx6Pro89Hl0fezz+5fVxdr9TX5W4eql+dl/Oldw6zhjN40k9+cbfQVjZ9Le4DfuTi8cKFv7+6/7W6L4ReAyBs9/4s1nw9bFujUAj0Ag0Ao1AI9AINAKNQCPQCPx2CFy+8d9/0955P3F/tL3xH8rTzTtjvpkfN/lnTyLqpt83++7Tpp/t2EP3jcA9Ai5i1x8ad78ZQ8bl66o79DVwGEc5WusXDtkd8Wj8hMxPUz/rfKy059F983+u+fO8uO/56fkJBKoMjn3XR9dH18dxXagq+vqtr1+zEH6Z/XPdzw/0/ufzeR9OnW/jZCy6+kQgP+f7p3m8f+M/o9HHPwcCUdT9G/+fYyo6ikagEWgEGoFGoBFoBBqBRqAR+E4IXL7xr5v+COOd34A+vvF3Sn5ScNb3b/yNUvefgsDZb17KUT4Q+9V/E/TGGx3l+Wx+q/xKr/5+dv4a70rfxb/Kr/Rn69/Zf5W/5rPSP7v9V+Nr/cs3Gu/aPz66fnp+fuz8rPO50v/2+Vnx+Gj6VXzv4vm327/L/7Px+9n9/+zxffb8fLb9O3w/gF9f3dCbfO6Hpjf84/47zvVn9+dcAnhclwMnH0+98bdz2zE99+btv+7v0e4bgccQOPuN/6rJxdVbT7x+NH+Nd6WfjW+VX+lX7X+0/mpvpdf4V3qVX+k7+Wf5d/If7X+1t9J38TT/tfW/4r3Sn43v6m+lP9v/Z9tf81npz/b/q9tf8VrpV/Nb7a30q/Zf1V/jeZb+2fyv8az0s/ndyb9q/07/jv9qfKv9O3r1t8p/Nn/1t9Kf7f/O/hrPSt/pr/w7+s7+s/qrvZVe7X00f7W30h/tn/9k3pevX483/eEof/acb/5Xvw/Qxzf+65MC0+vN/UyPJxARKG1/0w883RqB5xDwohr1V+qupo2fjHmckZ+BrzgqsBGfD4Lpxet4557j5HM05ZPkT5HfGp/j3PVr/mv8RdPJXv16zzDVg8/T3/TN+NmM9Ya9O/8Tf7ZnO/f+0/OQr0CgH7I3+Ud19pf6ZbA6+4E8tT/JzfrWm/u3+J9tnzje8v89+OQ4473Sr8SHrTv99JczMs+Lxh/Qv7P/o/mZH5+5f619xvfZ+X+2faX3xv50x7+OT3hVYVQ33uRAvzW/6L7F3+whOc3P5G/WT6lJLgZm/rBXgnfxPcLH1GF9Tvbv+O+Kb8qfDA/XHzv+2/Gt/s/pNFhmRx1VmkEvfAsah6I9PPerv1O8CuBZT3LxcapffunEX+Mr/rBXBys99Ff+pL/6T38pgFry08Bqf+Nv8hwNuaG/8Cc8Tu2nuOys/KRL4NL+5m/Vh3MbX6pP/jd7d/r5D7Bv8nO8s1/bueNLrhQ/TH+yt/o/p1Nh+H9D33m5X+1pvcOstvJFFw83Kx/WiOMD+LIX9TjfX+u+Gz/TuOXmnmOa96+kts+n3vhbbXMayUf2G70P0vLdNwJPIRBF/Tv9xt+bxBUGd/wrvd91/Efj8aP9Pzyvufk+LP6o4C+T/6MJXcl9Jn5P2P6heD8R5xWMz45/r3y/l59n839V/nvl9b38CI/vWIfOy73nw7R7j6/9Hf9O3vprf6dnvvVMv6v/QLw/JJ53JZFKH+r/GVxKdvh/RveFfD9E9UfHGv513/iOZAbei67H3S/sc/JH43AeVY5GbKdv/Oum/y3VG972xn99MmD6rN+eQPRN/w3AzX4PAmwKpZf9Skfd/VR81kEExCYSf39++QKhCBnXk9ZdvBn/n3+GHIsb+dKVnZD9rvmF772/7+yffJ34KR7H+BzwiLsOBj3j/XB+OXdfkK940t7R/97PDZ+Ho3M8h/m942/2y4zscVJwe9v+pn8ut/HZ27/q62VpOeU3/p3+r8Inu8/Aj/y//vOP1jT7QJbRNX7EIbw5iPbd8AtH5J971ZVfj1/Hn/E+wcdv4LL3+4R+wrTgdK4PrtpXL3H9hPwejQ/gYq0JB+03qZh4Oi73W37I5/70tjxynF+enp+Kn26ry83/XXxP80Phvg6v/Stc4xd9znfIVyDq2H9Nx4G+kRqy83kXO6bdM5Zqe//wy9wpf9OLI/wovtKY/NqP4kE07CLvfvDxZ4ch53Fkz+Kb/Vtt7fEJ7jrP3Z6f7Md4bHgqv4pb8ZSjvb8TfYKMtpe7ok/0USysyOVtOw/wy57OCdgrg9md60uWMCoP6wapxjxKf8U37BM7mm/Zx0jqW+4JfBTBiTz1H3Gphmx/xHEiLzuv+p/0wz844d+44SJxuOo3fWTR3csHPwaoA3KLzyMfxWhDzzhwjjjIT3LSWu19MJ96kx/bJZ8coVd9n/SozHJndJkdcqafeuPvIKxsmq8jCewKFj7BdmsE3ovA2W/8WQo/a1Vpw4lNZ26sj29//R1DtYiX+NcTBbrf/v5bfzpe5J/Nf5VfaXzM7aP5q72Vnn1zIhwXNBMDPP6OP58k5vmf7YElcjoDTPrz4Sw/j/sYPjdt3/7667BRInOnbztXvfQrz7+jLnLfvJI+ju/8Y4ecI1bnvOMf1W/jtz52VbvgOTXzp6E3D1f5lV6Vn+Wv8iu92t/Rn4FfBPDlKze1f/7n7/9GDYXDq3olFvjcFPy5zCO8s7baW2Xu+Ku89qzw/1fU0Byn5VZ7K2059w/xwV0XbiHN/6caW/VX2n6uesvT58Or+OZY7R1XOs+M2/6Vzspf6YOeazBqJavhIHEY+BL707zmZ4HZH3Kce75929bwzJ/1OB57iRmK7Uv4entPtTj9W/bP+Jan/qm/vwKHcHvZLH8lIDth4C18yHO9NlWOET28XYvzt3mMy7/nrM4Rb4SrbfnrP7GXoot89Jxf1ka8XD//GXvHvlXGiiNkuKmZrzFq3DolbfKyR865EtezTX7AgViWCXvsfM2568vlvnMVzyE/z8V//3uqssqv9EHpGXtDttau6aoLsKHOVIuTI2JwDc7XepPIOFzjXekhWAcrf6Ut7zr6K3B7q34t/2h/5c/65l/5N9/yaw9fuAa2Z/cHsjthfmeP2mUusEVb5UUjg79avx+Jl5y+9VHxjfvsWO/5ECCXncdtYo3f4yf99sbfTIzNzbSdnNG+6feG6j7t7O3Ntvu4EbhCwEXsekOORefydFUd+ho4jJejD9dnMbLJxx8b+V9//KGNRJuqFu52ctzFT4DB//vvv+KC57/6+/Z32mKcOFM+M5G48t9oUjI+ObrH5039Upj1d/IF1LBLuLO/S32i2jbRo/2NLzklmhswNFiwEdODJ7iy8eJu53/QaEULzHJTzMBG3FMeqz5qa3zMH2MP62Mk2iZ/TjMq/zrgCS8PS/f+YY14ymCFD2svb8ZVftaXZsZ37i8FEDdfJ7m6IRvxTHw0rvNNzmYP6ef8W179IT9GZ3srXf6tV4FWN/CNg7RTPYTz59jDo1/5CEUbduM4SjBbDILbzh78+Fvx5MZUFzHlaPDL8KBP9HF2y0co2ohz9sM+EzzFJam37WX8KXiwZzu2v9iDRB9gM+e8oRx2in/MB6U5/oVOcssj7ONn1PAhnkW/+GVmhydjx3gyYquZj2ziU/wTGpmhVwT7DdkNHA7xbvZQkXzInMnP/nMf48YfrcRv5u/0Kdz6cz70engV5yTrq5/srfSpfWmf+7e8+pAjhBGv/dQAZMqnwWIPHFBm/6e2uJhf+dA8DJJMPMyYzzMZXdr973T+ls14iOeW/styxHUaj9mhpHzo4480fF1MbTI/Os8x/8H8Ox7QmOa8R+NBiOTq5pxzIbo+P5JrwaN87QfdCmPH13jFDWPOZ5PPo2G3GDOfPPzgYMZxd74OhdW+aXARtnEw6o3goh3pGo/O+pLTx7dcDymiz1l/lU86hed80lTiIS5xpdguntke+EnPkhNgkoN5kl8Oh/2YO10zlqODvxiY/cF/M/6VfzO/xL/aJ7YZP9F8RNviK9r5u4/hx+IrS8N/2Rv6yV/9IbXGO/uDD6bUo47jY5XXuOPF/zI/qzy0WtXDyoc34kxJl8Vx/IpvOC75W5yON8LRPJlGlXmb4ytzYz5Nu/8/H7jH2NxMz72cCLQAV/0xuM3G3t423keNwAUCVcRwXXeWdHm6qg59DRzGy8CH64dB3/RzIna8+OcEHQNjjBCGfwSUZ0YqMh4CuCHHWxtOsF/irYG+tir99KevEwdfbxDwUYqyHx/Ioy9+XDDQs8foRvrrP3q7YL7G4YXO1//9b9NjDLvYC331/4uY4pgn9jTGZSd0afiXvTggdtsbN+8V6Bbvhs/85hG+3zbpJxFBYzfxyLwyl3gwQGzRoPFHELY/4lP8+RRedkJWtgonxzfrK4+Ssx10NC6P4Wrta2CM+yDkhEfhJHtxPOplxouYAl/5sT45xbjwRC/iUovxlFvwtn7FN+oBfKJNZjc6bGVcOaf40P6OPDhQh6HvN3SyU4ayK/3AGjuah2AQ35g39LErrxLB+lSvOX/oj7zieMMpFWUfzTCk2AKTeEK01VvQM37oC//wT48szflhaPDDn+sb+7RL/JItO9QhsWBLOJFnGdjp22joUnfSKzvCifmN+WMcOraJlIvjMf/1NW7s41PzZvmwNfCNY+HAGHLkj1z8wUDOfHr7x57mOXTMDzapqdFZ9s8vEVf5HvnPdKqkHfJVHOE/+uE/DGPP8ZWbnT/MzP5Fl+1NPvFwjvRX8aOKv2E0aOJHx3UhPvFGbIyTZ+KUcuIPtFNf6zTkHMOl/0gm9UOPYEzTx1o703e8I1/iBTf8RU/8+ENOtRGCGS/2El/Na/iQXOnh3vgr3uAnDpmT847h1Ctf0Irb+OA3YhjxYTjaoEMBvuItjOQvZNIvwlv+ymO2V4aGPeuRd5x/4w46RjCREnym3VyXfiC002eBVeMbOG7jOtcD0duuhyxurZmW3xBM/xxsfmxn9GUQ2jdfDJkPJm6+yNf1Qw2ba7GZxqv3GeOJvYxr6z3/1Mm6/232Yv7KyeF8HfgnZux7Ga3nmZ5BeuqP5rrl2PZXeewQJ+uP/cL8iCLtsX6npjUTsvZDrdFs3/ZEE09dzyD/DSZN12XplxixOdvbZpEQbDlVyZFp1ih2ig+N3pfYK8GIa0Ua3w5j3FbwQ57gL7+1P5kvc/Ex70fGVXZCUH7CjvXZnzf9OiJO/Fa/q4/IeY5bcfIRDf+yb1xY78gnW3zJDTo4ca4iL80N+UnA/oOY85n2jzmfVMp4pV4DxOOmfSX0pVeD9ilcicN4krfnB/9TfNbX3EduNPHfwqX8OR6HdehrYIzf0lucjnf04XPMUzk2XeEMvmn3hxt/MzBOO+tVLAIt+Ru9BWk73TcCTyPAoiyl7O/o3IxQOZf3uPvVnsfdP86PpadIddN/5p91wkWJ15Okww905YkFkXWSQsT568QQFzNcsNCwxZ+e/McYdtigLE8P/XeM8+CBuNjUkVOkchQy4ds2au8RX0/wsSs7cTJEvhp2eQuBHjGwqWIf+lsY4WbFfrwnYM9PtzVWtmyVXviEHeEgfuLPXqYTZAWor0VX7rJLjvjXV2UDszjenvgGLhEf8ThPXcyEUfkRDnFkHMo/7h07vbAN2TkP44nsnMc1nfnwIINYaNiDJgxi2PmJQeFb84Y8Kuf6RAAAIABJREFUPolbesQaOmrIxgF/5HoW58BBc5cPozyvI/44wKbw/JvYco6JTTiAe9Qh9gPojBufCiJ9c8E48JZcvJmMmLiJoWkeYpzcuLihoT/0iC8efoEFTTnpaPuQP+ceAsrDMUafuFZ9ho/MM/Atf8ZvXOAbv7I146e1F/w9fjF/4SeG1bae9RbrIOaGZjuZX6yTEIQPBuSXVTjhJ619Pshq7QBENOZGduOYWlYNkHvkprwsH9YrPDmQeslpDpCLeOaLTs0TcXEhWn7wqVjnfBmMlrgHFMK16iLGkedPcUYQHDOTyKuGmZOqI+KSfXrGo0/cIr44pj3bE8+MBz64SFa8w17Gg30aOHoefYC8cKu4vc8Qjy4io/cbcdcvtrIlHmDttfOW/6yn8hcGEr/aZyO2EX8c0/iUvaCRJXbNP7XnuCWYealOYpz9BjnHhB1u3oiTRi++qPwQ/jiIZpwUhTBjfed44rPfN9ApzTGP5Mr8qA5jPShebGEf+Tj4wk9lIhevF9VYyNBWe9LDJjZC2T9tUM4lj2apj/WUdtJeWsY6/stD2SQOxZXsDBC5os/7KZ+Qk77spifFJvv5MAKBYSfkHPvsV3EFj/nWfvSAf0TQG+uu5ldzgP/i0+OTbx3k+mNvyNiMx4gPWdbqDpeqM+xRg5WPajPGcq7zTSz1Jpkah6Zhf+yzMYYO+orVfPxGPvDojRMO9R2YyCEYY5+ErzxKPzr5Ud5xrPjq2op59jkCnzNu+PO6EJazvfBHMz4cE4bqV3EysvllfyVG/xGf47Gc90LXv3CQlbSjuMlT58v8hgts2xn7k+MOn7bh+cS/5KNnfyGuXZ5gL1zTsfMTLpLPNez95AxnaQYYnKuwnftlrKeaR/tX7QX+ul4NOdli7sIAft1jz/GPeBiMNsanvJyz89L1X8jOftFFjjyQIxbksHe4XosY02/WO7qHOBg8w03jlqdes533WX9IEAcxnfbFt9xZz9hZu7zxxxlt7u3c46bnHh50t0bgFQS82LMKc5PC3kxTZUmvfW1q34HvAMY6IchY1orf66AWL5wRby1mNnlOeDx51obI5jLJc5HMSYSmfEOeDSqEJCdeHPviUCevoEMpdUrOm4fOSthiPGzPTb+xNA8bEazzQk4bY/GhZaPs506WF2DihX82Tprjx/fIX5wND0jlp/Ft/kpMcczRCt+IX306VzyyHzHxZJ2Gb+1HFWeedLa89BvH4KWd9Gb8fYLCBnzy1wUPJ2vmL8bkr/prOu1HIOkAeelzA8+F7naikR9ixmeMSwCh+DP+2PHFk/hhj5jB2/qbL0bsj5qRcKgt8YeYsbKMcCAGDZQeHbiH/C5fBhjBbsmLr/EY00OO8B9S+HHOXOTTMh/i23LDTHIlsvMnnXQQyhzkTYyigK4xVRyDEcd4QxU8bsTVFB/+V/zghmLxE6+MD9sM231JBh0jwRBuMTjw45g55X+hq/G6uECXprjpRzzUQMUY49IPGzStfx1t8oqv+ERmewZQeBMDefNXx5ZzrVFDig8/3JhFw3aFZXMawwy2xvpwfKEnu/4GUxBpI7AJGR7uwNdFP4Yh5KDiHus6WcFNe9Vf0RqPevU6SV+BmeLHie0xfxGLRkhhm8+MA5Xi05MXyfov9DQfQc83mrIXY16HlnHuq/9yL7vDXwxu8Yd9fDt+/EfjUzZj7RC78dTcSiI/nBdxZyzbPoZN2UE0zWYcpZ9oJV62m3mEQOjSbF8x4oP/EWP8ae9ENCVz/oLlOlRMIU/tSB57yIfCX5w3sFd/mDA+O3uMFw+ZjKf2SfbU4quHJraKPe2kPrpuvBHkfMzNgM5f6ERDXkfWj152xd3s7OIrXclJr2xFLNjXt3riGEMjnrKPWYU72fdNM1jo5i76oTfJYdDxjjphfwusGff+oWjKn+rD5w/wp2G/+Ksf2MKbA/yFQGanAelBK47CgYRmetPPukCTGBnXH/Fq3gjFtV71gr+yS90JiaDnetI6Qq/iwD7+adQhzfLEpvlmMI6FG7qKJ3Eb+xXeSDiaZ8C0BjWeRyWWfovQPMSxeySFi/XIK/wKUY4ZLxwct9ZcZGackOHYcfjfKcKuv3kazMHnWLjEW3COlXvtu8pTPp1dxocP4wK2GUPY54aZ+OAjFE35xEDGHQfKY1vT2En/iTF8aOVDHmf2ZDg9yH75yeHNnmjmFx/giL0YnOte/hVTxR98zbUwSJxcX7LHR9mJA0yrVbfLW3zE4+/d/HLgOHc9dsmNeCY5Alppxs7a4cZ/ThYF03ZyRl8FkQ5Jv1sj8BwCXjSj3krd1bTxkzGPM/K9+GwGatU7Dsa8CDkeYhDRFB+LNzYmNqT5T5tFKejkMMlb2flhmGPbC6cpMhwGp44VTx3jF1H0aPR6ixgXJPpa02pHUpjKTdTzgm3H630gRbk4ybd/fgKNnPWGXx8EL/mpzbDsJpl64Yu486Kp3k7aP/LgGfTckFU+XGhVTsq75Cwvf+aHAdPCaaGx7/jsDho/fO2NC0dOXGs+S0JBVrzEPc2H9OIE5Oa4oXO2JxwdQPDAG//CO2ymHhc0eQOn+CrHY/x5EuHCwnlIv+xTh8adwjnox4BveKRf+SNL4yKXcWz44iXjS77ngXrSHzrBwo+bcJkGRnzEE3rih0b2VQ/QjiEM2Q940wYdx3v8Up9YhF8YnfHDpnHSm6rQxy/y8h9x2i/D53UoDdgTnpngeLgCHrTyZzs5lDc5+PT4BE/FMY+EVtmjU5yYxli1GQ9gy7qsOg0ZW5N+CGy4L3awh4Fq0oOOP91cuU7Fr5u1uAglj/mib/gLOeoGvm/MwHeO1/4kg/362iguZjum5/lBgGhtD5wU/YQXA+YrbwlgLe1LP45n/2IWn+M5jqGuPICmRsIncpCzP+cnO8QXeKlOyq7824H0N3zQHfUa2NAGfg5EcaQBmxk9+1PgTzzMw9gXwSf04H39p35Gk4EXnnK1+StS+HGMPl38Zfy5XmWPr2FXrMiIz0G0nbzjwe/UFCc4Ia/9NY4mf4gWObR4+O29IdPYx2cFx7/qp3TFV/HIP4JFs5/89Ue8YYy3jLxpVBwVgecbMv0nw/n6OkHzENjYX6k7vAkfWYpxzvdRD/G/gQesKQHXBy8hUgt2erAf0+Jjb+Jjd7QYB0f0ZDfmiIa85Ub9iZMfzDfy+RY6dRKHimD2VwApn7KBzfypQl57MGx/HDsPjtWGPTjFJS+Y2I8/1zVx5fCcd+oYB+NZljZ8YoDcRh3KUnyAhx4CZ5zo6c9xlSHh5kSCt/pzXIpZZmuenRN+yKvsyq+U+CCMcBT2cYeb9LfJVxi2luudh2SRk9do2sda2XG80JNffPNnP8Sc+0eud+zs+LYnwxnJFieDaX/Yy6Ecr/P8NJTj+C8/+JI9aI6iz/w3rfQKN48GXQeDLhXojCcH3sNHc54Hz5/zNG25ueeYNnBPcnz+v3FUBwJjGjQ991swYGSQjn2aIcxujcATCNSmgMaou1J3NY2+Dga9yn0yv9xp4/JNusdY7HylODf7HN3FGXnS5pOB1lOMcVNIG+sLouTjoLgSgCOat5icKrXpaBMr/eLP42xu2MOL4owNnGNy0GYRJ2p9tb7sBCvlyScO009unrIb2t4XiEZffy1bxDWfNDGV2RFfmA05Nn7hVww67H7lgqHiRA9ZLnb9kALb8X81xVHx2b7/NeX0mIJ8+qveG9642fi2CJ+vuBOnWh0sZGKnizjw2exYz/lYz/Fgn0zlZ8rTAIk7jc91QTzSD75uPme8uciY+HnzmjdOYJhvFAp/5OJ/ujAJW3pDgHFqIuLjFvnP0NH81Ile9ogrAkw/IYQuDxl0A8e88f/EgnHlHgrGGRd41gQKh6Dg5+joJVYfJZaU/Ke+6kd6qT+vA9Vl8DJORZG4IY/BsEN9qrbIARr8yj693n6zJmKcXBj7xnwTL3KT/fST/ogD+yP/kDQmsDKa7NHb6hJuxRc+NDfz/BIvfoPHGxp6vuVCHv5aqvWxS5zEoXxN0scfz5hg07K+tnz4RkY+hEiBEkv5sMcB+aCHH/hJ406eGdA49olB8ZakxuqDuLlZYy6/hJxxhS275D/00tPIB6Fypxq075B3PLYz+iETI2FO8RuI0lN+0/q3vwEYxqJlNHmTQ9zeRzVvxbece/mDCPmcnjW7rR5KAGk1xYEeX9HNMqzxAUPiF4bBU+uDtRk6/JaZuNIviRdwioNMtmbKcyG/oa89JMSglWPozvuG8Qn2aMyDzoeTH/SNg2a31hj2PY/+TTiGbG70Ia9xctQRH5kPtm1fuQYHHPxQDck5Pmh0eYCJVeEGNsQrHoN5ZBrS8SMyxuOY8dyHmF8EMy7JlaDGZ72QM9ayu9rHjvaB8MWD3iu7OIkGm0iQY1/zOtU8iI9AzGHY2u1/000uFmSm5JFTPdGnA/GVL/PhPKPX+TdkVG8YInbbI57gDTrGL8/X8Eo+Doe/WV/zFf5dNyR/tv5mf1v8zlCORr7kIns4rbbqe77EJh/iLNkRX32zTTHuMiYX6pQ305XXnGcZwk5eH42Bcrf5I65cDWEn5Gmeb7DQt5NqXLT4EtviDTLcZ93OcaTYkHOt4IF17TbMYyf+sv6neIYAejk+9o/an7juID7alofIE3oZDz1dr+TwkBdJYtM4cfs/eYo3xQN/zttxWK8QqFkI/WQMesjV+Mv8mt9w5Pp3j4eBj+N0QI5joWv4P+ONP8bmZvqsx1k6B6NavEs/2+rjRuApBKivUsh+pXORIvLD+VH3PhHqDcMUt2524fNXkY68YoxdA1rradJjr7B8KGurmfVyo0wFZNH3ScH9kA/+/OYDezSva45lgw2cOOPE7DF6xaeR+HC8NY6m1r/4FSfx1klOJ4fp4gAx+53j85hutmQr/RK3fBKX4y5f5ElTfNPm6nicB/qSizceilefUxzEqzzgpqw2U3xywR8xkI/9Qwcx6DkP+VFEEpG15Nc8pwCfY35JK/1w8r/2gw6+RxyVF7EoXmwq5roYK0ywbwzDkWRmP2JjvJovclJtm19omvn4paUcvkXK/vADbtxVRtNcRp/zkngw7ouRkQOynPijkYLz3eZxs+W8nI/kJ72dfox7HcThDrNhm4vSuV41HymrOOBHorOdjC/zEeTBZ2oYl3/qNAZGftQhdgki2tzP8abdslPzTs3P8SnvsGE/42vnMbLa1b6AHXnNj6Ff8TI61q7ywHLYiuMRT6omnYmGBDLFQKPsOedgDxuMya/W46aDOt78dVubO/Y5EhFJOT/tP+PczQ9y4J2CpRX05nrMp7Il+GjYz6MtH41b0QYlnfPofJkjzVPxMt8kNnUfxbji22jjif8xir+KDUueE+E57U/Ib3GTd+TBvFOHcSyar/dW07za7hIHIvYvuaC1/zGOPVo5874g/9grfFI/8VY+oad4UjtN4FemHDn3hxUvEsXncMQDEU3xhK/xr+THwyMe0ulNOnHEn/wST/yxt+g3vKme9pBzCxkw9fllzKn51c9xqN5OxuU3xnM+rQFNKEl7dPTlH3ObfuUdcUmOeH2OLTvIn+IEP/6vOgmRnP/QDxuOw2t+3V8wmXGWX+gxxnPhfLgsufgAB/ygI71woL5o8/CrVrLQxpu4aD4v4I8Reo4ynrRrO+KHD2ph1E3R0sKP9NMO8kd/xJ/nHWJw3Jp/02Vji2eLw/blLz5M0yMvO9FnnR6/8aG8Q1B6k79hh3wYZ11Eb3vw5/PlMa88X4VYJB1/YYdGfsqj6LGug62f31UMw7+0Uo/DTb72AfOnHvvEo7jncfaj8l/D42EN/pSb40TAuMThPP+wRnyWL7uW2+KMfJfrilwBmKc+Eg9sgq/1Ry9G+YM/09LPgf2441vlPf6GvTmfikc4kt9ZfJM8kTjuCvNAjzf+AttS0Zuee4yd0QJtCcZyk8k+bAQeRkCbUkjTszz2tMfdb4s25T3u/hP5UfdsblxKscnoDbViJux8e5DxZ2QjvtB7My/xMRpyrDtJxwdv9+LpPF/H83r0RV1wJcu43mBGP79h0Zu9umDQ+gy+VKSWF2TIO0Z49quxKY60WzeZEiyt0CcesPAJCfZolZd92C4XjlyQ6WHJEI50wpbsoRd/uzex+AlZsuBCQfiHjE5+ESt6iqHyRB8/4EP8auoD3yDZx2jGVfMaDNmIfNz8hhXpsnLsbV5K0/yVDz8UIh78fP0zvzL3Lfx4buwnAhqYfq24M1ICiJyCzyULcUpfPusj4uCCLAozgUKeGio7jl/S2Kk3ya4bARPMeZx43KQfJObGfGsw/MRFOOM5t/l2SpjFIHND3n+SW/wpdnp40RPfLKuL6xijfPON3SSHfOSo+oYfwclO9LITfNVQyKz4mU8++tYEtiDCVwQYfeEHhjXOjcUev21+NZ6Bp3x8ug6VV9DIjDosKV18hG//mwfyX7LWp/bnJtwCEP7VZs0JmEXM1LFyQN8KyiW/7j3wrVy5dEOO+QID50YMsoccx5O9zDNGYpxWnY4RHPwcEU3O/vlPJFqc/K3/Vl81HDZ2/mJ4pZFM78SXfOZMP3eJr6EKH+JW7mhP8nHMCG8YUz6+xhsD6NCUbx0z4vxr+xx0+p/kQ2feL2RN+KW/WV6O+BDfHA2MfAZKSjBjQ4J4zvYnxpyD+sqf9YHRYQ+3ZQf/NMet/UEjoTL14Igd7Gp+gyfV+NjNX/FdV3jCjrxgI+KwfBwOe1q/kprsyX/62+xNcYUBxYuhaHO8BMe+kd8wyTojR50npvpTfSgRDGx2nK9wRq94Gg9RVPTNs7DFN6Jos3/xkWM8dBPlOA5b81pW/CFsOezQ0C+X0tf8JEufnif0jCf1TBtxhAHyh8/allEEyh8OnCdrcwSJDE0B5PyJ5CN08Q222J0btrSvhx44z/uZ50n1E0prvRnnEWPYQAf5PC9k7eDPc8GxcZN++NQ3Wmpc/NAfeDAQDZpYiWHYV23GCkE+fCdu9VX2sOs2zsvYAZ+SN5/+4C/0nb/4JaA4yC/i4OcfeHE+OztgUTWmeOe4y7/0QklzY345YwzLxo3e68nyjNk32HieDnEw92Gf69BwPTDwOpvlJRBCrs/5/K53AgnAxke58nF8BCWxYDl+/ev8yKpFPcY5mTZyiOM5r2AoH2Sco2ITTX1U7ghEsx/LOH6dL8IW+ev6RtLn9SU7j/DJV3KZ5zpPmoeKX/kV5h6Xn2nuTJdJdSOfGvzjf9FmgdkY46af7Tebgnkj+6gReAABf13VdWeV3Ghq8cagq2v0WhQn4yFbewx7wFHvvXz7o59uqtk4aYd4LR88NsH8+t15PJxYdRKVpfwYeIQui9n8MFv5TZt7xPP3X5xU8q01myNys91Nb4sfT/j5Em+GZN9Xu4zHbg1++QG9PxlLPgTkh9+gcgQIRAfupb/zu8wH8eE/VdO+5cNQXnye4OubPWSEE338DXvQjj+OuTDR79KH/4wxWJt+xIGcm/N1PIc+BsDnMB4GYlhQGD9o/iVlnXTQm3HG7yQPHDt+5KE3V8YhZEf+IQvuqi/yneryql4cL1Ei73lUwGGbBg6jrqHjT3HFgfSVmCxUXvCpF9dD9tga81N8xsZ8hB9y48S602e+qDcJ4zSyRN/zY5o44g855xEs5YUqDb11HVDvWa/Bv8EvrSBHvvumdUlcMSy/cYDcrg7Nr3HnJTnWneoC/Qk/8Megjcp+zjN6tEN9BgM44GectW9gXwxrSl32FWeSb9pTvRFLNNnHngihmPZzJGOO43m+kPb+h5jqq/JzvE71cTrxIlvq2PWKfdrR3lQ/8KO+dDNQ60rgSa/mM461L3p+oKe6nPMLVuIZuDjPnf8JL2TtiyCdr4a1HvEfiA2IK56Qdf0LT+9vZXvd7wYe8MOJHpjGMf62+ofK+ZjrUvUiTuaFP+dD7Kp71mfZxoH5zsf1POT5B+Vqf1Le5IO+7ZmvkLCXfNlDjoaTajt/g69IBF3qx34uF1t9YEHziL/g7exjG7/zPMcQ3v0WMR8GIjbFh55CxKAsbn4tp/GQq176J/vZHA91sNsfQl43Itwk1/yXN5l1Ptv5AW6EEoyxPwY99ifHFPxLe2ECu7Rt3ZJGzv8uXvsJ2Rkf+fM6k6XgRz/qEHnXUzkzPds3dpiQfuCxr3NGs7GywE/6MXQlP/jMU83HjDvW1nrY7QPwsT/pE+ewe8qPQSTAHT3pe158PZn1hWSep/M8pljW8yXns7BDy7xP4sEP/kJm1AfyhftpvCWvdYrxaHO8TNXQiwNoPlRvXs+plHoImO/5dtzWRz4adl2nilvxc57fcAmjm3/LU2fhY7dOpn0H2zTZX8+/Y/7reqJohJX3Sb7YIe1DHwOkO8bfosEkfG15Vl3EePq97smFZrmkxucfhxv/wXrjwMaYGyUh8I9BvGGiWY3ANQJRT/mE8lrkZ+Z4Ub8a452dS35tDPhn8xm//2bzi3apJ+6RfydfaqN7Vn4oPnhwZ3/lr/Sdm2fl7+xd8a/8XI3bjvnu13HT7+1Xu8/audM/8PMkMuqSkzNtfoMAfdBj8B3tys7V+DtcvKmy+lnpN5U/gHnn747vEB6Vs/zav6q/2vso+i6uZ/l38h8V9/eyc5XP1fhVXHfyd/z32rXee+1bn55zq65VuBh+sn2Ef7mM/ZM90y9LrsL4MH9XDi7Gn/V7J/8qfw3zzt4q/9n0Gs9Kc9PFPRgtr+/yzTt1CO120DPjg/r32n+vnsN+WH+6rkCXBwbcSL+6Th7274Df29e63u636yGN77fD7jzfT7j5Y/zGf1VyYZ312xOI7YnCGtxqr+lG4GEE2NhKOPs7Om8KUDmX97j71Z7H3b/GZzHu41/px+zf2bnicxHw9Wv8y7jT1/t4sm98/MTbNNvHHK/2S0ln3Fd+LvWDMdvb5N47vsS3xDvb53jN7xB/DOzjC/s1QLfqz/b3enBo+/iO9Oov6S2uvf6KPx7sN72t+if0lM+sn8N7fyt/i8t+V/mVttxJHBiP5vjpV/vU65dRr3HTHwK+6Z/jXfU2uyfxlMNZH3nalZ2rcXTK3EW/+n+bXv3MNL4I8G1/d/zV/15+9nfmJ/nJyc/VXtDBuLNDKmf2PX6tv/pb7dzx7+Tf1j/GtZc/7g8rf+//aG/PNx6jD4W3cAP5eb8aenEgvVt95NJDfu7jl70K4Ix/zD/9PpvntXzGc81/G5+r+Fac3mt/xkf/lkBMRsG19Tv8zuN93P/J/BBENPtdb2Y8PveP+9vszvqzv2fGj37fzucov4/nOL97e0f+Xl/rR+jl+J2/5/Pex3PUf5u/xr9eDxyu78KBb/pzXsJ+HFznlfxjXCtOb9Nv2sd4tLM6udY7l1/trPjMfI5zf8xvQvBgjutgflqT34rIhyNncaHJ+NH+fr7W+bDe1u/lt3Hn9wC/Nvj1vnpHh+Gz+3P58wkC4qQ99cbfTm3H9Nybx8OBbo3AexHQ13xD+a0qykV67eFX519nds7Z5avdiZGPazv7D5hd5Vf6ARNvitzZW/mv0mswq707/iq/0nf6K/9ZevW30qu9O/4qv9Kr/pv0Sb2u8qv9O/pV/dX+am+lV/mVXuXv6Gf17+RX/h29xves/LP6d/ZX/p39z+av8az09/b/rL9V/lX6o/O/s7fGeye/8u/o1f4dvdpb5Vf+Hb3qr/Sz+h8tf2fvjn+Xz8q/o+/8fTR/jWe1/yp/tWdadqfz5Z0f6639nd6vxl/j3ei4i4j/6z51AmHjT4NvHH60/K29mGMe8sz313rpHjFyX+TxN0K+Yh3f+GNsbqbt5IzevgGQt2n7m/69vdl2HzcCVwh4UYx6K0FX08ZPxjzOyM/Gr/DHE1DoXLzJOYsfjpfjHR9Z2eMg2sDNTw5z+GivDF/bN+ci3tW+/US/5reLb5Lj0F7cF3vL40Q+7aeG9eb+zv8az6n8E/mteazxzf6QXf1J3wkM/nV+kucjmtUOfQ3QPeRf1tLeaXwTn8NRZ+t40OkvA1j9DzrZm52iMfch/id72DQ5+joYNELRBj3x13iSToEhn+qT/sZPPFKA0VO6DA17PrD8gc4BD8/9aXwlMORu6zslN/ktfo5KXfk+lE+qn+Ijewd+Dgz/Ez/z+2z+Tf5TPBzOcT4W37X9U/1yMPxM87fir3gm+ZWf9jf/q79TfmWI1sp/X/5o7XG7ouVP0in/qn/5mfBZ/ab9dLjlu9IbfrM9jlf9mV9ud+tHfD6iXfvb+JIrQ8Nesjf9ab4kP/FT35rH/WjmW8p9mTnGXwKWm/cH2StF+M/O34rnSq/2Rd/Fc8GvMI/5FWPEP9Grv7v47virPdOpl4Fz/hU94qhx02t+NU6310tGiW/1c6HP8F38j/Ht8UH/Uzyr/TkfrCUfhfhGzoLTxudo2n8m+xqf6Nl+Dd/Xx6S/8xPEGv/KT//L1/udB308GBjXX0FbXgf1Yf48xvFTb/ytLBDlNIKP6Dd6C2Z/82/N7huBBxCIIv6Vf+P/QIYt0gg0Ao1AI9AINAKNwE+FALcQ3JR0awQagR+IwNUb/7rpfyGy7Y3/+mTA9FnvJw190/8C9K16jQAPlYqb/UpPT+gk1/w9Xo3PHo+ujz0eXR97PLo+9nh0fezx6PrY49H1scfj96qP45vN3ys/Lhl/5/nr/H6x+T2735ne4G/327EO66b/7L5c8z7pQbtZ3vRTb/zt1Mqm+adN9A8ilFP4/cbfKHX/HgTOfuPPZt1Pot+DZus0Ao1AI9AINAKNQCPQCDQCjcBPj8DlG//9N+2dxxP3R9sb/6E83bwz5icF4yZ/eqIwnkTE7Zj56Oxv+v1sDU63RuAxBFzErj+09CS6yslVdeibL4APuBTsXt7NT0AOOHT9dP0EAoe66PWTddHro9dHr4/eH7wfrn3vD70/9P7w+P6wrpcDvf/5fN5n5325778pOI1XD+023z+Y7K5gAAAPBklEQVR5jP6pN/5WTOfc7O+fPGzjGazlu28EnkIgCqt/4/8UYi3cCDQCjUAj0Ag0Ao1AI9AINAK/OgKXb/zrYUDk985vQB/f+BsrPyk46/2kIeIab/r7pt/Idf8yAme/eSmj+UCsf3NWDwYvniw2Po1PLphzHLo+znHxm/7Gp/Hp9QMC53XQ6+McF+PV+DQ+vX/0/uH9YO0f2B/OvlnPfVGMj/tv9udJTngvdFbh8fOpN/52ajOm5968/df9Pdp9I/AYAme/8V81Obm89cSr+Y1P18e6aja610evj14f23pYj3p99Pro9bGuio3u9dHro9fHth7Wo1fXB//JvC9fv+5v9uulKLj7vnv1+wB9fOOPsbmZtpMzejyBiKBo+5v+vb3Zdh83AlcIeNGMeitBV9PGT8Y8zkjz86Tk5dz4HOskN8/jeNdPr5/eP3r/6P2Bi8veH30+WPuuj66PXh+9P6z7gulX9wfZiQKb7691Hx6Ms/txy9O7+f7JtPun3vhbaXPKTf4+iDlIy3ffCDyFQBR7/8b/KcRauBFoBBqBRqARaAQagUagEWgEfnUErt7418OAF9Lb3vivTwZMn/XbzX3f9L8AfqteIVBfZ4GdLxwe+E1M2Tp7s827q/Pxtt/4UjhdH70+cgM5x6Hr4xyX3j97/+z9s88fvT/2/tjnTxA4r4Ob9XF2v1NfJdlesh/f/MvfJHdGM0bzfXxST/6r/g7Cyqa/Rbp/cvFcQcDff93fGt03Ao8hcPYbfxYVX5/p1gg0Ao1AI9AINAKNQCPQCDQCjcBvh8DlG3/ur/Nmfr7P5vab8Qfa9sbfwr55P+v9ph/ZcdMf3nzT7yDcp00/A7GH7huBewR8k+86RIOa9rMlV9Whr4HDeLls/QSi8bnAoetHwHR9dH2AwKEOen30+jirC6HS5+e+vshCOOwbXR9CoOuj6wMExvpYz6cH+vimf77p9/1R3o+z/9py4bzQOfrkG38rpRPe8O+fPGzjGazlu28EnkIgCqt/4/8UYi3cCDQCjUAj0Ag0Ao1AI9AINAK/OgKXb/z9MODhN/wrEsc3/pbwk4Oz3m/+1ycP2/hj3zewr+4bgR0CUVh+bpX9HT09QZOhVb75b+PZ+DQ+uQLP11vXR9dH1wcI9PoAhT6/7vcD14X7xqfxYZ24Hta+66Pr46Y+6k39+jJ9T0ddTXKqt4VOL8fPp/5Vfzu1GdNzX1/I7t/4G6Tu34XA2W/8V0NsHm89Ymp+49P1sa6aje710euj18e2HtajXh+9Pnp9rKtio3t99Pro9bGth/Xo1fXBD/a/fP2qm/uzl+q+7179PkD/8X8oz+2KthPzZ3of1Po1/7392VcfNwJXCHjRjHorQVfTxk/GPM5I8/Ok5OXd+BzrhJNW43PEhZFeP71+en30/tD7Y++PPh+sfe8PvT/0/vB5+4PWWwA831+P+6Fp3HJzn1FRn77y90j2T73xt6pv+lfa4+7N774ReAqBKNb+jf9TiLVwI9AINAKNQCPQCDQCjUAj0Aj86ghcvPH/gPvr137jD64OYu1/dcw7/h+IwO1v/KPuKrzs+zdTezwanz0eXR97PLo+9nh0fezx6PrY49H1scej62OPR9fHHo+ujz0eXR97PLo+dnic3e/Um/r1vnqmuQWCfqsX8+TjqTf+dmo7Z7T+Q4IRDF9P6NYIvBeBs9/4U+JdVe9FtPUagUagEWgEGoFGoBFoBBqBRuCnRqDe+DvGs/vtd95nH9/4+wnC7Ixj3XTxZGJ6wuDfHojvm333NtB9I/AOBHyT73rDxN1vypCp8ly+ETA9YcwHZM0HrGgFx9Y3Pue4aLTrq9dXFsJh3XR95Lrp/SNxcD2sfePT+AQCvX/kwjjg0Ouj18e/aX0c6j0HxnVWHfim3/dDK+0NxfxcXVyveoV5JPun3vhbFVO6CXMfA7zgx0f2/cbfWHX/DgSikPo3/u/ArVUagUagEWgEGoFGoBFoBBqBRuDXRaDe+I+b/MjELz+5z36hHd/425ifFJz16Txu7kM4g1r716JyDN3/SxGIqvZzquzv6Ki/gupcvvmNTxZI1wc4rOup10evj14fIND7Ayj0/rDfD1wX7hufxod14npY+66Pro9n6mOtl6BP3vSv99uqv0nujM4ojp/veuNvM3nTv93km3Zvue4bgWcROPuN/2qDzWWrvpWbm3Hzj7h4pPHr+un14dVw7Ht99Pro9XFcFx7p9dHro9eHV8Ox7/XR6+OV9cHX5798/ToKa72vXukheH9wfOOPsbmZ9uigQ+7sN/4vBDO77eN/OQLeNEe9FR6jDoNmUblc53FEN32o9Yls8xufrp9eP71/9P7Z54c+P/b1QV8/HfeBPj/2+fFHnh+1L1cAvq8e90MxPt9/Z/UyX17JVc8LbbmX3vjbCLb5zcF2M9G/8Tc23b8DgSio/o3/O3BrlUagEWgEGoFGoBFoBBqBRqAR+HURqDf+vr/+wESOb/xt/OrJgcfnXjf9EV0+IeubfmPY/TsRiILyc6vsV3p9Qt/8PV6Nzx6Pro89Hl0fezy6PvZ4dH3s8ej62OPR9bHHo+tjj0fXxx6Pro89Hl0fOzwO9zuBD3f70eh9f236mR7Zs/bSG//1SUQGGUWuYHkM0K0ReB8C/MZ/bSyFrqoVlaYbgUagEWgEGoFGoBFoBBqBRuC3QCDu+N/6jf8LOR7f+PtJg41e0Xlzvz6Z6Jt+49b9awhsT8TqyVeYy2+UpN2Nv9DFaP6CS5LxUO5ivPlCoPHp+gCB3j8u6qD3DwHT9dH1AQKHOuj10evjrC6ECvdLeXCom+YLgX8dPrf1kAJ+me778bWv8tFLdx/TW24e4/ilN/6rMdMO0nT3jcBTCMTq79/4P4VYCzcCjUAj0Ag0Ao1AI9AINAKNwK+OwPLG/wPTOb7xt3E/KXhPz7822K0ReDcCUT/7J6IrffKkvZzt9Vqu8cjCaBwaBxDoOug66DroddD7QO8DvQ/0PvBz7gP5zXnVZ30F4tH78FzVMa/+6oQHlv6lN/6ANt/i44t7fpz2zf+CdJNPIcBv/A/1tdbbQq8OVv3m7xFofPb71x6dPCnO+1vz9wh0/XT99PrYr4mZ6vXR66PXx7wi9se9Pnp9/JvXx341nFDLG/+79XJi4Wro+MZ/fVJwRTsI8/Nm/3jTb74juKctmf1RvvkzAr8dPvVO7lBfkTSbhB9kbfxEA5rW/MIhuhWvxqfro9dHrw/tA70/9P4YNTDvB6qLOpH2+bXPn3390Ouj9wd2xaiD7Hb75WPrIzXP9GW3AL7lh1z6s2QGdLz/e5tfaXzeb/ztoPtG4P0IUMRR7iwOfZUkyUH7OwHmN73Hq/FoPOb10/XQ9dD1sJ1Pej30euj10Ouhrx/z+vqz90Pj7D52n8da3QcM4ZUejIuDVf6OvjAzhhf9p/MZhm4PPumb83/8538X7Z9//tlxTHefuDQOjQMLpOug66DroNdB7wO9D/Q+0PtA7wO9D/Q+0PvA99oHqDWa/SV1pD1e/ce+8V+eg2wvZuu5Bl9LmJ9gXNF+gKKvMeQ/GiC9+WsN2PklaH0/gwdqF/E2X9+j2fBJQDY6i2ejV37TANj4eH11PXQ99Hro/aD3g7w++h77YX0hjws33qAfzkfNz8vYxqfro9fHv2p/YOF7V/T9b20D7M+cp91W2l/AMP8D++Mb/7snB4/yLdd9PwHlKVPXQddB10Gvg94Heh/ofaD3gd4Heh/ofaD3gd4HHtsHWCs045XUPW25pf/P5Vf9F8EPJf/5XyVbVpdfFYzknGT3jxXH74QTNfI75UOpdz7/vjruee+673Xf6773gd4Heh/ofaD3gX/vPsDc07wPJHXymcvkhPFhQ++/8Xfw3fdmRjl2HXQddB30Ouh9oPeB3gd6H+h9oPeB3gd6H+h94GP3AdYU7QrX5N5+vv/G/9b0AwIO3qJNZ5E0HolA10PXg9cCfddD10PXw4ZAr4deD1s19P7Y66HXQ6+HDYFeDz/betjmhqN1fvbcT6Xub/zX4N5L++v81u8+i7JxaBzmTaDroeuh62E7KfZ66PXQ66HXQ+8DvQ/0PtD7wL9lH6DWac43qdfpsnN/42+HP7L3QwPH0LSRyL7xaDxmBLoeZjTYLJueEWg8ZjS6Proeuh5mBLoeZjR6f+h66HqYEeh6mNE42R/27J+Rev+Nv/+BPmflJxPd95NZaqLroOug66DXQe8DvQ/0PtD7QO8DvQ/0PtD7QO8Dz+0DrBmacUvqnrbcRf/+G/8Lgy8NJySbiQO9DPx8T572AR7ja/42uxTvTJ0V88pvekbgiN/MPcO3+TMCjd+MRtdL10PXw4xA18OMxiP7w/6EfsSv+TOijc+MxiPXf10/M2JdPzMaP0P97OP5ian7G/9nnzQ8Km859wbJ9LFPieN4bgZeBM03Hmvf+IFA18daF6a7Pro+en30/uD9YO17f+j9ofeH3h/WfcF07w+9P/T+cLU/5Oq4xmflfxRtO0v/nz8Y+E+3RqARaAQagUagEWgEGoFGoBFoBBqBRqAR+B0R+OP/Piurb9++7Uxf0R53/5//pJ7pY59mj+PWaz4IND6uh7Xv+uj66PXR+8O6L5ju/aH3h94fen/wfrD2vT/0/tD7Q+8P675g+u39IbnH+vG4e+Nr+tCnu8PwowP9xv9RpFquEWgEGoFGoBFoBBqBRqARaAQagUagEfj1EHj+jf/6JKLp/aOXxqPxmPeBroeuh66HDYFeD70etmrY3nx4rOuj68O1QN/10PXQ9bAh0Ovh370etkrIo7UeVv4V3W/8r5Dp8UagEWgEGoFGoBFoBBqBRqARaAQagUbg10fg+Tf+Pyrn/XOeHxXFtd81vqb3WN3jsUrs9ZtqBL4nAl2N3xPt9tUINAI/MwLf6t9ecozr/ti0kcm+8Wg8ZgS6HmY04ps8e/K3o5f0fjqy3/j/dFPSATUCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCH4bAr/PG/8NS/mRDd7+5aP76rG8/IXf47KWbagQagUagEWgEGoGfAYG783fzX7v+afwav7fWedfHz10fb80dvLv5u9N/lM8b/0dlW64RaAQagUagEWgEGoFGoBFoBBqBRqARaAR+MQT+P7giUrWFz+PwAAAAAElFTkSuQmCC" alt="" width="552" height="369" /></p>
<p style="text-align: center;">Nesta segunda feira, estarei no evento semanal da OsteRio falando, junto com Ruben Klein, do IDEB e seus mistérios. Conto com a presença dos amigos!</p>
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		<title>O estatuto da raça e o caso Shirley Sherrod</title>
		<link>http://feedproxy.google.com/~r/SimonsSite/~3/xQPjCBGZrG4/</link>
		<comments>http://www.schwartzman.org.br/sitesimon/?p=1738&amp;lang=pt-br#comments</comments>
		<pubDate>Thu, 22 Jul 2010 15:10:45 +0000</pubDate>
		<dc:creator>Simon</dc:creator>
				<category><![CDATA[Democracia]]></category>
		<category><![CDATA[Eqüidade]]></category>

		<guid isPermaLink="false">http://www.schwartzman.org.br/sitesimon/?p=1738</guid>
		<description><![CDATA[Ao mesmo tempo em que o Presidente Lula assinava o Estatuto da Igualdade Racial, que divide o Brasil legalmente em duas nações, brancos e pretos, os Estados Unidos se viam abalados pelo caso de Shirley Sherrod, que nossa imprensa aparentemente não está noticiando. O contraste é interessante e instrutivo. Shirley Sherrod era até outro dia [...]]]></description>
			<content:encoded><![CDATA[<p>Ao mesmo tempo em que o Presidente Lula assinava o Estatuto da Igualdade Racial, que divide o Brasil legalmente em duas nações, brancos e pretos, os Estados Unidos se viam abalados pelo caso de Shirley Sherrod, que nossa imprensa aparentemente não está noticiando. O contraste é interessante e instrutivo.</p>
<p>Shirley Sherrod era até outro dia alta funcionária do Departamento de Agricultura dos Estados Unidos. Negra, seu pai foi assassinado pela Ku Klux Kan, e ela dedicou sua vida à causa dos direitos da população negra nos Estados Unidos.  Em uma palestra para a NAACP, a antiga associação de Martin Luther King que liderou o movimento de integração racial nos Estados Unidos, era conta como, vinte anos atrás, se deparou pela primeira vez com uma situação em que precisava atender a uma familia branca que estava em dificuldades. Ela, a princípio, ficou na dúvida como proceder, mas entendeu que o direito das pessoas não deve ter cor, a atendeu à família, ajudando para que eles não perdessem a propriedade rural que tinham e que estava ameaçada.</p>
<p>Isto bastou para que a televisão Fox tomasse uma frase do que disse fora de contexto e a acusasse de discriminar os brancos nas suas decisões no Departamento de Agricultura. Acuado, o governo americano a demitiu, e a NAACP também tomou posição contra ela.  24 horas depois, o absurdo da situação se tornou claro, a NAACP pediu desculpas, e o Departamento de Agricultura ofereceu a ela uma nova posição, que ela não sabe se vai aceitar. Os detalhes do caso podem ser vistos no <a href="http://www.nytimes.com/2010/07/22/us/politics/22sherrod.html?_r=1&#38;bl" target="_blank">New York Times</a> de hoje.</p>
<p>Duas coisas chamam a atenção nesta história. A primeira é o contraste entre o Estatuto da Raça brasileiro, que pretende colocar as diferenças de raça acima dos direitos das pessoas,  trabalhando por uma sociedade segregada racialmente, e a posição da liderança do movimento negro nos Estados Unidos, comprometida com o direito das pessoas,  a integração e a eliminaçãoo efetiva das diferenças de raça.  A segunda é como a militância a favor da integração é ainda percebida pela extrema direita americana como uma ameaça, manifestada não só pela fraude da Fox, mas sobretudo pela reação amedrontada do governo Obama, que felizmente logo voltou atrás.</p>
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		<title>Os resultados do IDEB 2009</title>
		<link>http://feedproxy.google.com/~r/SimonsSite/~3/N-woVKptJW0/</link>
		<comments>http://www.schwartzman.org.br/sitesimon/?p=1717&amp;lang=pt-br#comments</comments>
		<pubDate>Fri, 02 Jul 2010 14:59:11 +0000</pubDate>
		<dc:creator>Simon</dc:creator>
				<category><![CDATA[Educação Básica]]></category>

		<guid isPermaLink="false">http://www.schwartzman.org.br/sitesimon/?p=1717</guid>
		<description><![CDATA[O INEP divulgou ontem os resultados globais do Indice de Desenvolvimento da Educação Básica, e os resultados mostram melhorias, sobretudo para a 4a série do ensino fundamental (5o. ano).  Em português, a nota média passou de 175.8 para 184.3 pontos  (o mínimo adequado  seria 200) e, na 8a série (9o. ano), de 234.7 para 244.0 [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.schwartzman.org.br/sitesimon/wp-content/uploads/2010/07/ideb.jpg"><img class="alignright size-medium wp-image-1723" title="ideb" src="http://www.schwartzman.org.br/sitesimon/wp-content/uploads/2010/07/ideb-300x237.jpg" alt="" width="300" height="237" /></a>O INEP divulgou ontem os <a href="http://www.inep.gov.br/imprensa/noticias/ideb/news10_01.htm" target="_blank">resultados globais do Indice de Desenvolvimento da Educação Básica,</a> e os resultados mostram melhorias, sobretudo para a 4a série do ensino  fundamental (5o. ano).  Em português, a nota média passou de 175.8 para  184.3 pontos  (o mínimo adequado  seria 200) e, na 8a série (9o. ano),  de 234.7 para 244.0 (o mínimo adequado seria 275). Ao final do ensino  médio, a evolução foi de 251. 4 para 268.8, ainda longe do mínimo  aceitável de 300.  Os resultados em matemática só mostram mudança na 4a  serie &#8211; de 193.5 para 204.3  (a meta é 250). Na 8a série passa de 247.4  para 248.7, para uma meta de 300, e de 272.9 para 274.7 no final do  ensino médio, quando a meta seria de 350.</p>
<p>Estas metas mínimas por série são as utilizadas pelo movimento <a href="http://www.todospelaeducacao.org.br/Metas.aspx?LocalID=0" target="_blank">Todos Pela Educação</a>,  e, quando as tomamos como referência, vemos que os estudantes da última  série do ensino médio ainda estão abaixo do esperado para a 8a série da  educação fundamental. A distância entre o desejável e o real vai  aumentando a cada nível, e  bem pior em matemática do que em português, o  que mostra que ainda estamos longe de uma educação pública razoável.</p>
<p>Quem  produz os dados do IDEB é o governo federal, mas os responsáveis pelas  redes de educação básica são os governos estaduais e municipais. Será  interessante ver em que estados e municípios estes avanços observados  pelo INEP se deram, e quem não está se movendo.</p>
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		<title>A visão do mundo: um novo site internacional sobre a educação superior</title>
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		<pubDate>Fri, 25 Jun 2010 16:23:10 +0000</pubDate>
		<dc:creator>Simon</dc:creator>
				<category><![CDATA[Educação Superior]]></category>

		<guid isPermaLink="false">http://www.schwartzman.org.br/sitesimon/?p=1702</guid>
		<description><![CDATA[Editado pelo Boston College, acaba de ser inaugurado o site The Word View, que faz parte de Inside Higher Education, um site já tradicional sobre educação superior nos Estados Unidos. The World View é editado por Philip Albach, e tive o prazer de ter sido convidado como um dos 15 colaboradores de diversos países. Minha [...]]]></description>
			<content:encoded><![CDATA[<p>Editado pelo Boston College, acaba de ser inaugurado o site <a href="http://www.insidehighered.com/blogs/the_world_view" target="_blank">The Word View</a>, que faz parte de <a href="http://www.insidehighered.com/" target="_blank">Inside Higher Education</a>, um site já tradicional sobre educação superior nos Estados Unidos. The World View é editado por Philip Albach, e tive o prazer de ter sido convidado como um dos 15 colaboradores de diversos países.</p>
<p>Minha primeira participação é uma nota sobre o <a href="http://www.insidehighered.com/blogs/the_world_view/the_new_ranking_of_ibero_american_universities" target="_blank">novo ranking internacional das universidades dos países iberoamericanos</a>, preparado pelo Scimago Research Group. Neste ranking, a principal universidade é a USP, seguida pela UNAM, do México, Unicamp, e mais duas universidades espanholas. Apesar da presença dominante das universidades de pesquisa brasileiras, os índices de qualidade são bastante inferiores aos da Espanha e de alguns outros países, que é motivo de preocupacão.</p>
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