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	<title>Para uma Esquerda Livre</title>
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	<description>Para uma Esquerda Livre</description>
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		<title>Encontros para uma Esquerda Livre em Braga</title>
		<link>http://paraumaesquerdalivre.net/2012/09/encontros-para-uma-esquerda-livre-em-braga/</link>
		<comments>http://paraumaesquerdalivre.net/2012/09/encontros-para-uma-esquerda-livre-em-braga/#comments</comments>
		<pubDate>Wed, 12 Sep 2012 08:56:59 +0000</pubDate>
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		<description><![CDATA[O próximo Encontro para uma Esquerda Livre será em Braga, num dos mais emblemáticos espaços culturais da cidade, o Velha-a-Branca (http://www.velha.org/). O encontro terá início às 17h00. Vêmo-nos por lá! &#160; &#160;]]></description>
			<content:encoded><![CDATA[<p style="text-align: left;">O próximo Encontro para uma Esquerda Livre será em Braga, num dos mais emblemáticos espaços culturais da cidade, o Velha-a-Branca (<a href="http://www.velha.org/">http://www.velha.org/</a>). O encontro terá início às 17h00. Vêmo-nos por lá!</p>
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<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>A esperança que nos resta</title>
		<link>http://paraumaesquerdalivre.net/2012/06/a-esperanca-que-nos-resta/</link>
		<comments>http://paraumaesquerdalivre.net/2012/06/a-esperanca-que-nos-resta/#comments</comments>
		<pubDate>Tue, 19 Jun 2012 21:30:58 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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		<guid isPermaLink="false">http://paraumaesquerdalivre.net/?p=523</guid>
		<description><![CDATA[Por: Manuel Rodrigues dos Santos Coronel do Exército na Reforma O povo votou PSD para se livrar da suposta crise que viria aí com o PEC4 do governo de José Sócrates. E também porque o Presidente assim o quis. Votou &#8230; <a href="http://paraumaesquerdalivre.net/2012/06/a-esperanca-que-nos-resta/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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<p>Por: <strong>Manuel Rodrigues dos Santos</strong><br />
Coronel do Exército na Reforma</p>
<p>O povo votou PSD para se livrar da suposta crise que viria aí com o PEC4 do governo de José Sócrates. E também porque o Presidente assim o quis. Votou sem saber o que fazia, ou de outro modo, votou porque foi enfeitiçado pelas fantásticas promessas do então candidato desconhecido chamado Pedro Passos Coelho. Quem era ele? De onde viera? Que provas dera antes ao país? Nada se sabia. Era um desconhecido rosto jovem, que dizia mal à farta do governo que então governava, e que prometia coisas que eram música para os ouvidos dos incautos. E pronto, sem mais referências votaram nele.</p>
<p><span id="more-523"></span></p>
<p>Hoje, aparte os fanáticos do partido, o povo que nele votou leva as mãos à cabeça e pergunta-se: como foi possível deixarmo-nos levar por promessas baseadas num calculismo aldrabão e na mais completa ignorância da situação que se vivia no país? Afinal, que diferenças existem entre as propostas do PEC4, elaborado pelo anterior Executivo e nunca implementado, ainda que já chancelado pelo BCE e a EU, e este PEC (?) imposto por uma entidade estranha ao país, que se está nas tintas para os sacrifícios impostos ao povo e para os tremendos sofrimentos que os mesmos lhe causam? Lembram-se do FMI celebrado na canção do José Mário Branco? Pois aí está, fomos cair direitinhos nos braços desse malfadado FMI à espera de um longínquo milagre. Os resultados – ainda que não todos – aí estão: uma sangria desatada dos despedimentos; uma taxa de desemprego absurda e que tende a aumentar; os bancos de portas fechadas ao crédito das PME; as dívidas não previstas a subirem exponencialmente sem qualquer solução plausível à vista; o pequeno comércio a fechar dramaticamente; a pobreza, a miséria, a fome e a doença a ganharem raízes insuportáveis no destino de um povo que acreditou numa vil mentira.</p>
<p>Mas nem tudo está perdido se virmos bem as coisas. Estes pedantes que estão no governo deviam ser julgados pelos seus actos de governação. E o Engº José Sócrates também. E o Presidente à frente de todos, que todos os desmandos passam por ele, com a sua indiferença ou beneplácito.</p>
<p>Mas há ainda partidos e políticos que dizem, já lá vão anos, aquilo que gostamos de ouvir dizer, e que nunca tiveram uma oportunidade de governar o país, mas quando chega a hora do voto, pimba, lá vai o voto para os mesmos. E a seguir choramos, num doentio círculo vicioso. A Grécia já percebeu isso e deu uma forte guinada política no sentido dos seus verdadeiros interesses e não daqueles que são eternamente proclamados pelos que, há décadas, ocupam o Poder. Então, pergunto: porque não tentamos nós essa nova experiência &#8211; dar uma chance aos que nunca a tiveram? Que preconceito maquiavélico estará a “travar” a mão do povo na hora de votar? Vamos voltar para o PS e depois de novo para o PSD, sem nunca passarmos dessa amarga cepa torta? Caramba, tenhamos coragem e façamos algo de novo, algo de diferente, que já nada temos a perder.</p>
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		<title>Para uma educação de esquerda</title>
		<link>http://paraumaesquerdalivre.net/2012/06/para-uma-educacao-de-esquerda/</link>
		<comments>http://paraumaesquerdalivre.net/2012/06/para-uma-educacao-de-esquerda/#comments</comments>
		<pubDate>Tue, 19 Jun 2012 17:43:08 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://paraumaesquerdalivre.net/?p=525</guid>
		<description><![CDATA[Por: Pedro Abrantes Professor e Investigador do CIES-IUL (ex-ISCTE) Investigador convidado do CIESAS, México DF Signatário do Manifesto A educação sempre foi uma causa da esquerda. Uma verdadeira aposta na educação é fundamental para quem acredita que a sociedade deve &#8230; <a href="http://paraumaesquerdalivre.net/2012/06/para-uma-educacao-de-esquerda/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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" alt="" /></p>
<p>Por: <strong>Pedro Abrantes</strong><br />
Professor e Investigador do CIES-IUL (ex-ISCTE)<br />
Investigador convidado do CIESAS, México DF<br />
Signatário do Manifesto</p>
<p>A educação sempre foi uma causa da esquerda. Uma verdadeira aposta na educação é fundamental para quem acredita que a sociedade deve se composta por cidadãos (e trabalhadores) sábios, informados, abertos, críticos, justos, participativos.</p>
<p><span id="more-525"></span></p>
<p>Mas que educação? É aqui que nos temos dividido, com benefícios claros para a direita. Entre os diversos movimentos da “esquerda educativa”, destaco aqui três com grande expressão ao longo do último século, a nível nacional e internacional: (1) a luta pela escola pública, pela dignidade dos professores e outros profissionais da educação; (2) a apologia de uma educação baseada na liberdade, na diversidade, na crítica, na criatividade, na cooperação, no trabalho significativo; (3) a reivindicação de uma escola laica, integradora e que garanta iguais oportunidades a todos, não reproduzindo as diferenças culturais e as desigualdades sociais das gerações anteriores.</p>
<p>Não existe motivo para que estas lutas – laboral, pedagógica e social – não sejam dimensões de um mesmo projeto. Pelo contrário, uma educação de esquerda deve propor, em simultâneo, um sistema público forte, que valoriza os seus profissionais, que promove a igualdade de oportunidades e que desenvolve pedagogias críticas e emancipadoras.</p>
<p>Podemos ter uma rede educativa composta por escolas públicas e laicas, abertas ao meio envolvente, menos preocupadas em homogeneizar e classificar, onde os professores, os pais e os alunos participem nas principais decisões, onde se trabalhe mais e melhor, considerando os ritmos, interesses e capacidades de cada um, em projetos significativos para si e para a comunidade. Espaços de democracia, liberdade, diversidade e realização.</p>
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		<item>
		<title>Indignação, precisa-se</title>
		<link>http://paraumaesquerdalivre.net/2012/06/indignacao-precisa-se/</link>
		<comments>http://paraumaesquerdalivre.net/2012/06/indignacao-precisa-se/#comments</comments>
		<pubDate>Tue, 19 Jun 2012 17:35:56 +0000</pubDate>
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		<description><![CDATA[Por: Luísa Lobão Moniz Estamos na era do examinar, do punir, das estatísticas. E, ainda na era, pasme-se, de desacreditar as estatísticas que revelam que Portugal é um dos países da Europa, que em termos percentuais, mais progressos fez! Descobre-se &#8230; <a href="http://paraumaesquerdalivre.net/2012/06/indignacao-precisa-se/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><img 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" alt="" /></p>
<p>Por: <strong>Luísa Lobão Moniz</strong></p>
<p>Estamos na era do examinar, do punir, das estatísticas. E, ainda na era, pasme-se, de desacreditar as estatísticas que revelam que Portugal é um dos países da Europa, que em termos percentuais, mais progressos fez!</p>
<p>Descobre-se agora que o incentivo que os professores dão aos seus alunos é mais importante para estes do que os dos pais ou dos amigos…onde andavam estas pessoas?!</p>
<p>Quando comecei a dar aulas conheci escolas, quase todas, muito degradadas, onde chovia, onde não havia manutenção, com pouquíssimo material didáctico, sem refeitório, sem bibliotecas, sem…, sem… Hoje conheço escolas bonitas com as quais as autarquias se preocupam. Conheço escolas com muito material didáctico, com bibliotecas activas, com laboratórios, com momentos culturais para a comunidade.</p>
<p>Como se pode dizer que a Educação tem que fazer cortes orçamentais!</p>
<p>A vida escolar, para e na educação da liberdade e do espírito democrático, não se pode pautar pelos orçamentos da troika. Como se pode ensinar e aprender com 26 a 30 alunos numa sala de aula? Qual o espírito que subjaze à formação de turmas só com bons e só com maus alunos?</p>
<p>Se calhar não é difícil de perceber. Quer-se, agora e outra vez, uma Escola só para alguns… quem serão?</p>
<p>É preciso que a indignação atinja todos os docentes. É preciso que os docentes exijam uma melhor educação e que não sejam agentes passivos nesta mudança de paradigma que agora assola a nossa Escola.</p>
<p>É preciso dizer que a escola que se adivinha não serve os ideais de Abril.</p>
]]></content:encoded>
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		<title>Democracia: um regime político em decadência?</title>
		<link>http://paraumaesquerdalivre.net/2012/06/democracia-um-regime-politico-em-decadencia/</link>
		<comments>http://paraumaesquerdalivre.net/2012/06/democracia-um-regime-politico-em-decadencia/#comments</comments>
		<pubDate>Tue, 19 Jun 2012 17:32:18 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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		<description><![CDATA[Por: Fernando Cruz A Grécia inventou a democracia, que legou à posteridade, embora as aplicações práticas que dela se conhecem ficassem muito aquém das possibilidades que o sistema podia proporcionar. A partir dos fins do século XVII, por influência dos &#8230; <a href="http://paraumaesquerdalivre.net/2012/06/democracia-um-regime-politico-em-decadencia/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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" alt="" /></p>
<p>Por: <strong>Fernando Cruz</strong></p>
<p>A Grécia inventou a democracia, que legou à posteridade, embora as aplicações práticas que dela se conhecem ficassem muito aquém das possibilidades que o sistema podia proporcionar.</p>
<p>A partir dos fins do século XVII, por influência dos pensadores da Época das Luzes e devido à insatisfação provocada pelos regimes políticos existentes, a pouco e pouco, os países europeus, com avanços e recuos, começaram a adoptar um regime democrático, que se foi desenvolvendo e dando voz, na direcção dos assuntos nacionais, a uma  parte crescente dos cidadãos maiores de idade.</p>
<p>Hoje, no limiar do século XXI, o regime democrático sofre várias ameaças, que põem em causa os seus princípios fundamentais, relativamente às quais os democratas têm que reflectir, para encontrar os meios apropriados para as enfrentar e vencer, demostrando assim, uma vez mais a capacidade do sistema para se adaptar à evolução do mundo.</p>
<p>As ameaças que agora e no futuro afectam a solidez do regime democrático e levar à sua perversão são várias, de entre as quais destacamos as que a seguir indicamos abreviadamente.<br />
<span id="more-519"></span><br />
Em primeiro lugar, temos a <strong>ideologia neoliberal</strong> que parece prevalecer hoje, a nível mundial, cujo dogma principal é a redução do Estado e do seu papel a um mínimo, entregando a regulação da vida económica e financeira, no essencial,  ao mercado.</p>
<p>À luz da recente crise económica, da sucessãode crises que têm tido lugar desde os anos setenta do século passado, e das consequências negativas das medidas adoptadas para as debelar, quase todas de cariz neoliberal, começa a tomar peso uma corrente de opinião, que questiona os fundamentos da actual situação económica e das medidas adoptadas, para a solucionar. Esta parece ser uma oportunidade que não se deve perder para reflectir profundamente sobre os fundamentos do nosso sistema político, económico e social.</p>
<p>Em segundo lugar, temos o <strong>terrorismo</strong>, que tem provocado no seu combate,  guerras e medidas excepcionais, que não só têm provocado a morte de muitos inocentes, mas também desrespeitam as liberdades fundamentais. Os tempos em que as pessoas e bens estão ameaçados, criam condições que levam muitas vezes as autoridades a ter uma leitura menos rigorosa das leis do Estado e os cidadãos a aceitarem mais facilmente essa atitude, esquecendo que estão a abrir precedentes que põem em perigo o futuro do regime democrático.</p>
<p>Em terceiro lugar, há a considerar a <strong>dimensão dos grupos económicos e financeiros</strong> que agem a nível internacional, cujo controlo se torna cada vez mais difícil pelos Estados. Estes grupos atingiram um volume de negócios, que, em certos casos, é hoje superior ao PIB de países de média dimensão. Este crescimento  é o fruto dos avanços técnicos introduzidos na produção de bens, nomeadamente a sua automatização, assim como do acesso instantâneo à informação  a nível mundial, que lhes permite localizar a produção, de modo flexível, nos diferentes países onde os factores de produção são mais baratos.</p>
<p>Nestas condições, os Estados, que são os detentores legítimos do poder democrático, têm hoje menos capacidade de intervenção na vida pública que certos os grupos económicos e financeiros devido à dimensão destes, mas também porque devido a uma política geral de privatizações têm mais dificuldade de aplicar as suas directivas de política económica, sem empresas públicas e com instituições de regulamentação independentes. Por outro lado, graças à crescente política de abertura de fronteiras, os grupos privados ou internacionais possuem uma arma muito poderosa nas negociações com os governos que se traduz na capacidade de transferir rapidamente empresas de um país para outro. A esta possibilidade poucos países têm capacidade para se opôr, com eficácia.</p>
<p>Em quarto lugar, há que reconhecer que a <strong>decrescente participação política dos cidadãos</strong>, que se constata, quer pelas elevadas taxas de abstenção nas eleições, quer na diminuta participação na vida dos partidos, ou ainda no desinteresse dos cidadãos pela vida politica, é um fenómeno que afecta o regular funcionamento do sistema democrático e das suas instituições. A origem deste fenómeno  pode estar no facto de os dirigentes políticos não conseguirem satisfazer os desejos, por vezes contraditórios das diferentes camadas de cidadãos. Mas a verdade é que, paralelamente, se tem constatado que os candidatos a lugares políticos não brilham nem pelos seus conhecimentos técnicos, nem pela sua experiência da vida política, demonstrando cada vez mais incapacidade em resolver os problemas que se colocam às populações. Em vez disso, têm enveredado por uma política perigosa de cedência à maioria das revindicações dos diferentes sectores da população, numa perspectiva cega de caça ao voto, sem medir as consequências negativas que essa política tem acarretado. Por outro lado, cada vez mais se tem constatado que  as actuações dos dirigentes políticos têm dado origem a um elevado número de críticas, que por vezes têm terminado  em processos judiciais, mas que apesar de tudo deixam muita coisa por esclarecer.</p>
<p>Esta crítica aos comportamentos dos dirigentes políticos parte da percepção, certa ou falsa, de que muitos desses comportamentos estão na margem da legalidade ou não respeitam princípios éticos e princípios fundamentais dos Estado de direito. O tempo que os processos, nos casos que chegam a tribunal, levam a instruir e a decidir fazem com que seja difícil que a opinião pública, tenha uma percepção clara do que se passa e contribui para aumentar a desconfiança na classe política.</p>
<p>Sendo a confiança entre os cidadãos e osdirigentes políticos que os representam um dos elementos de coesão da vida política, económica e social, a desconfiança pode naturalmente levar os cidadãos a afastarem-se da vida política, o que torna o controlo da actividade política mais difícil. Deste modo, o poder político fica mais fragilizado, com o consequente autoafastamento de cidadãos da vida política que nela poderia introduzir um contributo positivo. Deste modo se facilita o acesso à vida política de cidadãos menos preparados, com o apoio de grupos de interesses e a poderosa colaboração decertos sectores da comunicação social, menos rigorosos emenos conscientes da missão que devem desempenhar: informar.</p>
<p>Em quinto lugar, temos a <strong>corrupção</strong>, à porta da qual ficámos, no parágrafo anterior, fenómeno que envolve a classe política e que constitui uma garve ameaça para a democracia. Sendo sobejamente conhecido e de actualidade, assim como as dificuldades encontradas no seu combate, apenas o evocamos aqui pela sua importância, para a comprensão do tema que sucintamente evocamos.</p>
<p>Por último, queremos ainda apontar a necessidade da existência de uma <strong>Administração Pública</strong> moderna, competente e  independente dos partidos políticos, como condição para o bom funcionamente da vida política da qual é o braço executivo, sob o controlo final dos tribunais, em casos de desacordo.</p>
<p>Com todas estas componentes da vida política a apresentarem insuficiências, encetámos uma política que sacrifica os cidadãos e os coloca em situações em que a dignidade humana e a sua própria sobrevivência estão em causa, para assegurar a continuidade de instituições, que demonstraram cabalmente a sua incapacidade para realizar a missão que lhes foi destinada: melhorar as condições de vida na sociedade portuguesa.</p>
<p>Na minha modesta opinião, esta evocação <em>en vol d’oiseau</em> desta problemática e dos fenómenos referidos, e de outros pertinentes, que dela afastei, pela necessidade de síntese deste documento, mereceriam pelo menos uma análise prévia por parte dos signatários do Manifesto para uma Democracia Livre.</p>
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		<title>Divisões, não</title>
		<link>http://paraumaesquerdalivre.net/2012/06/divisoes-nao/</link>
		<comments>http://paraumaesquerdalivre.net/2012/06/divisoes-nao/#comments</comments>
		<pubDate>Tue, 19 Jun 2012 17:29:34 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

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		<description><![CDATA[Por: João Pedro Ferreira Para uma &#8220;esquerda livre&#8221; é necessário uma esquerda forte e a união faz a força. Divisões &#8220;à esquerda&#8221; não irão trazer soluções concretas, apenas devaneios intelectuais. Precisamos de reunir consensos e manter os pés assentes na &#8230; <a href="http://paraumaesquerdalivre.net/2012/06/divisoes-nao/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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" alt="" width="310" height="227" /></p>
<p>Por: <strong>João Pedro Ferreira</strong></p>
<p>Para uma &#8220;esquerda livre&#8221; é necessário uma esquerda forte e a união faz a força. Divisões &#8220;à esquerda&#8221; não irão trazer soluções concretas, apenas devaneios intelectuais.</p>
<p>Precisamos de reunir consensos e manter os pés assentes na terra. Que soluções concretas temos?</p>
<p>Queremos emprego, estabilidade, estado social, saúde e educação<br />
gratuitas, permanecer no euro e ganhar competitividade,</p>
<p>Como conseguir isto tudo? Infelizmente tal não é possível sem<br />
crescimento económico e para ter crescimento económico é necessário ter contas públicas em ordem, controlar o endividamento externo, aumentar o peso das exportações no PIB, positivar a balança comercial e flexibilizar o mercado laboral. Não podemos desvalorizar moeda sem ser baixando salários e não controlamos a inflação. Ou seja, estamos totalmente dependentes do exterior.</p>
<p>Penso que a força será no sentido tornar a Europa mais unida e<br />
transparente, permitindo o co-habitação de várias culturas e tecidos empresarias com produtos preferenciais e competições diferentes.</p>
<p>Tal pode não ser possível e podemos não sair deste ciclo de<br />
recessão-deflação interna, mesmo com &#8220;eurobonds&#8221; ou liquidez directa do BCE.</p>
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		</item>
		<item>
		<title>Combater o analfabetismo</title>
		<link>http://paraumaesquerdalivre.net/2012/06/combater-o-analfabetismo/</link>
		<comments>http://paraumaesquerdalivre.net/2012/06/combater-o-analfabetismo/#comments</comments>
		<pubDate>Tue, 19 Jun 2012 17:27:44 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://paraumaesquerdalivre.net/?p=515</guid>
		<description><![CDATA[Por: João de Oliveira Cachado Portugal, que não é um pais sequer próximo da média europeia, há décadas que vem sendo governado como se o fosse, ignorando que a vigente taxa de analfabetismo equivale a cerca de um milhão de &#8230; <a href="http://paraumaesquerdalivre.net/2012/06/combater-o-analfabetismo/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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" alt="" width="238" height="257" /></p>
<p>Por: <strong>João de Oliveira Cachado</strong></p>
<p>Portugal, que não é um pais sequer próximo da média europeia, há décadas que vem sendo governado como se o fosse, ignorando que a vigente taxa de analfabetismo equivale a cerca de um milhão de cidadãos. Aliás, condicionado por matriz tão limitativa, é que o país também continua a evidenciar resultados tão negativos.</p>
<p>Tão elevado número de pessoas constitui não uma ilha mas, isso sim, um arquipélago de subdesenvolvimento, espantosamente disseminado no tecido social, uma vez que a cada analfabeto correspondem mais dois/três indivíduos que, de algum modo, também foram e/ou são afectados pelo fenómeno.</p>
<p>A meio da década de oitenta do século passado, tendo havido vergonha de escancarar, à devassa europeia, as entranhas de um país atrasado, Portugal parou o investimento na Educação de Base de Adultos, como era inequivocamente necessário, comprometendo todo o trabalho concretizado previamente, na sequência do Vinte e Cinco de Abril.</p>
<p>Passou-se para um regime de Liberdade mas, como se impediu que os cidadãos se preparassem para a vida em Democracia, comprometeu-se todo um programa de desenvolvimento sustentado na mudança de mentalidades e o resultado plasma-se nas  inquietantes perversidades em que o regime democrático português é tão fértil.</p>
<p>Nestes termos, a República não pode dispensar o funcionamento de uma Comissão Nacional Interministerial promotora das medidas afins à Educação de Base de Adultos, privilegiando a intervenção interdepartamental, nos termos de um cronograma justo e ajustado às características socioculturais do país.</p>
]]></content:encoded>
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		<item>
		<title>Um novo sistema de representação</title>
		<link>http://paraumaesquerdalivre.net/2012/06/um-novo-sistema-de-representacao/</link>
		<comments>http://paraumaesquerdalivre.net/2012/06/um-novo-sistema-de-representacao/#comments</comments>
		<pubDate>Tue, 19 Jun 2012 17:26:39 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

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		<description><![CDATA[Por: Octávio Coutinho A minha ideia para mudar algo em Portugal é a seguinte: o sistema político tal como o conhecemos nunca vai trazer os resultados esperados pelos Portugueses. Para mudar algum em Portugal é preciso mudar a forma de &#8230; <a href="http://paraumaesquerdalivre.net/2012/06/um-novo-sistema-de-representacao/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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" alt="" /></p>
<p>Por: <strong>Octávio Coutinho</strong></p>
<p>A minha ideia para mudar algo em Portugal é a seguinte: o sistema político tal como o conhecemos nunca vai trazer os resultados esperados pelos Portugueses. Para mudar algum em Portugal é preciso mudar a forma de eleger os nosso governantes. Proponho então uma votação não em um partido mais sim em pessoas.</p>
<p>Muitas das vezes políticos de partidos diferentes tem as mesmas ideias, mas por estarem em partidos diferentes são obrigados a mudar de opinião. Haveria uma única eleição para as assembleias de freguesias, assembleia municipal e assembleia nacional.</p>
<p>Cada candidato tinha de pelo menos 25 anos e ser residente há pelo menos dez anos no distrito pelo que se candidataria. Por cada distrito haveria um número de lugares para assembleia nacional conforme o numero da população desse distrito. No final das votações haveria uma assembleia de freguesias, uma assembleia municipal e uma assembleia nacional não de partidos mas sim de nomes.</p>
<p>Durante uma semana em todas as assembleias iam a votos para eleger os dez candidatos a cada um dos cargos. Esses dez candidatos iam a nova votação para eleger presidente da junta de freguesia, presidente da câmara e primeiro-ministro. Os vencedores das eleições ocupavam os cargos para que tinham sido eleitos, e no caso do primeiro-ministro tinha quatro semanas para apresentar o governo que podia ter até 4 nomes de deputados não eleitos para assembleia, mas que tivessem ido a votação. O resto dos nomes tinham de ser de deputados eleitos. Este governo tinha de ir a votação à assembleia e só era aprovado com mais de 50% dos votos.</p>
<p>A minha ideia precisa de mais texto para ser bem apresentada, mas uma pergunta fica: o que acontecia aos partidos? Os partidos podiam ir à assembleia apresentar as suas ideias e na eleição final podiam-se manifestar a favor de algum candidato, mas na primeira eleição de deputados não poderiam manifestar-se a favor de nenhum candidato. Para além disso, as eleições europeias teriam o mesmo molde em que se realizam hoje em dia.</p>
]]></content:encoded>
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		<title>Mais ousadia</title>
		<link>http://paraumaesquerdalivre.net/2012/06/mais-ousadia/</link>
		<comments>http://paraumaesquerdalivre.net/2012/06/mais-ousadia/#comments</comments>
		<pubDate>Tue, 19 Jun 2012 17:25:00 +0000</pubDate>
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		<description><![CDATA[Por: Rui Meireles É urgente fazer alguma coisa para juntar as vontades de todos os que se reclamam de esquerda, sejam eles de que área ou família política forem. Temos o exemplo daquilo que é a práxis da direita: concorrem &#8230; <a href="http://paraumaesquerdalivre.net/2012/06/mais-ousadia/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><img class="alignnone" 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" alt="" width="296" height="182" /></p>
<p>Por: <strong>Rui Meireles</strong></p>
<p>É urgente fazer alguma coisa para juntar as vontades de todos os que se reclamam de esquerda, sejam eles de que área ou família política forem.</p>
<p>Temos o exemplo daquilo que é a práxis da direita: concorrem muitas vezes separados e até com discursos aparentemente inconciliáveis, mas logo de seguida ao acto eleitoral, unem-se, formam plataformas de entendimento e de governo, sem quaisquer pruridos ou complexos.</p>
<p>Temos de agir de modo idêntico, porque senão estaremos sempre a ser ultrapassados pelos acontecimentos.</p>
<p>É tempo de sermos mais ousados e menos ingénuos.</p>
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		</item>
		<item>
		<title>Uma Esquerda Livre tem de dar sinais de libertação</title>
		<link>http://paraumaesquerdalivre.net/2012/06/508/</link>
		<comments>http://paraumaesquerdalivre.net/2012/06/508/#comments</comments>
		<pubDate>Tue, 19 Jun 2012 17:22:12 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://paraumaesquerdalivre.net/?p=508</guid>
		<description><![CDATA[Por: José Mendes Pires Na minha opinião, há três sinais que poderão constituir pedra-de-toque para avaliar o grau de libertação da esquerda: 1º sinal: Na estratégia O objectivo estratégico deve deixar de ser a conquista do poder e passar a &#8230; <a href="http://paraumaesquerdalivre.net/2012/06/508/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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W9CaxczoWGXU9ATVFOVWQ/jUq6vKOYp2HNcCmsA4+cEnqfSp4dSkJBDMPp3pczJeGj1R6FB4r1C3/wCXgsBzgnIrXsfH82QLi3WRe5VsV5nDq0gyN3JParUeo7sZxkfhWsa847M5KmAo1Pigj2Kw8VWF7gbzC5/hk/xrYDBhuU5HqOa8Ut70AjDBvY1saZ4mubBx5VwwXvGxyD+Brtp4x7TR4tfKOtJ/eeqd80Dk1zuk+M7W8xHcEW0vTcfun8a6FXVlBBDKehHINejCpGavFngVaM6L5Zqw6jrSE+lGcVoYi+lJS5oz/KgA/CgUfWkoAXuPWjvSHFAoAXoaDRnjnpRnAoAD1pDznil7cUUAIe1HGaXvRQAUdvWj/PSkzQApo7UHn2ooAKM9qM5//VR2oAKOtA/Kj8KADvRijpRQAnGKX8KQ9KAeehoAP4qzdX1u30mMljvlxwg/rVTX/EqaepigKvN3I5C//XrzbWNXeWR3kcsxPJJ61x1q/JpHc9jBYCVd809Il/XfE8t7IWY5I6DPArj7/Ui5bc+T7dqqX+rYQgNgdR3Fc9easV3HPc8dc1485OTuz7Wjh401aKsWr7UCM/Nt981iz6oM7VJkP0qneXhfhiMdSnT86yLnUhGvBCDsoxyayZ6MYGrJqgXJL5H92s+71Eux+bGOh96wrnVxEM7tpPRWGSfzrJvNbCOcuqN1I3dfwqbnRGkdLJqMi9Mtx1JxVWXV8DDF5G6EHkVyU/iUD5PP831CuBj+tUpvE+0nEq8/w4/xpXOlUW+h2B1UOPkjxz3bFVptY2qcyqCPQZIripteB5bcPcNx+NV38RIhyJIgc/ezx/hRc2WHZ2za1v8AurkfWhdX7coR2PNcSNcV2DedHz0ZHA5+gNWItX3pudlOeobgH8a0RTo2Wx2Q1LzAScj6cgVLFfSMQpbaQMjnIx7fhXKw38ZHHBPGwnvV5L9Y3OzcOeSBkCuiKOaVOx0S3zNgkDdjg+tXINSMmGZRISMjsa5aK8ZJD+9yhHBJGB7f59anS9LS/KwicclZMjn69u9bowlC52lpfxMMEtF3wwya1oriNgCX69OO/p/OuItdSDbS7CIgdWbKsf8Ae6Vr298FUA4YAfeB444B/Wt0cU6ep10UuUDc5I/KtSC4Zm+YhhjgH/PtXHWep72Kh9uRxgcGtyzugYQZBhwBnnpW8TinFrc6q01HaRnI9s5/Kty01QKV3Egn+7zXEW02zCh9w6jPUfj1q9bXk6bVVfNA5O0AlfritkcM4XPQl1jgfvTRXHDUCQPlP/j1FF0Y+yPpbrSGlz17UdTWp8MGKT/PIpc0npQACgDJoJwKB/KgAxg9qTH4UyWdYF3O2PQViahryIGUPtHop5P40m0janSlUdoo1bi/ituM7m7KtY9/rEjhgXEKf3Qea5fUfFaRqwjdVUcnb/jXH6n4xy52PnPcc1zzqPoe5h8v6yO3utXghJ+YsaybrXlwTkKOuM1wN34pCLl5cn3PSuZ1PxoSzjzeBjvgD0rlbfU9ynhF0PR9Q8WKiYDBfTNcxqHjQHI3bznscV5jqPi15WcCUtg9ufzrEn8RbUJab5u4HP8A9aueTPWp4Sy2PR9Q8YkhuTkHPB61iSeJ3Zj83v7muDuPECDOXyewbJqo/iLbnc27bknt+FYSZ6EMPbod42vNg5PBPXNRS6874BbIPavOLjxOhJVJNre3JP51C3iJhnEuT3DmsWzrjhvI9LGu5ILSgfjmrUOvqG/1qsenPFeVJ4pDDGVI/u9DUyeJYmGXfGP72OPpmobL+rM9cg1pcjc24dcg/pWnba6gx874HrzXjlt4kB+7MNp4+9/OtWw8UYYHzN3sDmlcxlhmey22rpIiktu9a0be9jcAbvmHTNeV6f4h6sXOSevWukstXEh5fmnc5JUbHeR3YAyGxjnir8d+HA3D8q5K1vN4G0hh6gjitKG43tk8e+ao5ZQOphujt3K+RXR6H4rn09wobfH3jY8fhXBwXBTGG59u9XYrvcv+eK0jNwd0cVXDwrR5Zq6PbdK1u21eLdE21+6N1FaGef8A61eJ2GrS2kyvFIyMDng8ivRPDnjKLUQsN06xzHo/QN/hXrUcSp+7Lc+QxmWToe/T1j+R1JpB1NGe/ajNd54gAfT8qPyo6Cl6fWgBCPpS/lQT78UDrQAH8KTrk0p9aTt+FAB7cUevNGc0FhgnOBQAflS96o3WtWlqSHmTI9Gqi3i6yDY3ZHrnip5kWoSfQ2zmgde2KzLfxFZ3Bx5m36mtGORZV3IysPUHNNNPYTi1uh/5UmMjt+VKTSD8qZIvT0pAB7UueaOlAB19DSEY/wD1Uo7UhNAC0fjR9aTJ9jQAHPoK5/xD4gFqr28DfvMYZx/D9PepvEGsixj8qFh5zdSD90V51q2pBQ/zEnqST1NcVarb3Yns4HB+1fPNaEGramIs9Wb3NcdqWpGSRgBnJ9eKfquotKcs/XtXN316FBLPhQcD3ry5an2tKnZWG3d0eS0m4/oKwr28EC5Jxnkc9Kr6lq+0MTtx/P0rntSvpGlcl8EclUBAA+tYs9KnTuS6lqq5ORuP+zx+NctqGtl2YDcoI6g4/GqOqeIYow+ybfjg7F3c+nFcne65Kxb5ti9Myvs/RsGsmz1aVBm3ea/5SFgFU4IG481j3WvBRhSFB6uRXManr4OT56lhxheTj69BXO3+tEvkzzAdSN/HP061DZ6tPDX6Ha3fiCVztEygdielZtxrxAwxyuOT2+nWuDuNdjIYbVO49ME1Qm1nH91T/tCpud8MIdw/iBUYgIgPXarnj9KVfEhUnDlD6Bs4rz6TWiPlztHscD9KiGqur8EBsfxY6enNSpWOpYVHpaeIwzApOpYf3l6VctvEb7Q+9W3DDcZBryxNXbd8rBWHIOORU9vrrq2d5Ge68Y/KtFMTwiZ7Hba+jxIwLP6e+OoP9K149ejl27SyZ5we9eN23iRidzMEweSOM9OeK17fxMVC73DqeC2Mge5/xrqjURw1MC+x7Db6pvj3owb/AGfU+lTx36yjcoI/2S3OPy/SvOLDxAu35ZSjDGVVuD74rbtvEGW2l0Ygk4Jwc4OQPeuqMkeXUwsovY7OG/McpMbhlOMqw9q0Le72sHVyhxjHQg/1H5VwcWsxzKzK52jIJGDg+468GtGHWSvzKxdOcADOBWikjllQl2PQ7PWVMTI45Xrt4I98V0Wl6sQu5JQ6ngqeR9a8rj1yF2RWJQnBEmCNv19jWzYayLYSNHIoPA5XjPdSB09iPQ1tGR51XDXWx6lballso3PTyz2HfBrVtNYUEiRAjkDPzZH8q8/0/wAQwXMMYVxHJ0MbkZ6/wt3/AAOfWti21aOK38qWITjorjqCPf8AxroUjyqlFrRo7oaqQAAFx25orjRrNoAB9tdfYoOP0op8xj7DyPt0UmfeloIroPzUTOOKM0jEJliQAOpJrG1LxPbWQIRhIwHUdKDSFOVR2ijYeRUUliFX3rE1LxTb2issZ3Ed/wDCuI17xzuJV7gbgfuK36YrjNV8aCLO6QJj5hgg59ql3PXo4DrPU7rWvFr4OWwx6DNcNrfjqO1ASWQCRzhEHLMT2FeKfET4/WWkTfZ4Jjd3buLe2tofmknlPRVUcnoT+GaxE1K80Oaa/wBbuhL4muIirQh9yadGRzEnbfjO9hzksM8YGDkr2R9RRwDhFOSt2PU9b8b5yoz5h469K5tvFqOGlMgKJ96Un5enQevpXklx4xbWLxlM5jsgeSpHmSj/AGe4X1Pf86peIPG0NjGu90UY8u2t0yQMdkjXlm/A471g5Lc9engnpFLU7/V/GI8sySSeXE54zyzfhXKX/i4TO43eXEh+5u5J9Sf6frXm99r9xfTLLPvAbI8tXy59iyn5R7KQfWoLjXDbRKZXiREOSqkKiY9PWuWU7nt0sEonc3HiZvlVmUYGQvYZ9fyrOuPEKsThvNY9wcDP05/nXBPrbOrHJhDc+ZLwT9B1qrLrYTOHWMdQw6/596xlI9GGER3lx4i2/dAB74/T+tZ1x4k2ycyE4HPp+VcBPr55AlbHX71Z8mtk5O4deSK55SO6GEPQJ/EpYgcDPSqra8WblgvvXAHV93zFyOe1Oj1Te+C2Qc53E8Vi5HXHDJdDuTr5bk8+wNTQ+ICe6/jXAf2jhyhOP0xUiXzKuVPzdAai5f1dHpFv4oYOA3I7VuWXiJS6kNwM8NXksOqEkcj0+laFrq+0D5ufQduaZhPCo9z0vxEycA7gOnPSus0zWywXD8+pP8q8B0/XtoVTIQfckfjXXaV4jYYXzAwb0bBq0eVVwtj6A0nXidpByRwcd66u01FJwpB+fGcV4Xo3iEOowxB6Fc4Oa7vStdExQ+Zn36VojxK1Bo9Nhu84DHDVbjuSCOdw6VyFrqbTKquevGf/AK9bFtdt91ucd+9Wee4WOhjueQc9DV62u2icEE4+tYccgYBsg5HrViK6K4LEMO+e1O1jFq+h6j4V8bhVjtrw5TOFfPK/X2rvY3EihlIYHoR3rwCCfawKn34Ndt4S8YvYsttdMWgbpnnb9K9ChiGvdmfK5hll71aC9Uel5/Cg4Peo4ZkuIkkjYSRsMqynINPGfrXqI+U2A9sEUA570tHXtTATtRml71HLIkUZdjtVRyaAEuJ0t4y7thQK4/XfFJbKRnansetQeI9fMrOA3yjgDPSuKuLwzyHJLCp3OqMOXXqX59SeYmoftDZzziqyjPqKmx8vvSsDbuWortkbIY+1bOmeIpbdgQ5981zT546jvUfneWQc1LRaZ63peuxX4VD8kn14NaoPevH9P1hoZBlyMe/Su/0DxEl1GsczgMeFc9/amnbcznS0vE6H3zS5pPXilrQ5gHIo9KB2o7jigBpINU9V1FdPgJHMjfdHv61auJlt42kc4AFcF4h1cyyO7Nhj0Gfuisas+RaHbhcO687dDO1fU/vEtlieSe5rh9Z1XDOzEYFS65rPJRG3En8a4TWtZUSlXfKINz89/T615Tuz7vD0VFWQapqxQYLfeP41y1/q4YsMEg8KM8k9qzL3XPOMjCQOVBzlsqP6etU9OB1fbczybLM7tjMdpnwSOPROOoxkVHKexGCirsvSozQCZsImeXPzE/TpxXE+Mtdgt1kQh5SP75AHTPT6e9WfHPxOs7TR7oWjLPeo2zZByIEBGS2PukkjA9jXzr4p+IFzqV9NzhDIwBcAkjoST1rmqe6e1gsJOt7zWh2er+LDIWjibZEq4OO3+NchqHiSIBlO4knJJfr+lcndeIpLhm3OnlqMAcYH0FY8+qb2OADjOMgVzNn01LCKJ0d3rrzgjIQAg+4rLu9WcuQcnnOM1jNes2SQPxqu1yST0NZXPThRS6GrLfuYyMgDOTzVVrsliRgfjVLzC3brTXYn8Km50RpJFprs4IPTvxTTcbsFcg+/eq+Dtwc5PSnqh5789c9qRsoItLcEHdzkd81KtweCDgjjr1qosZTbzinqCcA5xn9ady1TRox3rKpGfyq3HqTxMCG49jWSo4znin4YD8KFIbpJnR2usuisAxDDlcVtW/iBpdjFgwZs9fY4P61wySspDFj+HGKsWl2Y2KN9xwcex9q2jUaOWeGjLWx6JB4hMJAd2DhiPN6jHb8O1aVvrqpI+G8vP3kPIz6g+lec298W6sT/AAnJ5HvViHUSoBxtZeBnkr6j6VuqpwzwSZ6kniFVMW/gKwJ2nnb3I+lS2/idotS2Q4dogRLubAkXIwuMcHuD7Ed8jzy11cSlQfklU8MnSq9zq3k+JCUbCS24ZgDwWBGG/U/nWvtjjeBWqaPeLDXYrqNirEpKQWQjBH1Gf611Nj4mYrGHZpFb/lmTyMdw38X0wK8A03xGTj96yNg/MGzg/T09a7PT/FiXCEbhnrgcKfb/AOvXVCqeHicA10PYv+EoRflEUuBwPkorzyPxFdsilb3UUUgEKMkAeme9FdHtTy/qZ+p+eepqjqGrwWC/Md7jsDjH1rD1fxYkcEjBzbW6gsZG+VsDqfYV8lfHT9riDw99o0/w+slzd4P+kiMmPuBhiME9/wAa9KUo01eTPynA5XWxk1GKPoDxx8WrLS3ED3KiVyQsKnk4BJ/QV5P4i+LqFYwrhJZF8zAbO1f4T+PX8a+Q/CXjXUfEM1x4l169kmit2aG1tXnYb5D1cjOTgA9eOagvPHkl3eSSSSswJ5AHA+v0GB+FcjxCauj7yjkKpPl3tufR1/8AE+G3t3diW3uSGJxu/wA814f8Tfj4LGK6htZ/mIIG09Bjua8y8UfEO5uUEcVzKSB3Y/n/AJ9a5vwXpMPiHVX1XVtsmj2UoLpKfluZAQdnuo4B7dRXJPEOb5IH0eHymnh17Wqr9ketfDG1l8M2Z8c+IXV9av0I0y2l5+yxHlpT/tt8oHoN3WqWt+MXvJJC8jGSViXBb5jk9/bFcd4j8dz61ePcSuXUf6qMfdDdjj2Ga55dTmdXnkk2quWLnnLeoB6n0+grCVZJcsT06WAbk6tTd/1Y78+KmtoliiQzX05/d26HGfVnPOFHt61nTakYbh5ZbgXd7J8s1yvCJ/sRj0A4yTk81y9pdf2fDJIG/wBMuAPNlc7nROy5P5n6Cs+61V5nZi7eT0UZ5Yf0FYur3O2GFV9Dp5tdA+SJPMlA7thUHucVQ/tQOfMeRpJA2d54Ueyj+pNcxLel1Crwg6AdBUT3cj4AOFAxgd6wdQ7o4ZI6W41tGy29mLHgt0rPudXeVmORg+nFYzSseep9WqMvkjk4rNzbOiNGKNB7whcf1zUJnJPTmoBkdFwCOtSqn5+1Z3NlFIesh24A6VasgXuEX+Fjg/Sq4jyOlaOlptm8xuFQFifoDQtWOySuVnmEl3KU5VW2g+uBVoNkcfwntWXpWZYA/dnYj8zWsse0Me/TnpTtqRa8Ux6OzcZ5qeKbEhI6HOAagEZyAR9AKlRCOvGRTIaNK0v2Ugc8DFbVlq+CozgdeeormIiQuR16Cp4pGBU55FUmYyppnp2ia+ysBuySMZBr0HQfEeNisSSR0NeD6fesCCDg9K6/RPEBinRGfAUd+o9K1TPKr4bmWiPobRtbVlBBPvzXYWGpk4HXvnNeG6LrbDYVk3dwQe9d7o2vZAz82e3atkj5qvQaPT7W/U4ycZ7elaKOXXIP4+vtXE2WoxzbCSCe2e3rXQ2t8RxuBH6Vdjy5QsbkFwYsdSPStO2ugzLzj6dqwFuAeehx2qWC628Fsj6UWsYuNz1Pwj4rbT3S3nO63Y9f7vvXpCOsiAqcg85FfPllfhMDnHXivSPBHikArZXMnyN/q2bsfSu/D1be5LY+RzPAb1qa16neYpSKTNLXpHywmMH39a5TxXrqw/uFbhRkkdzWx4i1ePRNLmuHcK2MJnuTXimt+JftMpIfJOT1qW9bHZQpc3vst6jqfnSEZ61XhIbHFYsN4ZnznP41rWrblB6ds0JmslY0Y8Y+lTDkc/nVeM5GPwqYGmYWGvgZqncEr9KtStge1Z92+FOB+VSyoorvd+VznvV7TPEXkOFLEr9e9c3f3GwNz0rm7zWjbuSH4rNs76Ubn1B4V8RR61beWWzMg9fvD1roa+WfB3xJbR9Yt5TL8gbDDPBHevp3Tr+LU7KC6gYPFMgZWFOnPm0OPF4d0WpW0ZZpDjpzQBxVXUb0WVq0h+90X61q3ZXZxRi5NJGL4k1MBTEpwi8k+pry7xLreBKQ3C+/XitLxV4iWMNEso39Sd3NeWeI/EIRHKkts/PJrzZPnd2fbYHC+yiipq/iHyFmkbAcgtgnoME5/wA+tecarrxlQtuwsi7mcdcsoI/QiqniLxK0mpwWCHc16JFRlOcKpU49sjNcrq2sLbmZFYqrqynHJCgY4/AY+orNn1dGjZXOhtNlzDcSMQsEJUCJRnexzx9BiuP+OXxGk8H6JZWNo2NSubXb/uMVOB9Aa2J9ej021RGZRHG/mEhg2XxhR9MFv0r5o+OviafWdeuLwOW8kDaM56KP/wBVZ1ZcsdNz1cHh/aVOaa0Wps+H9WuB8LPEWoyyKzatqcUajOWCRJIWJPoTKnH+z7V5vPcs7sWJbJJJ9a3/AAjqW/4Zajpr4LwXUMiBTyd6yZP0+X+VYptt7gEYHU15tV3sfYYKNk5dyo7knBBzTDkk9avm2Hpn+lMkQA4wD71gegrFHYTweADmnCNVxnNS5GMdffHSmEnoMAn1NSzojqRleowfrT44wzAEc0vl8cj86fEpY/1AqTS3YUJ9eOKcsW98Ade/tU6IOD0yegqUIMUGiREIABgEmpEiBK8dcYOal2ZUDgcc1Iww4xxzx7UikhghG1ugxnNTJbB9+eNoxTnA80YONwBwfUVoW8YYSY5GACD1JyAKqxLehktalVDHkMccfhSeRsjJJ5XBH+fxrSuY9jXEZI8xcSKM+2P6VN9mWSGXpsK5A/EU+UXMZkaHAJ7nBHtTl3nPPzE96vLb+ZAWxnaRn2AApJbMxzqhyN+QPqP/AK2aLBoQecYwME4HNV9claOezus9f3J9sjI/9Bq89ocqMZ4z0qtr0QOmwRkfNJOgVvTCsf5ZqiZJWuS2l80XlsTwGz9Oa3bXVVMhG7G3jnvXNxR7yAOmfw61Yt43mZiBgAnrVRk0YzpRmrnaJrsiooEz4AwMGiuSxcDgNJgej/8A16K19qzl+qRPvX9oD4zf2VpVzp1rL87nDPu+ZcZ4+lfBnjLxDPqkkszuzgnrnqc10Xj7xlP4jvZmEjNFuLAMcn8fWvL9ZvZECW+P9fKqg45Uk4P9K9GvWdadkfH4DLoZfh7tas7jSNakg8J6fFvLsyiRmbg9P51Rn1GaTIBxknmrj2LHC7fkUbVUDjFVr+FLCINIVTOfvYrkbb2PoKdOEFqc9qEsk00VtCczzHqf4V7mtqe5ENlBYWw220C4AB+8T94n6kk1m+HNPluIjfzRlZJlwobqq9vz/pWrNashGFAdsbc4z9ajVKyNIpSfPIocmQBuQAfwpWkLSo3VI+VX1ParP2Js55xnAJ5zUhtPIVAVHmOTtU9T/wDWqLM206mdO7ucOcjqRVZkZz/Ktk2AUDPPODn1pv2IEDvUtM0i0ZPkFlxjPNBgIXuK2RYDDfgPWpI7H5cbQecYxzU8rHzowWtW+buBS/YXQMHHzAZBFdJJZpFE0gUN0ByP8+lZsVzFG00TbQ0M2wDB+6eR+hpuJUZXVzPEJx0qdYSecflV2GaG9ilEYGEIDHHQnPH6frUwt8jOR17Co5Sm1YpJCeDjPvVu7UWOgajcH5SsD4J9SMD9TViC0zjI4JxWd8Q3MGh6dYJ1vblAwHdQdx/9BrSMTGpU5YNlfw/bkWFvuGW2ZP1JJrd+z7NzfewOuaq6bCqIFxgKAM+lauwOAOoAzgDqT0/nSSEtIpFRIfmJJyAM5qVUCozN/CvGOvNW44C7dOnUj1qJttxdFUOUhyHYdC3p745qrEtkaw56cY6flUiwbcDqc1aih8sZI6Dn+dTRwHdyvPX607E8wy2gJcDIpsOp/wDE3ugOkeEOD1/zirkzR2NvJO+ESMFiR6DrXM+Fi91DLcScyTN5rZHc803oGjsep6JrPleXljtIA69K7zSde2lSGyepx3FeN2sxQY646fWt/T9aKkkSHKnGM9q1jI8+vhVLVHvGj69v2LuAOeCfr0rrrDVgzj5uOhWvC9H8Q5IAbJ4BGeDXc6brRIyZCwPYE1qnc+dr4VroeqwaoNwI44xtJ61oR36kbevpzXnNtrYVlLOQnQgtmta21pQ23cFHahyPLlQaO/stRIZc4Xnsa6PTr3AVlJGORivL49ZCbcOK3dK8SojqjvlW6E9qcZI8+tRbR9I+DfEQ1ixWKU/6TEMH/aHY10eRzXhPhjxAbC7huIXOVbJAPVe4r2yzv4r2xS5jYGNl3V69CpzKz6H59j8L7CpzR2Z4p8cvHAg1pNIibAt0DSYP8RGR+hFeWrrBlbr1965H4ieNf7Y8f+ILgSl0bUJ0Q5/gV2Vf0UVFpOq+ay/Nn05rJVOZtnsfVvZUoryPUdKmBC8Y9s10to/ArhdFu+Fwew7119jMCBn+ddUWePUVmbcTYxzxUvmAjrmqKS/KPXrUhm4q7nNYkkkzms28mwDzU004Hese/utpK9c0m9C4oyNYusK3OBXnPiDV/JZsH9a6rxDfBEfnkda8h8Xats3fNgc1y1HZHsYSnzSGTeLmguQd2MHjmvsH9lz4gjxb4RuNPlcNc6fLxk8mNgCP13V+c+r66VkOHPBr3n9jP4hf2Z8UbPT5JiIdRQ25Ungt/D+prz6dflrI+jx+AVTBSaWq1P0L+nXFea/EvxrBpG6PeMqpAGep7mu38R6zD4f0O8v55FijgQksxxz0FfC3jX4rN4w8SXMkcx+xo5RWBP4n88134mpa0F1PmskwEsVN1WtInc6z4v8AtBkkMm5tvA/wrz7xJ4h3WcyRuFyuF9cnuT+P6Vz91rj/AGaTZL+9+6FOMH15/wA9K5bWPEG3T8LK0flq4AB7jqfzzWHNZH6BSwtmUdd1sT+L9C2ncHu2CFeoVIZNx+hJSsPxJ4lZnu5kcltzFIgMAH+L9c1hXWq+XrhvVkO+C4W3QpjG545C2MdPuVha5qpjfy97KIwUznAySWGfxauVz3PpKWF1WhveIvE3lrdRKQxa4JxnhAAeP1/SvJvEObqKd3ILHJPuK3NSu3vLiY56sTuPrx3rI1OI/ZX3DGV6+9c05OTPWhSVKDSKPw/ctpOsW4cBVlhIzycYk4rTePG7JJrH+HZ2z6rH13BCR9N3+NdDMu0nOcY4NYT1OrDaU0Z8igD+g7mqcw5wM5/iJ7ewq9csY5BGAFlxnI/hHrVV1YDpz0yTUWOhPUpsB060wICckdasmI5570gjAPTNZs7IMaibm9c9CafHwRjilVWbP5cVMsfzY647VJ0ociDGO5PWrCINh4yMZ+tNiQGQZPOelXlt8RgnG4kAAfWmkNuxAAMAHr9KbuBcDoferZUb8MOACSf61SYN5pB+8DiiwJ3JGIKRyH+Fj37cf4VtWUAfKkHtyD6c/wBKzbaNpnUFcowxj2zzWxoiMkc0TNmW3fy3JHJwcA/jTirjk7Iyr8tHqEpY/PC4iYkYyrKCp/MtWpYWXnQtGASpjK8deRWf4nja31yFdu0XVqDx3ZWf+hWt/wAPR+eqlSQSB09DWiWpzc1kzLsYzLp+0Z3fOhz3IO3+lPvGDC0kYcNcAj2yjg/zFNsg8TanDGDuhnlVUPUZVWzn/gVWb+BTZXDplmicFT6YcZ/TNOwlK5GIh556gKMfT5j/APWqHXbD7Vps6Kp82JVlU+4/+tmtO3jEjYLbhKMhmHUEZ/TNPwqQzSHDBYmA9wAaLDTOY0oLdbZgDggNj0OBn9c1s3VsNO0K4ndcA4C546kH+hqt4Qs/NtoCsYCudxAHABYn+tW/H7gWum2gP7t7rLED5SFRiM/57U0tLkOeljGEhkG8ZAbkAr0/WiojeSEkjZj3oqLhzFq0hGp2KzxEAsoJU9R7Vx3i63uLNVnjTdLbOsoU98HP9K6fS2vNJZljbELnJRhkE/0p+sBbpQ23Bxyuc4P+FdSdtUeTUg6kHBvfqbfhbXbbxDpkdzFwSPmHofeuY8Xzyan4msNNjcKrSLlsdgQTxWJ4d1I+HfEMtuW8u2vFJQDgBxz+GRn8qne9/wCK306VjkBjzVtnLFuUVfe9meiQ2SpEEQYAAFRiw81iWfgZVeOgHf8AnSWt8C2CScgjPpVq6mISMKdvG0Y75pKxvJST1I/sscCBieM81nWYF/dXF4APKDGGDH91Tgn8WDU7X7r7Do8uxiJQBGpA7kgf41b062ENrDbj5RHGo+p6k/nmjqJX3ZXuIwAxXkZ6VUxtwevb862LmBdjEudxPHvWWVDOqnoeDxUM6oWaGoNoYjIPH5f5zT4uWHqQcc+xFJCN2/OVXGARzmmBwpUjI4PHpS2LauSX0pFtjoT1PrXHeMbk6NqTTlQUubZZAB03qgH64/WukvpN5VePpXKfFUBtL0xh97zUQ49z61K96Via7dLDuS6HQaNB9j8MW5fmSZzLJz/Fj/CrcM24DjuTj36005TRrVM4AUZ9qhglC4xyM96huzOmnH3Fc17aTBJ+n51yvjq7E3izRbbPEMZcj3I4/nXRW0hfIzkdia4DxBeG5+IrL/zxAU4P+z0q46nJifcgvNpHbWsgU7T35rSe5VEVOd7fMf8AZArAgmJzz2qxLdD7WV3HCsGcg9h0H48VmmdNtEb1xqC2FsuwBp34RT3Pr/KpNNsvLt1XOTt6n+I9ST+VZFmj3t0ZpSNzDaoPIRfSuiR1CKQeAOlaJ3MJrlLCRFxtB28VYjiB2np+uaihb5cqN2ec+gq3HhSQOi8c1oc2tzkfiNf/AGbSPs0ZIkuP3Y/Hg/zqfwpbZtchcIOAK5bxpeNf+MLW2X5khTefYkn/AArvtCtvIsl42k89epqF0LUrylbpoSuvl9ASB61F9p8l40H32yePQf5FWLpkiUyMwQKuWY8YrNgDXEstywKggKiHrt/+vxQzojqjpdL1QoACcHqK7HStdwqnfuB6GvMo5XTBUkcetamnap5bj5zgehpqRz1aCnqew22t5jHI2sMHFX01vao2vkp39a8xtdZ24beAew9auPrZCffz9DiqbPKlhdT06LxP/C3Qj1p8XizynGWypPHNeRz+JHjBIkOfr+tUbjxcXO4udp4YZ71g52MJZfdbH1R4M8erJIkbMA2cbSetfQXhPxjFaaDqXmSD7OLZ5VcnhSByPxyPyr819J+JMmnXK5nKlGyGz2+tfQemfFaDVPhb4lKXQZv7OYqM8g7lrso1mtT4rM8ttL2c1ozxWy8Um/uDOzczOZTz3Y5/rXoHh3UvNKnPPHevnfwtrBeC1+bny17+wr1/wlqGSgJ64/GtqM7meNo8sT3jQrzPl85GBXaafcZXg9a8v8P3oKoc13WnXfyDBxXqxZ8VWjqdXBPwKnaYFetY8NyWA55qd7kgZ5rW5xW1JLi53I3NYmp3e0HnkVauJ9gY5x+Nc3q14dpKsAPWpbNII5bxXqYhjctnk447fWvGPGepHc2D+Fej+KL7Eb5Yn3rxbxdebiwPoc1wVpH02Apq6OD1e+JkPOea3/hH45PhL4j+HNTL4W2v4ZGOccBwT/KuI1ec+Yxz+tclrWry2UTvE5WQKSh/2sHFeJf3rn3E4p4dx7o/VD9uz4vHwh4Z0zwrZSAahq0pllIPKQoOfzLLXxpoOsMWGZDhSpPvzVD9oT4zwfGn4z6x4jsZpZdHXFtYeYjIfJUkBtrAFd2FOMZrltM1Zo7mXawLZXPPGMDiuudZTquS2O7JcpeEwEKclaT1fqz0yTWMRNGxJbcW4P5/zrkvEOrtHDsVivl7jjP8J5x9ecVUGtGQH96zncc/N6Z6Vga1fHyQpO4feO5s87ic1TqaHrU8Lyy1RWF8glu4t7FRPFJ7/clGR/30KzrtnvI2VmHz/Lu6nPTNV7eT/TJV25Yx/MOx2nGf/HqtQW+WA46dCOtc3Nc9RRUdUMt4XkTcV/efxc9DVXV8NbSYGDtyOevetVIjCu5mKjrtzwKytUIxNgjO3I9xQK17nP8AgFguvagD0aNTj8TXU38626zSFSVA4A6k54Fcf4Lk8rxNdr0Hk/n8wro7gtd3oQkCNJFyc4yQAQP5VLeoqS/dr+upDHA5BaQnzX5cnp9BSNFlv6VpeT5nBAI6/hSiEZ24+U8A0WNdjMNvxxnPqaiNv830PWtOVR5Y2gADuB1qF1HY45xisWjrpsqJFjHG3mpANrED73XNSEYAGePahUU4zznvUnYmS2sIaZAB0rV8oGN1XHODz2IPH61UtflbI/H0rQiQO4U5ZGJUHPODn/8AXVITKpjM20gACYMhz0B4qrLAWVXPLHIJPqO1WASk0sJH763YHkcnvn8sflU32A3jTRqNrb32EEfeGSPzxTsRcW0yGhxgYbg469K1LgLZ6xBODiG8LW7jtvUZU/8AjpH41k2NwrLbOMbiW3AexwR+n61ua0nmeG7mYfM8BhmXPGCJEB/QmqiKbMv4i2rQw6PfAYeOQwse2GIxWx4dTMSNjAI4I7Drz+Qqt49UXvgea5Ay0Jjm/IZqx4XkDWLtgZA2kY68ir+0c97pmU37nXdaTcMtMmOMZzDHmtBmK2R2jcMlSp75BHX6ms6Q/bNa1gqx8syRsu7gHCKpA/75q9fys8KRoCI5pVlGOQMA8H8SKRaeiJNPtmItuzRYjIP5VfWxWWynHzFmjYDjoMUtsgREc5DP1GOMg85rVQl4UKg/d5A9CKpITlqc34GgMWj27tg+WXU9vuuw/pWH8RLwGK1tAx817sSAjsgVgfz3Cun8PqtnpVwuzCGaYqhPbe39c15x4uvHk8UXkBPKiMqT/CPmyB+YpN6WFL3Yth9tUdh+dFV1QFRgtjHoaKy0FqdG1/HKvPDe/eoJnWReMcnmsdb9cbRLweqtSNeEDORj1H9a6bnEkZPimxaW2EkXEsTB1I7EVgRa8JrqyvH+VopF80ehBwf5V2E1xHcIVbByK888U6RLYXD3FuMxSfeA71vTSn7rPCzB1ML+/pq66r9T1iwvsSqxOV7c9a35LwOB1KrzweT+NeaeE9b/ALR0iNs5kT5HB7EV0dpqTBD83Qjg+xrlu4NxZ9FTcMVRjWhsy94jv/tCW0Ibl7lFx+DE/wAq3VvwFdj6kfrXF+abrULfuI5WkPtgY/8AZquT3xRGwSM+9NysEIJpmvY6wb641CR3OImWNR2A5z+PSoFuzO+FyATy2egzWFoN2VsdQIPL3HX8DVuGVlGM4JOXI6moctTSMVypo6OGVdi7cbF4471Wlkxn6k1SivS/zAhQThR04pZZQ4znnnFNscVqMVjI45+tc98UpCthpgxybqMAe+RXQ2KF5eDwQeKwPH8Qm1DQLfP/AC9oxz3A5/pSp7mWPX+zyS30/NHSXEpi0y0iZtzqnJx16VVikz34pL2XJVQchQAKjjcE5P5is27s7Yq0bGpay4JzXnlw4l8dahJ/dlI/LIrvbUgD3rzuxfz/ABDqE553TyH/AMeNXB6nDjEmoR8zsbedY03SHCjkmrmjpv0pb6VcS3R8wA9gfuj8jXK3Ez6peQaXbklpmxIV/hXvXaX8sayLBER5cI2ADpxS2WppB+0nZbItWd15RwBzmtOC6DOin8fpXNiYg5zVmyvg8pfcdh+VR7UJ2LnFM6uGb35JwAKsTXawWkrk9ATz3rCiuRnPGCOM1leONc/s/QJTEf30xWFBjksx/wAM/lWl76I5nFQTm9lqYGiO2ueKNQvTzH5ghQ+wAz+pNesQBI4MdMDGc/yrz/wRpa6fbwRnkj5nbHJY8mu0vL1bWzaUruxwqY6seAKq6voY0oNU1zbvUi1O6Ee1cCaWQ4jt+7HoCfbNTLb/AGe3RCwkkx8zDjJ71R061ZZjNIBJeSgCWQEHYOyD0wP51ryBQz8EgdAvU0WNW7Mz3BQEnr1xTI3EZyeamkhYj5l2nH3QarXB2As3THGRUM6Ya6F6PUSuFHT2NT/2htXrn8awI5iUWTnbz1PXmk+1EZ57/nUNmvsk9i/d37AnB6DIrCvb98kglfapri43AjrWPdvuyP0NYyZShYpX2qSITtODU3hn4t3GgWuq6XPJiK9t2iXceM5BxWTqHLE1w/im2JjEijlTmtaL96zPmc5oc1FzitUeseEL8mC356Ko617R4R1D7mDk5FfOfgbUfNt7ds84Fe1eE73BXnjjiuyk+WVj4vEL2lJM+hPDd9kR55wK9C0u8z34rxvwze/LHkg5AFek6ReDauT2r2IPQ+HxMLNndW1zwD0PpVhrgbepBNYNvefKMHn1zVj7Udo5Iz6Vvc8xxJru4I3AeneuW1m74PTmtW8ucKTu5rk9buNynHYZqWzanHU4vxPd/K4HJ55rx7xTOS0nP416Z4luSVc5+9nI9K8m8SPl2GeMY4rzqzPrMDGzOB1Z8buc1wmsyNeX0Nvxhjz9M12mtPjfnjrmuKtl+0avJJ12AKD7/wCSK8h7tn2dGHtJxgdZpTbZMj+7/hWrHcEXE3JBIB/SsTT5FF5KueQv6ZFX/OCzRkHBORnvUI+8pwNa01AJvVzkMS30qO6xdswjU7COSTyay3kUFeSGY4FXbWco23cQV6cnmrUujHUgkuZEYiW2vLds5Lhkb1zwf6Gr8A46Drkewz/jWdrcuyCG4QACCVZDjqOqn/0IVZlmTCsny8hgAex5qr2OVRb1JrqdTk8jd2J4rBv5yQwB6Aqc1durj72CSSc8elY125+Yevf3qW7l2sjK8ON5Pi+Q5HzwMP8Ax4V1Nug84sSN0js+PTkgfoBXF2s/2XxVZydFbKHPv/8Aqrt0kCTscgEHHA59etNvUyoR5otLoy8mFIBbHcnFQG5E7KqcB3KBhzkKeT+hqlf6iYVkKnhVyB702wQwWlm0hy+we+CeT/M0cxvyW3NGTbs2c4z37VUkfk+pOaJJj8o7sxP4e9RGUAE46AnBqJasuGiHM3zEEdO9OBBzn8KheTgdzjNOVyCM49s+lSdMdS/YzCNwCMBjg1p2yh90bNtZE3IQM5ZecfiAR+NYqPgg5yrH5hWraTnzEkz8wcNwOtNGklpoJr8OLYapAu5ljHmKD95QTkY9R/Wm2Nysk+8MrAESAg8H3rY0mdYbq7tpQDEkgyjDgoyg/wA81xMD/YLbULUL+8s2eIDPQI3H/jq5qn3M4Jt2ZpGT7Pq99EAEVJBIvfCsi/1BreubtZNG1C3cMN1u2MHuBuH8q5VrkXOoQyggebbp09QW/wARVvVb4x3NrApIDxOzehAjKj9SKnmszWMLrU1rq9+2/DnUA5yfspxn2XFL4NvN2nTZwf3W7k4x8pNYlhO0ngzUIjgDynTH1zUvhC4ZbUxgkbl2Y6jGDniqUupi4a2RdsbxRbWjgAliVkb1xK7fyatC3f7RcSoGzs3Kp9PmUj89tc7Y3bR25YYJ890VemeQO/0rU0u7yZGD+Y2Ov4dvzp3HyG1aXzOiOcBRuBU98sQauWupBHdMH5AVHPJIrm7W52HygdxBBGevLHNOS6P2VvVjnPTqRT5gVJPU3HlWGzjH3S+4tg9NzEn+dePi6bUtZv7xjuE0mV/3QeMfma7jxPqps9FncNnZEVX6kYHNcFokf76XBwiHaMHvSTvdmOJfK4Q+ZvLECoOeo9aKmWLKg+1FZj5DDktJ1H7yPzF9TwR+NQbliHyl42HZjkH8KkSeeFsrPIp/3jUh1GUriZEuB/tDmtlI4ZRj00KrTsd3HK9VUcfUUycpdwFW+ZGFTSpa3DcFoPQPkj8DVG6trm1YyRETIeuDkNWsX1Rx1V7tpaow9LkPhzWmRji1ufkOeit1B/mK6+C7IkI49ea5bVxFqFuVHyt3B7e4/GmaLrDOqxTPiaL5Hz3HY/litKsHNc63OLLcXDCVHhZ/C9V/kdtaTqhuWGN7MoHP1/wqC5uyu4HkZPeqNvebkYg85Gf1qO5lypIP5Vx3ufTSSjHmiXNAuf8ARboHn98Dj8DWh9o3FuuWGOK53Sp9qXKbjjcrfzrWtp2cgKfcjtih7kQs6aNdZtvAOcKOKhnviuQvLH9KrTTELw2cn1qp5+dzdCBnNItWirs0tC1iS4G9wBliBj2x1rP8ZXW/xVokfQLlyPwNUvB16bqxnBjCrDNguW+8SPT8P1qrrd4Lvx8iA5W2jVfxK5P860irSscOIqKphoS/maX9fcdVLJuYH9KliIFUVl5B7+tWDKY4mb061iz01sa0DhFJ9BmvL7C9FtFNcN1LM2fXJruYdTD2d5JxsRMq1eW2obUZbWyjOTKw3ew6n+Vb0Y817nh5rX9n7OMd3f8AQ7/wHC0Vvc6tMMyzNtjz2FdAjk5J69apwJHbWsNvH92NcVZh4AJHHvWUndnqYan7Omo9SPUbkxRJGrbZZm2KfQdz+tWbcrHtVc4HAHtWOr/2lrcpUhktlEYPYE8k/kR+VbMOFOA3GOtD0QQfPJtGrDOSM+1c9rL/ANteI7e1GTbWIMsnu54Ufqa0Lu+j0yzkuZmxHGNx9T7VT8PWMlvaedcjN5cnzpd3YnnH4ZNNdyKqU2qXfV/I6fSxsXHQYzgVLqN1JNdrAjKzom4KvSM5HJ9TjP51VF19jt2kGGIGQp7nsKTS0NsGLkO7nLtnqaaZbWp0mlxLBCinO8nJ9Tz3q6GU4BOG5Bwc1kQXIVwWwcNnBqc3qQqzs+eOoz+VappI5nBt6FickYx1Pc9hnk1galdm7uYrSNiDMTlh2UdT/IfjVbVPEAILliYAcYBOZT/dUdT6Z6D1pdF0u5uJJL27HzugHl54Vf7o9v8A61Zt8zOhWpqy3LkxVVCJ9xFCgVTmbqP8ir0wVUKjCqO2MZNZ8oPU+tRI66eiIJJOMfnVC4YknmrchPqf8KoyNgnPSsWU0Zl8ueorm9WgEkbKQTmuoul4rEvo+MU4uzPMxMFODizL8DXZt52t2ONj4GfrXt/ha8xtweeK8ARzputQTZwkh2tXsfha83BTu4OK709VI/OKlN03Kk+h794YvwRGM8n1r0nRrzcg/oa8U8N3gVoznHGK9L0W/wDkAzk9Qa9KnLQ+TxVLVnpVrdkqAe1XDdcdfeuYsrwlF5xkZq6LsgZyfzrrUjxJU9S7d3PB5rk9ZueCR3OK1Lm8yH5yfWuX1i5Izg+2KUpG1KGpxfiOYbX/AErzLX3LFuenSu+1512sSQff0rzvXiRkelebVdz6zCQtY4DxBIFikOa5nSI+rnOXY81ueKJT5DqD1OKzbCIJGnQY9a8yWx9xllPmquXYtW8oj1SRT1ZDj8xV64dzDvT7yMGx7d6xtSm+x3kM54XzdrfQg1u2Mimcq3RuM+1ZdT7OC91+Q93X7IxzypyoP+fTNNeYReRKMDfhCc8c9P51XhUvZSR4xLAcgnqSOuPwzQrLdw7Tt8qQYOeSpPv9apMUle5fdvtVs8TKCHQjr/n2qhpd6WthG+Q8OYHB746H8RikguPMgVick8MR61Qum+xagZsfu5gA5PZh0P8AIfhTuZ8qWpoXMpRAeDt4ODVGeTcoIPB5/D1qdysiBhyCKzkfAaE8NHyPdT0/w/CkhSVtDE1RjDeW8w6q4b/P512iz7jvBPPzD8RXIauofaT93dwfatrSbky2UGTl1Hltj1BI/pVy2TOfCaTnD5jNbnLPsyR5hUZ/Gtx5AMADGOB7VyniGcq9uxGQJOa6ISAjPvmofQ6YPm512JfNdnYrjCjafx//AFUkj/u2J6bSc/hUcLfuwTjLZJxTJpBlY/8AnoGXn6GjcErFjcDGOcClLgMSfcCq9222Bz2UU5ZAxVgcgjIPrxSNoqxbjlCnGMA9OavQy9ME++KyhIOASfpUqXAWQAn5c9aRsjovtIivbKUk4njaBwD1KkFT/wCPmsPX/Li1dLnot5G8Uy9twU4P5A1JfTlbNJt3NvMJOnO3HP8AIVk+Mbtf7Jmfd80LK6n/AIEB/Imne+g5x5YOXYZpbGdLN8AqqumR/vGn6jfGbWnC8tHG0YA7Dbz/ACrO8M3AXTIWf5R8zEnsM1n6RctfXFxdOTh2O36E5oteT8jF1EqUUt5HUmb7N4WulbIyBx65zUuhTmz04SHhlj3Ae+KytWk87TYrUH/WyDOPQYz/ADqa5vRb2g2/eY7VU+uD/IZP4VN9Db7euyQ+1uMG3QnKrulb3JY/4VpWtwLduTjA/P8AzxWDZ/Kh5wT0z0q1Hdcl85VuB9Kpk09dTcmlIlhKnDSQ4b/vpqet4DuOBt4UD0HrWNdXxWKDDEEAoM9QMn/GonvxGo+bAA71DZ1JJEfjnUTHpaoDh2kDIB3IPA/Oq2jWwt7WNWPzH+dZiSNr+orKx/0WA4XP8R7n/PpW4JhFjGAM8BeSf8+9br3Y2PEclXruotloXBkDv+dFUjLMSSEAH4UVJ13KbrjORTQFJ+YHHsauXGw/dFU3BB9faqZyJkyG3ToXHsy7gf5U5vsbElsoMctEf6HNVsj3H60hG/oQR7ihOxfLGejKGqadHIx2MsmBkNGMHHuK43UIXtLnzV5I646MK7e4s1kGdpUr0YdqwNbs55ZshRhsAsK7aNTWzPlc2wDcOeK1XYraXrQ3bXPJ7k9a1XuSwx+lcpc6dLHhxJwDztq1FPcwKhb97HgfOvzYrSpQUveicGCzerSj7LELbqb1lL5dy65++vb2NadrdlSFBGTwc1ySajtmVy2Cp5VutaQvxBIXBzkfKfauOdOSZ9JhMdSlDR7HSST5GAfzqje3wtYJHz0UnFZ1nr5naRdm0R45Hvn/AAqGaddS1W3tW5gUiSU/7I5x+P8AWoUWnqdNXEwqQXsne+i9Te8PxDS9DjV/9ZM7XDD0GAAP0Nc3o199o1e8v5uDJM5+nJrqN4uA0jMCTwqnsBXHTKLeO/wcASP0+pqoapvqznxtqMqUY/DBfid3aziQAggg80mtX4s9LmbqzLsUepJxWPpNzvggccBlzj8aZqE51fWY7dTuityS/u3/ANb+lY211PWnVTpJx3lt8/8AIdq18+l+EZCx/fXDCMfTHP8AMVleB7cCea+cZ25RM/kTSfECYhbSFc7UHA9z3rS0tBpWjKWHCRgn3b/9ddXw0vU+bf7/ADLX4aa/E6W3uPNcgHoafrWof2bpk0oOZMYQerHgfzrP0fcI4t/3yNxz2zUN451rxJDaL81va/vH9N2OP51zJXZ9FVq8tG63ei+f+RpeHbFrHTQHYmaUmWRj6nFbUXygHPvzVct90DovGKr6rqR0+1/dDfcykRwoOrOf85/Ch+8wpxVGnr0GXf8AxPdZisetla4muiO7Z+VP0/Wt/wAwySM7HBY59KzdMsP7IsEtifMnYmW4f1kPb8AAPwq3uyec/wCNN9h04tJzluywJftDA4wiHIPqasLPs+h6YqiJdo5OKo6hr8NlhNxknb7kUYyTSV2OUowV5M6I3wiBbd90Zyelc/c65ca3IYNPXMZODN2H09aih0u71pVN8TDbnn7ODy3+9j+VdVp9tFagLGgCjoFHSmCvJXWi/F/5DtC8LxxKktyxeRF4U9vpW/OwAKopPfj0qmLncBucnBGAtTSuxAJzu7AnitFojF7lO5GXzwBjgfhWbMoC8VrTJjPrjGR3NZ0wwSeoqJI6qcjLm9OaoTH1zWjcA5Y44rNnBUHPU1i0dG6Kkp3LWVcplTWmxz7GqUy5yKSOOtHQ5bV7TzomUAg9QfQ13XgOe5GnWz3KFPMyFbs2MZ/mPzrnZbFp32gdTjpX1f8As3/DjSPHfhmbQ9XhItptrRyqvzwvyA6+n9a7aa5lY+BzVRpSVX7zkvDtzjZzgH17V6No18eMEge9ZPxE+CfiX4La4tnrMAuLCU5stWg5guY/4Tn+FsdVIHOcZHNM0aXywA2euea6otxdmfK1VGrHng7pnplhfAxrzwR+VaZucqM5IHvXI6fcbY15zWkk4c5BIPsa7FM8SdLU07i64IHA61zOq3OTn73sKu3E8q7v3u5fQ1g6jLuBz+I7UnPQ2pUtTldbYuhB/HFcNq+WBru9SjZixHXOTWfpHgLWvHGswaVoeny6hqM52pDHxj3JPAHua4Kju7H0NFKmuaTskeIeIrGWUM6I7xRsN7qOFycDP4kVQiTYmO4r7v8A2ofhzafs4/spad4Tt5I7jWvEmr2/9rXceQJvLSSbA4yVV41Ar4SLZizxz2rmr0/ZtJ7n1/D1dYulKrFaXaT726kV3aDUopYD95xlT71W0jUpM/Z5vlurf5CP769j/n0q7ESJlYHbzVrV/Dw1u2W7tW8m/j4BBwTXMlzaH2lS9NqcSypV5WkjPDjJHb/PNZpIguJLdiUVjlT6Z5/nVfR9Rkkje3uB5V0nLL6+49v/AK1SarE80XmpjzR2zTWujFJ2Smtia3ba88b4w/3vZvamyqJ42hl+8o2n39D+VUra+S9jMwyskfyyxnqP8/41ZeTftIPJGR7igSs15FewuXSWS0lI3AbkJ7io75TCwmUEmPkj1Xv/AFpmqwGeIPG22aM7kcHkGnWV8up2m7gXCcSL3DD/ABqvMyvzXpvfoZ2r/NAcfMANy47irGgXG+NeflmQPn/aAw36g1n3R+zs8B4UfNGfQdx/KodAuPKlnt+Q8beagPp1IH61bV4nnQqezxCv1NTxHCZbdsHkEGtWzufOsYZAcl4x+eKp3224tyw5UimaHJmxEXeJmX9SRWb2PTguWrJdzbVgqDHQdap3UwjvbLg7fNwc+4IqRZAePSszVp/LQSg8xyI4x6Bhn9KAqe7qa858yKRMZyOlUba9LyWSDvGPyCf/AFqmkn2kHPBGawNImP8Ab88BYbYt7oPRSDx+tCQ6k+VxXfQ6pptrc+vFRPdhblVxwRms+4vfLjYkjABqnZ3TXN3LLyUjUID78Z/rRuauai0up1izCWBo25VxtOa4zxRqbf2Pb25y0k+1D+BGf5Vv210OB79K4i8ka+8RFP8Alla5QZ6Z7/1rOmryd+gswqezoRhHeWn/AATUvr4afoyWyna8o2ZPYdz+tWdLZYLWMAbQccVzMkx1fVmb/l1gwoPrWrLd/wAKtyf0FdDjZebPIpYhVarmvhjovl/wTbN55txv3ZVF8tB69yf1x+FV/tL6heY3Yii4JFZK3jONkXG3jcOi/wD16mS8W3QRxjOOvNQo21O2WIU/dT9Tf87bwQNg4+tNW6UqAv3c8AVh/wBoluGJH1pY71BxuGB2qHc7YVYdDZnui5hBJJ559qzr+7a8c2sRIAP7xx/6CP8APaqM+onf+65kxtX6+taekWE5VY7Zd7L1c9Afr3q4Q6s4sTiXP91TfqXrWBbKGOFVy5HAq4kaxjO4s/cilTTI7JczXccbE/OxOT+lRNfaZH/rbrLDvyRVu9yKUYxjYduP+TRUX9taQOPtDcf7NFRZm3NAsSSLg4OT9KrsNxGFJJ54pWU85GRTcfMO+Kq4cttiZNPmk5WNzn1XipW0mTIDBQ3HAbmqTqHHPNQmBc/cH4CjQn3jTbRJ1j3IGYHnPtVC509yCGX/ABpsMktq2+BmiPqjEVcPiC9ZNspScYxmQZP50aBd7OJyF/obRs7wkoT1jbkGubS9k0y9KMpU5+43QivS5dSeYENbxMvoe36Vk3+kQasjLLApXsc8r9K6qeI5dJao+cx2S+3/AHuFfLL8H/kczHPYX2EvVdI85E0BAYexGDx+VWf7Jt/KQQX7eXkrukjzjk49Pam3Xga+gO+0kiuI+yl9rfrWXNbXOlyjz4JYJAepXK/mOK6k4z+GR87UpV8N/vFFrzX+a0LkUD2Ecyq6zvLj7vGMZ+vrUdvPNZedJLEQ8h+8OmO1EOohlADBvWrMVzs5Viueq+tZya1TidOHjK8ZU6mi2W+5NDrL2ieZIUROuGPJrOFy18p+XYbmXOPQE/4VoOkN0uJIo3B5Pyikg0ywWUOIzE4zgo2OvtWK5EtNzvqPE1ZpNpx9f+AT3Gp/YlRIF3SkbIl/rWnoNuLSPLHfIfmdv7zHrWbbaNEJmdL35mGMyqTj2Bq9BY3kQX5FmQgHdGwx+RwaxaT0ievSq1Iz56sbdF2X/BM7xFGL/WbOM/MMlmrRvmLraWgxmSQF/wDdHJ/lVa4jaPVA8kUiskePukjk9vypyXKtey3D7lUDy0LKR9ev0NVK+iMKEY++29ZPX0RrXOpJpllLcNztGFHrVvw3bjTNKM83N7d/vHz2zziuYkQ6zqUQkJWyt/mcf3j6VranrbwlRGDLdTHEUY/n7AVFrKy3O9VVOTr1NIR0Xm+/6G1c6tFaIpcgu3IXPJpvh6KW+l/tu7GM5WzhPRQer/XH86w9N0k6jeFbqTKL81zLnr6IP89665rnz5BtwFHCqvRR2FS7RVupvT58RLnmrRWy7llZMgsTyeSTSS3KxIzMeB3qnfahBp1uz3EgRB7Zz7VUstFufELrc6oGtNMHzJak/PL6bh2HtSUb7m9WrZ8sVd9hqX994hneDSUAgTiS7cZUHvj1rZ0vQ7TSWLgtdXLfenl5P4dhVtrhIoUt7dFgt4xhI1GAoqJZMckgDvk0N9ETTpcr56jvL8vRF+OXnOPxqR75bcKMnceFUdWrMSaWcgQDCDgyuOB9B3q5ZRLAcjLSEcux5b8aWx0fFqa1g8jOpZQW67egH1NaEEe4+bJJ5mOg6D8BWfbvggk5zjA7Zq9DPtHY+5HNaIwkn0JZVAPzAgDqfT2rOnGA2RwoHWrc1yoizuC85DN1qp/rkEjZ25O1PX3NJ67FQVtWZsoypLDBIOB/Ksq4wQfr3rYucgknqKzLxQB1rGSO2JlP/L1pnk7yMD86mkUn61a0638yQLjPfmoRlX0Rc0jQBNcxE8BiOa+uv2d7SPSXWPoVZdpHpXhnhjSQfs74VsgZH4V758Mz9iu48Yw205/pXp0VY/Ms4n7ROJ90y+GtI8f+CItL1uxi1CwmhCtHIOR7q3VTx1FfM3xC/YxvtFne78HXb6nYHLGyuyPPi9lYABh+Gfc19MfDi9+1eG4OeUA/lXVE5AzXsunGrFXPyZYqtgqslTel9uh+bl34c1Hw9dta6jbS2dwhKtFMu1s1KlvIB0P5V+i99p9rqtuYL+2gvIT1juIw4/I1x178FPBN++5/D9tESesACfyFYPDyWzPRjm1OX8SDXpr/AJHwtJbyODgE1Uk0aSZgOhPQdzX3bD8BfBELhho6ye0jkj8q6fQ/Bmg+Gh/xK9HsrJv78UChvzxml9Xm92W82owXuRb/AAPi3wJ+y94j8byxS3MR0nTW5a6uF5x/sqcZr6y+F/we8O/CfT2g0e3aS7l/19/cYaWQ49QAFHsBXc/Vsn3NNJHSuinQjT1WrPKxWY18UuVu0eyPhX/gp7ctNpPhC2DfLDM8xXHTKlc/+PV+eyOHSRD1U8fQ/wCTX6C/8FG1W8+zjndbInbjnHevzzcMG3Jy46e/tXg4x3qs/cOEIcuXQ/rctwAvkDBI+bFbthO0EYdeGxn13en41g2ciu4I4PuOlbtmBDGGJJXPK45A9q44n3lRdzJ1uwTUUW7tT5U8f3WXofY1QstRFxmGVQlwg+dP6j2rV1CB4h58BAf+JP4XH+NY17bxavGJYnMV1H26Mh/z6Vb1ONNx2+4qXkb6Zc/aYQHRuHX+8PWrQZZYEaJj5bfMjD+E+n4Gqiak0beRfrsY8LKB8rfX0poZtOkLL89s5yQpzj3otczUlHbb8iyswfKthXHUVi6iJtKvBe2v3gQXj7OO+a1bhQyebHh1x09RVNpllGxm3K3Ck9R7H6VSOWveXk+jIr949RtIryD7h7d1PcVhrd/YdRgnJ/1bBX/2kPf8jWjCv9mXDq4zaz8MPQ9jWbrNq0cjqOeMA9iCOK0jo7HnYhynFVV8S3Opt5lEktoTllHmJ7g/5H51BYzGC+kjzxID+Y//AFViPfudNsb6M5kiJjb8MdatXN2lxDDew/dbDjj7rDqPzFZuLR6NLFxlZ9V+Ru/bNl3Gh5V8jr0PFU9ZnxbyL7HNZ99d+dEkqHjqPY1Hc3ovrfzB1xtcHsaSizWpiIyUomxb3hl0uCQnOQQSPUf/AK6y9On2eIbmXjPksM1X0u4K6OsWclZnH4YX/wCvVa0lK6jeNnGF2D9KrlepyyxKkqTl3uaGsag0dvtXmSQ7UFX4iLC0hgB3PjLn1Pc1z9s32i8N0/zJEdsS9dx7n+VLeXrTu0e/Az+8fP6UcjtYSxa55V5ekV+v9dDVOtiDzbjP7uMYUH+I1gpI8Vu4Bzc3GRn0z94/ln86rzXIndQuRBFwFx1b1/z6Uu9y7kIS54PsM4/wrSNPlPNxGOeIer20Xz3/AOAXrbZaQCOMcdz6mhpC+STtB6kdfpUMdtPJjbsBzt+dwMVNLpkpIX7bbjIycE8H06VVtbtk+0koKNOLsKbtIlCLxjsDTPtZwcHAPcdTUDJp9pgz3zyHusaYIOT3qvJqluPltbGSVs5Dygmq5ObY5pYtUl70kvK939yuW5brAznFVZNUZX2ohbbnNTW+j3t/JHNcTCBVOREBn8T2q1b+Eo0H7y5kfP8AdGM0v3UPidzRQzDEa0YWT6tpfhe5Bp2oRK5kmzuHJHSulj8RStCEFzBp8Xog3Mf1qjF4ZsQQXi80gcFzn+dXk02CKMRrboE9AoxWUqkH8J7GFwWLgv3jj+P+REX0yVt1xqFxKxPqAD+lWIYtGZvknOc4G9cj+dKmnwLjbEij2UYpjaTAxz5aAj0WseaLPTVGvHVKL/rzL40uzIBE9vz/AJ9aKof2bB/zxT8qKPc7jviP+fa+9HUPFjOO/FQPFg/4VsTW5BOehHUVVaDn0qnoVF3M7ZxyOaPK456VeMOM9s03yewpGuhQKD0596mhsxM2Op9B1qZYMdeeelSzS3DR7BKY4wMeXHxn6nvQJt9BDbWVods8qoxGcZyaQXGkHILODjriqQtApHGKYYMdAT707oajJ9Saf+yGBKtOCOm3NZt3HazqyhpZUP8ADIuRVgwkZHen7YrWISyhgp+6FGS30FK76F8itaT0OVuvCdtKN1qZraXtn5lP4Yz+tZEuj6paZ8y1d0U/fQEiu8e9kYkQxCFfU9ahMtw2SZ3DZ4xxWqrSWj1PHrZThaj5qacX5aL7v+GOBivcEgnDDse1Wo7snAbmuqudOjvSDcKJWHdxk1CdCtMcwqPwputF9DkWVYiLtGaa8/6ZiR3PcEg1cXUJAoCv06Yq1NoEDj93mFvbkVQexks5Qs2CrdHXoaFOMmFTDYjDrXbujQudUnktFnZydqeS0e3tkkHPY8mqUOruwKOUkIG07lBB9xVPWZRHp7LnGT2OKy7e6VQcsGOAeO1bxpXjdHjV8e6dbkb9TqoUgkiVUkkgfdlgzAqffpn9aJFltZtoEf2uX5ROTuCr1+X8BWJDeY6MD7VqWl9vxGZGVCQSP/rVk4uO56FHEU6qVv69Oxq2kyoFtbfdI2c7V5Z2PU1qm9/suLdOVeZjtSKPks390f41lJdXsTPaRT29vHtyzRkqrKe+AOe9aFhbWtk/nBnnuSMea45x7eg9qxa7nv06jlG1P/gL/MtabpnmXAv9VUS3H/LK2z8kY7ZHc1rT3jzPuZuvYVnCZmGScAckmqqfa9dlMFgu2AH97dPwgHoPU0at2KtGir7t/ey7JqAaZYIcyTNxsXk1pw6S0WJL6QO45Fuh+Uf7x7/pS6fbWegQstuTLcP9+QjGfp7UyS5Dck4p6LRCjGUtZ/cWzNk9AB6AYxT0kIx7VlSajDAMs4X2pI7q5uz+4hZEP/LSTj8h1qDbmWyN37WqAEnJPb3pF1UvKI48yTEcRpyR9fSs620k5DXExkdjyB2rfsRDaReVCBEp44XApoGmug+1sWlKT3TNuXkQoOB9fWrM0oIzgDsCBx/+uoGuWOeRjuW71Hu3OMjP909/r/8ArqrkWu7sr3A65zgDPNZd2Oo79hWrcE4IHABBODWXej5sZ4rKR1wM2Tr+NaOiALcrkcZxWc4x1q/pYxMp7g1ERV1eLPYPCronkKRkHA/CvX/A9wq3FuGPPQYGK8T8KzjdHnnGOa9Z8NXKxtbkYchyc/lXp0mfmGZw95o+5/gve/adFkT0VTjPTpXo2cc9a8Z/Z+vRNHLFnJMG7r7ivZOc9a9ylrBH5Hj48uIkh24+x5oySRSYoxxWuh51h2/mjcAKbjHrRjvRoFhC2c470dsUuOtBHFDsM+DP+CglwTc6gvmfd8r5MfhX5+qvzEg59jX3T/wUAu3HiXVIedhSMkAehFfDaAI2T9w9CB0r5fFa1Wf0XwpHly6BIlr5rboyA69MdDWnZ3qiJN4IZcj6fWoIIivULkDn0x7e1XJE+0EAjOVKFScHH1rlSPsW9NdhLoRzRZHBz94d/wAK5+/sgJhJG5SQdGH9fUVp3FtJb7mt3+XvG/8AIGqD3qMdkymI9MMOPzqjn91qxnvIl3+4uYkSVhwP4X+lUXt7jTSfIBuLYdYX5YfQ1sSwR3EZR8SRt6dveqE5l0/7+6e27Sryy/X/AOtVryOSrG3xff8A5lS1ukIZoDvi/jjPVP8ACm3cCSRmSMnYxzleoPrTri0hvQJ4ZNso6Sp1/GqR1BrCXZdDYW481f8AVv8AX0NUlfY5JTUVy1du4vnrMvk3AAY8Bugb6e9V5IjJE1vJ8zx/6tu5HpVm4RJlO05Q8461nyyMi7XfIHKP3H1ppXOepL2e+qK1vhbS7tiM8iVR+YP9KXQZN1vcW78qSWX29ay9U1oJukjGbhTghSO/9OKwpGuZXkkMhicrlY1bjPcGu+lhpVIu+h8Xjc8oYCtHl95roux1rzmyJDEeSx4ye9JFLJFIrLCXhlYKWB+VucdfasfStWntVQKoWQAgyYyxz/8Aqq4bt35YAjvUui46WNY5rTrpSUreX/BNgFLCWQcvC43KQeQ3pWYk8irc/u9rzN/e6L/jioUuCWiJUFueScmnSyl/b2pqDRUsT7S3K9ESPelIhHGBEoGMjk1VeYMm0jI68mkaJ2GdjMPYGkhsbi6J8tOBwWY4FDUVuylKrUaSTbD7Wy5wMZPSomvHDcNjHvWxZeFJZ/muJBGvZU5JrT/sK1iuYYhbxlApYlhkmud1aadtz1KeWY2rFSfu9r/5HKRteXSO0CPMF4JQE4qzp2h3d8wed2ghHcfeNdxBapFjYoQDoF4xVK6tP7PvROhAt5mxIo7Meh/OsvrN7qKsei8gVPlqYibmuq2X+dvmY58JW8A8797dIOWDNyPwAFbdjFFcRq0DRuvbaBxV+NCjAgkEdxUFxp8SOZ0QKrf6wKOQfWueVWU9Js+go5fRwvvYaKSe/wDw44WxTqCpp6oQMEDPrSpc3NkMgC7t+pjb7wHtV+OGK7thcWzbkPUfxD61Nux1pxvZqzKax4AOPyqQJkH9am8k560eXlev4YqLHTEiK89KFiLZH61YWI4GT+VTRQdMjrS3LRS8k0Vqi34HFFOwXR0Mse35SPrzVSaLbg4z/Wrcr7iexBqq7Zz1z611ux4sdCvsPPSjZyOKcc0Yz9Kg3TIzHimMhxz09Kn4ycdqTbkZ455pFMqmA4OKhkj2rtUGrxQlsUCDPJApFJmYsLbwNnmc52jv9asPp8lyRJOwZuiouAF9ABWlDAijoM+1Ws5BAXH0NNITmc5cWHlcKPm757VS8kqxz0HrXTXUS7dq4HriqBsxxjAJ9aTRpGV9zIMYAHc+lAhrW+wjuMYpwtTnp+FTY2U0ZItCzBQpZj2A61najp7Xs3lcokLEMR3YZzj8a6yOxDHlyuODt5Jp1xbLDEFRAgAwEHJoSad0E1CrHklscHJoUUyYnQuD7kVnXXg7YC9m7Hj/AFT4Ofoa7d7TLnjk96kisiCNoxjuRVRrThqmefVyjB4mPLOCv3Wj+88nkRoNwfKbTghuOaal6UCFJgWdtqqOpNdj4/8AC/8Aadv9rtV/02IZHq+PevOXcOz4z+9xPGSozvHJHXjvX0GG9niYc3U/FM+eOyTFOivhfwy7r/M6AeJndbeM/N5bM5YRneAMZX3/APr121lqMU0EckbAq6gqRySPavL47g70MQDZPnxKScbuAy9P9kVraJrL6VNmJn+yuq/KOyH7pxnr0Bx60sRg043p9DTIeJqtKv7LGSupdex6OLNpyDqDPb22c/Z0OJJB6sf4RWmdWBiENuiwwLwkcfQVzVrMrgOkEk7Hlc4x+pxVldPu70k3d7FZQ944CWc+2cCvEt0P15VPtRV2/wCvQtX/AIghsSFkfMpGQnVj+FOs7TVNY5UfYbfqZHGWI9gasabBpmjjNrBukPJlcfMT61ak1cyHLNge5paLYOWc9akreS/z/wCGLFrpNpp6qcG5nHJklOST9On6VaEpbk449KyRqKt0O4+1WYZi/GCKlnVBxirRNRJScYzmrAufKXLN+ZwKxmvFU7FJklPARf6+lWoEkk4dlPr3x9KEXe+xpRzhzkAMD93g4J9vWrQ5yCSrEc45JqtG+xRh9gHoKkDZU4JweSW60xWGygpk4wB0rMnG8nFXJ5BvAX5ieFwKq3ACrjqx5JqGbx0M5u9XdPGG3A4xg1VcZ46k+9WrIjeo7DrWa3HV+E9G8JyMFDHge1em+Hrs/aIEBABNeW+GW/cqoYDJB/Wu+8P3JW5jYjGCMmvQp9D8/wAxheTZ9q/s2XZlvmU9DbNx+FfQg+lfNX7LD+dqV2w/gtTnn3Ar6QB9692j8B+N5qrYpolx7UY/Cos570ZArc8mxLuGccUgYD2qPPpQTn3oCw/cpB6Ee1IzYGNv50wYHYUg+UAdqAsfnj/wUGQf8J9ex5OXtY5Bg/7tfE8Cb4zkfITg9yDX3z/wUN0tk8S6TdFQUubNlz7rtGK+DII9sssZGXUkEf3h/jXzOKVqzP6H4XnzZZTt0QtrMFjAJ4U4Deh9Pp7Vbe5ClVOMEcEf0/wqJ1LFZEcbzxnHDexqNp/KZk/1fGJEfp+B6Vy2PsOa61LBl3KwwCo6ZPNZt1EshOY8+1SsI5BwWjc981SnFwh/glXPUHBoM15lCWyeJi1vK0TdxnKn86ibUp7MAXcWxf74B2EVO94yEh4JVx3AB/kaiGrpH0Z19mU8/pVo5JtR+GVvXYrtFb3WZ7KQQv32co31HaqN1cZDQX0GwMPv4yjCrFz/AGfcMHwsco6SRna1VJWmRcJcLcR+j8Nj6jOas4JvS1v1X3GRNHcaNKGt2M9o3/LNznb/ALprN1zWFeLbAT5rjAUDofetaWQxblXKA9UYfL+lYuo2PmLNOkeNi5lK/wB30A7kj+dd1BRnNc58Zm8q2Hw8/q33b29DIDBG8w7fMcbi45GB1I/MUjugGcYbhsf3U/8Aij/WiUsN6yHI4klA7HkKv86s6XotxrdwAp8uMndLIfX0A717kpRpxvJ2R+T4fD18dWVKkuabI7C4ee58qKF7hzyFHp+Fdjp/hiW+jxIDFlctg52itPR9Ah06ARwrtU8sT1Y+prWurj7NaiNF/wCA/wB5vU/0/Cvnq+MdSVqasj9tyjhWnhKSqY6TnLtsl5d2Yi6Lptpsj8uW8mBzkvtA/IVaGn2NmrTG2Ek2QFiydgP9auW1kYk3H5pG5Y+pqWK3E84IO5I8/N2LdCa4HUnLqfZ0sDhqSTjTin6LQzLtZZSkWERm5YRoAFFPFmouVgVfkiQEj1Y//rq9ZW/ns0xGCzcA9gP8mporUHUL1h0DqufoKjU6lCKs31/Qijh244z25qOWHF7C3rGy8/n/AErU8ncMBQT6VDJAGmhOej/0IqYrU6KlnH0IRFyMCm3ln9qsZ4sfMVyuPUHP9K0Fh568egFPMBTkjHvRaz0KupRcZbMzbQCeyhkH93afqODU6255wufb1FS6ZB5dxe2wHBxMnPY8H9Vq4sIOexHrVNXMaUmlZ9DOS2WNVCjjPHt7Utsn9lTm5iH+jv8ALKh6DPRv8+taJgDAEAfjT7ZAGw3zIflYeoNLVO5coRqR5WNurVSdyDAYbuORj1FVhDxnHFXLeA25msXADQ/PE3rG3I/I7h+FAX5iehzyK0kuphSk9n0Io7fcMYAx0qwlrgd89KlhUbhx8vSrEa54IznuKhRR0OQxYE2jJOcetFW/JX+7n8aKrlFzELSZx37DNRMxyOKZv5PWkZh61rc85IXJPPWlA7Y4pgG5f6GlwAQRnPekUhxBwCM0c/8A1qTnPX8qQc0DuP69OxpQCT14pqgHB6U9WI5oKuTKvtgU8szk7Fxx2qMuGGDgUoIzntQR1ARBie/1qQ24TAyDgc5Heno2c4/M1Pn5MACmJtlEwAnOMLR5W7GBnNWypK5OOuABToY9vGSfU0WKUiGG0Zh2wKc1t97jv1HOKvrDuHPT/apy2gbDe+QD0PvT5RKpqYctiMZHT+tD2oiQnG4Dn6Vu/YWdhkAE+nQVHd6d8pGfcjtUuBvGtrY4u7QtNkc45xXHar4Gtrou0QNvMJDJGyfdBJJwQe3OK9Sl0sKM7c56ECs+fTdoJxk+tTGc6T5oOxnisHhcyp+yxUFJefT07HgF5FJps89u42y20nmjtkEc/hx2qaH9yfLzuSOQwk9wrg4+nO2u7+IXhjziupR7SUi8qZSOGXJIP6mvPrcSSQsyLJloEJO3PzKy8D9a+qw1dV6akfzdnmU1MoxssO9t4vuuh0vh+/mSMQSTfdJCZf5iAcdPrmuhhupDxGr3DeiDp+NcMFulcSQROZY3LIvsVUn9c12YvfKiUySgDHGTmvMxVLknePU/Q+HcylicN7Oq3eOlzQjS9lI3utsvoBuarkdpCoDOXlx3dj/IYrFTVRjEavI3+yvH61PFPd3BPyLGv+22T+lcDTProVYecv6+4247jGBDDkDuq4H51aSOSQ/vZdi+iHk/jWVBHIAA8rM3+wMAVeiKrggfieTWTR6NObktTVto44eI12+p6k/jVxJPUgfSsqKYkBQBUrX0cK4Z8n+6vJrM7FJI1lnUAcc+9Nkv9vyj5pGOAB3rLBubrAT92p6ZP860LS2jsnLBzLMRy54/KqLTb2LMIeNS7n94wGR6fSq1w+T29OKle4ZztGWY8ADmo5oPKQmTG/PCA9PqalmkdHruU5DjJGMnpmrWnqS3Tcaqt87nt1NXrFPmHFSh1X7p2/h9sFT1HHSu68OhnuRnoce9cFoQ2FM4O7j616H4Ug3zg8ZJA9q7aZ8Rj9Ls+1f2ULQrY6rc7cBUWIce6mvoAMcZryr9nHRv7K+G9vcEfNeyNLgjnbkgf0r1IH2r36StBH4lj5e0xU35j889KM4xTNx9KN3tWp59h+eelJ1703digsaAsO9aCMDpTCSe/wCVJnPfigLHyr/wUH8Nte/DrStchXdNp91tI/vIwbcPyB/KvzY1WJUuFuoOYpRuU/0r9fv2mNHGtfB/Vxs8w28kU2zH3hvCMPyc1+Tfi3SH8NajcQRRedp8ztJEV6pn7yfUH8wRXgY6DVTmP2ngzFJ4V0XumY4PmjzI9oc43A9D7/WlLQXKeVOm4jghuCKpxTJgvBIHTvj/AAqR50mXD5B7MDyK4Ez9DflsVbzSwD/os5U9RG3zD/H9ay5heQj5oi3+4c5/Cr0z3GMCQN7mqU012hIAjdR/tEf0oJbSWtyqb+ReGTDenINQy37d42/Fc1LLqMyZDWzNj+4wP86qPqi5x9lmUn/ZXn9apJnJOpH+b70V7iaJxyiZ7ZTFUZYY2+7wf9liP61cm1MuTiGbr32/41TkupWPEGB/tNWqueVVcH1/AgaB15Dt+OKLcbHuAcmTIzu7jAxxQS6nLFFP1qGJgt0w3EiQZz2yB/8AWrWJ59RK6sUbrwwby5Q2zFfMfc6E559vbrXaaZpEVhCkcQ4UbQT39T+PWk8P6eZSZjgZG1M/qf5V0ENmFYLjpgfjxWVetOolFvRHr5NlGHwTliYwtKf4Ly7XG21mDGW6elVjZfaLgEgkbuPoOf6V00Fh5kCkAc5H4UjaeY+QvAXisLHuupd6mDcRFEfaDu6D6077IYLYqi42xkA9+B/iK1JLM+fCCo4Jcn0qSW1PkEDBJHU+9FilMoW9htjVVU9MU20tw8+obehlLYA69f6VqlWiDdmUCqmlIVnkZhhWiib81UH+dFhOWxFHCytwCOQeabLZnfIm3hWHX2NaMsah3U8qeKcV6qBuyMcn05H8qVjZy0KX2cg7SvOef0p4QOnocYqZjuGc8459KdyWB6gcjHoaBOTsUoYDHfQygc7WibA655H8zVhEAYnb8gBxin4A69Af5c5pZFJLYII9zRYFu33K7IV4xkYoVfmP0yDTnBPbI9KMrjk8UjWLZP5f2po3H+ui4GB95T1X+dVzGEk/vY7+tOWUxurLwwweKlnmWSTzFUIrnJQdM0dA5feukIMKowe+eas2xEgOcjAyBVSPq2ScVJCfLPXFCG02W/LP9wn3zRRnPO0c0UXDlZmgn60pz+HpSDmlx09B6VoechQ2ehxS+h70wcnjmnDqO3FA0O4A6GgDAxz+NIpz34FLgf8A6qCkICRinBsZOKacdzSE8CgvRj94ORmnK5B9DioycDr0p8eMcnt6Uii9HyoORjNTg9BwB71TjcYUZqdJAcDPHvVIxkrlrYTjsAPpTo/lYMRkfnTIyDjLfL7UoO3kABaolX2NCEKUbJz7dzVpACwAzt9+1ZsMw788dq0LeYEqwPQdB3q0zKSaJQoz/dUjuad9m3n5uffqacJEOWGcHqBVmNlIA3Hn06YqjG7RTaxIVgVBA6buKy7yzADYXgCuiflgRjC/xL3rOv0ALc+wNRJI66M3c4nVtPjuoXglUNG4wQR1rjtR0B7GJHWLbE65XauBivRL+AM+QOle2/Cz4R23x4+BusWmkabFb+LvCMvmNJu41G0kyxBwOJEwuOucEd6WGvzuCPN4i9nTw0cTNbNJvyZ8cLmCUMBgjuQKqTRR29wR5G9Typ3E8f5xXV+L/DU2g38kEyGN1YqQR0I6iuXu1YiIhghB27scc+tdclqfL0pXjoTwzZAAVkA9qtR3sMfDSoMeriufuLe+ckbo2XPTkf0ottPckB0IPv0rO0erOyNetF8sYfedP/btnDjdOm70U5qaHW1nwsEUjk9CVIFZVraIgGFArXtsD64rJqKPSpTrS+J2LUZup/vSCEf3UHI/OtCys44mDFcnuzHNVomX1qzE6A4Kj6msWetBbPc0IpslQgL84AQZxVyOINkyt9Apx+dZqXigYyD7CnvqEcC5eRR7VB1X7s1fPSJD5KBOxI5J/E1WmYyN65PGO9V4VuLshxEY4uvzcMR6gf8A16syyrEuxCCx6sB09hQy4u2yICoDBf4s8/4VqWEX3QRjPfFZ0EfzVt2AwwI7UluRWnaJ0+kx7WQgHj9PevVPAWlyajqNvbRxl5HdVUD1JrzTQYC5RiOCa+uf2RfAB1jxJJrM8Y+x6YqsCR96Rs7R+AVvzFehRi5NI/P84xMaFKU30Prnw7o6eHNA0zS04Wzto4DjuVUAn8wa0QcHNAwc85Pc0hPvmvfWh+LO8nd9R24+lBY0hwKTPI9O9ArDs5pO9IT1pAePegLDvwoPBpuTQT2oHYy/FmkLr3hfV9Ocbhc2skYB/vYyP1Ar8j/ina/2B4gu7a9Qvb+Y0ciNxhlJG4HseB+Qr9gw2OeuDX50/th+Ax4e+JGqbUH2e+VLyMgdmGD/AOPK1edjYc0Ez7nhTFKjiZUnsz49v9Ftp5WuLC9MUh5DxkEH/eTp+lZ7watCDm1S9Ufx2zc/lk1q6jpIgmOFXA9RVLEcWCSRj0ya8I/blGLV7mPPqxgP7+2uID6SRsP6VSfX7bON+PwroZNeniUiITygdghNVJLzVrg70sQiH+OVgM/gM1aTfQ5KkorTn/C/5GMdZR/9XHNJ/uoaie9uH+7ZyD3cY/nV+5OqkZJt0H1JP8qyblL12+e7x7IuKtR7nFUqRS05n8kvzElF42SyxxDPpn+tUJXUMRJdbvZSB/KiWxBP7yQyfXmo/s6qPlXA+lapLueVOpKT0j97v+CGl4h0RpPdicU6NHvHiVSFbzF2hR7803ygSBg/Sr2kEDUraNRuYyAMew5pt2V0FKHPNRm9GzttOhECIirhVGBV5FzKTg4Lf1qOCExgVPGnzj1rz0z7/lSVkbtgw8tRjjFaBt1YY7EYx61i2T7QOcdq2YZ8ouT24rrgzya0bPQiurJQ5YDOVxVGSE7E55IHH05/pWrI/wApH4c1UnAV8DGTxx3okjOMmZ9wufMPbaO31pkFqVihcjBNqqkeuAuP5VPcISrjOeMCmyzcYBBwoHH0xUGyexDKPMww43jt+VJuKnI6cH+mPyNIeYhnnGQKjL5zUHRFocwAB988CmHg5AwKUncP51GxyT19qClroK74z6VH5nb3pGI/KmFscdaVzZRsOMnbnj+VJv6+w7Uxm645703edwPX1pXKSsSM/HTAp6PwAeOetQ9+M/SlQ88nnNSUWkz0YD5uhFSE7eOSO+agRsDGc57mlkORnrSRbt0JPNb++RRVff8A5zRVGd0Sg5+goPbjNM3Acf0p2MHJ61seYHQ/hTj0GKbnHc8UuQR1z74pDFGAc8HmnE4yaYZNo6/pSb8/560wTHngcZNR559f60E8+lGc454pFXHdM9ufWnJxUS8jrT+lSWmTKT0H16VIJOuKrhgBnmnhvwphuXYp8DH61Kso5x+dUEfaBjp7U9JT9e+DTuKxoCTGMZIzViO4Iwen0rOEuRxUkcmB15p3Cxsrd4UYbaPzqeO6JGOPr6ViKxwOeWqZZT1596ak0LkizdS9CR43YHvVKe5LuxbDfTmqYnyMbqaW/E0nK5pCmokdyNy/rXo37Kfxe1r4V/HPRFsLgnRtUuF0zVLRkDJOsnyoeRkMr7DkEcAjoTXnLyAH19qveDBJD438NSW0QknXVrNo4/7zeenFZxk4TjKJWNw9PFYKrRqq8Wn+R9Pf8FAP2boNLuv+E10G18vT704vIYwdsM4/i9gw28eoNfnjqtq8CyrjkYbkdOa/fXxX4VtvHfhO80PUo1EWoWyxOCMhGKDn8CTX4o/HH4e3XgPXbuyuozHLDLJA4Ix8wyD/ACr3a8LPmR+IZHjHVpuhN6x/I8o8+/jwViSaMjIZacusXCnD2J6djUPkXUUCS20oZMfNG3Y0xNWuEbEtqG91b/61clrn1Cq8m7a/FfkzRi1snGbSYfQZ/pVgazKAClnO3/AT/hVSDVIWHzRyI390gHH61p2t9ETwcj3FZNNdD1KNRT/5e/ggh1a6fpbSJx02EmrsEl9cHi3kbv8AONv+FWILxXxjmr0dyQcA4PaudvyPZp049Zt/cMtdKu5wPOm8lT/DGAD+ZrVtNMsbJg4i86YfxysW/Q1VFy3c/U1Is59fwqNTuSijQmvHkOCxC+g4qLuehqBZMj3NSpj1qLGvMWoBkgY6cmtvT03kcccVjWql3GOnpXQ6PEZZAoOeeT61UUcGIqWR6B4I0efWdSsrK1jM1xcSpFGi8lmYgAV+mnwq8B2/w78GWelRKPtBHm3Mnd5CB/If1r57/Yz+C8lpbQ+N9ViCAhhpsTjluqmU+g64/A19ZfU17uFp8seZn4pn+P8ArNb2MH7sd/X/AIA7r3pM9eppCfejNd1z5OwucjvQDx3pM+9GRRcLCk5NBPvTScHrQW98Uh2HZPqaSmZI5zmnZ6c4oAXp0r55/bI+H3/CSeB4ddghL3OmgxzFeT5JOQfwJY/jX0IT7mq99Y22qWU9neRia0uEMcsZHDIeCPyqJxU4uLOvC15YWtGtHoz8WfEdl5crjbjn9a5SQmJjgjPpXv37QXwpvfhj4yvtHuQZIkYtbXGOJos/Kw98Yz9a8LvodrH+96GvmpxcZWZ/QmBxUMRSjOL0ZVS9eMfe/AVFLcSzYyTj3PFRyYB7k+xqB5IxgGMMf9rmkjulYguZC2UU7z6qMmsm5XEhBOD/AHQea1LmdijchFPXbxWLcXCoTk7RWsdTzKzSWpC6DnAwT1qvJtTliF9zSSXTP9wYB7mqMk+XIXM0n/jo/GtVG+5486qWxK8vB2ny4zxvPU/SrGksVvrZkBVVlRunXkZJqrBaPM++Rsn1PQVO8wP7qHIB4L9z/wDWq2tLEQnJTUmeqNHt6ClVOARVfSrk3ulwStw+3awPqKsg4GO1eY1Zn6FTqKcU0SRNtbFaEM23vnjpWXnBHNWYZPlx+taRZjUjc1BLxVeaU5PtUaSfLgGo5JBnP41pc5lDWw2SRjn39agYjp/OkkYckc1EzZHpU3NlG2hIzcDpz+FR7sdgaQP3OcY7Ux371I0hWfnA6HrTWbB680zedxINMZ+w/E0M3jHqOLeophOecYpAfr0pDxxz9ak0uKPve3c+tOA5P9KavPtSg5zjNIadxcHinAcE44oU8AmnKPl65FMBRz1H0FIx5OPpSdx60jZ2gY4zTIuOwKKbj2opBdDg2AefzoMvGBUBbn68UE4PNb2PMUkT+ZnGaUOcduelQBsUm/PFFirlgH8aC3PAqINnvRv+X1NKw7khbJzilXLcVDu45FOB5GKQ7kw70pPoKjDHGKdn3z7Uirj8jPtSg478UzJPXmlz05pDWhKGHY/lTwfrUAOfepFbv+FBoiwj4AP86kDfN1BFVw3pzTlcD+dA7FgSYIx/+qpFlyOCaqGQeuRTlk44/OncaWpdEo6Upk9/aqXncnmneZg5zzUNs3iiwWJxXsn7IXgD/hYHx+8OwSxGWx0vzNWusEgBYkIjyR/01eKvGI/mYepr9Fv2A/B1to3wgm8QNbRLqGsXUg+0BcO0Csdqk+n3T+Fb4WHtKqv01PmeJ8e8Dls3H4pe6vK/U+oWbcS3TNfDH/BSX4JLqXhi28c6VauHFysOqPHkhAVbEpHQDIwT6sK+4C69Cap63pkPiDRNS0m4I8i/tZbV8jIw6Fc/hkGvopLnVj8AwteWFqqrHp+R/Pk1ybW+MX3HHyj+5KOxB9atKY7jovI6qeCPwrofjJ8Prv4Y/ELxD4X1a2kT+z7ySMZHzLGx3xsPUFGU/nXGqLiFQ0TLcxjoc4YV5bR+oUqjavHVM1I7ddw4q3HCBz0rIj1oRj99byqR6AH+tWItfs8gFpFPulRyy6HZCvRT952/A3YPl+tXo3yO9c+mt2ox80h9glXra9acgQwyv7kAf1rGUWexRxEHpF3NpJKlD8bs8etUoYZyf3jJCD6fMf6VOiIrAgF2Hdv8KxaPTjN2LsbZAJOB+pq3Ahk7YT0qjGRnLH86vQN5pA6Lnp1Jo5bilWSW5p2iGaQImdpOCR1P0r6f/ZS/Z1n+KGsf2vqcEkHhWxZRLNgqLqTr5UZ74xliOmV9eYP2av2SNU+Ihs9e8SxyaL4U3BxHIpFzfKD91V/gU4xuPOO1foLpOn2ehaXa6dp1slnY2yCOGCMYVFruoYe/vSPzrPM8snh8M9er7f8AB/I1rW3t7G1gtbaFLa1gjWKKCMYWNFGFUD0AGKm3is8P8vynknmpPNIwK9XmPzVxLgcGlLVUEmDxS+aRRzC5SyGpc/gKrebn8aPOxxRzByljcPWjOar+dyaTz+aOYLFndjnFJvBquZuKb54zRzD5S1v54H500v7GoPO98UhlHPNFx8p5j+0V8EbP41eDZIEjWPxDY/vdPuQcEnGGib1DD17gV+WXjfwreeGtbvNM1K1ls7+1kMcsEylWRh9ex6g9wa/ZkyjPHNeKftF/s16X8ctPF5bSxaZ4pgi8uG7kXMc4H3UkxyOuN3OM9K4q9H2nvR3Prsjzh5fL2VV+4/w/4B+TV1GUJHNZ8zhQSfSu7+I3w/1z4fazNpeu6dLp17EcGOQcH3VuhFee3ahWbPf1FeRy2dmfrEMSqsVKDuije3iKuWcAe5rHkcSyEpG0pPQnOK05toB4/MVRuLjHyjjFbRVjzsQ3J3bKz27NzM+B/cTj/wCvSARQr0CJ2A6k015D7k+lRBS7bmPPb2ra3c82UrfDv3JJJml+VcqlTwKtsoduZDyo9Pc1EhCYIxn17ClViWyOX68849zT3MoyUXdvU7bwVfiSK6s3bMqESqPY5B/pXQZwOvNe7/spfsMal4+02TxT4zuJfD+jTQEaZax83N1Kekj9kjGAMZJO7oMc+S+OPBWqfD3xZqvhzWYhHqOmztbyEfdkAPyyL/ssuGHs1ctalKPvW0Z9LlGaUMTfDRl70f6/DqYXPXmpUOKhH5U9Dk8dK5j6Rk6vxTZH9qYDyaR2yAasxloyJnJqPJOR+VPYg5znmoycdOc+tIpMC2ec00vgetB5xUe7gZpXKAtwRimk/lQ1Jwf8aDRS0FBNKCMe1NAHvSqMdKB3FXjGKeBk9OtMUYABJPqaeOPbmgLjyM+9ID1FLwcGjP1oGIcjHqaTnAo7HJpGPbvQQ2Jn/OaKXj+6KKYyG5k8mMtjO0jOfTNSyJhsjkNgg+x5pbm2328nGVKnkfSixjMmlWb5JIQqdw54ZhXY4nzdOteVkRgHt+VG3B6fSpjGBTSh9Kix2xmM4A+lLzj2pduO9IamxpzgaVW5Hf8AGk7g9DSYyenNFhqSJBnHWnA4FRAcdCD604k+oqLFqRLkdOmaUfpUYYjgUmcNz3qbF3JQ34nrUinn/Gqm45x0FSq44pWGpFgNgDHPtSlzmoFkGRjtS5xx/Wg1UiXfTlY9u9RA574NOBz1pFpkqnJGealCk/SoF56Dn2rrfh74A1n4l+K7Dw9odsZ7+7fG4g+XCgGWkc9gACffp3pKLbshVK9OhTdSo7JHSfAz4K6v8bfF6aPp6y29hDhtQ1IJ8lrGffGNxwcDrx0r9T/DWg6Z4O8P6foei2ostK0+Bba2hBJ2ooAGSeScAZJ61xvwb+FOm/BfwLbeHdNfz5N5uLy8K7WuJyAC30AUAfT3rtg5HHavdw9FUo+bPwTPc5nm1fR/u47L9S8bjj6U0z8dciqZkPemtL1rqPmUfNX7an7JifHfS18UeGrZT46sLfyWhDbRqcC5ZYzk48wZYK3B5A5AAH5SX2iXWhahPbS29xY3cJMc1rdRNFLGw6q6MAVYehAr98POJIxzn0r4b/bs1b4ZeN40tYbFLzxnBLiTXLEhfJQA5jbj94Scf3Rx1rGdPm1R9DluPnTaoyV49PL/AIB+esUu4AOgz7irUQjHPlIfwFM1aL+yrl0IeWNTw4XBx9M/1qpHqkLEcSKR/sVyOi+x9nTzOnDRz+82I3AxhE/75FWUuX2joo6fKMVlw3QlICRTP9I//r1qWel6leY8nT5T7vgCp9hJ9Dp/tikt5kqyEHJPephNjnjHqa1NP8AatdYMxitwfqx/pXUaZ8OooCGldp39SMCrjhZddDnqZ3TXwJy/A46zguLxwIYmkzxnacV6f8PNAttOvor25gFxdxsGTzuUQjkEL0P4g1csPDkcAACYA7Yrp9K0xY8ZHFdMaEYnkV8xr4hWbsuyPrj4Y/tH3U8NrZ+IyLtQqoLlI1R0GMDKqACB7DpX0HpWq2msWUd3ZXEd1bv0kibcM+h9DX566U722zbkqDxzyK9c+G3xBv8Awxdh4X3RvgPEx+Vx/jWx8xXwsXrDQ+u1kxTt/SsPw54jtPEunR3dpJkMPmQ9UPcH8a11+lM8dqzsywXOfcik34FMyWPXtSAZ570Eknmc8Um44696Zj3oIIA5pWC44vyTSbs454oP1xSYIHA/OiwJhv6n0pWYnkD9KbnB7ikJBosO44OQtN8zr1/Cm5HvTDwTQO6JDLikMuCBmoWJ5AHFcT8SPiJF4MsCkRD38ikoM8Rj1NMuMXN8qOc/aMsvAPijwrLpnjLToNVugM2zRuUurZsHDCRSGUf7JOD6V+YHxF+F02gahOdLnbUrHJ8vP+tUeh9ceoFfUPjPxJd6zNJLNK0jMcnJ615ZrcZncg81lOnGpufW4CtVwMbQlp26Hy9dhoHZJFKMP4WGCKzZssehyfSvftW8KWepAieBHBPXHNcpe/CXSrgkhZYyf7p6Vj9WXRnpTzWct4nkckoQcgCqkt+kfV1z6A16jL8FrBulxL+IpIvgtaI3ExP1T/69WsPY4pZjN7R+9/8AAPNLP7RqDYhwF7t3/KvQ/BvhyG1nguHVZ5kYMPNG5M57g8fnXS6V8IoYXBWTn3Wu+0HwRDZBRI/P94D+ftWio26EfW217zPaPg3+0BrnhKOK3vLmbULFQF+yXMhfYPVCeV+mce1dr+0z4C0r47eAF8feDzHqHiHR7bdf2lsd00lso+ZWUclkXkHGSEFeIWvhuK3VcNlT0I7V6H4A8Saj4C1SDUNPmXI+WRGHyyL3BHernS548rOelWeGrxxNDSS/HyPktlBwV5HtTQMHrxX038ePgdaeJ7G48eeA7XYFy2s6Cg+aEnkTw46ofmDL1BC9c8fMwww4/A18/VpSpS5WfsOX5lSzCiqlN69V2Ez19RQc4xSFv1oLAd6yR6TdyPp3prD5cYpWIyf60xiMehp2EmNPXPNMPp1oY4PWkPftUmiYhHNGOaaTnPrShqB3F7GlA7CkB6mnYGPSmO9hQGyOADinU0Yz1zT+PSkPmuLkZpMc8CjOMmjPFMXNYULmkKgn29KCQKQ8HpnFAnJC4H91/wBKKXANFAXLkNvLENvLKeqmrcFs0g2iMgDnbXdP4VC/w/pUTeGyvA4r6qVJSWqPwChjKlCXNSlZnIReHWuk3RTKCOzevpWfdabPaSFJo2T3I616JaaLJHcEnkFOambTxIu149wNcdTDx6aH1GFzyt/y81/A8t8raRnp6f1qJ4ivHp7V6HfeGIJSJDGQwPVOtZVz4QlZma3kV++xhtIrklQktj6Ohm1GppJ2ZyASlCf/AK62rnw/eW2DJbuAfQVWOmTqu8wSiPu23iseR7NHpRxNN6xkZwj4PSlEfr+lWxARSeQc4zx1qeU2VUrFSB60mwnBAzXX+C/hf4m+Ic13H4e0e51RrSE3ExjXaqqPc9SfT2NcbcW19PMLe5tWsDG+HjkysoIPKnIGPejk6k/W4XcFK8l0HKoHXp7GgLjuKtLCI1C8DHvRs3dT+nNQ4nRGsVgOOpoyfWr0GmXN2dtva3E7ekULH+lejfDH9mfx98VdXgtdP0WTTbN8mXU9UBjt4lCk5OMsc4AAA70lTb0SM6uPo0IuVWaSXdnlYcn3qyuQM9u57CvqPQP+Cdvj641Bk1bxD4f0y0Df8fEPnXDEf7KFU/Vq98+H37C3w68HvBcaw154w1CPBLXirBb7h3EYLHH/AAKt44WcnroeBieKsBQXuS5n2S/V6HxP8EPgh4h+N/iNLLRraYaZGw+2auYz9mtlPrJjaW9FBz7V+mHwv+DPhD4OaZJZeFtMFs0o2z387tLc3H+87EkD/ZGB7V1OmaZZaLZR2WnWcFhaR8LBbptRfwqwc5r0aNCNLXdn5xm2eYjNJcr92H8t/wA+4uwdOlJ5YpN3vQWx9a6bHzYMgx6Uwpjv+dP3dKjlkSJHkc7Y0Usx9ABmlYVzyj9oPxhd+HPC0Gm6ZObfUNXLxLIjbXSMYDEHqOp5HpXxNqvhTTizRRRm4b+OQtx+Jr2H40+OZPGvjO5uRmGztohaxKrZIQFs46csST+VebSxGaMcbEH3Yx0ArVRXU9WjenGx53f/AA60qeQs1vG306VWj+HelQMCtjF+K16MLEk9MfQUq6WW6j9KuyN+a+7OIg8K2kGPLtYl/wCACr8WiovCoB9BXXJpGe3X2qdNG/2f0pWGpI5SLSv9gGrUOk5A+Wuqi0boMc/SrkWj8YA/SlymntDmbfSdrcrWrBpq4OVwfbit2HSMdquw6XjHGKXKDqmRbWTw4OCV9a6DSyQOGwPapYNO2YIzV+DTsHcnDdx2NHIZusd38PvFtx4cv4pVd2iJxInZh/jX0ZpOqQatZR3MDh0cdux9K+VtNQrgjjtjFesfDHxI1hcmznY+TKQBk9DScTz6yUtUevgg9+aXORShf/104DFKxw3Eozml2+1GMDpilYVxvakzzTiMc03HFFh3E3ewJprcdqdjvTSo65P+FFgGyAuhVWMZPG4AZFN4xgnOB19aeQe2aYyn1osO5leJtci8O6RcXshUFflQEj5mPSvk7xx4gn1jUJ7ieUu8jZOf5V6z8YfEQu777HAf3UHDEHhm714bqyPLIf6U+W56eHShqzjNT/eZI/KuYvbHeTx1rubjT2bIxWdLpJY8D9KfIej7U4GfTCOMc1UaxYjbtyM+ld9JohI+7VZ9Fwc7apRJdU4hdLyeVxVmPSo16gfjXUnSyvbP4VG+mGNiGBB9KqxHPcx4rVAAMAD2qysZTA6g1bNiwHHT2oNsy8dQaBpktrO0S4OSmenofWtu0lKgd0YZxisFYShA52mr9m7RSiNmJU9DSLR6n8MvFM3hzW4LiKUKi/JIrfMrxnqCD1qX9oH9iq18XNceKfhtFDZ310PtU2hBwsE5Ybi0GThCc52ggdgOlcf4eLi9jQH7py39BX118PNYOseGbPHytBGISuc9BgfyFYVacaitJCp4yvgKqrYeVn+D9T8mvEfh7VvCOsS6Trem3ekanF960voGhk+oVgCR7jissylTzX69+Ofhz4Y+J+mf2Z4o0iDVIsHy2YYlj91fHH5GvlD4mf8ABPCcedd+AfEkdwMll0nWoijAf3VnQtnHugryamEktY6n32B4rw9a0cUuSXfdf8D5nxl5maazfzrrfHvwc8a/DS5MPiPw5eWC84uEXzYWx6MOfzArjRKG7g5rjcGtGj7Kli6VaPNTkmvIcT0HH5U0twe4oLZHIpODU8p0qogBJzzmkzzz60Y9KUYBosPnQ5WznJ6U7PbIpg9O1OUeuAeuKOUPaIeGI708HHSmhAKkCqg5YCjlJdVDc8jimsC3FdJ4f+H3ibxXbmfRfDupapCH8vzLeEBd3HGWI9RXUWX7OHxP1BsReCNSXvmUxqP/AEI1oqcnsjz6mY4am7TqJerR5lgnvj8ackbN64r6I8HfsRfELXbyA60th4YsGYebLcytNMF77Y1UAnH+0K3fEX7BnjGz1OVNB8Q6JqmnFj5Ut6JbaZV/2lUSD8mrVUJ72POnn+AjLk9qr/h960Pl3ym9f1or6R/4YN+I55/tvw0Pb7RP/wDG6KfsJdjP/WDBf8/l+I77ICOVH5VG+mxScbQD9K67+wj1xz9KVdAJz/hX1Fj8aWnU4v8Asjk7UGD+tVpdGYH7mMV6F/Yb8cZpRoBbgrWbhc7IVVDqeYyaTIvQVn3GlyLk7SD7V683hbeMgc/Som8HeZjjj3FZumdccSkeP/2fcgDDuPxNOEN0gKnLJ0KseD+Br2IeAxjgfpTl8Aq/DJu/CodJmqxkUeNW2g2NxL++06EnocR/4V6j8Nh4Z0PUYvtnhjQ9QiLDcL3T4pf1dSRWuPhrG5OMofpxU9t8NzEwxgjsahUfIueO9pHlcn959Q/D/XdEudIWLQbax0u2XG600+BLZQfUqgAJ96s+Ivhz4Q8YSPNr3hLQtYnk+9Pd6dE0rfWTbuP1zXgfhvSL/QJN9tcMhJGR2NexeFvGYzHDdrwfvSHnFP2b7HgzvCXPTl/mMtv2efhZaSeZH8OvD2/rl7TePybIrdi+FPgSJw8fgTwur/3v7Ftv/jddbZiG6QPE4ZTyCDxVxbUCp9muxhLE1Zbzb+bMnTdMs9HTZp+nWGnJ/ds7KGH/ANAUVpebPMAJZXkUdA7EgfhUvkegpRD61fKczld3ZGq7fxoJ545NS+SPWneUAec07CuQ88cde9LjOam8levejyhn1osK6K+0nng0Y3e1WDGPTBo8rHanyhdEBU49K4v4qa42j+EryKJiLm5QxrjsO/8Ah+Nd4UGOTx6mvEPiRfnVb67I4jAKIPb1q4Quxxep88T6MbmZpJEIjXlz/eb0/lVVtIaRvubR6CvRLjTRIEVRhEHp1Pc1ANKRcYro5UdPtjh49CY4yv8AWrMehE/wn6V2S6ao+n0qRbJR2/SjlD2xycWiAEfIPfirCaKufuAe1dQtoo7GpVtV44osL2tzmV0YD+EflViPSgOqj6V0S2gH/wBenC146frRyj9ozCj0wf3R+VTpp4H8IrYFtzTxbgds0uUOdmXHZAdsYqzFa46Crogz0FSJARijlJcxsEIU5xz9K29NkMMylSQRzkVnRoR9KvW/BHWjlJ5z3zwtq39raLbyk5dVCOc9wK2QeO1ecfDLUSLiS0Y4V1LKD6jmvReorG1jmloxSxzxSdaMDPNB4osTcCT7Gmk5I44pTzRjilYVxvWkHfIp3Wk2+9Fh3Gnp61n69qQ0jTJrkkAqPlB7mtHAFcH8UdR8qC3s1yCw8xj+OB/KhRuUnqeN67/pUrFiWYkk571zVxpYZjxXVXKFmPPWqj2/PIrflOxVLHJyaMD/AA/lUDaGMZ28+9df9mB7U02f60KI/as4x9BByNo+mKqv4e/2Bmu6NkDwQaabEelVyk+2Z5+/hs9NlQSeHWZiSuSe9eimwXOMU3+z0P8AD1o5R+2Z5sfDjc/Jn8KjPhlmOQoAr0ttPTH3cUwaanX+lHIWsQzzE+GmCncpwfzpYtAZCoaPO0g59Oa9OOlo46fpSpo6SFQF5HtS5DVYk5TQtIMTvI0OC5zkdcV7R8KtSbTr57RiRHcDC7hwDjj+Vc3Z6SkagbcGtqyuE0qRJlXfIhBAHc1DpkSrc+jPYh5omVckjHQDP/16pa5r1joNs0mpajb6dGAT++cA9PTqa8v13xxqmpZRJTaR4xsiPP4muMvrBr9y07vKTydxzk1mqT6mKSe52fif9o7w9ZWJtLe3uNejbIeCSDNu31Vxg18sfFuDwt8QI5hp3w40bw9ek8X2mRvbuOc8rGwQ59xXszeGrduqD8qYPClrnPlg/hQ6Ke6PRoV1h3zU20/J2PijUvhTrtsxNlH9oTH8fBP54rEn8H+J7UHzNBu3x3iXfn8s195HwlaE/wCrGfpR/wAIhZ5P7oflWDwVN9D3KfEGLp/bv6n5/XFhrFscSaBq2f8AZspG/ktQ7NQzj+xNVz6Gxl/+Jr9CP+EOs2/5ZL+QpR4MsiP9Sp/4CKj6hDuzp/1mxXZfc/8AM/PbydYf/V6FqPtut2X+YrZ8F2GpW+vw3WteFJNWsVRlNnN5kYO4YzuRlOR1HOM4r7x/4Qqw4/cJ/wB8igeDbFDxAn/fNXHBQRx4jP8AFVo2cremn/BPkLxP4G8PG906Xw7a+ITaTRB7q1vRzDJuYGNHxkrgAg5PXrXvHwquPgv4cKT3nwwuhqIA/wBJ1QS6iM8chJGkUH6CvSh4QsgOIVx9KlTwtaLz5S4+laLCwT0RwVczxFePLUqSa9Wep6P8WPCUujQyWWvWmm2gGFswPspj9jEAuPyrftNf03UxH5Gs2dz5q7kUXiEsPpuzXisfhy1QDEa/lU0ejRRuCqgEdCO1aexPHfJ0PdEsWZhtCsfYipRpk2fuEHtkV4mI5EYSJNIrjrhquJe3IjZWuZnzjaPM4H6UexM79mewf2Te/wDPVP8Av2P8KK8kGq3QAHnyfnRR7BgcItgvoKkWwVeQoq3jFSJxXXYz52UzZKf4R608WidMZ+lWytCoSRgfhRYPaFdbZVA9Bx0qaOBRj5R+VTCM1ILcoRnhT6UWQ+djEjTuP0qZIgTgAH8Kf5MSqp3E57YpDIqBdo2nPXvSsg52O8l9uRGw99tOjQf3wp9D1qLzGHc07cxzkg0WHzMtE+Vt3FSp6MDUqagkZ+VSCOhBIrPY4jI9Kanzc56ijlQud3sdXpfja50lP3JPptzwapyeN9dknMp1W6DE5wkhCj8KwhxzjNJg+wpcqC9zon8e69Lt36tdEr0w+P8A9dWj8TPEgCsmpuCvBBRCDx7iuU6fWlzkfWjlQro6ST4g+IZJFd9Xmz22kAfkK2tN+LmsWxUXDRXa4x86AH8wK4ADOBxingE0nFdidGe6+FPiHa+JLhbV4xb3bfcTs3411e4hiMfWvme1uJbWVZInZJFPDKa7nwx8SryykWC+b7Rb9N2fmWs5U+xm12PX89fp1pARz2rK03xBb6jErI+c9hzU+o6nFY27yFh04rOxncz/ABbrqaZYPGrDznU4HoK8W1h96uOenU10fiHWJNSvJJXbI6Ae1cpfS7iRXVCNkPmMdlLqq9l/xqMQ47E1aKkmlCjjiqsHMVxDx2pwhHXGKmCnP1pwQdaLBchWLJ/+tS+Rmp9uO2aUDAHQ0irkPk470BCO9TquRkc04IfTikUmQhMkZ4z2FO8vnP6VLs5pQnA5pFXItnFPVKeF56U4LRYLgijNWYeMcZqELjFTxDIFFhNnV+C7z7Jrtm5OFL7DjnOeP617ED+VeE6S/lXUDc/LIrfka9ziYNGjAdVB/SsprUyk7kgbNN3gEZ6GgmgHHXrWZA7OR6mkLEcn8qTd+dJnJz+VADxkjJNNzxk0melKSAM0AAJH1NeQePb4XuvT5JKR4THPAHWvWppQkUjHgBSevtXheu3BuL6d+u5yf1rSC1LiY00eTnrULRY5qw3I780wrkVtY2uQeV7Y9zSGL61Mc85PWjAp2FcgMfao2T1/CrLDA9ajK89M0yGyAxd/5UBMH6dMVKV9PwpOvHb3p2JuR+WCfc0eUMnAqTGOlAGeKLBzEapg1PDGM5x+FNJ4xUsQ49KLFKVx8jkjavA71GcsByf8Kk259aQp6UjZERXOe/vTSmefSpgmB0FKVxQO5AI+tNVQ652kezDB/I1PgDtS4xQFyHywADxj3pQgzkgfh0qXGKMZ/wAKA5iPaDSgKR2p+B3o288UBzMbwDnHSgAZFLgelG3FAcwoUDPApABn+lBXjJoAAA60D5hd3XpxS5yelNwAaXNArgVJHvTQSOKkBB4xxR1xnBoC43P0opdg9DRRoLmMQKPagINw7896b/OnDO7HXimc9yQEYPGacpBOcDPYUwCnL0HoKRdxxY5OeT6UbjmkIOM04D/9VA7gBketLjIpcGjB9OKAuHPrShcdeKUZPb86cVJ9aBXEAwOgpgGwn0qUKadjOQRQJsYF4+tAXFOVCB0pwBJ96LD5hoXj/wCvRtyafg4NOxk0D5iIR8/WnqgPSnAU9Ru5oC4xU4/Gn9B704DkdfrTtv5UDuaei61Lpci7WbZ2AbGK6HV/Ej6lGOgTb90Af0rjQMY4NWIJiAQePrSSW5lInuJ8L6Dvisqdt7nk1ZlfP51VIyT1FWY3IiMdKMZ7fjUuASAcgUde2B7UBciUfXilVc9qkC0oAPUHNAXGKOR0p6rjPHFPUDjinLikaJjAoJ7UoGPSpAoPanbR2pF3IwuT2NLs9hUgTg0BMCgdxhQHqMinKBnnp7U4J70AcUguIo5GP1qdDgUwLjtxUir7UyWzQsuHT1zxjrXt9qzfZod3B2Dj8K8QsVzKuOT2Fe2WRP2SDJ5KCsahm2WQ2D70b/amdPoO9JuyOtZCHFtx7UhJB6j6UmRk0lIB4PXBo38H+lM3decUitkk55oAra1M0Wk3jBgCIzzXh96S7k+pzXr/AIwn8nw9d4PL7U/Uf4V45dDLkdcVvBFxKrL16UhUinkYOMYpByTmtTS4zbxS7c/SlKnj+lIScdzQRewxkPWmlD/+unk5FN3YxmmJyIyuBSYORxUh56DFKMk5H86ZFyHH4UAZ6jB96k25HSl2Y+tAXIwmanVcDkYpI05yalA5wf0pM1htcbz3oAp2NuM8k+lJwQQOKRpcaVOOlAiyTgc0pGfXFAB65FMTYwjCkYyetBweo4p5H4UhU4yRx65osFxhGeccUu3r6U4L9aNvXvTFcaRgUgGf8adtz9aUjIPrSHcjwMUrLj/GlAHbml2+ooC4zZ+X0o25p2Mf0qGSWVJeIWkjI/g5Of8AOaClrsSFfXmgjsf1pF3vyV2DoB1NOxjP86BPQQDB4pQ3tRtz2zS7RwO9FguN3f5yKKftPp/KigVzBXv9KcPvCiihHOtx3r9Kcn3RRRR0L6h/AKkX7w+lFFIY/wBaVeh+tFFJbjAdR+FO/iaiimLoKe9O/goopsATpQv3moooQC9/yp69B9KKKXQroIPvU5O1FFPoMkHQUv8ACaKKkQ+nx96KKEKWxC/T8ajXo9FFUjjYwfdFKKKKZXQcvQUtFFAw7ikP3RRRSKRKnalXqv1oopFrYlXoKB3oooLQHrSL0P1oopdBjh0/GpV6D6UUUzNmppn+tFezWX/HpB/uiiisaguhL/EaWiishCD75pT1FFFADH/z+dRnoKKKAMLxt/yL8n++v868ln/1h+v9aKK3p7FIhf7x+lJRRWhb2EXqfpQ3aiimgZG3Wk9KKKZmw9aa39KKKDFgOho/woop9RdB6dRTj96iipR2R2Q4fdT8aaKKKBhSt94UUUxMhtv+Wn++f5CpB1oopEod2NJ3FFFMHuHamnqPrRRQUtxsPQ/WnnvRRTQA3VaRqKKkY0fdNOPQUUUxgf4acaKKBIB0ooooGf/Z" alt="" width="376" height="250" /></p>
<p>Por: <strong>José Mendes Pires</strong></p>
<p>Na minha opinião, há três sinais que poderão constituir pedra-de-toque para avaliar o grau de libertação da esquerda:</p>
<p>1º sinal: Na estratégia</p>
<p>O objectivo estratégico deve deixar de ser a conquista do poder e passar a ser “tão-só”</p>
<p><strong>pugnar para que todo o povo possa usufruir dos níveis máximos de Liberdade, Equidade e Dignidade que seja possível a sociedade proporcionar a cada momento.</strong></p>
<p>(O melhor, em cada momento, para o povo, será o que a esquerda apoiará, quer a aproxime ou afaste do poder.)</p>
<p>2º sinal: Na táctica</p>
<p>Toda a filosofia política, todo o material de agitprop, todas as declarações — tudo terá como objectivo a educação para a cidadania (e não proveitos eleitoralistas): a verdade, o cabal esclarecimento de todas as situações, o combate a todas as formas de ilegalidade, mesmo as que são prática popular.</p>
<p>(Parece fácil, mas quem hoje se candidata dizendo, p.e., que vai acabar com todo o estacionamento ilegal?)</p>
<p>3º sinal: Na prática</p>
<p>Impor como regra, dentro das estruturas da esquerda e nas instituições onde a sua influência possa consegui-lo, que todo o trabalho político se fará durante das horas de expediente ou de molde a não prejudicar a vida familiar dos militantes, nomeadamente os seus deveres de pais.</p>
<p>(Só assim haverá verdadeira igualdade no desempenho de funções políticas, sem que se obrigue alguém a ausentar-se delas — sabendo todos nós quem é normalmente o “escolhido” para tratar da casa e dos filhos.)</p>
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		</item>
	</channel>
</rss>
