tag:blogger.com,1999:blog-12268356229642633992024-03-14T03:15:03.173-07:00PedagogiandoUma reflexão sobre a diversidade na escola.Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.comBlogger326125tag:blogger.com,1999:blog-1226835622964263399.post-35756951375894489342021-05-24T15:25:00.001-07:002021-05-24T15:25:52.248-07:00 Um caminho estratégico contra evasão escolar e fortalecimento da autoestima<div class="separator" style="clear: both; text-align: center;"><iframe class="BLOG_video_class" allowfullscreen="" youtube-src-id="eJ7Z4k7OigI" width="320" height="266" src="https://www.youtube.com/embed/eJ7Z4k7OigI"></iframe></div>
No ano de 2015, o projeto “Semana Integrada de Combate ao Racismo” na cidade de Salvaterra – Pará, chegou a quinta edição com o tema Da África para o mundo.
As aprendizagens que os (as) estudantes adquiriram no período de realização do projeto se tornaram visíveis no processo de valorização da cultura africana e afro-brasileira, na elevação da autoestima3, que teve por consequência a queda na evasão escolar4 e o aumento do interesse pela escola.
O projeto foi planejado e executado de forma a valorizar a interdisciplinaridade e teve por objetivo despertar e sensibilizar o corpo docente, discente e a comunidade para os malefícios do racismo estrutural de nossa sociedade.
Para isso, foram realizadas palestras, debates, exibições de vídeos documentários, apresentações teatrais e musicais, sempre como instrumentos pedagógicos para tratar da temática história da África e cultura afro-brasileira.
A culminância do projeto se deu com ampla participação da comunidade local e dos municípios vizinhos, com a escolha da beleza negra nas modalidades feminina e masculina e com uma caminhada pelo centro urbano da cidade para exercitar o direito de expressão e manifestação política da comunidade escolar, iniciativa que chamou a atenção da sociedade para a problemática do combate ao racismo. Na caminhada, os (as) estudantes exibiram o material que produziram para que toda comunidade visse.
A unidade escolar Prof. Ademar Nunes de Vasconcelos recebe alunos de 16 comunidades remanescentes de quilombos5 , e a ação dos (as) docentes é fundamental na luta contra o racismo e a superação de estereótipos ligados _à população negra e quilombola.
Com a prática de revisitar as ações desencadeadas pelo projeto nos anos anteriores, os (as) estudantes adquirem um novo olhar para a sua própria realidade. A novidade dessa edição do projeto de 2015 foi a confecção de adinkras6.
Os (as) estudantes fizeram atividades que trouxeram visibilidade aos (às) líderes negros (as) da comunidade internacional, e elaboraram textos sobre a importância dessa prática da qual participaram.
As atividades descritas possibilitaram ir além das atividades propostas no livro didático, pois nele, nem sempre a histórias, memórias e valores civilizatórios da população afro-brasileira e africana estão narradas de modo digno ou que ultrapasse os preconceitos já estabelecidos.
Superar as diversas formas de expressão do racismo7 é um desafio que foi posto em pauta na vida dos (as) estudantes e docentes da escola Prof. Ademar Nunes de Vasconcelos. Olhar para suas comunidades, valorizá-las e compreender que suas ações estão ligadas às tradições quilombolas são os ganhos que se apresentam como resultados do projeto. Com a autoestima fortalecida, os estudantes se apropriam da estética negra, o que se evidenciou no jeito de arrumar os cabelos: “Os alunos passam a gostar de sua pretitude e seu apetite pelo saber aumenta, principalmente pelas coisas de África”, afirma o professor Vinícius.
Fonte:https://www.ceert.org.br/dialogando-praticas/pratica/vinicius?gclid=Cj0KCQjwna2FBhDPARIsACAEc_ViFjC0wdL-IPlZejS52ym7dPfRowbK-0VUnjnAzDb_rP6_EPsFc5waAiPVEALw_wcB
Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-88837145721019402322020-06-12T16:19:00.000-07:002020-06-12T16:25:36.395-07:00Trabalho Infantil _ Documentário em versão integral<div class="separator" style="clear: both; text-align: center;">
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Fonte: <a href="https://www.youtube.com/watch?v=hErjB9hvfeg&feature=youtu.be">https://www.youtube.com/watch?v=hErjB9hvfeg&feature=youtu.be</a>Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-73469688058257862252020-06-12T14:57:00.001-07:002020-06-12T14:57:36.920-07:00Trabalho Infantil no mundo: entenda suas causas e consequências<header class="entry-content-header" style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; display: block; font-family: Lato, HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17.25px; font-stretch: inherit; font-style: normal; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-weight: 400; letter-spacing: normal; line-height: inherit; margin: 0px auto; max-width: 40em; orphans: 2; padding: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><h1 class="post-title entry-title" itemprop="headline" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #2c353d; font-family: Lato, HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 30px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: 600; line-height: 1.3em; margin: 0px auto; max-width: 800px; padding: 15px 0px; text-align: center; vertical-align: baseline;">
<a href="https://www.politize.com.br/trabalho-infantil-no-mundo/" rel="bookmark" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: inherit; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;" title="Link permanente: Trabalho Infantil no mundo: entenda suas causas e consequências"><br /><span class="post-format-icon minor-meta" style="background-color: white; border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: 16px !important; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: 1.7em !important; margin: 0px; padding: 0px; vertical-align: baseline;"></span></a></h1>
</header><div class="entry-content" itemprop="text" style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: Lato, HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 17.25px; font-stretch: inherit; font-style: normal; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-weight: 400; letter-spacing: normal; line-height: inherit; margin: 0px auto; max-width: 40em; orphans: 2; padding: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">
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<img alt="trabalho infantil" src="https://www.politize.com.br/wp-content/uploads/2019/11/1575263download1512365905.jpeg" style="border: none rgb(225, 225, 225); box-sizing: border-box; display: inline-block; font: inherit; height: auto; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 690px;" /></div>
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<em style="border: 0px rgb(225, 225, 225); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: italic; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">(Foto: REUTERS/Parwiz)</em></div>
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O<span> </span><strong style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bold; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">trabalho infantil</strong>, considerado ilegal no Brasil, é caracterizado pela realização de qualquer forma de trabalho (remunerada ou não) por crianças menores de idade, de acordo com a legislação de cada país. Desse modo, o trabalho infantil priva crianças e adolescentes de uma infância normal e impede o desenvolvimento de todas as capacidades e habilidades do indivíduo de uma maneira saudável.</div>
<h2 style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #2c353d; font-family: Lato, HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 28px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: 600; line-height: 1.1em; margin: 1.5em 0px 10px; padding: 0px; text-align: justify; vertical-align: baseline;">
<b style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Como surgiu o trabalho infantil?</b></h2>
<div style="border: 0px rgb(225, 225, 225); box-sizing: border-box; font-family: inherit; font-size: 16px !important; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: 1.7em !important; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">
<span style="border: 0px rgb(225, 225, 225); box-sizing: border-box; font-family: inherit; font-size: 1.1em; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: 1.7em !important; margin: 0px; padding: 0px; vertical-align: baseline;">A exploração da mão de obra infantil foi uma prática muito comum ao longo da história. Além disso, apesar de ser uma prática considerada condenável, ainda é a realidade de<span> </span></span><a href="https://www.chegadetrabalhoinfantil.org.br/trabalho-infantil/estatisticas/" rel="noopener" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #1d93b4; font-family: inherit; font-size: 1.1em; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration: underline; vertical-align: baseline;" target="_blank">inúmeras crianças ao redor do mundo.</a></div>
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Durante a Idade Média, o trabalho infantil era usado como forma de complementar a renda familiar. No Feudalismo, por sua vez, as crianças eram consideradas aprendizes de artesãos, aspecto que beneficiava os senhores feudais.</div>
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Porém, durante a Revolução Industrial ocorreu um aumento significativo do uso de mão de obra infantil. Com a ascensão do capitalismo e uma alta demanda de trabalhadores, crianças começaram a trabalhar nas indústrias a fim de complementar a renda familiar. As crianças começavam a trabalhar aos 6 anos, eram submetidas a jornadas diárias de 14 horas e o salário correspondia à quinta parte do salário de uma pessoa adulta.</div>
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Esse quadro fez com que diversas crianças fossem mutiladas nas máquinas, além das mortes contabilizadas em acidentes de fábrica. Ademais, essas crianças eram submetidas a abusos físicos e sexuais no ambiente de trabalho.</div>
<h2 style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #2c353d; font-family: Lato, HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 28px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: 600; line-height: 1.1em; margin: 1.5em 0px 10px; padding: 0px; vertical-align: baseline;">
<strong style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bold; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Quais são as causas e consequências do trabalho infantil? </strong></h2>
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Em geral, as causas para uma criança ingressar no mercado de trabalho envolvem a vulnerabilidade socioeconômica familiar e a necessidade de auxiliar no complemento da renda, assim como a baixa perspectiva de vida em relação ao futuro.</div>
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Além disso, são inúmeras as consequências para o indivíduo menor de idade submetido à exploração. Além das consequências psicológicas e físicas, o desenvolvimento pessoal da criança também pode ser impactado.</div>
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A criança pode apresentar irritabilidade, cansaço excessivo, alteração do sono e deformidades físicas em razão da alta carga de esforço físico durante o desenvolvimento físico. Por conseguinte, a capacidade de se relacionar e aprender também pode ser afetada, haja vista que a criança não tem a oportunidade de se desenvolver plenamente.</div>
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O<strong style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bold; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span> </span>trabalho infantil é causa e efeito da pobreza e da ausência de oportunidades</strong><span> </span>para desenvolver capacidades. Ele influi negativamente no desenvolvimento das nações e, muitas vezes, leva ao trabalho forçado na vida adulta, posto que os impactos físicos e psicológicos ocasionados pelo trauma podem auxiliar na perpetuação do ciclo de pobreza e na incapacitação produtiva na vida adulta.</div>
<h2 style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #2c353d; font-family: Lato, HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 28px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: 600; line-height: 1.1em; margin: 1.5em 0px 10px; padding: 0px; vertical-align: baseline;">
<strong style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bold; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Como combater o trabalho infantil? </strong></h2>
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Apesar da maioria dos países proibirem o trabalho infantil em suas legislações, 152 milhões de crianças e adolescentes entre 5 e 17 anos foram submetidas ao trabalho infantil em 2016 ao redor do mundo, segundo<span> </span><a href="https://www.chegadetrabalhoinfantil.org.br/noticias/materias/relatorio-da-oit-152-milhoes-de-criancas-e-adolescentes-trabalham-no-mundo/" rel="noopener" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #1d93b4; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration: underline; vertical-align: baseline;" target="_blank">dados disponibilizados pela Organização Internacional do Trabalho.</a><span> </span>Dessa forma, o combate a essa atividade se dá de diversas formas, mas principalmente por meio de grupos de direitos humanos que atuam na fiscalização e denúncia desse tipo de exploração.</div>
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Por conseguinte, a Organização Internacional do Trabalho também estuda e fiscaliza as relações de trabalho infantil ao redor do mundo. Porém, a forma mais efetiva de combater o trabalho infantil é combatendo a<span> </span><a href="https://www.politize.com.br/desigualdade-social/" rel="noopener" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #1d93b4; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration: underline; vertical-align: baseline;" target="_blank">desigualdade social</a>, uma vez que costuma ser a razão para as crianças ingressarem no mercado de trabalho informal. Ademais, o cidadão também pode contribuir com a erradicação da exploração infantil, por intermédio das seguintes ações:</div>
<ul role="list" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; font: inherit; list-style: outside disc; margin: 0px 0px 20px 7px; padding: 0px; vertical-align: baseline;">
<li data-aria-level="1" data-aria-posinset="1" data-font="Symbol" data-leveltext="" data-listid="1" role="listitem" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; font: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; text-indent: 0px; vertical-align: baseline;">Não dê esmolas e não compre nada de crianças (Contribuir financeiramente perpetua esse quadro e colabora com a privação da liberdade e da dignidade da criança que deveria estar se desenvolvendo)</li>
<li data-aria-level="1" data-aria-posinset="2" data-font="Symbol" data-leveltext="" data-listid="1" role="listitem" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; font: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; text-indent: 0px; vertical-align: baseline;">Denuncie (Ao se deparar com uma criança que esteja trabalhando, denuncie. Ligue para o disque 100, que é gratuito, e a central irá encaminhar o caso para a<span> </span><a href="https://www.chegadetrabalhoinfantil.org.br/como-combate-lo/sgdca/" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #1d93b4; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration: underline; vertical-align: baseline;" target="_top">rede de proteção</a>)</li>
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<h2 style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #2c353d; font-family: Lato, HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 28px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: 600; line-height: 1.1em; margin: 0px 0px 10px; padding: 0px; vertical-align: baseline;">
<strong style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bold; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">O que as convenções internacionais dizem sobre o assunto?</strong></h2>
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A UNICEF, Fundo das Nações Unidas para a Infância, é um órgão da Organização das Nações Unidas (ONU) que possui o propósito de promover a defesa dos direitos das crianças. Essa organização possui a<span> </span><a href="https://www.unicef.org/brazil/convencao-sobre-os-direitos-da-crianca" rel="noopener" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #1d93b4; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration: underline; vertical-align: baseline;" target="_blank">Convenção sobre os Direitos da Criança</a>, que foi adotada pela Assembleia Geral da ONU em 20 de novembro de 1989 e entrou em vigor em 2 de setembro de 1990. Essa convenção especifica os direitos da criança de ser protegida de qualquer exploração, econômica ou não.</div>
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A Organização Internacional do Trabalho (OIT), também possui papel crucial na luta contra o trabalho infantil ao redor do mundo. Essa instituição possui duas convenções que visam combater a exploração da criança e o seu combate.<span> </span><a href="http://www.tst.jus.br/documents/2237892/0/Conven%C3%A7%C3%A3o+138+da+OIT++Idade+m%C3%ADnima+de+admiss%C3%A3o+ao+emprego" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #1d93b4; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration: underline; vertical-align: baseline;">A Convenção nº 138</a>, que estipula a idade mínima permitida de 16 anos para admissão ao trabalho, e a<span> </span><a href="https://www.ilo.org/brasilia/convencoes/WCMS_236696/lang--pt/index.htm" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #1d93b4; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration: underline; vertical-align: baseline;">Convenção nº182</a>, que argumenta sobre a proibição das piores formas de trabalho infantil e ação imediata para sua eliminação.</div>
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<strong style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bold; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">O que a Constituição Brasileira diz sobre o assunto?</strong></h2>
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<strong style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bold; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><img alt="trabalho infantil" src="https://www.politize.com.br/wp-content/uploads/2019/11/ctps696x348.jpeg" style="border: none rgb(225, 225, 225); box-sizing: border-box; display: inline-block; font: inherit; height: auto; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 690px;" /></strong></h2>
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O Brasil adota em sua Constituição as normas estabelecidas pela Convenção dos Direitos da Criança, que em seu Artigo 32 fixa as seguintes obrigações:</div>
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Artigo 32: Os Estados Partes reconhecem o direito da criança de estar protegida contra a exploração econômica e contra o desempenho de qualquer trabalho que possa ser perigoso ou interferir em sua educação, ou que seja nocivo para sua saúde ou para seu desenvolvimento físico, mental, espiritual, moral ou social.</div>
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Assim, na<span> </span><a href="http://www.planalto.gov.br/ccivil_03/constituicao/constituicao.htm" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #1d93b4; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration: underline; vertical-align: baseline;">Constituição Federal de 1988</a>, no<span> </span><a href="https://www.senado.leg.br/atividade/const/con1988/con1988_15.12.2016/art_7_.asp" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #1d93b4; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration: underline; vertical-align: baseline;">Artigo 7º</a>, inciso 33, fica estabelecida a proibição de qualquer trabalho, a pessoas com idade inferior a 16 (dezesseis) anos, salvo na condição de aprendiz, a partir dos 14 (quatorze) anos, sendo resguardado pela<span> </span><a href="https://www.planalto.gov.br/ccivil_03/Leis/L10097.htm" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #1d93b4; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration: underline; vertical-align: baseline;">Lei do Aprendiz</a>.</div>
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<strong style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bold; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Empresas com histórico de utilização de mão de obra infantil</strong></h2>
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<strong style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bold; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><img alt="trabalho infantil" src="https://www.politize.com.br/wp-content/uploads/2019/11/download.jpeg" style="border: none rgb(225, 225, 225); box-sizing: border-box; display: inline-block; font: inherit; height: auto; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 690px;" /></strong></div>
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<em style="border: 0px rgb(225, 225, 225); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: italic; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">(Foto: REUTERS/Andrew Biraj)</em></div>
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<li style="border: 0px rgb(225, 225, 225); box-sizing: border-box; font: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; text-indent: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bold; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">P</strong><strong style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bold; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">hilip Morris Internacional:</strong> A empresa multinacional, produtora de tabaco e seus derivados, tem seus produtos vendidos em mais de 180 países. Em 2010, a empresa reconheceu a presença em suas plantações, de pelo menos 72 crianças de 10 anos de idade, envolvidas na colheita do tabaco e em risco de sofrerem intoxicação por nicotina.</li>
<li style="border: 0px rgb(225, 225, 225); box-sizing: border-box; font: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; text-indent: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bold; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Hershey’s:</strong> The Hershey Company, que é uma fábrica de chocolates norte-americana. já firmou um acordo contra o trabalho infantil, porém, foi divulgado que milhares de crianças colhiam cacau na África para a multinacional do chocolate. Isso ocorre, sobretudo, devido a grande parte do cacau utilizado pela empresa ser proveniente da África Ocidental, incluindo a Costa do Marfim, onde de acordo com inúmeras denúncias da Unicef e de outros grupos de direitos humanos, como a <a href="http://laborrights.org/stop-child-forced-labor/cocoa-campaign/news/hersheys-to-be-called-out-for-alleged-use-of-force-child" rel="noopener noreferrer" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #1d93b4; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration: underline; vertical-align: baseline;" target="_blank">Internacional Labor Rights Forum</a>, há o predomínio da exploração infantil.</li>
<li style="border: 0px rgb(225, 225, 225); box-sizing: border-box; font: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; text-indent: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: black; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bold; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Apple:</strong> A apple é uma empresa multinacional norte-americana que projeta e comercializa produto eletrônicos de consumo. Para a fabricação de seus produtos, a empresa contrata o serviço de empresas chinesas, entre elas está a Foxconn Tecnologia, uma das mais famosas do país asiático e famosa por empregar menores de idade e possuir total desrespeito pelas normas de segurança no trabalho. Além das jornadas de trabalho exaustivas, o abuso com os funcionários já resultou até em morte, segundo relatos da reportagem de 2012 no<span> </span><a href="https://www.nytimes.com/2012/01/26/business/ieconomy-apples-ipad-and-the-human-costs-for-workers-in-china.html?pagewanted=all&_r=0" style="border: 0px rgb(225, 225, 225); box-sizing: border-box; color: #1d93b4; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration: underline; vertical-align: baseline;">New York Times</a>.</li>
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Dessa forma, ao saber mais sobre essa realidade que ainda assola o mundo, podemos fazer nossa parte evitando consumir produtos de marcas que compactuam com esse problema e denunciando sempre que presenciarmos alguma exploração infantil.</div>
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Fonte: <a href="https://www.politize.com.br/trabalho-infantil-no-mundo/">https://www.politize.com.br/trabalho-infantil-no-mundo/</a></div>
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Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-81586340469911143292020-06-12T08:13:00.001-07:002020-06-12T11:40:35.684-07:00Poetizando as diferenças - Bráulio Bessa<div class="separator" style="clear: both; text-align: center;">
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<a href="https://globoplay.globo.com/v/8621565/">Fonte: globoplay.globo.com/v/8621565/</a> </div>
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<br />Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-73582193770301977062020-06-09T13:52:00.001-07:002020-06-09T13:52:37.290-07:00Como educar crianças sem preconceitos<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX36B5Xr1-il0Dd3zssoEWjvSkLH1PHX3LELEiOe1LUSQN8zLxyHECd_Z7XRETsq9bPhSpqkJLJtfIef7tIZhW41BjqC0885g50vaEsfYBygIGFUg2_6MM4QhnKeZBQk4MpKR5ENbVwiU/s1600/10666053_538373159597470_1039133774350453530_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="404" data-original-width="606" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX36B5Xr1-il0Dd3zssoEWjvSkLH1PHX3LELEiOe1LUSQN8zLxyHECd_Z7XRETsq9bPhSpqkJLJtfIef7tIZhW41BjqC0885g50vaEsfYBygIGFUg2_6MM4QhnKeZBQk4MpKR5ENbVwiU/s400/10666053_538373159597470_1039133774350453530_n.jpg" width="400" /></a></div>
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<span style="box-sizing: border-box;">Pensar que </span><span style="box-sizing: border-box; font-weight: 700;">criança não tem preconceito</span><span style="box-sizing: border-box;"> é um mito. Na realidade, o preconceito infantil</span> <span style="box-sizing: border-box;">é bastante comum. É normal que os pequenos façam comentários, por vezes negativos, sobre diferenças percebidas, como “tal pessoa é estranha”, por exemplo. A realidade é que crianças querem pertencer. Muitas vezes isso faz com que elas se agrupem de acordo com semelhanças que são claras. Isso pode acarretar uma atitude de hierarquia e potencializar situações discriminatórias. Uma situação que é bastante frequente é a de meninos contra meninas, que acontece em algumas fases da infância. No entanto, a mesma dinâmica pode acontecer com um coleguinha portador de deficiência ou com algum que tenha alguma doença de pele, entre outros inúmeros exemplos. Mas qual o nosso papel na criação de </span>crianças sem preconceito<span style="box-sizing: border-box;">?</span></div>
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<span style="box-sizing: border-box;">Educando crianças sem preconceito</span></h2>
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Os<span style="box-sizing: border-box;"> pais têm que ter uma participação ativa para que comportamentos, relativamente inofensivos das crianças não ganhem maiores dimensões. Isso é desafiador, ainda mais na realidade brasileira. Estamos longe de erradicar as </span><a href="https://leiturinha.com.br/blog/quando-transmitimos-preconceitos-aos-nossos-filhos-sem-perceber/" rel="noopener noreferrer" style="-webkit-tap-highlight-color: rgba(0, 0, 0, 0.25); background-color: transparent; box-sizing: border-box; color: #fd8234; text-decoration-line: none; transition: all 0.15s ease 0s;" target="_blank">atitudes preconceituosas nos adultos</a><span style="box-sizing: border-box;">, então quem dirá nas crianças, que reproduzem os comportamentos das pessoas mais próximas. </span></div>
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<span style="box-sizing: border-box;">Por esse motivo, o trabalho é diário e exige conversas pontuais para dúvidas e questionamentos do dia a dia. É necessário ter conversas recorrentes sobre o que é discriminação, quando ela acontece e quais os comportamentos respeitosos que devemos cultivar perante todas as pessoas. </span></div>
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<span style="box-sizing: border-box;">É necessário reforçar a importância da pluralidade</span></h2>
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<span style="box-sizing: border-box;">Quando o pequeno nota alguma diferença em seus colegas de sala é importante sempre reforçar que cada ser humano é de um jeito. Seja em relação a características físicas, pessoais ou preferências. Afinal, são justamente as diferentes opiniões e formas de ver o mundo que fazem as conversas interessantes. </span></div>
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<span style="box-sizing: border-box;">Devemos dar o exemplo</span></h2>
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<span style="box-sizing: border-box;">Os pequenos sempre vêem os pais como grandes parâmetros de atitudes e comportamentos. Por isso, o educar por meio do exemplo é sempre uma das formas mais singelas e eficientes de ensino. É crucial ter coerência entre o que falamos para nossos filhos e a maneira como agimos. Se queremos crianças livres de preconceitos, temos que observar no detalhe como é a nossa atitude perante as diferenças. Independe da natureza da diferença, que pode ser religiosa, de etnias, atitudes, gênero, classe social, orientação sexual, profissão, entre outras. </span></div>
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<span style="box-sizing: border-box;">Entender como agimos perante essas diferenças é primordial para estabelecer o exemplo de respeito. Muitas vezes, nesse desafio, nos deparamos com nossos próprios preconceitos. Isso pode ser doloroso, mas é essencial, uma vez que sempre buscamos uma sociedade baseada no respeito, na cumplicidade e na </span><a href="https://leiturinha.com.br/blog/licoes-que-devemos-ensinar-aos-nossos-filhos-sobre-tolerancia/" rel="noopener noreferrer" style="-webkit-tap-highlight-color: rgba(0, 0, 0, 0.25); background-color: transparent; box-sizing: border-box; color: #fd8234; text-decoration-line: none; transition: all 0.15s ease 0s;" target="_blank">tolerância</a><span style="box-sizing: border-box;">. </span></div>
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<span style="box-sizing: border-box;">Preste atenção a comentários aparentemente inofensivos</span></h2>
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<span style="box-sizing: border-box;">Se atente a comentários irônicos e a forma que você fala das outras pessoas na frente dos pequenos. É comum rotularmos as pessoas, no entanto, temos que tomar um cuidado dobrado para não cairmos em contradição. Diálogo é muito importante. Algumas vezes a criança rotula um colega de “chato” ou “diferente”. Nesse momento, você tem uma ótima oportunidade de reforçar que a criança pode escolher seus amigos de acordo com a afinidade, mas que ela deve </span><a href="https://leiturinha.com.br/blog/precisamos-falar-sobre-respeito-com-nossas-criancas/" rel="noopener noreferrer" style="-webkit-tap-highlight-color: rgba(0, 0, 0, 0.25); background-color: transparent; box-sizing: border-box; color: #fd8234; text-decoration-line: none; transition: all 0.15s ease 0s;" target="_blank">respeito a todos</a><span style="box-sizing: border-box;">, independente da pessoa estar em seu ciclo de amigos ou não. Reforçar que o respeito vem antes de quaisquer preferências, é importantíssimo.</span><span style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></span></div>
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<span style="box-sizing: border-box; font-weight: 400;"><span style="box-sizing: border-box; color: inherit; font-weight: 700;">Diversifique as experiências do pequeno</span></span></h2>
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<span style="box-sizing: border-box;">Muita proteção e cuidado podem limitar a visão da criança. Se seu filho frequenta apenas a escola, o clube e o condomínio, repense as possíveis interações dessa criança. É importante que os pequenos tenham algum acesso à realidade. Isso pode vir através de pequenas experiências, que inclusive podem ser muito divertidas. </span></div>
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<span style="box-sizing: border-box;">Uma ideia interessante é levar seu filho a lugares frequentados por pessoas diversas. Além disso, apresentar conteúdos de diferentes países e diferentes idiomas. É necessário ressaltar como o mundo é grande e como ele possibilita aprendizados infinitos. Quanto mais o pequeno for exposto às interações, com mais naturalidade ele vai encará-las. </span><a href="https://leiturinha.com.br/blog/lugares-para-visitar-com-criancas-em-sao-paulo/" rel="noopener noreferrer" style="-webkit-tap-highlight-color: rgba(0, 0, 0, 0.25); background-color: transparent; box-sizing: border-box; color: #fd8234; text-decoration-line: none; transition: all 0.15s ease 0s;" target="_blank">Passeie com o pequeno</a><span style="box-sizing: border-box;">, visite </span><a href="https://leiturinha.com.br/blog/museus-para-ir-com-as-criancas/" rel="noopener noreferrer" style="-webkit-tap-highlight-color: rgba(0, 0, 0, 0.25); background-color: transparent; box-sizing: border-box; color: #fd8234; text-decoration-line: none; transition: all 0.15s ease 0s;" target="_blank">exposições</a><span style="box-sizing: border-box;">, </span><a href="https://leiturinha.com.br/blog/parques-para-ir-com-as-criancas/" rel="noopener noreferrer" style="-webkit-tap-highlight-color: rgba(0, 0, 0, 0.25); background-color: transparent; box-sizing: border-box; color: #fd8234; text-decoration-line: none; transition: all 0.15s ease 0s;" target="_blank">parques</a><span style="box-sizing: border-box;">, caminhe pela cidade, não tenha medo de apresentar o mundo para o seu filho e discutir questões como pobreza, fome, responsabilidade social, </span><a href="https://leiturinha.com.br/blog/educacao-financeira-para-criancas/" rel="noopener noreferrer" style="-webkit-tap-highlight-color: rgba(0, 0, 0, 0.25); background-color: transparent; box-sizing: border-box; color: #fd8234; text-decoration-line: none; transition: all 0.15s ease 0s;" target="_blank">economia</a><span style="box-sizing: border-box;">, entre outras. Claro, é preciso adaptar as complexidades para cada faixa-etária. Mas, quanto menos resistência tivermos perante os assuntos, mais naturalidade teremos para conversar com os nossos filhos sobre as pluralidades. </span></div>
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<span style="box-sizing: border-box;">Fonte: </span><a href="https://leiturinha.com.br/blog/criancas-sem-preconceitos/">https://leiturinha.com.br/blog/criancas-sem-preconceitos/</a></div>
Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-20152326182570593372020-06-08T15:15:00.002-07:002020-06-08T15:15:58.126-07:00Boneca Abayomi <div class="linha-fina">
A Boneca Abayomi está inserida nesse contexto de lutas,
por ser um símbolo de resistência; e quando confeccionada, em qualquer
espaço, deve trazer as reflexões acerca das desigualdades </div>
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<div class="autor">
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<div class="autor">
Autor:
<span>
Ana Magnani </span></div>
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<span> </span></div>
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<span> <br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4ScSCJKV0rLvSCg5ZRcf2RXLGqjqaScAzRbzadCqCnaIMhd8K24zMuZARraFhR34I30E9t1vo0-bzSsXoTjRCSjX3DV7eQRWBOu3DXxB9ZgTsPnGc9OUq8CwJZGv2KcTlyhUOrP925Qo/s1600/boneca-abayomi-GtQ3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="526" data-original-width="934" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4ScSCJKV0rLvSCg5ZRcf2RXLGqjqaScAzRbzadCqCnaIMhd8K24zMuZARraFhR34I30E9t1vo0-bzSsXoTjRCSjX3DV7eQRWBOu3DXxB9ZgTsPnGc9OUq8CwJZGv2KcTlyhUOrP925Qo/s400/boneca-abayomi-GtQ3.JPG" width="400" /></a></div>
</span></div>
<div class="autor">
<span> </span></div>
<div class="autor">
<span> </span></div>
<div class="autor">
<span> </span>Será que temos consciência que foram mais de
300 anos de opressão, servindo e edificando esse país na condição de
escravizados e, ainda hoje, é a população que mais sofre nesse sentido? A
Boneca Abayomi está inserida nesse contexto de lutas, por ser um
símbolo de resistência; e quando confeccionada, em qualquer espaço, deve
trazer as reflexões acerca das desigualdades.
Abayomi, na língua Iorubá (uma das maiores etnias do continente
africano cuja população habita parte da Nigéria, Benin, Togo e Costa do
Marfim) significa “Encontro Precioso” (abay – encontro, omi – precioso),
a possibilidade de aproximação da rica cultura africana. Confeccionar
bonecas que tenham histórias é uma forma de valorizar a diversidade
cultural, incluindo na brincadeira com bonecas algo que deveria ser
inerente a esse brincar: afeto. Proporcionar às crianças um “encontro
precioso” com as diferentes formas de ser e estar no mundo.<br />
A história das bonecas começa nos porões dos navios Tumbeiros, que
realizavam o transporte das pessoas sequestradas e escravizadas da
África para o Brasil. Nesses porões a carga era de jovens, homens e
mulheres, e também, crianças. Para acalentar essas crianças durante a
difícil viagem, mulheres rasgavam tiras de suas vestes e confeccionavam
pequenas bonecas de proteção. Duas tiras, seis nozinhos. Cada nó, um
desejo. Dessa forma era confeccionada essa pequena boneca, que não
precisa de linha, nem agulha. Só o desejo de proteger a criança.<br />
A Abayomi não tem o desenho de olhos, nariz ou boca, pois a sua intenção é representar as inúmeras etnias africanas.<br />
Mas, precisamos conhecer a história. Como surge a Boneca Abayomi no Brasil?<br />
O ano de 1980 é marcado pelo contexto do Movimento Negro, momento em
que se organizava a marcha para lembrar os 100 anos da abolição. A
educadora popular e militante, Waldilena Martins, ou como é mais
conhecida, Lena Martins, inicia a confecção de Bonecas Abayomi no
Brasil. Os anos 80, também, são marcados pela questão ecológica.
Abraçando essas questões, movimento negro e ecologia, a educadora propõe
utilizar essa ferramenta popular, a boneca, feita com retalhos de
tecido como forma de produzir conscientização social.<br />
A aceitação foi tanta que em 1987, Lena junto com outras mulheres,
fundaram a linda Cooperativa Abayomi. Com a proposta de ser um espaço
que mantenha um diálogo constante com os movimentos negro, estudantil,
sindical e religioso, a cooperativa integra uma rede nacional contra a
violência à mulher e da rede de mulheres negras latino-caribenhas.
Integram a Cooperativa mulheres educadoras, psicólogas, terapeutas, que
desenvolvem um trabalho de conscientização do indivíduo.<br />
As bonecas Abayomi são sempre negras, já que representam a cultura
Africana, e suas personagens podem contar inúmeras histórias. O que
interessa é contextualizar a história da África e afro-brasileira e as
inúmeras mobilizações sociais por trás dessas pequenas bonequinhas:
violência, racismo, sexismo, etc.<br />
Antes de confeccionar essas bonequinhas é muito importante contar a
verdadeira história do Continente Africano. Um continente com 54 países,
com riquezas como diamante, ouro, platina, cromo, antimônio entre
outros; repleto de histórias de reinos poderosos, reis, rainhas, e muito
mais. Revele a verdadeira história que anda tão distante dos nossos
livros didáticos. Depois disso, ensine a confeccionar a boneca Abayomi,
símbolo de resistência de um povo poderoso. Dessa forma, você estará
contribuindo para que criemos relações mais iguais e proporcionando às
crianças negras a oportunidade de desenvolver uma identidade mais
positiva.<br />
Todos nós só temos a ganhar quando possibilitamos o encontro com a
diversidade de histórias e culturas que compõem o povo brasileiro. Um
exercício vital para a formação de uma sociedade mais equânime.<br />
<br />
Fonte: https://www.portalmorada.com.br/blog/ana-magnani/191/boneca-abayomi<br />
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Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-13868844796816377822020-06-07T08:08:00.002-07:002020-06-07T08:08:56.969-07:00Moças e rapazes cuidam, também, no isolamento social, por Paulo Fernandes Silveira<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFNonT-7WxmiIkMkgrqwryl3XiUnIGUTHYXaEsUDDwijVez_Q-1AV7QvwF9G8zjkjnZu4vmPo0HLrCqzZkKHsXGcj7LZ5u4Q7Kuo1ZhnIdHekIEA5rmz9Zb_ZDwbGbaOHwaeDzbL-gAec/s1600/favela-do-moinho.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="451" data-original-width="690" height="209" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFNonT-7WxmiIkMkgrqwryl3XiUnIGUTHYXaEsUDDwijVez_Q-1AV7QvwF9G8zjkjnZu4vmPo0HLrCqzZkKHsXGcj7LZ5u4Q7Kuo1ZhnIdHekIEA5rmz9Zb_ZDwbGbaOHwaeDzbL-gAec/s320/favela-do-moinho.jpg" width="320" /></a></div>
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Nos anos noventa, trabalhando como voluntário com crianças de 0 a 7 anos na unidade de acolhimento Sampaio Viana, no Pacaembu, presenciei outras meninas e meninos cuidando de meninas e meninos ainda menores.</div>
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Por</div>
<span> </span><a href="https://jornalggn.com.br/author/jornal-ggn/" style="background-color: transparent; box-sizing: border-box; color: black; font-weight: 700; margin-right: 3px; text-decoration: none;">Jornal GGN</a><div class="td-author-line" style="box-sizing: border-box; display: inline; margin-right: 2px;">
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<span class="td-post-date td-post-date-no-dot" style="box-sizing: border-box; color: #444444; display: inline-block; float: left; margin-left: 4px; position: relative; top: 2px;"><time class="entry-date updated td-module-date" datetime="2020-06-05T18:55:01+00:00" style="box-sizing: border-box; font-family: MyriadPro-Regular;">05/06/2020</time></span></div>
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No livro a<span> </span><em style="box-sizing: border-box;">Trégua</em>, Primo Levi relata as experiências dos prisioneiros de Auschwitz, assim que os aliados chegaram ao campo de concentração e extermínio. No primeiro momento da odisseia em direção à liberdade, os sobreviventes ficaram retidos no próprio campo, que fora transformado, segundo Levi, “num imenso lazareto”. Numa espécie de quarentena involuntária, os sobreviventes receberam os primeiros socorros de médicos e enfermeiras russas. Nos quartos enormes repletos de pacientes, por vezes, havia um único médico de plantão, e nenhuma enfermeira, “eram os próprios doentes que deviam responder às suas necessidades mais urgentes, e àquelas de seus companheiros mais graves” (LEVI, 1997, p. 27).</div>
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No segundo capítulo do livro, Levi conta a história tocante da relação dos meninos Hunek, de quinze anos, e Hurbinek, de três anos. Nas palavras de Levi: “Hurbinek era um filho da morte, um filho de Auschwitz” (1997, p. 28). O nome lhe foi atribuído pelos sobreviventes do quarto, uma referência aos sons que o menino emitia, uma vez que as palavras lhe faltavam. Paralisado dos rins para baixo, tinha as pernas atrofiadas, adelgadas como gravetos, “mas seus olhos, perdidos no rosto pálido e triangular, dardejavam terrivelmente vivos, cheios de busca de asserção, de vontade de libertar-se, de romper a tumba do mutismo” (LEVI, 1997, p. 29). Somente Henek sabia cuidar de Hurbinek. Algumas meninas polonesas do quarto bem que tentaram, mas, ainda que fossem demasiado doces e carinhosas com a criança, evitavam-lhe a intimidade. Por sua vez, tranquilo e obstinado, Henek “sentava-se junto à pequena esfinge, imune à autoridade triste que dela emanava; levava-lhe a comida, ajustava-lhe as cobertas, limpava-o com mãos habilidosas, desprovidas de repugnância” (LEVI, 1997, p. 29-30). Após uma semana de cuidados, Henek conseguiu colher uma palavra de Hurbinek:<span> </span><em style="box-sizing: border-box;">matisklo</em>. Teria sido um agradecimento ao amigo que lhe chegara nos últimos dias de vida ou de sobrevivência?</div>
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Nos anos noventa, trabalhando como voluntário com crianças de 0 a 7 anos na unidade de acolhimento Sampaio Viana, no Pacaembu, presenciei outras meninas e meninos cuidando de meninas e meninos ainda menores. As crianças, retidas ou guardadas naquela unidade da antiga FEBEM, eram separadas em diferentes quartos conforme suas idades. Havia um quarto repleto de crianças que precisavam de cuidados especiais, o Cantinho. Nos finais de semana, os voluntários ficavam encarregados de cuidar das meninas e meninos nas horas de lazer. A primeira coisa que as mais velhas faziam, assim que abríamos seus quartos, era correr até os quartos onde ficavam seus irmãos mais jovens. O melhor lazer para elas era cuidar e brincar com seus pequenos.</div>
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No final dos anos 90, a unidade Sampaio Viana fechou. Depois disso, convidado pela mãe de uma aluna de uma escola secundária onde eu lecionava filosofia, fui trabalhar como voluntário no abrigo Lar Vila Acalanto. Apesar do abrigo acolher poucos irmãos, nesse espaço, também presenciei meninas e meninos bem cuidarem dos mais novos, especialmente, dos bebês.</div>
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Nos últimos 8 anos, ajudo minha companheira em suas atividades como coordenadora da Pastoral da Criança na favela do Moinho. A Pastoral atende crianças de 0 a 6 anos. Muitos bebês chegam nos encontros promovidos pela Pastoral nos braços dos seus irmãos mais velhos. Como na história contada por Levi sobre Henek e Hurbinek, os rapazes cuidam muito bem dos menores: são responsáveis por sua higiene, por sua alimentação, e os levam na Pastoral, na creche ou na escola, além de ficarem atentos nos momentos em que as crianças brincam no campinho. Com essa ajuda das filhas e filhos mais velhos, as mães conseguem passar o dia inteiro no serviço.</div>
<div style="-webkit-text-stroke-width: 0px; background-color: #f6f6f6; box-sizing: border-box; color: #222222; font-family: Verdana, Geneva, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; line-height: 26px; margin-bottom: 26px; margin-top: 0px; orphans: 2; overflow-wrap: break-word; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<span style="-webkit-text-stroke-width: 0px; background-color: #f6f6f6; color: #222222; display: inline !important; float: none; font-family: Verdana, Geneva, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Nesses tempos de pandemia e isolamento social, muitas mães continuam trabalhando, principalmente, aquelas que atuam como empregadas domésticas. Com a interrupção das atividades presenciais nas creches e nas escolas, a carga de trabalho das moças e rapazes que cuidam dos seus irmãos menores redobrou. Não faltam competência e gentileza nessas tarefas desempenhadas por elas e eles, mas, faltam outras perspectivas em suas odisseias particulares e coletivas por justiça social e liberdade.</span></div>
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<strong style="box-sizing: border-box; font-weight: bold;"><em style="box-sizing: border-box;">Paulo Fernandes Silveira (FE-USP e IEA-USP)</em></strong></div>
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<strong style="box-sizing: border-box; font-weight: bold;">Referências bibliográficas.</strong></div>
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GAGNEBIN, Jeanne Marie. Palavras para Hurbinek. In. NESTROVSKI, Arthur; SELIGMANN-SILVA, Márcio (Orgs.).<span> </span><em style="box-sizing: border-box;">Catástrofe e representação</em>. São Paulo: Escuta, 2000, p. 99-110.</div>
<div style="-webkit-text-stroke-width: 0px; background-color: #f6f6f6; box-sizing: border-box; color: #222222; font-family: Verdana, Geneva, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; line-height: 26px; margin-bottom: 26px; margin-top: 0px; orphans: 2; overflow-wrap: break-word; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<span style="-webkit-text-stroke-width: 0px; background-color: #f6f6f6; color: #222222; display: inline !important; float: none; font-family: Verdana, Geneva, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">LEVI, Primo.<span> </span></span><em style="-webkit-text-stroke-width: 0px; background-color: #f6f6f6; box-sizing: border-box; color: #222222; font-family: Verdana, Geneva, sans-serif; font-size: 15px; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">A Trégua</em><span style="-webkit-text-stroke-width: 0px; background-color: #f6f6f6; color: #222222; display: inline !important; float: none; font-family: Verdana, Geneva, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">. São Paulo: Companhia das Letras, 1997.</span></div>
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Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-61249565520858141712020-06-07T07:54:00.000-07:002020-06-08T14:50:14.511-07:0015 livros para promover a representatividade racial na escola<div class="separator" style="clear: both; text-align: center;">
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<article class="post clearfix post-52505 type-post status-publish format-standard has-post-thumbnail hentry category-alunos-e-sala-de-aula category-leitura-e-escrita has-post-title has-post-date has-post-category has-post-tag has-post-comment has-post-author cat-55 cat-56" id="post-52505" style="-webkit-text-stroke-width: 0px; box-sizing: border-box; color: #666666; display: block; font-family: "Open Sans", Arial, sans-serif; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 5em; orphans: 2; position: relative; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><div class="post-content" style="box-sizing: border-box; margin: 0px; min-width: 120px; padding: 0px;">
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<b style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;">Desde a infância, é importante trabalhar a identidade racial e o respeito à diversidade com os alunos. Saiba de que forma abordar o assunto de forma lúdica em sala de aula!</i></b></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">A representatividade racial é um tema que precisa ser cada vez mais visto em sala de aula. O Brasil é um país com diferentes identidades raciais e a pessoas que se declaram negras ou pardas compõem </span><a href="https://g1.globo.com/economia/noticia/2019/05/22/em-sete-anos-aumenta-em-32percent-a-populacao-que-se-declara-preta-no-brasil.ghtml" style="border: 0px; color: #078bc8; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; transition: all 0.3s ease-in-out 0s;"><span style="font-weight: 400; margin: 0px; padding: 0px;">mais da metade da população</span></a><span style="font-weight: 400; margin: 0px; padding: 0px;">.</span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">Por isso, a diversidade e sua </span><a href="https://blog.estantemagica.com.br/preconceito-racial-na-escola-como-combater/" style="border: 0px; color: #078bc8; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; transition: all 0.3s ease-in-out 0s;"><span style="font-weight: 400; margin: 0px; padding: 0px;">discriminação </span></a><span style="font-weight: 400; margin: 0px; padding: 0px;">devem ser trabalhados durante o ano todo, não somente em uma semana como temática para o Dia da Consciência Negra.</span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">Até mesmo através de </span><a href="https://blog.estantemagica.com.br/licoes-pedagogicas-de-jayse-ferreira/" style="border: 0px; color: #078bc8; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; transition: all 0.3s ease-in-out 0s;"><span style="font-weight: 400; margin: 0px; padding: 0px;">projetos </span></a><span style="font-weight: 400; margin: 0px; padding: 0px;">que enaltecem a valorização das etnias e a diversidade racial dos próprios alunos.</span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">É possível trabalhar a identidade afrodescendente no imaginário infantil e através do modo lúdico, reforçar a autoestima da criança a partir da valorização de seus antepassados, de sua cultura e de sua cor.</span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">Listamos 15 livros que vão ajudar a abordar o tema de forma lúdica com os alunos!</span></div>
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<b style="margin: 0px; padding: 0px;">1) “Menina Bonita do Laço de Fita” de Ana Maria Machado</b></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">Um clássico da literatura infantil, o livro teve sua primeira publicação em 1986 e até hoje é muito usado para atividades pedagógicas de conscientização racial.</span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">Uma história que enaltece a beleza negra de forma leve e lúdica.</span></div>
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<b style="margin: 0px; padding: 0px;">2) “O cabelo de Lelê” de Valéria Belém</b></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">O livro conta a história de uma menina que não aceita o seu cabelo crespo. Até que encontra um livro sobre países africanos e se vê representada em outras meninas de cabelo igualmente crespo.</span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">Ao descobrir sua herança étnica, a personagem Lelê passa a se aceitar e a usar novos penteados, igual aos das meninas que viu no livro.</span></div>
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<b style="margin: 0px; padding: 0px;">3) “Maju não vai à festa” de Mônica Pimentel</b></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">A Maju é uma princesa que é convidada por outra princesa para uma festa, com a condição de tirar seus cachos.</span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">Clarice, a outra princesa, é branca e possui cabelos lisos e exige que todos de seu reino tenham cabelos iguais ao seu. Porém, Maju se recusa a ir à festa por entender que o seu cabelo também precisa ser aceito!</span></div>
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<b style="margin: 0px; padding: 0px;">4) “Que cor é a minha cor?” de Martha Rodrigues</b></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">O livro celebra a miscigenação do povo brasileiro e as diferentes cores de pele que surgiram com isso. </span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">Na história, uma menina procura cores na natureza que parecem com a sua e percebe a vantagem da riqueza das diferentes cores, inclusive a sua!</span></div>
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<b style="margin: 0px; padding: 0px;">5) “Um colo para Aiazinha” de Salizete Soares</b></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">O livro se passa na época da escravidão e conta sobre uma escrava que era babá da criança – apelidada de Aiazinha – da casa em que servia.</span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">A história mostra a relação das duas, gerando reflexões sobre a cultura africana e sobre a troca entre a Aiazinha e sua babá.</span></div>
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<b style="margin: 0px; padding: 0px;">6) “A Cor de Coraline” de Alexandre Rampazo</b></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">A personagem Coraline ouve de seu colega Pedrinho uma pergunta difícil: me empresta o lápis cor de pele? Assim, começa as indagações da menina sobre qual seria a cor da pele.</span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">Além da cor negra, uma boa reflexão que o livro traz é sobre as outras possibilidades de representação das mais diferentes etnias.</span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">O livro foi finalista do Prêmio Jabuti 2018 na categoria Infantil e Juvenil. </span></div>
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<b style="margin: 0px; padding: 0px;">7) “Flávia e o Bolo de Chocolate” de Miriam Leitão</b></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">O livro se passa em meio às questões da personagem de Flávia sobre a sua pele negra – tão diferente da cor branca da pele de sua mãe.</span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">A história aborda temas delicados como adoção e questões raciais de forma sensível e lúdica para os pequenos.</span></div>
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<b style="margin: 0px; padding: 0px;">8) “As Tranças de Bintou” de Sylviane Anna Diouf</b></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">A menina Bintou sonha em ter tranças iguais a de sua irmã mais velha, entretanto pelo costume do seu povo, ela não pode.</span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">O livro é todo ambientado por costumes, tradições e paisagens de origem africana, propício para ser trabalhado a cultura em sala de aula.</span></div>
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<b style="margin: 0px; padding: 0px;">9) “O Amigo do Rei” de Ruth Rocha</b></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">O livro retrata a inclusão em um momento em que não havia – a época da escravidão. </span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">Um menino que se tornaria rei e um menino nascido escravo vivem uma amizade e mostram como as diferenças raciais são construídas com o tempo pela sociedade que vivem.</span></div>
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<b style="margin: 0px; padding: 0px;">10) “Bruna e a Galinha da Angola” de Gercilga d’ Almeida</b></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">O conto é baseado em uma lenda africana que usa o símbolo da galinha da Angola para contar a história de como a Terra foi criada. </span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">Uma ótima oportunidade para compartilhar contos que trabalham a ancestralidade, a importância de respeitar as tradições, as diferenças e a cultura do continente africano.</span></div>
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<b style="margin: 0px; padding: 0px;">11) “O Menino Nito” de Sonia Rosa</b></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">A autora é conhecido por diversos títulos com a temática da representatividade racial. Neste livro, ela traz a questão sobre meninos poderem chorar ou não. </span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">Essas são boas questões para trabalhar os sentimentos dos alunos meninos desde pequenos, o que ajuda na autoconfiança na hora do aprendizado em sala de aula.</span></div>
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<b style="margin: 0px; padding: 0px;">12) “Amoras” de Emicida</b></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">A música escrita pelo cantor Emicida virou livro e a obra – que conta com uma </span><a href="https://www.youtube.com/watch?v=Avt7s8XgDjs" style="border: 0px; color: #078bc8; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; transition: all 0.3s ease-in-out 0s;"><span style="font-weight: 400; margin: 0px; padding: 0px;">versão animada</span></a><span style="font-weight: 400; margin: 0px; padding: 0px;"> – reproduz um diálogo que o artista teve com sua primeira filha.</span></div>
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<span style="font-weight: 400; margin: 0px; padding: 0px;">A pequena está olhando uma amoreira com o pai, quando ele fala sobre a beleza das amoras. A partir disso, a menina se reconhece e assimila sua própria identidade.</span></div>
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<b style="margin: 0px; padding: 0px;">13) “Pretinha De Neve e os Sete Gigantes” de Rubem Filho</b></div>
<div style="margin: 0px 0px 2em; padding: 0px;">
<span style="font-weight: 400; margin: 0px; padding: 0px;">Neste livro, o autor reinterpreta o conto de fadas Branca de Neve e o sete anões e o transporta para o continente africano, adaptando os elementos do conto aos hábitos e costumes da região. </span></div>
<div style="margin: 0px 0px 2em; padding: 0px;">
<span style="font-weight: 400; margin: 0px; padding: 0px;">Além disso, a história passa por outros contos de fada, apresentando elementos característicos desses textos (o capuz de Chapeuzinho Vermelho, a casa dos Três Ursos de Cachinhos Dourados).</span></div>
<div style="margin: 0px 0px 2em; padding: 0px;">
<b style="margin: 0px; padding: 0px;">14) “Meninas Negras” de Madu Costa </b></div>
<div style="margin: 0px 0px 2em; padding: 0px;">
<span style="font-weight: 400; margin: 0px; padding: 0px;">Com uma pegada bem lúdica, este livro retrata o imaginário de três meninas, Mariana, Dandara e Luanda, sobre as paisagens dos países africanos.</span></div>
<div style="margin: 0px 0px 2em; padding: 0px;">
<span style="font-weight: 400; margin: 0px; padding: 0px;">O livro relaciona a identidade das meninas com sua ancestralidade.</span></div>
<div style="margin: 0px 0px 2em; padding: 0px;">
<b style="margin: 0px; padding: 0px;">15) “O Pente Penteia” por Olegário Alfredo</b></div>
<div style="margin: 0px 0px 2em; padding: 0px;">
<span style="font-weight: 400; margin: 0px; padding: 0px;">O livro usa um ditado antigo e discriminatório para enaltecer todas os diferentes tipos de cabelos e texturas.</span></div>
<div style="margin: 0px 0px 2em; padding: 0px;">
<span style="font-weight: 400; margin: 0px; padding: 0px;">É uma ótima chance para rever conceitos e pequenas falas que ainda costumamos ouvir no dia a dia.</span></div>
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<b style="margin: 0px; padding: 0px;">Fonte: https://www.blogger.com/blogger.g?blogID=1226835622964263399#editor/target=post;postID=6124956552085814171</b></div>
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<br class="Apple-interchange-newline" />Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com2tag:blogger.com,1999:blog-1226835622964263399.post-47819010281113542072020-06-04T08:15:00.000-07:002020-06-04T08:15:15.441-07:00Seria possível uma infância sem racismo? Dez maneiras de contribuir para uma infância sem racismo
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<span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%;">Eduque as crianças para o respeito à diferença.
Ela está nos tipos de brinquedos, nas línguas faladas, nos vários costumes
entre os amigos e pessoas de diferentes culturas, raças e etnias. As diferenças
enriquecem nosso conhecimento.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBuKNiJ8g6ZN1ArnHiM4WDi6tURZon6uZprXKB-dKrHXrYhcBYhD2xb5DIVRKIeK2wVcVNDIL56DmjLt7_9fY1BlQZrAy7PpzgObrp_L3whhkF5511sM_PoM20WRtsRxbZg_NjwXPd3As/s1600/dez_maneiras_02_ripper.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="380" data-original-width="570" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBuKNiJ8g6ZN1ArnHiM4WDi6tURZon6uZprXKB-dKrHXrYhcBYhD2xb5DIVRKIeK2wVcVNDIL56DmjLt7_9fY1BlQZrAy7PpzgObrp_L3whhkF5511sM_PoM20WRtsRxbZg_NjwXPd3As/s400/dez_maneiras_02_ripper.jpg" width="400" /></a></div>
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<span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: Arial;"> <span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%;">Textos, histórias, olhares, piadas e expressões
podem ser estigmatizantes com outras crianças, culturas e tradições. Indigne-se
e esteja alerta se isso acontecer – contextualize e sensibilize!</span></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0EQ2-d6xzgZe4NVKoIEQz410U9IQPJCbwOqtFnjJMzv9dA4FhiJJluXtEtSYGEq9kGvqwg_-1Fn2qKXJSqXc7UKP-8BnY8s5X7TEWhGx-wVy98tE0dtHduFVVkSZoRV2l9ZkICI2RtDY/s1600/dez_maneiras_03_ripper.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="380" data-original-width="570" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0EQ2-d6xzgZe4NVKoIEQz410U9IQPJCbwOqtFnjJMzv9dA4FhiJJluXtEtSYGEq9kGvqwg_-1Fn2qKXJSqXc7UKP-8BnY8s5X7TEWhGx-wVy98tE0dtHduFVVkSZoRV2l9ZkICI2RtDY/s400/dez_maneiras_03_ripper.jpg" width="400" /></a></div>
<br />
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<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: Arial;"> <span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%;">Não classifique o outro pela cor da pele; o
essencial você ainda não viu. Lembre-se: racismo é crime.</span></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
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<span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%;">Se seu filho ou filha foi discriminado,
abrace-o, apoie-o. Mostre-lhe que a diferença entre as pessoas é legal e que
cada um pode usufruir de seus direitos igualmente. Toda criança tem o direito
de crescer sem ser discriminada.</span></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
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<span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%;">Denuncie! Em todos os casos de discriminação,
busque defesa no conselho tutelar, nas ouvidorias dos serviços públicos, na OAB
e nas delegacias de proteção à infância e adolescência. A discriminação é uma
violação de direitos.</span></div>
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Name="List Table 6 Colorful Accent 3"/>
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
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Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hashtag"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Unresolved Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Link"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Calibri",sans-serif;
mso-bidi-font-family:"Times New Roman";}
</style>
<![endif]-->
</div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%;">Proporcione e estimule a convivência de
crianças de diferentes raças e etnias nas brincadeiras, nas salas de aula, em
casa ou em qualquer outro lugar.</span></div>
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 107%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-no-proof: yes;"></span>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZSk9HGbGyhuIAS71EALECY3n5-QsijSYuy_ukLJjnuIXtwciqmtXOx9lVHldIFNL00yS-ZImfJ01SDXjsGrXHCjO-Hi90wUcFKqqBEOkrm28401v65uJJnOoQOKS4Sme-oFYiVqjV0KA/s1600/dez_maneiras_07_ripper.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="380" data-original-width="570" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZSk9HGbGyhuIAS71EALECY3n5-QsijSYuy_ukLJjnuIXtwciqmtXOx9lVHldIFNL00yS-ZImfJ01SDXjsGrXHCjO-Hi90wUcFKqqBEOkrm28401v65uJJnOoQOKS4Sme-oFYiVqjV0KA/s400/dez_maneiras_07_ripper.jpg" width="400" /></a></div>
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;"> </span><br />
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: Arial;"> <span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%;">Valorize e incentive o comportamento respeitoso
e sem preconceito em relação à diversidade étnica e racial.</span></div>
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<span style="mso-no-proof: yes;"></span></div>
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<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;"> </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnXENzme9CPG_qRo0b9n_5Qgu4ged8MQoMueFo_doiNWn-ALwOJS0P-nh1icIuLPyaCBeAemW9NFOsVlHuBosjc2czlUWQeRRQAkgHzoHgKFGvzHlRqOlermgJa3RPOcJvAqyucC17QLI/s1600/dez_maneiras_08_ripper.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="380" data-original-width="570" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnXENzme9CPG_qRo0b9n_5Qgu4ged8MQoMueFo_doiNWn-ALwOJS0P-nh1icIuLPyaCBeAemW9NFOsVlHuBosjc2czlUWQeRRQAkgHzoHgKFGvzHlRqOlermgJa3RPOcJvAqyucC17QLI/s400/dez_maneiras_08_ripper.jpg" width="400" /></a></div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;"> </span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: Arial;"> <span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%;">Muitas empresas estão revendo sua política de seleção
e pessoal com base na multiculturalidade e na igualdade racial. Procure saber
se o local onde trabalha participa também dessa agenda. Se não, fale disso com
seus colegas e supervisores.</span></div>
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<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;"></span></div>
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<br /></div>
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<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;"> </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUF6c9qsRb6xucr8twDy1wpA2CEDcF_2QNOimLLrsoWGhU59QF4wQ2ffEC7xPvggRl_HMXZKBg1Crx8wDMYYNKbpkcrzhwUzsHLO3X8O3k5wciqZDcdRo5DGTvPskFJ4BUnlnEi_KwLUA/s1600/dez_maneiras_09_ripper.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="380" data-original-width="570" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUF6c9qsRb6xucr8twDy1wpA2CEDcF_2QNOimLLrsoWGhU59QF4wQ2ffEC7xPvggRl_HMXZKBg1Crx8wDMYYNKbpkcrzhwUzsHLO3X8O3k5wciqZDcdRo5DGTvPskFJ4BUnlnEi_KwLUA/s400/dez_maneiras_09_ripper.jpg" width="400" /></a></div>
<br />
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: Arial;"> <span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%;">Órgãos públicos de saúde e de assistência
social estão trabalhando com rotinas de atendimento sem discriminação para
famílias indígenas e negras. Você pode cobrar essa postura dos serviços de
saúde e sociais da sua cidade. Valorize as iniciativas nesse sentido.</span></div>
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<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;"> </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkGQAn6p50QOU_Y-U97yl1lwIUTGUYgcbNvgJesm-fZ3lLX3dk9_sPWNS6xIibDTLt9m0E5HFNCDN_bBGkqKMSiO2Ff19-cleDFX8NN6VfTiVi39n5hYxTmaBis0hE5kVD6aOnOafxjd8/s1600/dez_maneiras_10_ripper.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="380" data-original-width="570" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkGQAn6p50QOU_Y-U97yl1lwIUTGUYgcbNvgJesm-fZ3lLX3dk9_sPWNS6xIibDTLt9m0E5HFNCDN_bBGkqKMSiO2Ff19-cleDFX8NN6VfTiVi39n5hYxTmaBis0hE5kVD6aOnOafxjd8/s400/dez_maneiras_10_ripper.jpg" width="400" /></a></div>
<br />
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%; mso-fareast-font-family: Arial;"> <span style="mso-list: Ignore;">10<span style="font: 7.0pt "Times New Roman";">.
</span></span></span><span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%;">As escolas são grandes espaços de aprendizagem.
Em muitas, as crianças e os adolescentes estão aprendendo sobre a história e a
cultura dos povos indígenas e da população negra; e como enfrentar o racismo.
Ajude a escola de seus filhos a também adotar essa postura.</span></div>
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<span style="font-family: "Arial",sans-serif; font-size: 10.0pt; line-height: 150%;">Fonte: https://www.unicef.org/brazil/por-uma-infancia-sem-racismo</span></div>
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UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 9"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
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<![endif]-->Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-37976888026181260302020-06-04T06:08:00.000-07:002020-06-04T06:08:50.210-07:00ADRIEL OLIVEIRA: EXEMPLO PARA TODOS NÓS!<div class="separator" style="clear: both; text-align: center;">
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<br />Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-53849390335575010842020-06-02T09:02:00.000-07:002020-06-02T09:05:24.790-07:00O desenvolvimento do racismo na infância – por Gabriela Pires<br />
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" /></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;">Como adulta sempre tive uma
relação um tanto estranha com crianças. Certamente eu nutro certa afeição por
elas, amo as crianças que fazem parte da minha vida. Mas quando preciso me
socializar com elas eu entro num estado meio catatônico. Não sei lidar, não sei
conversar, fico meio apavorada. Pode parecer uma situação um pouco engraçada
inicialmente, um sentimento de uma pessoa sem experiência com crianças. Há os
que dirão “é porque você ainda não tem seus próprios filhos” (sinto dizer, mas
parir não é a minha praia), mas penso que essa relação um pouco turbulenta com
elas pode ter uma origem um pouco mais complicada.</span></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;">por Gabriela Pires, das
Blogueiras Negras</span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;"> <img alt="" 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l5GHQ0dYUiDI4rBtpP9/HRTPVc6lzHdtY7vrNnKl/KbmJm8iaTkddjS1hOesR5LeimRC8qIvauU2D9uIPrutSSlVxKzYBNhs9cSlVJFVEY9llQzKB/paCHC3oTF0UxMdjvRWS1YMuoIS63GklZBXGYpCa4yEnIaic1pIya7l+jcLdiythDl7iYuu5NoVzPRWU3EFLQRWdxppjIs2kzYkm3E5nYS72ohxt5IlL2BaEcjMc4Goux12DKriXXWEueqISa9nLj0MqbZq5iWUcYNBW3cVvUwDS+8w5vHzjAGnBk9j4qIVzqHgRcRbwhYQWgZBuagCI7Jy3SYywHjbx5Y+C8GFh8HlgmICZ8bAJZXAa8KXs2skybpIBkGCipqYLO6goKEFoLVGOY+0WCFDi/mtbmo1we/gmbCSgl9MwP18wasCZNfEFhqsCTSeGDpAVCp/0uAFdDxTRGcnMaPuxCwRnQ4JGm0HjjK95ZtIiltIXHpJdxY2Mz0lE1MX1BKQvJ6LGkbEDI2EJZWhnV+ObF3lRL1x/VE3buOmPkbsc3dSOSCMuLtDVhTawhbUE1sVjuWzCbC0xuwOpqIyW4lNquVKHsdkRk1RGVWEZ9RToKjknhXA/E5nUTnbsaWsxWLu8dMNs3uJMptAiu2sB3bwkDu1aI+IpY+QGxuF/HONmIym0PAinI1EOmow2qvJs7dQLy7nqi0CqLTyphqryEpvZwr3A18v6STxtcP0vv8bo77/PT7RvEpHsa8/YAfSR7FCBQ0DGoIWBNmxU+S4GrjJ+nfNrAmmjOmuzLeldMxzEcuNq4IGluaZupFj6OhGSqqLqEaIhpSsPxi4HoYaLpZXDLYqTX4+DStm9ZVsNKIidMgsAIf9teW8Z6ecWn392Mu74TX/DXlPx0d+RTCTYTWeA22geAFPvRplO5+my86iomam0902gpuKGxheloVU5LLiUspw5JeSlhGKeGZFUQmVxJ3bzkxd24k5v5NRM8vxTa/jNj0WuIyGxHmlhKeXMPVy3ditTcTkdmA1dFAXE4L8VnNRGfWYEuvIja9iqTMCuIzKom3N5CQ201cwVZsOX1EuLqJcLeTUNBDbE4LsblNxBW1YSvuJKygE6Gol4jiLcTmdhHnaiPa3kKkvclMkXA1YXU0YLHXEu1uJNZVjyWlHFtqBVNcDSTaa0nKqOGrebWsf/ZdOl7aw8439uIFRqVRvN4BRO/5gMWgX9SY40biZ+ow/5uBdamBNTG2pE7Qi6EVHKFmsUVdU9B1FVVXUDQZUZOQFB+K6kfV/OhaoLKsIZnFIw0JIzDzhq7JhMCWblxwJU3X83MGrAlWxn9G/9qwCn6FvwiwLgGtS8UpTWCJsPLZ17lyQQ7RyQuJs2/gmvw2pqXXMCW1iti0SiIyKhAclUQ4qolMqyZhdiVxd5cRO7+cuLRq4tKqic+sJzK5GuHuNVjT6rm5/HlsjmasmY3YHI3EZzWT4G4kJqOKyJRNxKSWMTWzmoSUKuIyG0nK7yWxeDu2/K2EZ3URkdNO0uIeEgpaiM9vJLG4jZjCdiLy2hHyuonI7yU2t4cYdzs2extWezORjhYiXS1YHE1EOOqx2OuJdDYipFQRkVpJYlYLSa5m4jJquNZZye1lnXTs+ZCah59m39nzjIo+vJ4hkD2gKYGd4Ze4KgZ8lsDy/2aX0ODS5vv42MN4BzEYQwrGkcwabBLIY2i+YSTfCJLsRdFk0xU3NCRNRVYlZMmLIY6Cf9Aszy0NBs4UCJbG1kxVAqpqYGgoGPgx8Ab+BoEVspL/ioN+ojV1EYg+wWWaOJg/B8z6r0to4g+OsQum48TJMNgUwogBh2RY+dybzEotJMmxigRXGVNdDdjmlJGYVkdsejXh9ioEVxXhrhqiMmpJmFtN/D3lxC2oIsleT4K9gei0GsLmlCH8eTVRmU18s/plbA5zv2CUvY54VwMJzjqi08qITF5PTPIGEhaUY7t3I5a5VcS7uogr2EpEdjeC09z4PG1JF0mFjUwpqGNaYROJhW3YcloJz+7AmttLXM5mYlydRDraAjlfbVjcrYQ7mwlzNCJkNmB1NiOk1RKeVkdididJWZ3EZTYyy1nNt7M20PD2Uba9f4zOp1+g3+PF6xk1YTUyAooejAJ/bCYwJoEVCpoHA+fjFyjGA+oCqLSQmgUjvSANofgHkcQxZF0LVbINqmnnGmYdftkD8jBI50EZBkUEVQFlguoKRiD25UXDg4Z3PLA+o0v//1IuNSg/ZsFPcBcnukt/+8AaVy5G18dB69JGmDCkwSEJlj31OtPm5hJvX0Osq5L4zHqscyuIS6vHll5DWGYlgrOKMGc1tvQa4udUhYA1xdFAXEYdlvnlJrDu20BUZhM3rXsSa3otEanVRKZVEuusJd5RTXTaJmzJa4lL3kjcnE1E/Hkt4feVk+DqIKloK7acDsIc9VhdtUwvbmRKfhXTc6u4oqCOmfktJOY0E5vTQUJBH/HZm4lxdRPp6MBib8fq6MDiaifM2YrgaELIbCIyu50wRxNhGQ3E5XQRn9NFjKOVGa5GvppThnvHizwxoND49G7e/PCYeeKPX4KRMZD1CyNwXMcJDrvLdZj/7S7heAtrPKjMQaijo1ykxkW3ZTDM2muy4sWvKebGdOCkCgd9cEqDc4YZWDeNWsU8/EQaAHEQZD/IKshyQCVQTJdRQ0JEwYsSAJb2OQPWhZVAIxR044L1N74xA31vfIznc2FhfYp7d7mnAQFQBVY+DfUCsD7hhwnDugmsoodfJOpPmVgWLCcys5xEZwsJmS1Ep9RjSatByKxCcFQiOKqITKsk7v5y4u7ZRNyCChIz64hOrkCYvYHwuaWEza8gOqOJq5c+QFhyJcKCMiwp5cQ4qkhwVBOTXkp06noSUkuZnlFL7JxyYpLrmVW4hWtXPMT0RX0kFbQyo6iRmXmVzMxazyz3er6QV87VeXVcmd3EjJx2Zhb0kZjVcxGwIpwdRLg7EVytCM4WBHszttxuLK52hMxmYnN7iMvpIcrRzlR3C9dlV/GdogpaPzzPtvdP0PvkCxjAR4eOmbAaPxIDBlVwMAaDwJ8mqqp+qv6tA+vS+VDBYJJC0P4yEDGQ0QPnF6kB1ZDwqz6GFImzisERFfZ64emzMjsOjfHMRxqvDcKHXhhQzP2fKBL4hmDsfABSegBaAXBdBCwZLzIelACwtM8NsEy7UcIInVoVKO+k65cGVqCr/WcmzP/n8t8FlqEHQDUOWMYn55kJPuCwDPOatzLl/lxiMtYQ5aolOqOJyAV1xKQ1EetsRUgtQ3BVm9C6fw1Jc8uIu3sdMXM2kpRRw5TMWmzzy4iYV0aMvZ4EdytxzmZsmfVEpFZiTa0gzlXDtOwGklzVJNjLSMwoJ2ZeKcKfVjHV2cyM3A6+sv4xknKauH5JGzctb+LG/E383fJavuRezT+taWXG/OVcba/g5iVbSEitZVbxA1jSmwlPb8Lm7kDIaEGwtxKZt5nIvM0I6U2mZrYQ4ewgOquH2Oxeot3dxNpbsM1bzS1ruvlD9VaeOq/SsOtpXnz9bbNzTAzIhIB1YWbU0S4LhODexOBtURSRZdm8XsaF0jaqqqIoCoqihLYLfdrjqqpe6BDGpRNPVVXF7/eHthkpihL6LqIoXrIPBi2/4Pt+FtV1FUOXzWC4LmIeHecNqFlq20BCQ8Gn+RhT/fjRGcbgjKpxWIG3Rdhx3EPRjtf410X1XH93EXdW7mT9C0fZdVxi90cqJ8WAi2iArmoosoERHNAaZuxKFtFkL6LiwaOPMWp4GcGHBxGfISNpKrqkoQd3vwfE7/fj9/tDv/tSYhjGRXtMLwf9T9+TquITB9CMES6cD6qYcTlVGxe0MkJuk+L3BE6rksCQMYwLVvonJR4H+05QZFk2zxn9DDLeCxjvFZg/fpxqOqiBSr7jQKPrJlRVXQu5wLKuMerzBnCrX4CUrpmqmXlmevCQmHE/R/ADB/0wp34zU+fkkeDcYFYBdbYRndqMdX4t0fZmE1hZ1YS5KhDmrGFGcgXTZm8kYc46pqVXkJhWgWX2OsLuW0d0Wg2JzibinI1Y06sJSy7HklJOnKuOqQFgxdsrSMisIMlRR9jstVyZ38HVRV18celmrs6r49aqnfy65RGWvXaIW4rWcX/rDrrOqiT3vcyVs5fyRUc101KrmZrVibCgjrCUBmxO04oSHG1E5vQQntWFYG9FyGxByGwhzGlmzkdn9RDt6iXK2Ur4vI3cWNTET9b1UPPGcbbvPcwjL77B2KgffDIohqmBJS7DMAKmvPKZgTW+w+i6flGH8fv9yLL8ifsWx0NqPMiCHTPYiYIAC94f//njO6ckSUiSFLp/KbgG32fi4x/XYOeSAwfs+kx3TRszy2sbY4iejyAQPRINkSHZh4iJsBOiwiv9QzTvfpv0hs38ZGEp38hYxfULVjJrwVquTtvEl9y1fD27hv8vcz23La5n02Nv8ka/yDERTvt1BhUYVUBUzFCWIeumlaWb4X5R9+DDiz9gbUkoZvxMN60sWZTweDwfg4okSZ86qIPt9F+xUg3DQFEUJNlcCtAZQ9HHkNQxFNVnHpICFwLuihywPhRzkcII5L5pHsyOefnP+0uLro8DyvgV81AM7gLYJy4umC6tHnJpL/p2l7HYBI8G+wcl7ilvZcq9bqa4NzElv4V4Zxu25EYi5pobnAV7JZacGsIdpYTNWcXMBWXMuG8NSfevYnrKBhIXrCfs7uUId68gKrmMeEcdMfZ6wlMqEOaXEp5SQayjjsTsRhKcNcTZq4h3VBPvqEa4p4Sri9v40opevrK0g1srdrD67X7ajo/xigEbnn6F3SIcBLaf1bhtTRc3Z5YS9+flxKXVItxfjrCgGqu9mbCMBsIdrdhyzbSIMHcngrPdBJejjQhnF1Z3DzZXDzZnO5aMBuLSK7gucz1/qtzKI0cGad75JPuPnEKVtQuuhhqcXQJHhQXcm/FZ3JcDVvB/QfiMh9R4S0qWZfx+Px6P52PB+U+q1TX+9RPjY2NjY0iShGEYeL1exsbGQp8d3Ec50ZKbuBn8kr/N0AIltf2geEAZNVUdAW3EPBcgYFn5DJmP/H6GgCHMVJrt7x0hs207v93YxvcKy7jJuYFr7KXMsFcwxVnPtKxmpme3MN1RS/zsEq6ev4Lb1vew9LE97Dzh5RAXH/EmYRomok9CFU1rRVbGEHUPEj5EJNSgGz9uICiKwsjICF6vF1EUQ1bW+GsXvGbj233i/YnXI/hYsG0niqLJeORhxpRBvKoHGRUJPQT086Jo3pZFvH4Pmho49Fj3mu0rj5ggu8TnXsraCl7f4EQXtPI/TcZb8xOtLV3VMCQlsCqrX8hXUTUUSUaSJERRxAAkTWXM70MxzOilX1OQMPDqGl5dM3PqNB1VM1D1QN/TJrqGOoJHhHfOjHLH2hri78wkyb6e+OwGotMaEGZXEJVaz7SCTqzZddjyagi3b0C4bwlTZ68i/o6FxN+9lKS5K0icswrLXUux3F1CXEoZ8Zk1RKVVEja/DGHeJsJTKohxNhCfZeZFxTpricuqxeooQ7izgKk5Vdy8uptvLW8hdcdrvGDAYeADwzwwtR/YL8M+oPSlg3w9ZQWJf1pIYmo1wv3lhC2oxprZSHh6A1FZ7SQU9xGd30tkTpcJLUcbgr2VcEcnFlc3NlcPkc5OorI6ic6sI+6+En66uoMXPdD6zKs8/eY7+HQQJQVZlpFVMzdI1SU0XUTXfeiaeFlgBTvH+M3VmqahKOb7+nw+PB4PY2NjjI6O4vV6PzazG4ZZUUKWZURRxOfz4fP58Hq9n/ic8QNvaGiIgYEBhoaGOHr0KG+99Ra7d+/mqaeewuPxhD4v+B7jO+anqaEHzgBQvYGDSzygjpkWluZB07xoqAxKXk6LcujEpadPjbJ614vMre3jewUV3OjaxBXpa5meWcrUrHqm5LUzbdFWZpbsJLagm5lLtnJVcRdX5dTzxexKvl1Uy50tj1O+9zQviLB7VOcD0bGyqjkAACAASURBVAShaIBnTMI7NILq9yD5RhDFYURlFMnwIhsimnFhohkaGsLv9+Pz+UJtGbR4J4LrUlbXpYA1Hhjj45TjLVcAzTCnvRHdz1n/KCf9Xk7pCucwDxM+D5wG+nWNc7KfUdGDrnjM1A7fQODsBTnUr8bDZGLIAC5Y6xO/6yf9hvFWdxDYF1mi4xcINEAzCJ1EZVxoy6B1JepqaMFgTJUYliVGDINRLmyxMs+fnxi6urBnVRAVePf0MHesqiL+j2kkZqwm2l6JZX4lwr1lxKY1ckVRDzF59djyqoiwryXsvsVMvWcpUb90EfnbLOLuLiTx3qVE372EmPtXkJReTkJmFdbkMoR5paaFlVZDtKuZ2OxmolwNRLkaiMlpICq/GmF2PpGOVdy0vJHvLK1l8TNv8zbmWYfnNDNsO6SZx9OfAnYdHeG7acu4bu4yrrTXEZlcbRYCTK8lLLWWuNxOZix/kKTF24jK68KS1UG4o5UwewtWRweRzk5sjm4ind1Y3T1ML+gjMXkTd7Q+zYsabHnnIC1PPsNx7xhDisSoIuJTRSTdBJauiaD5MFQvXAZYF81I4ywWWZbxer188MEHHDp0iCNHjnDo0CEOHDjA/v37OXjwIEePHg3df++993jnnXfYu3cvb731Fnv27GHPnj3s3r2bl19+mRdffJEXXniB559//iLt6+ujtbWVLVu28MILL/DGG2/wxhtv8NRTT9HZ2cnQ0NBFnXhifOaywAqeY2mYiZzmmZYSqibi1xSODw9zWjEnnMNA53vnubtyG39nX8tNGWu5zl1JUmYZtpRNRKSVIWTUIDgaEHI6sC7cSkRRLxEFnURkNRGf38ysxe1Mz65iVlY5f7+8mfu6HyOz9xEqnn+LN/pFhjTw+UAeFkGU0cZG0HzDqNIomuY1M+cNOZRaEXSPFUUJWbXBiSDorgcH6vhr+mlu1sRJKiiyLOPxeELv65MVhjSdQUwr8TRwAHhpTGTHybN0HzjEruOneE/VOAMMEtiy5B8D75Bp2arKx77PeGvZ5/Mhy3JoMhsPsU8rVDn+seBrg20R8gBGx8z66opuxtkU0+IyFDWUlKuqaghYXkVCRsdnqAxLPoZVmX7d4CPdLG01pMOYDj4dZN20tEKhB0MBQ0bAgP0fjXDXmmqm/jmTpLRVRKWVYZlbQcScSmJS65hZ2ElUTjW2nDKs9tVY5yxi2t2Lifi3VISfzsf6WwfRf8zFdmcB8XNWMD2znCmZ1VgWbCJ8QbkZw8qoM7fm5LSZB1C4WojKa8K2qAYhvRghbRE3Lavk1nXN1O89xkEdPlIMRFVjcOAco6PDyMBpGd4VwdW6ky/ck88X3HXEZdQRnVaDNbWG8JQq4vM6mFWyk6lLtmHL6cCS1UaE09RIZydR7m6inD1YHT1EZW9jatF2Iu5Zww9W91L46Oss2f4o+Y2NPH/4AGdUP+c1P6OGiI/g7Ow3rQnlswHrUh1dkiSGhoZ49NFHefXVVzl48CDHjh3j/fff57XXXuPll1/m5Zdf/hig9uzZw1tvvcXevXvZu3cvBw8eDOnhw4c5evQox48f5+TJk5w6dQpd1/F6vfj9/tCs6/F42LNnD42NjfT3918U05oIrE9NydAUMzdKk8GQMVe5FFRdwa9pDGk6I4GB+MxHCot3vcFPSzr4qr2cL6RsYkZqObbkMqz2WuLyO5i67AESSrZjWdSHUNiDUNiDZfmDhC/ZglDYQXzJZq4tfZhZKzcTl1vLjLxKrrQv48uORdxV2cW2905xVjEzUnSPZk7lXh/4PaD4zAEeSK0Ibqwe83oYGRnh8ccfp7u7m9bWVjo7O3n11Vd55plnePPNN3njjTc4dOhQaJEiOIg/CVbBx4NWyXgIjL/v001QnQI+0OHFEZXW/ccpeOx5/ljfzk9Xl+Lc/gi7zg9xBDiDOXnLkh9leNDMFdQvHdAfP0lOjM8F46iyLF/yHIOJwPP5fIii+DGwaYoKkjo+jwU0A11W0GUl5Ekoho5PlvCpsnlJdIVhxY8P05Lsx7QmhyBkbfkNE1o6GgZKoH+JCOjwwdkR7l1bxdQ/pRGfvAxL8joscyuISq4jMbOJq4q7sWVVYnFvIDJzJbb7i0n6Uz7CD+5G+Oc7EX42h/BfpRH+OyfRdy9iWsYmpjqqsCWXYUmpJDythkhnM7G5ncTkdGBxtxDpaiWqoBmhsBQhaxlCSgE3Lavgd/W97Do1wlnMnfvy6DBIPtP1QGcgYGU1v/YhV99h5wuOKuLTa4hNr8aWUoWwoIy4nBZmLtlKbEEn1qxWLO5WIpxtWN3mKmF0Vg9Rri6sjh4inNuwOXoR7lrDjHkr+Fr6Ym7NWcjvigupeGgbJ3QvH+lehhDxIaGimMBSPWaQ+TO4hOM7SvC+3++nv7+fpqYmnnnmGc6ePRua0YIdCQh1LEmSLprlgh0tuLIlimLIZQlaA5caTMH/Hz16lK6uLk6ePHnRytjEAXa5PDJVkdBU83BaTVNQNBWfojOg6JyW4bAKm989zZzqB/ha6lpmzVnDF5yNXJvby9SsTiyOJjNfzt2MkNuGkN+JUNSNpeQB4jc9jrCoF8uqB7CUbCFiWQ+xK/uIXNyJpaCJKUtbiLEvY2pyLj9dXUfznmOckMErgjqsBnZW+8HvNfO1dB8goiMH0io0/JJIf38/TzzxBHv37uXAgQM8//zz7N27lyeffJKnn36abdu28cQTT3D27NlQu3wasMbHvURRvGjxIzjo/X4/h8+c551+kd49x8lpf5j/WFrOt9zL+FpuCd9etpFb1lbzi9p2OvpH2Acc0ANur2ogDoyYZJ5wmYNQ9Pv9eL1efD4fZ8+e5cSJEwwMDDAyMsLAwEDomo9fjb7UbxgdHaW/v5+TJ09y8uTJ0Gt1Xb8QSQ8CS9bQRdm0sMZ9r4uD7bD/2GGe3P0CT77xOjv2vM1D+z7g2UPHeOvseY6O+hjSLriGmqGiB4wEw/AiSCrsOz3IXavKmXJ7MjFzFyHMWYkw1yyDPD23leuW9pKYVUacYw2JKctIvCuHpF+nI3zrlwjf+z3Crfcg/NtchF+kEHFnHlPS1jPNXkFc6iai0iqIzKjBmtVMTGEnkfmdRLhbiXSZ9bGE3E1Y89YgzHXzjaLV3FfbwdMnz3PKpyGqBtLQoDmLe0c5d+YkPmDPeQ8bnnyDLy1YwpUZFcSk1RCTXos1tQphQQUx7haSijYT4Wo2q5a6WkzrKqubqJxeU93dRDi7EBY0I2S0MS2viyucFVwxdyE3zHFzS2YO928o5ZChc8pQOY+KL1BBwEAMBD5NYF2qGsGlYgPjgeXzeDlz5gw9PT289tprjIyMhDqQ1+u9KO1h4iC4VFrD+OeO/9zxqQtBqAGcP3+eHTt2cPToUdMFMi7EaYKvH7/qeBGk9OBtBUn0IEteFEVCVDU8qsGADCdk+ECGlQ8+x29K6vjS/KVcl7aRq12NxKU2EpHcgsXZi+A2t1lFLn6A+FW7iF6xg7DFfQiLNxO+YivC8s1YVz+AsKQDobARa0kPMas3E728iykrO0nM30h8+kK+v7KW0jeO8J4MH0kwPCyje1TwiSawRB8oXjTVj6L7ETUJUTMXHD488AGbe3o5fvQYGGbbYJjtdfz4cZ544gkeffRRTp48GQJPqF0nrGKFYkiKhCKLIZj7JZHBUS/nxyROD0vs3neY5odf5HdFm/j7lCXM/H0atl8tIO6eLL6QtZZvlNTyD+vqub11Gw/7DA4DB0SFwWC2g18J5GddsN5V1SxGOTY2xuDgIOfOnWPLli2UlZWxatUqampq6Onp4eGHH2b//v0huH0SsBRFYd++fTz77LN0dnZSVVVFXV0dvb29PP7447z0woucOnqSYx8e4YO977J39yvs3f0Kh/e9x+j5QdANFFVnTFQYFGXOSSqvf3iYRaXl/Ovtd/D3P7+Nb/7qD9xyzwJ+l72IrMomah96lif3HeHA+THOSSoioKBi6JIJrHMavHF2iD+vrmLaH1KIvX8hwv3LEZI3YHXXMLWgka+u6+Nq13puztvI9D9kEnHLbxC+9mPi/+G32L57B9Yf3Ifwk3kIP1+AcIeLmOTlzMjcwIzMTcxwVxPlqCQ8t47okl4S1mwndvEW4nN7mZrTTXx2A0n2tUy5M43/KFpJ6faHOO6V8AEjom7WTBIlVMmDqkuMAe+rsOTxPVyTvIqp9joi7U1EpNcTll6HJbOJSFcrNncbkdlmmoM1u5uovM1Ys3qJcHVjzerFmtVrFvuzNyDY6xHsdUS765mR3cgN2bV8zbWJ72asoP7l/fQDpyWzvImKiqT78SojaIEl8vHl/oI6ER6iz4+h6Yg+P4okgwGv7n6FlpYmPvzwgLnpN9C5QUfX1c+olw+OBwfZ+A554sQJmpqaePftd0KDbnR4JHQ7uNQfCuhioBk6iqYiqoq5CKH6QR9lbOgEPv8IHlnmjM8MGr942kt63WZunpfLzc4SrnesJW7+KmzJ5eZRb1nbEFLaEHK6CS/ZibBoG0JxH0lrHyFqyTaEvDbi1uwgfHkPQkkXQkkH4SXtWJa3YlvWTOySZpIW1RPpXsOsolK+s76Zu3oe5UUD3jXgsGS6F2Oqgl8VkVUzrqbqCrKhIBkGcuDk79PHj/HUY4+y/913MBQZVZHM2JCmMDoyxNNPPcGuXTsYGRlCkvyAjmYEAujjdkAEVVUkPMMD6IoZRtZUEa8kc8aj8vLBATZufYnbi+r55uzFXHNvPjc4V3FdTilxaauxJq9iqrucm4pr+bviMracGeMAcEySGJC8KJpqnh+qg64aZmoBujlxagoYGpoq88zTT3LyxDEGzvczcL4fz9gIJ44fZWR4kG1b++jt6UKRTevP5/OF+klw8SEYxwvGRY8ePcro6ChHjhzh7bff5s033+SZZ56jp3crtXVN9HR08sTOB3n3lZc5+d4+Pjp0BM2vYBhwZkShX4UXDp/jTznLmfWP/8a1//JzrvvJL7nyR79gyj/+nFvm53PNz+/lB+mL+VXBehasa+Kpg2foD1hbo2ODoPkQzhjw+rlh7lpTy/TbU4i5rxBh9hKElDVEZlWSkFvNdQvrmHp/IV/LKGHWbXOI+rv/wPrVW5nxvd8x5Xt3kXRrCtZfpCP8NpPwu/OYkr6Sqx0bmZW+jlmuCuIcZVgK64lZ20f8+h1ELtpMtLODBHsbU9wtzExdx5dnZ7O46wGef38/I4rKiAqDfh3ZAJ+sIUteRM3PKPCuDEWPv82M5DUkOOux2psJz2wkwt6E1dmGzd1BZFYnVncHgqMNW24vMfnbiMzeTHhWDxHZvURk95n137MaEdx1CK4mLNmtZsA+p53rnQ3cnL6Bhdtf5QPdjJ2ZheJ0FGS8qgc1VK1o/F65i4EVCuoGIIWqofhFPMMjPLRzF709XRw5cgjD0EJuVRBYWqB6wX8HWEErbGJsanBwkJ07d/LCM88iekwLS/b5Q4Mu2HEnAksKAMuElh+//xyKNoyKTr+ocNBjxmNa957ih0WlfCmjhOuz1jHDvZHojI1E2htIyN9KXMFDCLkPmiknJTsIW7IdobiP+BU7iVq4BcHdRFhR5wVgrehAWNFORABYMUuaiV/cyFeqd2K1ryZsdj5/v6aRqiODVL71IW1v7uPNgWHOqgpDihk/MRdNFFTd3FStaCqaJHLi0CGeeuQRPnj3XRNUsoQum6kRoyNDPPvMUzzyyEN4PKMhYKm6eW2CC1iaEjjbUwePKDEyNoxf8qAZMn5N4dC5QXqefYOU9e38U+pavjx7NV9csIGrMtcQl7oMy4IV2DI3kpTXyDXFLXylsJbv5W+k/Z1DHFUNvKgoqg9d8SH7AtdL0lFlE6yKLCKJPmTJj2dshIcf2smHH+xnbHQY0e8FdLyeUQxd5eWXXqCttZmR4cGQVRaU4G2fz8dHH33Ea6+9xoEDB/B4PCGrO7gCPTQ8igaM+RRGhobxDpzDc/oEbz7zJHtffJETh4/jk82UkxcODzFvRS3/59/vYvo//5KZP/olM279JVf9+Pfc8It7mfavf2LKT+7mutvt3PB7O1/9k52Mik5ePzOMD1A0FTQRYQB4Z1hkXmkTV/0xg8T7irHMWUZE+jricqtJdJeTlLaCsNvmccP9eUz51zsJ//qPsXzlR8y85XaS/u9dJP4kjchf2RF+b8dyTx5T0kqYlbySKfctYcq81USlrCEyr474dVtJ2vQQUUu2YHN3EGtvZVpeBzPS1vGN1GI27/2AU5KMB+gfExmWzIJuoqSgSh4k1cso8L4ECx/dw4y5JSawnC1YnS3Y3G3YsruwZXeZh1g424hwdxKd30dM0XYi87YQkd2LJWczETlbEFwdROS0EZ7TTFhWK5asNmJyOpmS08ZVrjpuTF/PXWWbee4jkdOGGQwUAzaVqPkRNf9nApamaReAFQDDmRMn2bZlK488vIszZ05dZFX9JYEVdC3H59/ouplt/+qrr7Jj2wOcO3P2QrayYWaQB12ekEtq6OYyfGCw+xUZr+JHRqLfP8wpSeYU8GK/Rskje/n5qk6+7NjEDTnlzMwuJ95ZitVehcXRhNXdhdW9jbDsbQjF24jd8DgxKx8ivHAzcYsfIHHZDmIWbyNqxQMIyzcjrNiMsLLH1BVdhC/vwrKsC9vSDsJy64lb2MbMRc1clVfBD9e386NFm5hd2kj1489yTFLoF0XGVMmEjCGjGzKaKqLIPiSvh2MffshTjzzCwffeMzOuA9BS/D5Ghgd54flneeqpJxBFH6LoA3QUTSZEK91AlBSGRYVhnQunT+k675w5zb6BIZ784CgLOx7knzJLuPoPOcy8cwkz567h+txK4lJXYJ2/kqlZ1Vxd2Mq1OTV8JWsDPyxYx6aHn+HQ6BgqKrruQxHH8HpGzbI5shFardVUGUUWUWSR0ZEhdu7YzoH97+HzjpkWIzpyALZHDh+kvq6GM6fN+OXEROLgRPfyyy/z6quvcvbs2VDCsaIoSJIUiI+JjI4FdHAI1TOKOHie7V0dvPXqqwwNezgx4Oe0Chv6nuBLP/szM77/C6784a+ZdstP+eLPbuffMxdy5+Jyrvjxn7nqF/O46rZk4n54J8I3f8xXfz2bqh1PccYnoQGS6EE4D7w3ppBa0ca1d6SRdHc+1vsWEZmymilZFUxzbMT65xyEH9zONX90EPuPv0X40j9j+cqPmPH924m/5S4SfpZB1O9cCH9wYrsnn+mpJVxx/1Jif59N2K/cCH8sJMxeRuKaLUwte4SYkm1E53WRkNXB9MIOZto3ctO8XHYeOsFZTWdU1+kfE/EFV0xVFRQvijKGF4ODMix/dA9XzFlGgr0u5ALG5HQSk9dLdG4PkVmdhDlbsWZ3E1u4ldjiB7Hlb8WSsxlrbh8ROVsIc3djy+3EmtNGWFY74dkd2HK7ScjtYGZWHdfbN3DrwnI2v3+SMwRWMHTNRJKhIcp+dCZWI7gYWMGLL/r85qqKbiD7/Bw7dJjHHnmUV3a/xPDwYAhSRmCfSdDa+u8CK+gKhsAZiFlIksSePXvYvmUrJ48eM5ehA0DVFPXjMbQAsJQAtPyKzIhsWrxHJJk3ByWePC2z/LEDfNtZSdwdC7naXcu07AaiHJWEZZRjcdYESv+0YrF3Y83qQ3A1E7mkj7glW7HkdhCV10XCwi3ELOojrKgLYXkfwoo+hJXjtKQPYXkf4cv6EAo7SSrZzrTF3Ux1V/C1olr+IW8Dt2aV8IfC5Rz0ypz1+RlVRFTd3M6C7seQPWiiB9Xv4fjBgxcDS1NBUzEUmeGhAV568Xmee+4ZM04n+jAMDVkNhIUNGUX149W1UBXUfuAY8Mqgj83vfkDnOwdY8/jL3FXRyS35ZdzsLufqtE1E3b2c+PmriE9dy3RXBVfnNnCVq4rr7Rv4fkE5d66tY0PfAxw6/5GZjiGPIPlG8Ps8Zl5TwMsPAkvXTGtrbHSYHQ8+wAcH3kcSfWYcTZXxekaRJT9jo8O0tTZz4vjRULx0/OQW/NvX18f7778fchdFUQzFUj0eD5KkMDgwht8rm8DyexjqP01jXSX7P3gfCTjqUejb/S6/tC/myh/8imtu/R2zfnAbX//lncxdXkrpg8/S9Nw+7lhcxVfvsPPF39u54j/mIXz5B8T/w8/4vauIp/buw6OpDI8OIHykwv4xlczKDr5wewqJf3BhuSOXyPuWkpiylisz1hDx61SE797GNb9Pw/r3/4Fw4y1E3vwvJH7vNyT8aDZTf+Mi/s4cLHe6ibu/kKvSVnD1fUuI/bkd4YfzEX7hQFiwhoQVPUzZtNMEVn438XldxGY3MiurnKvvzuCBA0c46vXhQWdE0UxgGeYFQfViKKOI6BxTYc3je7hqzjISHXWheFV0Xhex+ZuJyes1T9txtGDJ6iI6AKyogm1Y8vqw5m/BkruV8KwebNld5hmIWe2EZXdgzesmvqCT6XkNXJdVyndy1lG5+51AHowZEzF7CaY5/hmAJcsysighixJoOr7RMd7Z8xZPPPY4Hxx4H3/AZA+6g39JYAVdumBCajBw7/V6efXVV3ny0cc4dugwmiSbAVxNR1PUj7mQmqGbbiGElqkHJIkDfol9Gmw+OMCClqf4bkErs9LqiEmpNc+adLUgZNYh2GuwZDcTk9NBjLuNOFc7cdmdWJx1xBW1MWv5Nq5cuoUZRd3MWNhHfFE3gqvBhNKKPoSVWxFWbUVY+YCpJQ8gLH+QaaXPYS3sxeJs4MaSzXxnZTffK6jk1yXVrNjyGAe9Kmd8Eh5ZNre8GIEFE3kUQxxFl3wc+/BDHt+1i/f37g25g0FoDQ6c46UXn+eFF55DVWVE0YeuqyFgGYYXrziEF4MBYJ8fnh6QaX3/FPm7nmfJs29h3/E8Py9v48uulVyTsYrr86uZ6a4k/L4VCLcXETtvDTPsFcxM3cj16Rv4wcI65lT1sbB9C1uefY7zY+dR1VEU/6AZy1VlVMy0CFVVkSU/ot8bWrEdHhrggW1bOLD/PTRVxtBVDF1FkUVURcLQVR7atYP333sXv98fygscHf3/mXvvqKjO911/6L2Ivab3buy9Jvbee8EuqCAoiCAotqix9wooiCLFbtRYkhg1mth7QRGkT5+9Z/ae6/fHnhkx33ySnPM5Z50fa70LV8CVGWfvaz/v/d7P/WgcwNLr9WzZsoV79+69drJZ8UAGUPrbZTDrjYgGLXfvXGdb0laeFOVTDPxeomXsojXUbtebKs27EdT4W97r2I/Qxes49sdDfnpczK8vDOz65R6fDgjlrV6TebtfCKrPOuBVvwNvt+vOij3pvNBoKDNpURVb4akA0Tsz+HDodKoNCsNnUCR+w2MJGjef6sHzcOk8BlXDLtTrMwHVZ+1QvdMUny++xbtBd7xbj8C/dyheg2eiGhCC57BIak2YT63B0bi3GYeq1ThUnafjPH4xfgnJBHyXiVt8Kq6zkvGZnYzr9A3UjFxH5f7jyHqQy1OjHhOgt4JasGC2YGuIVHKQzFjIl2HlqevUG5dIpRlbHMDynPWqwrIDSxWWgodtS+gRlYHr7H24R2fgNvsArpHpr6qx8N04RezBJSoV7zm7CYreRp1Zq/l81lLij54nD8UrorPIWO0OXwv/CCxBEJQPWpJtYqmV0sIiTp/4gUM5B8l/8RyLRdlemM3CaxXW/ynRXZZldDqd42TRfpJ08eJFzp3+kQd37mLU6sAOK/OrNiI7sCyy5ACWBSt6wUS+0ciP+aWsvnCLoRuy+Xj6WoKC1xAQmoLvrEycI/bjFJWBanYqqoidOIdvwXvGZvynbSJwygb8Jq3m3cQ91I3dznsJKbw7bzc1Zm6iesQWqs/djW/UTjzi96BKTHsFrUUZqBZmokrMRjU/E6+ETHznpOEfvo0PE1L5MmYrgzcdYu1Pd7kpwFMTFJrM6M1mBViyUXGIm7UgaJEFA0/u3eNYTg7Xf/sN0aDHbDQgiwJWs0hJcSHnzv7oqLAEwVihwjIDerT6QjTIPLZA0tUHTEs/Sbc1e/kwcjlNv0vmq0XbeXP2SnwnxuM5YT7+M1biG74Wzymr8Rr/PZUnr6NS8DKCRiTwWegKhq1OZ8He46w7cJC7z58AAljUyGIZWEVFS7QBS7aCWTQp2z3btaMuLyUrM4P79+4gCkZlS2h9Jc6LgpFLFy9w4vhRysvLHQCyn1QLgsC9e/fYunUrubm5GI1GJElybB/t20KLaEZTXI6pTEd5YTGFL/I4eDiLQz8e54XZwOXCQhL2HuDjfqPwb9qZam16UblxR3pNnU3OL9e4VaDhodrC3XKZ34qhxZgo6nYdy3v9QvFq3BPvhp0I+Kol4+MWcDMvDyNWRcPKt0LCnkN8NWomdQeHE9g/jMDBUVQdGUNQ/+m4thuMqlEX3u49DtVHLVC934LARt1x+6oLLi0G49VzEi79Q1D1CsZ1QCg1R8VQs/dMnBsNx6vNJNy6zMBj3CIC5u3Eb3E6LnHJuEQm4RuVgnfkNmrOWoNnlyEcevKC56Ktf0oGnSAhmCSlq9WixWoqRbSaKbDCqtM3eCM4kUphW3GPSMZtpgItj1mpuEfuwSU8WQHWdGUStMecA0plZQdWdCZus/bhG52B16x0XCL2oopMQxWVhtucZPyit1B91vd8GJFISFoWj1BMbiZsn73Ne2K1/j2w7K0yWEEwmpBFMwXP8zh68BCnT56ivKwE+0AE+81gB5bSif/fi+52v5bdZ2VPi7h79y4/HD3GtStX0ZaVK8fQgqiAtcLXfwLWc4OJDed/45vE9bwxPoE6oWvxmbQV1YRdOM/MwTXmGKqYHNziDuAenYxH2HqqhK3lg5gtfDV3B5/N3sBXsRv5aNYK2i5PZUDSSb5dnU2D+Ul8PG8XVWdvJDBuG14Ju3BZkGI7LUy3bQcz8IhPp2Z8GnVmb6Pa1OW0XpZO6IGLnNErjvHbWpkCM5SJMkzOUQAAIABJREFUiuZmkUwgmRT/nFkPZj1W0cizhw85eeQId65dQxYFJMHk+F5UWMCZH09x6tQPCIIRUTQpepDFtr1Eh16bjx64qTUTtvsIn01fSo0p3+EzcSkeE7/DK+R7/Gaswjd8Nd7ha/AIW437jDV4Tl9HjYhdVJ+yicqjllJ3ZALNZyxn6rq97Dh6ljOXr6DTl4NVj9VQogQXohx42EMOrbYtoVyhOteoy8g8sJ/79+5gFk0YDTrHz62yhfKyEooKC8jKzODOnTuOXlL7Q00URU6fPk1GRgZ/ZTx1+MoEUTFLmmQwmSl8mc/6rRv5/el97hm1fJeTzZejgglo24XK7XtTq2N/PuoymAVb03hUpONRgZp8ncQLE1wrlpj43Q7e6zmBt3tNpGr7Ifg06ox//Ta0HRHMqWvXMQCqPJOVpwLEJ2Xz2ZAQavaejH/XCfj1mExgn6n4dxmDe8s+uDfuxDu9R6N6rymqD1sQ1Lw3zl92wrXNELz7TMFtYAiq3uNwHxBCnTEx1O0zE/dGwwhoMwmvLmF4By8iKG4nAQvTcJuXhGdUMpViU6k2L5VaEatRterGoUe55Jr06KxmNKKEaAW9QVRKdFGHZCjFJIsKsM7cVCosG7BcwxXR3C1iN24RuxVgzVBSGpwjU3GPVqorl1npuM3JwH1OFm6zDxAYexDf6ExcZ+9DNWuvEr0cnYR31AaCIpbxbvg8Rm1N4Z6twhIrAssCVit/CyyHJiBb0ZSrMWp1FDzP4/SJH7hx7To6rRq7fmU06v+PA8vuq7JrWQ6AAoWFhWRnHODXn35GXVKqHAjYt65/AywJ0AsmcvUCY9ft5IvIpbwfvoq6EdtwGrMB52np+Cf8iGpmFqqw3bhF78EvahtBM1fx+byN9N+aw9S9pwnZc4LmkQvpunAtKy/e5zJwyghLf33C4B3H+DR2PXWi11Aldj3+8zbjE78N7/hdeMcn4xOXQpWYHbwR/j0fT19C1+XJJD/ScE4Hz4FnVpt7WlKqYpOtF1SWhNcWkoX8p085f+oUT+/fxxF1IlmQRYHCl/mcOnmCEyeOYTIZHMAySyJWWQBZg1FbgAn4Q21h8Ko0/AbNJnDSKmrM3UvgnFQ8Zu7Aedp63MI34hG+AefQ1aimrsRtyhp8J6wlcMQyagxfyCfjF9MpbCkRq3Zw4uJVRIsZk7YEJB1C2QuspnLAgsZkcPTdWVFsFHZB3SpbKCosIHVPCjeu/6G8VpsfDJTc/NKSIkDm1MkTnD59Go1Gg9Vqfa2CysrK4syZM0iSRFlZ2WunzfY/C3oDksaAuVwHRhPPnj0lbvF8HmlL+a28mKGLFlO9Wx8COvYkoH0vApt3pXG/MezMOY1OUjS4QrWAWoYL9wtZk/kTnw8MoV6XsdTuPEqpsBq248NvepB2+ixlgKpQhnt6mTnb9vL54MnU7TmeGr0mEdg5GFXDHjh93QXVF23xbdyJwGZdcP2sNS6ft8W3UTc8mvaizqAw/PpORdVrHKq+E/AbOoPqQyKo1mkSXo2H4tdyHM7tJuIxKoHAOVtwn7MVVeRm/OekUDUulcDIrbwds4FaQ8azJPsg5UCJSUe5yYzBbMWKzR9k1IBVQCdZuF5qJOHQZaqOmkflyJ24R6bgMWs33tFpeEen4xK5G6eZycr38N04R6biFrUf95gDuMccwG2OrcKKzsR/bg5+cQdxm5OBKjwJ1cyduMbswn/uJqpFLuPDyAQ6L1jKM6Dkz8AyyP8KWGr1K3+TuqSUKxcvcTg7h2dPczEZ9RiNivHSvi20bxENBh0Ggw6TyYBOp8Fg0KHRlKO1QQ7+Pk3hr/re7A3O9ibq61d/55dz5yktLEI0GBGMJodp0v4lCAJmyeLouhckC6IskSdKbLhyjx6bDlBv2nI8Ri3Gf1oSPpEHUI3fiXtUJs5hO6kxP5VqEauoO20Bo5IPkl2g4yaKPSXz7kN+LtNy0wJ3rZCLUh2l3HnJuJTDNIxfxZuRi3g7fg11562jzryN1EvYSpXINXwcu54OscuYvi2ZpMvXuKI28hxFa1SjVOlGixWj2YJoMTsymawoOpxoMYNV5sm9e2Tv28eVCxeUlAfJArKELAoU5OeRnXWAU6d+cPiwBMGoJD7YgKUvfY4JuKaF+lMWUm/qarwnbaBqXLYSJhm6E1XoVpxnbFWixqeuxjN8AzVjkqk9bRuVhy2izpA43uw9jdDvk8j56SpakxmzSWurBLW25nKjop8hY0Sp9i2y9PopoFXCaNCxLz2NF3nPHNWX3aOFVfl9nVZNaUkRR48e/R8O/pKSElJTU8nLy3NU4xXNpfbTZqvZosBKb0RdVMStWzdYtnEtPz++zy3JQv/ERVTq1BPXlp2o2nkgb3YZxNi477j2rAS1zkxpiQadXqDcKFFgggu5WpoODyeoRT/e6j4ev8bdqdykE++1787cdZu4XVSMqgC4a5CJ2pLKJ/3HUbvzKKp+OwL/NoNRfdYer0ad8fq6PZWbdaZys864f9kGrwbfUrXDIKp1GUWd/tPx7z0Fp57jcOk/mcARM6k+ZCZVvpmAR8OBeDQejqrVWLxGzqPKnM14z9mGa+RmfCO3Exi+jcCwDbw1azX1Bk8gcd8BSrFSatShs1gRAYMgY7HIYDYiyQLFopnsaw8ZsnofNSd8h1/YVpzDduIcpoDLddaeV2mjM5NRzVSA5Rr9CljuMQdwmaMAy3feQfwTDuM5LwdVVBqq2Um4zdmBX9Q6qoUn8mlkPL0WLeUJSte8BZDMsiNQ898Ay+4kly0SL/NecOmXC5w+8QMlRcWYRRMGg84hvIuiyXESde/eHV68eE5u7hOuXv2N69f/4Pffr1BU9LJCRfa/Byy7tmZ/Lc+fPMWg0SrVlfV135YoKrqJHVh2H1auUeSUCfonH6dWyHe4j1yE+/iNuE7agWriVqrHZ1N1zi4qz1hO3dB4eq3dQfKth9w0yzwSzTwxmXhqMfISmXzJzGOdnueC7EjmOP6ijE3XHxCSdZyem1L4MnYpH0Qm8ln0Cj4MX0rructI2J3K7hOH+fXBHZ7ry9DIInrZjNEsIloER2eAaDErs0dtzxoTCsysksyzhw//h+huNSuVfWlJEUcOH+T06ZOUl5ciiiZE0YQV2TbFR4dJ/RIDsPviPb4OXUbtyWsICt+DW1g6TmHpqGak4hyWhEdkMh5hW3EJWYtn6Hoqh2+iTuh6qg2Jp07fMCatSifrwi2elWoAGVNZoWPrau/ZtCc8KDmu9iA9yVE9gYzJqGf/vr28LHiBLJkdJ4h2YEkWEYNeS3lZCcePH+f27duOQxlBELhy5QoHDx6ktLT0L9u9XgOWWgOCiK6smJu3b7By62Yu5+Xyu8FIp1lzqdp1IO6tulKr6xA+6D2SeVv2cL+gHIPRjEmnx2w0oTeIlBjhWoGBLpNiqdpyAHU7jyGgaU+CGnaiVpP2jJ49j0dqvQKs23qJyI0pfNRrNNXb9SegRV+8GnVF9V4T/Bp0xL9+G6o27UhQk464ft4CryadqNMzmLcGTqNWnykEdB+PS69gPAdPpcqYSGoMCyewYzAuDfrj1ngYTm2D8Rkzj6BZ63APX4tz6Gr8QjfhP2U9lUJW83bYct4fOon45N0UWwRKDFoHsMoMFuVkyiygNwu8MMPqk5doGLmWWtPW4z1jq9KLNmM7zhFJOEekKMAK24VTRApOEXtwmvUKWG5zM3Gbm4lrTBYuczLxiMvGZ8FBPBMP4hy3D1V0Mh5R2wiatYY64Qt5MziEHvPiuWXQUigalUMRi9URqyH/C2AZDAbFjKnTc//2HX46c5ZLv1zAqDdgMQsYDDp0OuUitVhEBMGITqfhzJnTbNiwjhMnjvHDD8c5d+4M27dv5dKlXx1bx38C1p9bdezAsm8NL/1ygeOHj3Dnxk20ZeWKfmXFcTIEttwnW2VisigwMFnMPDaaOWGA9mvSqTp5CdVC1xIYsgmvSZtwCV5F5fAt1ApfRZ3JsbSZv4yNl6+SCxQi8by8GK1sQC3rlSRQTGjMBjRmE1qrlTKUpumzBS+5YBK5BHz380XaxyTSYHIkQ1ZsJe3325y7dol7j36nuPQpBlMRglCG2aRGMmnAbMRqVk7GLBaLI4dRRMn2NFqsWEQzL5484dzJkzy8fRssZiwmo0PH0mrKOfnDcU6d+oHi4kLMZgFRVNx4ksUIViMGfTnPdGZCVu/m88nLCBq7kprRGaimJKOasRen8L14ROzBPyoV/4ideIaux3PSGgInf0+1MQuoNTCSRuPncvh2AU81ImYrIJsxlr5U4p7NytZVlmUk2VYd2rohrTYA2bd+smRGXV7K7pQknj97qrx32+mhVbY4HPEmox6dVs3PP//MuXPnKCgocCQxpKWlcfHiRUfvasVopIrAkswWjKVlIBjRlhVz9Y8rrN6+lRsvC/mlsJTGY6dSo/Mg3Jt2oXaXYdQfOIG005d5UqRW7gmTAUQjJp2eMoPMwzKJsQnrqdV6MNXbDiGoWV8Cv/4W3w8b0bznEM7duI8qH0UsDF+3iw+6DaNyix74NOiE1xftUL3TEO9Pm+D3WROqNWpLQIOWqD5pgnvjb6jeayxvDAylZrcJBHQejVuP0fgPD6XG+Giqj5iJ3zdjcWrQF4+WI/HpPo3KkxfjH74K1YRFqMYtxn/SOipPWENA8BLqTZzPFyNDmLNxK8UmA6U6DWrBgsGqpEnqLaATRcokiStFWiL2HOXdad9TKXQTXjN34jRjB6qwHThHJDm2g04RKbhH78VpVirOs9NwidqnVFexWbjHZuEak4XTnP04xe7Hdf4B3BNzcIlPxyU6Cf85W3lz3iYaLljHm8OCGZywgD+KCigR9Er7lq3x02KR//GU0J55JVskykvLuHrpMj/+cJI7N25iFhSznyAYHYZEuwCv02k4duwIW7ZsIjf3CRpNOWVlJezYsY0jRw6h12v/NbAqflXsExNFkdvXb3D6xA/8fvk3NKVlyBYlmK1imqYkvdpKGURBcYlbZZ4KEutuvuDDmPUETVxCnZmbqTZtC9XDtlMlZB1VJy+hRvAc2ieuYuHJ01wxaikDCvTFvCzOAwTKDYVoTMVYJD0gYJUF9AY1pToNRYKAGnhoFrhcXsqJp7mczivg12INx+884cyNOxQU5aIve4zFUIBVKEEyFCMZisGkVaoSi1ItSZLkGFf/Z2DlPX7MmRMnFB+WxeyAldWsVCKnT/3A0aOHefbsKWazoCzJJuIjoDcbOX//Gb1jvue9cYvxG72cwJl7cJ6+G9WMVFRhe3CPSMY3Ign/8G34hmzAe/JqAiZ8R+VBEXw0chaxacd4YoZCvfKwMpYV22BliwuWsMFKAZZkFZGtAlZZdGwF7cbR4qKX7NyxjadPHiGYDA4NqyKwzKIJk1HP/fv3OXHiBPfv33eE+q1du5bc3FzgVT9pxdQRhwFZMqMpLUI0aCkuyufchfOs3b6DeyVqTj14wef9RlO1XX9c6n9DrY6DaD1qBr8+LOBRfjFaTTkIOhANCOoyyrUm8gwQvzWbN9sNpVKj3lRt1o/AL7/F4636fNT8W5ZvTkb1AvhDIxC6ejvvdRlC5abd8P6yPT6ft8X9/YZ4vvslfh/Xp3rDlgQ0aIHqk0a4NetEUM/RVO89jpqdxuDfbgjuXYYTNHIadabEUG30THw6j0HVpD8urUYQODCCerPXUD16A6oJC1GNWkjgmFUEDFuKW98ogvpP54uhEwlbuoKXWg1qvQ61SUZjgXIRXmjNmICXMmw8fZFOCeupM30tniGb8JyVgip8pzIWbOYuZRsYnoRz5G485qTjErUX59lpqGan4zInA4+4bDzn5eAam40qZj+q+H04L8zAfVE2bvP34R2bTO0FKbRYu58RyQfpt/B7Fqfv45G6DK1F0S4kSak4zBb5NVj9FbDsSQp2YP3608+cPXWagud5SGaLrZ9Lcjjc7XYGtbqMzMwM9u3bi8Ggc/zs8OGD5ORkUVJShE6n+V+GlaM512ZxyHuay09nzvLLufMO4d0siK+Jq1aroiVaZAm9YMJiE98fmyTCjlykbuRaKk1eRuDEFXiOWkzdsE18MGsz70//jvozF5Bw/DQXNOU8xUSRRUOx7iUGbTFYDVgxIljUmEylSCbFGyXoyhFMOiRk8jWl5Bt1qFGSCgptBs0SkxIGZzCUIgmlSnCgRYssaJXqSjDastGVtFhZdqQiY0HpoDCaLcgWidwHDzh+8CC3fv9diSO2mBUdy2JGr9Nw+tQPHDiwn7t3bzs0RpNoRLQq+fSlskTyT5cZu34vH0xfSZWQDbhM2oRn5F5b0q0yJ9MjdBM+oRvwn74B/9D1VJ2yjDdGRdIlejF/aC0UAWUmPUaDGl3xS5CV6BZJss3ZsAFLslqwWm3Jo1Q4IbRKWGULJcWFJO3awYu8Z5iMekflZfdj2beJFrMScXT69Gl+++03BEGguLiYDRs2UF5e/h+HpNj/mySZ0WpKMejLeVmYx6lzp9mUnMJTjcCRPx7xec8xVG3eB/fPv6VeuyH0nZ7A3SI9D57noy4vAqEcTOWI6mLUGgMvDVa2HfyVDzuNxveLrlRr1g+/T9oT+H5zWnUdSsis+ajygKsaE1NXb+PdLgOp1KQzXp+3we/zlvh90gjv974k8JP61GrckkqNWuBSvxne7XtQtd84KvUYTfX2I/BvMQD3b4dSZdR03giNo9rYCLy7jEXVaiCqFoMIHDKL9+Zt4a0Fu/CfsQr/yauoPGoFbt2iUbWfjFPbYXzYaxijImbzorgQvdGARrCiNkORAPkmpR/paqGa0d9v5e3xc6kRuRW/KMWprgrboTQxz9iuaFfTd6CamawYCqPTXwOW57wcvOIP4haXg2rOPpwWZuK8NAvPZQfxWZJJ0II0Plq2jwF7fiT+9B/s+u0GF1/ko0HGZFXc0qLFqGxT+au5e68Dy54jZJVkykvL+PnsOX4+ew6TTu+YdvwqUVHGZDIgCEaeP89l48b1rF+/loKCFxgMOkpLizlx4hirV6/k0aMH/Ju0078CVsXYmNLCIn45d54TR45SWljkAFbFL1mWHY3PBlFpkzBZzFwtVNP+u2QCQldQedpa/Cd8j8ewRGpMXsk7ocv5NHQhM/Yd5XhhMc+BXKGMImMJVowgGTFpS5AwYjJrMJnKsYq23CrRhJLJbkG0mtHLAgIyWllEY1Yid2WL1aa12ce02g4hZJuPzGyx3d0O6Ub5N7AtUZYQbHB6ev8+R7OzuXHligIsyeI4KTQadJw9c5q0tD388cdVzGYBSTKjN+oQrGZeGNU8kcwsO3qa2OOX+SJ2K2/GpqAatxr3yBRU07ehmrENl9CNuExZjXfIWiqFbyRo5iZqTVvGlyFxzNyVamuw1yNhBgRETRlIkgNWRqstI8oGLGQ9yFpAqZYqAqvwZT47d2wj/8VzR4Vlr67srni7rmUymbhy5QpnzpyhpKSES5cusXfvXrRa7WsHL3+GlbIsCKIenbGcwuJ8zvx0npT9meTrZQ6cv8nX3YOp0bgv/l925YNvRxGyeAv3iw3cy32uDCu2qEFfjKQpRqfRU6iTyblwn697TcTns87UaDYA/4/bUeerb+g3cgbh0UuVLeFvGhNTVm3mna4DCWzYEfePm+H7aVMCPmlEwAdfUfnTr6jRsCmBDZvj0agVQV0HUGPoFCr3CaZ6m2H4NeqDe/tBVB0xjTenxVI9eCbePcbi3G4ozu1HEjA0grqz11AzZhOVZ66jbsQ26gWvw61juOKEb9SHtzr2pceoYO49eYRaq6HMIPNSDy8MUGCBay9KWLrvEK3C5lFnfDxBETvwmbMPr5i9OEckoQrbriw7sCIUYLnN2aeI6bP2KsBKOIjX/EMOYKmWHMBpeRZe3x/C77tsqiSm8tmydEakn2Plr/e4UKKnGDAiI8hGLFYTZkRbyIyST/1PW0Kr1YpoEigseMmp4yf46cxZx1QQa4XeQatVcoi69+7dIS5uLocPH3TcjEajnlu3bjB7diTnz5+1ifP/Xrv68wVntVoxaLT8+tPPZGcc4GXeC+WE0PAqGti+JbTIyhJlCQkoLi/j6M2H1J00H9WYRVSasYkq0zcRNGElNScs58Npy+m5PInM52XcBvKQyTUUoZV0KEZIEwZ1CaXaEnRmHVbHiCuLrboRsZj0jkeChAW9aMCg14Isg0kESQm6rDiJzYzSziVJCnOw8up5YAW741eWBMyiAUkw8fzRI348fpz7N286+gjtVZZkEfnl5/Okpu7m8uWLWCwismxBo1Ojx0KuWc8fJj2z9mYRdvgX3o1exxvxKbhM34RzxC5U4VtxmbkVtxkbcAtZjfeMtVSZvZWqUduoNf072sctJfPeXQqAIrNagTlGMCsntqIMBqvSn6hDAZYsW2wx1BqQBaW5uQKM8l88Z9vWzQ5gSRbRQW1ZMr+maZnNZkeEzuPHj0lOTubMmTOv5f7/1QPPASyLnnJtMYXF+fx88Vf2HzpKvtrMzuzzfPXtSGo26E3V+r34vHMwiVuy+P1pEbcfP8VkKleApc4HYxmC3sBLjZmztwtpOSQM/y+7UavFIKp91Y06X3bimx5jiY5brQDrd62gAKtzP/y/bo/LBw3x+qgR/h83pNLHXxH46ZdUrd8Iv/pN8GjUhmo9hlJ35DSq9p1IlTZD8WrYC/c2A6gxbBrvhsRSOzgCv15jcftmGP59JhE4bCaVp8zHf+pCKoUu54O5O3l/2kY8u0bg1nEiqgY9qNuuD836j+CXe094VGbggRZuaeEPHVzVw+KcczSaFM07E2KpF74a19CNqKZtxz/+AB7RqThFJqGK2KVYE8KTcJm1B8/YA7jH7Md5dhpOs1JxidmHV0I23gsO4hZ3AFXMXqXFY2k2nisO4bcsk6D5yXywJIkhqcdZ+ct1zj1/SZHZjMaoxSwaHE9zM1YMFstrkPqraBn7kbCmXM3Tx084lJXNjz+cdHie7O04om1raL+7bt++SVjYdM6e/RGDQYdaXUZR0UsEwcjChQs4ffokL148/98GltVqBVlJh7x84Vcy0vaT90wBllb76lTT3oIkSYoPyz5p8GFBITvPXaVeyDKcx63Af8paqk1ZSd0JS/lg4kK6LdjClkv3uW2BZ0C+xUiJqEZEQDTrMWnLkUUjBrMRS4XqSDaZbEmayrw6g16LSdApW3FZ0ZWQLSAoeVAmCXRW5aY2ysrcQtFaYeSglVfDhCsAC0kZBSYa9LzIfcqv586R++ghyJLD6Y5F+WwuX/qVtLQ9XLr062tbdp0sUQhc0hiZsG0v/bZkEjBxIVViduAXuwdV5E5UkdtxidqBZ+QWPMLW4h+xkRoxO6ketZM6IUsZunw9RcAzkxoBC5JswKgrUeBtfVVdGXhVYSnA0ivQqlhh2VZRYQFJu3ZQUlyIKBgdorz9hPDPwNJqtZw8eZLbt2+zZMkSrl275khn+CdgmQQdRcUvKCx6wa+/XSbj6HEeFetZkXyId9sMoNLXPQhq2JuPu43ju7QTnLv5mGsPHmI0aUAsRVYXKB5Lo0BRmYnfHpXzzehZVGrYkxptBlOzZX8CP23Lm1+0Y3rUUlSFwNUSPSPmLeXdTv3w+rwVfl+1xuuTxgR82RTP9z6hRsOmVGvYDN+vmlK5dTeqdxtG5V7jqN43hGqdgwlsNxzvdoN5Y/A0Pg+Jo87QEJzb9kXVqi+1h4dTa8xs/EaE4zU8gtrh3/HFwl3UC1+Jc/fJqBr3RPVFR2p3Gkqv2BWEbM5gzOo9dE/cSpdFyXT7fj9fx2yl7tSlVJ28hMCQ7/Gatg6PmTvwnJOKb9x+3OekKtpV2C4lgSEiFffZ6XhEZSiNzrPScJmVhmt0Gh6xe3GPS8ctLg3V3L2o5hzAdeExAlafxmvxXiovTeLtJRtpv347G6/f5J5gptBgwKg3gElQ7gjFpoPlP42bq5CNJJoEJLOSYZT75CkHs3MoeJFfwe+kiO2SZHZoVVqtmgMH9jNtWgiHDx/k/PmzHDt2hPPnz/LTT+dISJjHvHmx5OU9+8vRXxUvsD9fcK/ZHSQZq1nk57PnOHr4BE8e56HVmByViWNklu3GFSSZcrOEBrhZYmTgws0EBi/Bbfwqak9fR63R8bw9aDq9Zi1mWWoO1/KKUFtAa5YwWCwVrAYCFrMRyWJScqWsFao+SQGX47vVWmHrazuWtX+XrQ4h3TaF7bX1p7df4f1LDj3HZNRz5/ZNThw5zO1bNxw9eSAjmJS0hhvX/yB1TwqXLl5wgFUwGRBkeKw2cz7PQM/4jbw3eRFvRG3FPWwTvgszUcWk4rYgA1X4JqotzUQ1dTWVZu0gaOYWakTspHlCEoduPuFZSbGtcUI5JXa8NpPp1fuzvnqPVqsVJeNc8VfZfXv26q+0tJjt27dy9+5tBMH4Wo9qRTOy1SphNOoRRRO3b99kyZJFLF26+LVDoH9aolpD2cuXFBUWcOLMGfafPMkzC8zclESdLoNR1e9Ala4j8W3Ri4mrd5J56QZ38wswCjpM+mJkswZRr8aiNVFeYuLW43IGhCZQqVVvXJp3w71Vd5y+as07bXrQY/R0VEXAlSItI+cu5r1v++L9eQt867fG+9MmBH7VDP/P6lO3RWtqNmtNQIMWVG3bg5rdRlKlx3iq9JqM/zcj8W03BN92Q6jXfzJfT47jg1EzCeg8HM+Og6gxOIQaw6YRMCQEv6EzqDstkU8TNlErbCmqHuNwa9UH94adCWo3iM+Co2gWuZLPQpdSe1wCVYMTqRuuWB98QtbiE74Zr5nbcZ2xGefwbbjNTsE3fj8eMWk4RaSgCk/CKXy30ooTlYFn9AHcZyvtOK6z9+I2Zy+ecel4xKfjPi8Vp9h0VLGHcVnwA4ErT+G3LIMq3+2i3sJVdFi3iZ0P7vHUakVjFpVxRoLFMVhVts3Bqwinv1oW0YxZEDHqDTyz25DOAAAgAElEQVS4d5+jh49Q9LLwVdyM7YO3JwGIookHD+6RmrqbRYsSKSp6iV6vJS/vGY8ePeDOnVukpe1h+/at3L9/978GlsVk5Oqly5w4doo7tx+i1ZqV+X52WUiSbXMHLRhEM8WClZdAxpWHfDFuLj5jvyNwxnZqh6zmo0mJNBg5nYW70jl67lfKtAYEwYxZsCCKtmUxvwrTk0z/6Nb/t7aNf6vh/bnSFAUj9+7e5vixI9y9c+u1isT+58ePHpC+N5VzZ39EMBkcznJRVqZRXy6QaDttCe9PXEz1Gevxmrkd1ZxU3JccxjkxE1VMMj7xqQTM2UWVWdupF72LmtO30GdVDr89LXY0HVutVkeMsv3P//wepdd6USXJjFpdRkpKErm5T/4RWPZq8e7d2yxcuIBt27ZQXl7q8AL+LbCsMpgtGIpLKC8u4dT585y5fp17gpng79dTrdsgvDsNpNbgyVTpPoL+iatYm3OC63n5GC3KCavRpEGrKUVUGzCUmsnNFwlZsJ63+ozGv/swnDv0QdWwHbXb9qDdiKmoXgK/FagZEZ3Iux164/lpM3zrt8bns6ZUqt+cKl834e22HajTsh2BjVpTpV1PqncbgX/XUfh3G4dX2yH4tR+KX9vBVO8xls+Co/hoTARVuo/Cq8MAqvQdR1D/ifj1m4jfoGnUmRzPB1GrqDZ5AU5dg3Fq1gO3hp3xat6HKl3GUHvQTGoNj6byiLkEjpqP56gFuIxdgtuUNXiGbcY9XHEMu0bswnNOKn4JGXjGpeM8ew+qiGSbqz0djzkH8JyTjXtUJm5zMnCJ2Ydr3D48Eg7gviAD14R0JYo3/hiq+cfxX3WKqqsOUnv5bt5M+J7uG7dztKiYYhRdRFHZZZtIosgsZntC8d8AS7ZImAxGykpK+ePq75z64STqsvJXM9ds+lVFW8PDh/c5f/4sFy9eoLy8FEEwotWqKS0tRqtVU1xcSFHRSyVD/b8ElmjQ8+DOXU79cJpfL1zBYJAxiyCabEMybcASBSMGi4UyGZ5bYPmBH6nZcxJuwxOpFLaDymMX8+HE+TQbF0na+d+4cvcxJkHCLFgU+4ZZUpZkcVgCJFn4fw4si1ng3t3bnDh+lAf3774yWSI7tk55z3PJPLCfMz+ecoTgSRYRgyiht8IfRRZajI/lg/GJ1AhZjf/sJFQhm/H87ihOC7JwW5CBS9QO6i7eT63ZW3lvznbembGO2VmXeaw2O+Jc7P44++uuOKnnP78/2QEsUVQeADqdhvT0NAoLC/4RWCCj0ZRTWFhASkoSly9fxGDQYU/A/UdgSTL6omKKC16Sc+wY1/Py+L1MTe+Y+QR07I1vl8H4dRtOQKfBfDR4AkPmLOCHK7/zrOA5WEUE8RWwjGUiL4otzNuwlw8HTySw5wjcOw1A1eQbqrfqSeN+wUprzpXnZQyfPZ+32/XE45Omypbws6YENWhJ5QZNebPtN9Rq2Z6Ahq2o0q4n1boOx7fzCLw7jcStZT/8OgzGt80AKnUcwvtDpvHesOkEfjsUp2bdCeg8HL9uI/DpPpZK/adSJ3gub4UsImjkHFw6j0X1VWfcGnbFrWlvPFoPwb/HZGqOiuXNqSuoO2MdgVPX4DVlNS6T16AKWY9q2mZcI3bhPXcvAQsy8U/MxGteOi7Ru1FFpuA8Ow23ORl4xGTjHpuD29xsxSQ69wAu8w7gPj8b90TlIlLNz0S18DiqhMP4rTxJ7fXHeHtlKu/EraD/piR+E62obaxSzsNlR9Oz2aocjf8TsJCt6LU68vNe8PP5n/j5/E/K9tL+c9t20J5kCTLl5aW8fJmPPcTP7v2xl+p2C4Qomv5rYEmCiYLneZz64TRHDp9AtA1iMeptFaBZmewsmAyIVuW0NtcCUVszeWNgGJ6jFuM5YQ1BYxJ5Z1QMnWbMZ9/5K9x4/AyDUenot4hmJLPSsaCI90p0jgKsf47G+b8NrLt3bnH82BEePrjngJEdWBp1Gc9yn3AwJ4ufzp916EVW2YJWZ6BcgDtFAn2jVvDW8CjqTV9Hpdm7UE3ZhCpmH6qELDwWZuMxJ4m6iWm8GbWJd6avoOX8bSTfKOCl+ApMf87p/zfA+nOFZbVK6PVa0tPTKCh48a+AJQhGLBaRe/fuONq+7NfcP24LBRFRraGw4CW7UlO5X1LCdbWWXnMSCOjYm2r9xuLTZRjVe42lase+tBk9mdPXbvE0Pw/7oFuDthRzuQ5DqUBhicy6/af5YtQ0gnqPwbv7cFTNuxPUvDsfdRmOqkiGq8+KGRGZwDtteuD1sQIs78+bUblhayo3aP4KWI1bU7Vjb6r3HIVvl5F4dxqJc/Oe+Lbpj3fLPgS0G8i7A6fy/uCpVOowEOfGnfFtPxCfDoPw7TSKKn2mUGd4FHVGxuDfNwzXjqNRNeqBZ7PeuLcYgEuLwbh9E0zg4GiqT1hG5SmrqBa5HZ/pm1FN2YBqykacZu7EO24fAQuzCViY7QCWU/RuVLN3o4pKw2XuAdzicnCfdxDn2Byc5mahis3COSEbt8Qc3Bdl45qYiWpBJs5LT6JacIiAlSeot+4o7y7bzduzlzBo7Q6uGa1oUW5gxSZt6+2wFVrKx/kn4eQvllatIffJU344foKrv115LX3U/sFLktkhvIuiCb1e6wCTyWRQtA2r5OgvFEUTGk35fw0sZImyomJOn/yRtNT9SLYploLRNlvOJIDVosASKJLhWpnE0Pi1vD0imsCJK1ENW0SdySt4Y3gko5ZuZuexc9x/UYhFsjriamSLFck21Vey2hq3reL/c2CZRRO3bl7n6JFDPHp435EbVbHn7vmzpxw6mM1P58++1mSs0+nQGS08LTMRtz2LOr0m8kbo9/hO26gcAk3fgSo2E5eETALmp1Nl9mbenb2WdybEMnX3MS6WSxSLkuNg5s/DICpOC/9Py/5As1fqdg00JSWJp08f/yOwDAYdVqvk8JfZm7vV6jJHA/5/Wlgl5fqwWXY2bt/Ow5IScoFR362mTq/h1Bw4Hs9vB1Nn4CQqd+hL8+ETuPDwCc/LipRhIIIavaYEsUyLvsREYYnM/vO3aD51LrWHTMG/dzBOrXrj37wPb7QfiqpMgmvPSxkVOZ/32va0AastPl+0JKhxG6o0as0b7TpRo2V7KjVtS41O/ajZexT+3Ufi3Wk4Tk264dm8Bx7NulO142A+GTqNjwdPoUqHQfg074lPq954teyDf4dh1Ow9lTqDZlKt73S8O0/Gve1IvFoMxKflANxbDMC55VDcvp2Az8AoAsYuxnfiKnxCN+IWugVV6BZUYTvwjEsncMkR/BcdwmPePvwTs14BK0oBlmpuBi5xOTjPy8EpLgdVbDaquCxUCVk4Jx7EZWGOoi0syMT5u+OoEnMIXHmUequy+GDRTj4MX8jQ77dyrcyIwYqNTpKt2lAuKJuU9Y/Aki3KCeGTR485lHOQO7duK8mjturL/nS0PxntF5cdYCaTgbKyEkevob015JX29V8CyyqjKS3h5/O/kLRrD4JJVqp9UUY2iWBWBC2jYEJtkbmnFjhyJ5/6w8KoOSAc//ErUPWZwxtTllN74DRC1+1h17Ez5JWpbX4pybasyDK2IEDbRY/5/xfAunnjGkcOH+TJ44fYtSv78T/I5L94TlZmBqdP/YBWU+44aVNOea2UGCT2/3KDjwZNpW5wAp7jlxEwbz+q0O2oojNQzc0gaH4G/tNW8l74UhqHJbDj6l2eSFBqEhxpsH/+7P7N+7dYxP8BLLW6jF27dvDgwb1/BJa9srdLEvYOCo2m3PH7fwcsWW8ASaa4sIgN27bxx9On5AMTvt/AW/3HENRzNK7t+1O7/ySqdR5C0xET+OnhU/K1ajRGNWaLDkFXiqVcgzq/nKfPNBy6+JAmE6Ko1n8CAX3H49J2EP4tBlCjzRBUWpQxX6NnLbABqzn+9dvh/UVrKjduT1CDVtRt3Ymqzdrh27gVVb7pTdWew/H8djAu7frh3Kwrbo2+xa3Rt9TsNIQvh0/n/X7BBLbshU+Trvi16IV3s14EthtK3V5TqNc3jMpdJuHZZiyerUcQ0HYYXs374dysP65tR+DZbRp+Q+MJnLiSSjO24DxpPa7Td+AckYLz7D14zMvAd8lhvBcdxDVuLz4LMvGM24sqKgXV7BRUUamo5magmpeNKj4HVVw2qtgsVLGZqOZnoUrMwXlRDk4LDqCav1+xNSTuo+rKHN5esY+vlyTRYu4qpm1K5bFWxmLFNnNNERixRSQLtgpLstpOtv7DsohKQP+TR4/Jzszi0YOHDmDJFskBH3sz89+V3/ZBFfYKTK0u+++BJVnQlJbwx9VrpKTsQaM22KorsBgMSnuL1YJar6PELHOz3Mz+a8+p0WkklfuF4T5iAar+MdQev5Da/acwaeUOci7+TrHhlWFWWcqpnYy1ggHkn+Nx/m8DS7KI3LxxjaNHDpH79LHyELAZLe1aVu7Tx6TvTXVoWILJgGAyKD+XJfSChd+flzBs/lreDY7Db+xCAuekopqyDdXsfTjHZOA1O5mqM9fy5sRYhq/ayuUyNQUWUbHGVGiDqphh9ufX/FerotZkPyUsLy8lKWknjx8//Feie8W/a39Y/pvpTVbZYhufJpD79DFJaXv4+dYtnsgwPHE5b/YbTVDP0fh2HU69oaG8O3AiLceGcur2A8okCYNkQBA1CLpSZI0OdX45j5+Wc+7OS9rPiOft0WEE9puES/th+LccTNVWw1DpgbsFZQTPns/77Xrh9XFz/Op3wOfLNgQ16YjvV82o3qIDAY1a4v5VE/zbdCXg2344temNqmk3PJp1xfXr9rjWb0ftzoP4athU3uo6FM/67XD7si0Bzbrj06QnldsO5s2eU3iz9wyCOozDo8UIvFsMp3rnYLya90PVuA8ubUbi2SMMz4Gx+ASvwH/6Ntymb8crai9ecw/gFL0XVUw6bguy8VyUg8eCLLznH8B9ng1Ys5JtwNqvVFTzslHFZb5a8Zk4LcjCOTFTid6N34sqNgXn+BTqLM/g8+V7ab9iNwOW7mBx2lE02I7GHYF9Ni/L/wKwRJOAuqycp4+fkJlxgNwnTxUnti3ds+KW0B7gZzYLjmysihCzi6H239dq1f8VsGRZyXwqKy3m/t17pKWlU1xUjqZcq7jIjUZkQfGelWi1lEpwzwTZ98uo2mksNUfE4Tl8AV5jF1M7eAFvDppG8NINXHqSh85iywiXFGH2dWDhgNb/a2BZZQu3bl7n+LEj5D3PVf5tbUbLiraH1D0pXPjlJ0flZTTolL5DkzJV+7nWxIqsk3w9JYEaExbiE7oB1bi1qCLScI05gCpkI29Gb6Xu6JnEHThEHjKFxnKU0J5XX/YkjX8LLPu1UFGLKi8vZffuZJ4/z/1HYFX0/9ltNfaqy2wW/hlYsgXMAk8eP+TQiWP8fOsWj0SJAbGLeWfgOJxa9EDVojd+XUZSvdsIPug5lO0/nOVhWRl5pS8pLc9DW/YCWaPBVKKntMRMrh6CVyfRadFGKvWfjFvHEfi1GkbVViNQaSS4k1/KkNAovug6EPcPmlC1WTdcPm5OQKOO+DdoTZVm7anWsgNBLTtQuX13qnUdTGDX4Xi060dQ+z5Ubd8Hz6/b49/kG97vPox6Hfvh+3U7qrXsgdcXHajaqh9vdxvHu71CqNtlEtU6jCeo3XiqdBxPYOuh+LUehEerYTi1GYmq81RcB8TgM3ENATOT8IpIwT16H65z9ytbvYRM3BcexG1hFqq4dHwTs/CM34/r3HRU0XsUYMXsU+bczc9GFZeBas5enBOzUc1Owm/ZYdzm76PS8oO4zkvBPT6Jqot38+6S3bwz63vCsn7mkg7ulEnobB0aCrCsICmlsAUJASuC7earKLDLFsmh29gFZ6xw9/Ydjh89hlatcYjuVkl2COsVp+XY9QR7E3TF0xq7/cH++4BDA6k4/cQ+puvvJzfbKgSdhiePHrN+/Xp++ekCoknJiUI2YzFqAQtaQaAEOJOrJvHgJd4fGUOV4bFUm7Ia7zELqT4ihuZhixizcDV3izXoJauyvZDtnikbsKzYzLaSbWv4F1XPf3i9fwWxv5ty/VdNu/b/j6NX0ipx5sdTHMjYx727tx2Ce0Xx/fatG2TsT+fSxQvotGpHd4Jo0IJJD1YzL7V6jly7T+fZS3lvSiIBk1bgHLIJ58i9VEo8gmriampHruOd4Eh2/3GbEiwUG0owS+Jfvs5/C2z7ds6uZcmyheLiQrZs2cTdu7cRRZNDi7JfX3++3v5u2autv1qyZFYeaGYTJcWF7NidzIPiYp5YrIRtTuGdgeNwa634Md3bD6J6txG80Xkg3SaHcauwiMeFzzEIpRi1hUhqNRit5OdrufnCQOLBcyw8f4v3JswloOdEPJsOplLTYah0VrhbUMKQGVF83mUALh80pnKzrrh81pKApt/i83VrAhu1JqhJWyo3b0/VDj2o3nUQ/t8Owq1lD1zrt8W/SQd8G7ShasvOfNJ7BG936k+lhu2p1rwrnp+1oVLjHtRuP5w3O0+g9jfjqdIumEqtx1Kp9WgCWw0ioNUgPFsNwbntKFSdp+IyIBafiWvwj0jCMzIVj7kZuMVl4TwvC7fEHLyWHsJ9UTZO8/bim5iDT3ymAqyoNAVYcxRgOSdk4jI/C1XcXryX5KCK3YNP4n78EtPxnpeCT+w2guK38u7SndSb+R0fhCaw5MRlHslQZjPqKZywKjee9RWw7C052IFVQbOyQ8simjHqDYgmgau/XeHsj2dQl5Vj0OmVxmdBdJT0dkBVrLjsZbpdt/rzk1K0DcK0nyxVHJZq7wP7J2ApJkgd+fn57Nmzh+NHT6BVa0CWwSLYgCVTajBRDJzLNxKWcor3gucTNCyeqpNXETh+CXXHxNNwUhwz1yfxSK1HBKVlRJZs65W096o74L8H1p+ryorA+k83fUVgiYKRMz+eIic7U9Gw7ImvFtGhZd26eZ0DGfu48tsl9DrNK5+WQQuiEVk0YgGu5Rczf+8RGoQuoNLoBFzGf49rWDIBcZl4hW+jZthaWsWt4ledyHNBg17S/Edg/VsNy34d2Ld1kmSmsLCALVs2ce/enf/rwEISsYpGHj96wM49Kdx68YJcM6w6eo4WITEEdhmBqlV/nFr2p1KnYdT+ZgDtgkO49CyPx6UvURtLMGoLQa9XEnwl5SR628XbLPjxdz6aHEuVPlPwaz6MKi1GKRrW3aIyRsyK5eNOfXH5sAn+Tbvg/lU7KrXohl+D9vg3aE1gw1ZUbtqBGh16UrPzQHzb9sapQUdUHzfC+8vm+H7ZgsqN2/NWx97UatWFoK/bUa1ZF9w/aYXPV99QqWkfqrcZRo32Y6nSLpiAlqPxaTqESi0HENCyPz6tBuPadhROXUJwHRiH18S1+MxMxi0iFdeYA7jGZ+OakIP7woM2YGWiikuzAStbqcDswIrZi9O8DFwSMnCOT0cVtQvfhRn4L0gjaEEaH288TlDcduom7uSLlcn03H2I+tFLaBe9hJRfb/PMqMTaGEUrVivYRUbZNulZWcrPKlZX9m1gxSpLNAkYdHou/PwLN6/fQKfRYhHNCEaT8vs2XcpeVdlLdbMtJ8sOJ6NRj16vdZhL7SmkOp0Oo9HogFPFKOR/Ayylc99EeXk5p0+fJnX3Hgry88BqQRb0WATlNRTpjRQCPxXJDFi2h4+mLCdg+HyCJqxQBuFOXsTHw8NYceA4zw2iYlsTDf8RWJb/nwBLp1Xz4+mTHDt6mBd5z5QHgm1Qg30w6Y3rf5CddYBrf1zFoNc6rA1KOqmI2aiM3SoSRM7nFtIvcS1vTVxApSkr8ZyxHb+oNKrNTafG9LX0XJXKfeBueSEGjP8DWBVf/79br2wN9odbfn4emzdv5MGDe/8IrL8D0j+t/4+5tw6P4lD/t7do3Aha76kXhwQJceKCBHd3p1BooVBailRooS2n0FKjtKVAcXcp7hAIweKebFbGdmbv94/Z3QRq53x7zu894ZorCSRhZzNz7yOf5/M4gaVKVi5fvsiWXTu4npfHPUlj49W7xMxcxGO9JmAI7YWhXTc8o3rTMKYH7QeOZG96BtmmCqyaCUUsx24ygUXBaraTa4F3Nuwmas5Snh/5GvVSRuLZvi8B7QdgMAI3y8oZPu9tnovrxiOvdMCjfTzuwQnUj+hGQAfdV9m3TTj1O8TweIxuJu8RkoyhaSc8Wobg07IDns3a4dE0GJ/mHfBq3h6flp0IDOqMR7MI3Ft0xrNNMvU69aFh5+E0jBmFb/hwPNr3JaBTD/xCe+AV1pvaUYNdwHIbvQLPV7+jxqvrqPH6BmrO30zNBb9Q+93NuC3ZQq2FGzDM/R7fhdvwmr+FunM36jWu2T9imLOeGvN+pvbbG3B7ewOGWV/iOf87Giz6gSeW/kDClgs89fbXPL/gc7p9vZFlV2/z+ua9fLjzMDcqZIxO9YId9LWpiuuP8yZzmZtXi66qA8sJLaetzMH9B8i6dx9zpcm1sp5qMFRVBVG0IggWlw2v1WqmvLz0gTEJZ8HdKW24c+cO2dnZrhvRmRY6HUP/vEbktM+VMJmMXL16lS9Xf8G9zFtgt2ETTNgdljrFVpEi4GCBjdCZK3hl6qf4DX4Xn+FLaTT+A5pOXso/eo3lx1NXKZA1/fmTBX0K2ZEWVgGraqT57wLr9+pVfxWlVAeWqbKCI4cPsm/vbh3U1aIrp2fU1SuX2LZ1M+nXr+oKd+f2Z8dKe2fEZbFr5NvsLNq4m06zP+SpKR/jN/ULvKd/R6O5P/P4jNVELfyKfSVWblSWY0JAVKXfGOQ9DN6/ApYz8nZGW7m52axa9U/u3r39XwaWhCYLqLKF8+fPcu7KJW6XlHPLLLEjo4Dgka/xTL+pGNp3w9AmhbrhvWgU15vWfYby86lz5IpWTHIlNqkCLBY0o4hN0vd/rj5ygYgZb/PckGn4JwzBK6gnAW17Y6gAbhqNjFv0Hs/EdaVmi07UDY7FKySFwMge1A/vgn+7zgS0jaBJp3iejO5Gk8juuLeNwfBie3zbhuLXqj2+LTvg2TSIus+1wP2ltvi1DMW3ZTi+rWPwbNUZj7aJ+If2onH8KBoljcO38yg8QvoS0Kk7AaFd8QntTd3owdRKnEDt3nNxG70Cj+nfUuu1ddSau4GajvSuzqJf8HhvK3UXreeReTqwvN/aTt25v/DIbN2Z4ZE5P1J7/nrcFvyM3+KNeC/4Hp85X9J4wVe8+P46Buy9StsP1/H8a4uJWvAeX166ysZrGZzMKcAEVAq6PsiOhoKChILoeG9z2ow6FO8Pw+phaGk2ldzsHHZu38G9O3cpLy1DEkRXHau6OE+SBCwW028GoXFoa5xFd5PJyMWL5/nll42cOnWKkydPUl5e/kAdqzoA/gxYuu7Iislk5P79u6z5cjWXzp11AQtNwo5GiaySB2zIKKf52EW8NHUlASPex3PIIhqOXkzLae/TdOAkDt7Op9Rm1z3gFYdNjPpHwPotSP5dYP3ZTe0E9p8By2oxcezoYfbv20NebvYDG5SdM4NXLl9k+7YtrhpXdfGoTdYnAqxWMwo2SmSZXddu0f3tT3hs6Js0mLwSnylfEjjze56d+z3PTVjM/O1HSZdkjGhYbbKrcfJ/i7KqgKVpNhewVq/+nHv37vzXgaVKVmTJzJkzp8jMusf98kpuGK1sTc/llX4TeLL3FAxtumAI6kadsJ40TuxPi95D+XL/IfIVCSsCunuHDc0ooin6oPfOW/mkvPUhLw6bQsOkIdRr35PG7frqa75umiqZ9NFyno7rSu02EdQOjsM3PI3A6J4PAOvRkHiejOhCo5BUPFpGU+ulEHyad8D7lTbUb92R+m1C8Hq5LQEtO9IgOBKv5h0JbB+Pb1A8XsHJ+If3pmH8KBomj8cvbhRe4QMICOlGQEgKvqE9cY8aTJ2kCdTp8yZuo1fgPu0b3N5Yj9tbm6n9zhZqvrOJuos34/nBFjyWbsTtnfX4L9yJz/ztuM/dTK3XN/DI6z9Rc44+4Oy5YD1uc77hiWW/0OitNTR841NavPctQ3efY+Avx4la9BnJ8xbw1a8nuFRcRL4gYBJEystKMJvKkVUrEjICMhZkhOrAquZp8mddQjQ7dzJvs3f3Hu7evoPJWIloFVyjOdWjp+rCPedRWlrsULRLZGZmsHnzJtas+YLNmzdx5swpfv31V7Zu3UpmZqbrwne+/XUNRHXVsKxWM4WF+fywbi17d25DsVZil62g6iveKzS4Z4OPDl3lxZHv8OS4jwkc/TGeQxbiP3QBraZ/QMTUBZwtMlOmglUUHD7k/31g/V4K+GfPQXVgKbLIieNH2bd3t8tS2Llw1BlFXbp4ns2/bOTmjes6pBz/Zlc1ZMe4g2CtxI6NUquR9JJSxn/6DY/3n0bj8R/hN3k1flO+5qk539N4xNt0WbyavVn6otFKRUaSpAesiP+dLqnzunHCR1EkCgryWLPmC7Ky7v0lsJz10z86/hRamoRdERGFSk78eoTb2fe5W1pGpkli05X7tB0+g8e6T8AQ1A1Dpz7UCutFo4R+NO01jOXbdpOvKojILmDJpWasJhtFAuy7X0TS3MW8MGACjeIHEBDUjYZtu2MoxEa6uYJXV37O0wndqNsuhprBcfhG9SQwuie+HRLwah2OX8tQGrWP4bFOSTRoF493y854No/Ev0UHPF5oRr3mQdRrGYz7882p1yqER0Ni8WjanvodEvBvn4BXh1R8w3sRGDeMeolj8IobiUfEAPw7phLYMQX/sJ54Rg9yAGsudUd/jPu0r3B7Yz115m2i5vwNGOb9SM231+O+ZAMeS9a7gOX71i7c52yl1usbqDlbH3J2n78erwU/4jn3GzpvuUSHNXt5cu5ntFy0mh7f72bR1RxGf7+Zr06f4nTuPXTnJbApgj4JrwloiIiImBGpRMbiBJbqAJZjl+afAWYKS28AACAASURBVEuzqWTcuMnxo8e4e/uOq67lHIyuDqjqWhhRtJKfn8udO5ns37+Xr79eww8/fM+ZM6coLMynrKyE3Nxs0tPT2bBhAxcuXHigHf6vvUrr/kiyZEHTbJSWFrN1y0a+Wv1PSgtywC6BIiDKAkbghhWmfrOLF0cvxn/wuwSOXY7viCV4D3iDNtPfp9+Sz7lWKWO0g8lSqT85/+PAsikSJ44fZe+eXeRk33/AjdP58flzZ1j/0w9cu3rZ9W/Y9e93npNq0y2LBZuFQknkq+PnSHl3FY+Oe4/6U74gYNq3+E5YyT8mf0yHme8x4+ufuGG0UC5IWK1W13Yap0SluvL9r4DlHMlxDj+XlBTx9ddr/p8BS7AaOXX6OHdzs8mpNJGvwbozNwmbOE8HVkhv3GKG8khIGgHRPXgpbTBLf95MPiolQjmCUK67gph0jzMBSJdg8LLPebbPKOp37oNf6xQatErFkI9GusXCa6u+5qnEXnh0SKBGUDx+0b0IiO6BW5to6jTviGezDjQIjqRxh1jqtY3Bp1UM/m3jaBzcGc8XWuP1YhvqPtsUQ6N/4PVyWx7r2BnPV4Kp3yEO//YJeLdLwSesJ/6dh+IbPwr3ziNwCx+IT0hX/Dul4BveE4/OA6iTNA63Pm/gMeoDPKeswmPmWurMXkeN2WsxvPY1j7zxLW4LfsDz7XXUnbcW/4Xb8VmwDfe5m6g9+0dqzf6eOm+sw/vNdQTM/54XP97C7EyJ8Ufv0G7hFwTN+YjEJav4JqOY+Rt2kSlK3C4rcKjWVcwVpTqwkJBsJiREV4QlOmpYqPYqqbvtDyIrxyGaLfoqreMnuJl+A7uqYTGZwQ4VFRWuC8mpw3J2Z/Lycvj11+McP36Uc+fOkJmZQXFxIYJgqSZp0CgsLGTjxo2cOXXatYPwr4ClVQOFanPsfUTfGLx71w6WLH6HrLsZgIIsmakUrZQD5ys1+ixby3MT3qdW3/n4j/uEgNHv491vFsGvvsfE1T+TYbFhAV0pbXcAy6YDy/4QsLT/MLB+b7zl3wFWbk6WS3/lTAs1VeHM6ZN8v/ZbLl0874rA7Jo+qKwC5SZ9vMUqGLGjYLIr3LBIfHTwPM+NWsBTU1bw2IwveaTfAprO+4amMz/mhVGz2HGvhELRjsUsIVgV3dlC0fcnKqqIpInYkB2HgoZj843mcC5UdWA59VfO66e8vJRvv/36vw4sTZVAtKBaK7h66SwFpYVUKCrlwJdHzhM2cR6P95xE7ahB+CSNxtA+Fe+wLrzYtR9LftxIkWZDQMRm040IsQqgQW6FlaP3C4meOJuX+o2nUexA/IPTCAzqgaEcuFouMu69VTzauRceHbviHppGQOwA6sX2pVbbKNxah+HZsgNerTri2yacgPYx+ATF4t48kjovdcLthQ7UeT4I9+fb4tO0HfVaheDXvD3uL7WlYfs46ndMxjMoiZqtk/EIHUCD5EnUS5mGR9RwPMLS8IrshntUT2pG9uGRhGG493mNemPfp8Grqwic8RW+M7/CZ9a3eM78GsP4TzGMfJ8akz7B5821eMxfh9/SX/BZvBHDtJV4zluL5xtf89iin6kzdgkJ3x7miyL4Jkej34dr6TRyNoPmLuOzjYc4cT0bswaiZkNR9Vc2HqodVSmGNFeRWH9JdQginalVNY8lbIo+0qIo2CWJaxcucOXCeUpLirCYK11RlT4jaHMp353KeLtj1OHEsePcupmBIslIguhadS+LEnZVQxJEsu7d5/vv1pJ54yYVZeX6Y6vGrOqQqtKXV8HCZrXqEgY7FOYXcOXSZRYsmE/GretoKMjI5JiN5AFbs0qIenslAcPfIvDVVdQe+QF1+r3Js+OXEL/gn2y6mc8di4LZpqEIZn3JgCKBIjvA7nraUO267fK/Vqf5vx//Sg3r/LkznDh+lJzs+8iS4Po9OlPDs2dOceTwQfLzch60GlYV13novl42JE2mXBK5Z7ZwuUIk7a2PaDd1IU2GvcETU5fx8tvfETD1YwKmr6D7F7vYevYexgoNu10fpCg3liHYLMhYqLCXUEYRRkoRqMSGnqIjy7qLooQ+GuMcYnaUF0yVFa4lFM7H6+x+Prz2y/m5M3J0nrPTqaK6X7xT3e+q49ltYBMov5POnSvnqDSWYFJt5Njgp4s3CRr7Gk8Pmo6hbTKG1kl4xvTHp1MyrdIG8snGLZRrCioWbFIRqEY02YjZaqRcUbgjaMSOm8Wz3cbQMHYE3iED8Q4ZrAPrpgle/XQdz6UOwze8F26dehCQMIiGyYNoHN+HeuGJ+AWH4x8cTr0OnQnoGItnUAx1W0bh0yYW75bReDWLwLtZJ/xbhVG/TRgBLUPwfCWYgLYReLeOok7LWBew6iVMxD9pKt7xY6gd1p264V2pGdoNQ2gahuiB1O46Gb8hb9Ng/Ec0nPJPAib/E7+pq/Gdsgq3sZ/wyLD3qTP6Y3xnrKbWjJU8+sEvtP/5DB5vrMbrtZXUnfQBz73zLS+++TlvnspiUymkA+vO3mXAzIW888l33M6tpNJqR7H9djPIH739XjTgwpkjMnIuL0DWD2tpGed+/ZWLp09TUlzoApYdDUkRXd3Eh4FVXFjE8aPHyMy4paeODiNA7A7PdQe48rKy2fjTenLu3Uc0W1wyi4dv1uqwqp6OoTopArJF4v7deyxZsoQjRw6hYsNqlymxKxQC31+/R9Ds9/EeNo/6r32B27iPqd13Lv8Y9y4JCz5jy80CsqwqgqqiihZQBJAdN5gDWNpD0Pr/G1iC1cy5s6c5fuwIuTlZrsHn6sPPx44eZu+eXWTdv4tNkaqg5ZSkqLLrkFQbJptCoSBy1yzw7bEzhIydSWC34Tw7ZTEB45dQd/wHuM9YjeeId1mx+wonruSQXSpRZJIxyhIyNkQECuV8KiimklKsVCBRCZqoL9YQAJMCUpWoWLCawa5SVlrMys8+4fq1K67U1vUC7OoMP7iUonoq7IRVdV8ws8n4wPZowWrWfdIUMxWZ17h/9TxWUxkWu0auamf9pQyCx82iYc9xGMJ7Y2jfjRohXXBv25lW3fuz/PufKLIYUVUjilgIahmyXIZJNFKuSGQLGt2nzeflHhNplDAOr4jRuEeMxlDiANbsVT/TtOdYAqL6UjckDf/4gTTpMpRmAybwWHwafu2jCOwYTZOIJBqEJeLbIQGfdgn4BSfoozzNI/FpEYZ/qzD8HLCq83wrfNuEU7d5KDWbRVM3uCveEYPxiR2Nb9JkArtMxju6P14RPakd2gNDp14YIgdTJ2UifgPm02j0hzw66TMaTPwngRNX4j/xMzxHLafWkCXUHLyYOiOW4j/tU15Yup5Bh+7RcOYnNJz6Pg0mLCT4ndXEfvAN32dbOC7D8XKF9Wevsf7YGU7fyqJEUHQPcJv2QMrxfwGWy33AGV3ZHBeSJFORX8CZ48e5fPYsFeWluqOlTXYByzWi4wCWc2ynqKCQI4cOc/tWZpXItJplsfN9XlY22zdvoby4RF+84JBZPFwD+UNgaRoIIopFAsVObnYe7y99j1Wfr0SQzJRbyzGikQ98efoKwTMW4TtoDvUmf4LnGCewFpPw1j/ZklnEfVHDrNp0P3ZN+k2E9b8GLEm0cu7saY4dPezqEjojCtUmY6qs4PChAy43B2cE5oxabDbdRVWWRd2YUFMQNRsmVaNQ1cgGVh49S+c57/HsmLm89PqnPDX3C7ynrsBv7BJajpnH7DWbOXqvgjwNCmXIM1sol82IyJSrZZiowGQ3YlQqsKmCI7IBzA54OQArOsa4ykqL+WTFx1y+dKHKQbVa5uAEles8qmUH1SMuZ4TlTI8fFtXaZQFEE6W30rl//TKCtRIByFX1CCt49Ew84/vjljCYR0J7YmgZQ91W4bTu2ocPvvqGIlMZss2IIpWg2cqR5QossolyRSFHgcHzPuL57hOpHzcGt7AR1AobgSHPBpdKBKatWMvLaaMJ7NyfuiFp+MT0o0HiYFoNmULjmK54tO5EQPtIHo9O5dHoLtSP6ErDqDT8OiTh1ToGjxaR+LSOIqBNFD4tO+H2cjC1X2hDQPsYfa6wdRxeYT3x6TwEz+gR+CZN5rHerxEQPwzvyL7UDulNjZC+GMKHUDtuHJ5pswkcvIinJq6kyfjPaDjuE+qPWY7f8A9wH/AuNXrOw9D9dQJGLKXFgrW8faWSlnM/58Upi3l2zBuEzXmPAcvXsOlePvvzilh36gw/Hj9BltWCBSiVBMyqjE37bW3k3wGWMxVw1gawKbrvuANYxoJCLpw6RcZV3X5XddQF7GiIsqDDRbG5pBFOYBXk5XNw/wHuZN7W9wQ6Ii/suACnKjbu377Dzq3bsFaaXNGVZnsQwH8ELA1dwW+XJCSziCrayL6fw2effMqid9+htKyQMlMpJkeEtfVmFoNWruf5Ke9Rf9wyAsavwHPgAp6ZoKeEW28XkyXZMdkUPSVUxT8G1v9ISqjIImdOn3ww5XMAy67pSvgTx4+yZ/dO7t7JfABYdseLlKLKrk6uqioodg0B3Ust3w73gGWHzhMyczHPTVzI45OW4Dd2Ec/M/pQGg16l9eQFjPp8Az9cziJThDKg3AZlskypZKHSLlJpt1ImGbHYLNid4FHkB+Dj1IcZK8pcEZZzWNt1XtXO7eG/c51TtWir0lju6opqqr72zNVBFcxgtVCUeZOsG9d1HSGQrdhZd/YabYZNwy2yJ57xAzF07IqheSSercJoGpfKwk8/xShbkG16lGVXjciKCVEVKBFFchSYtOxrXuwxmfqJ43CPHEWtiJEYchQ4lVPO2KWreaHrCBrGDcIzvDfenfviF9efl/qNxT88mZrN2+HZJoTGkUk8GpNGo+ge1I/qSb2wLngGx+EZFEO9jgk0DE0kIDgKr5ad8GwRQmDHOLyCY/Fol4x3eC+8ogZRJ3IwPimTeHrQXPxjR+LeqS+GoJ4Ygvtg6DgIQ+hQasVMxLPrbB4b/gFNhn9Io+Ef0GDoe9QfshS//m/j3mMONVNepcngd+k45yuWni4k5q3VhL66mPjZi5i86hvWHD/BjutX2HT6OBfy7lBgM3GvIo8K1YSEglkx/0Zt/WdvfwYsZyHSrsg6sEQJRInSnFwunDrF7fR0VzrhBJakiFUAcgBLs6nYVY383Dz27dnL3dt3qqIwR33KGWmpio2M6+ls37wFwWR2acJUxfabG/WPgKXffLoxoSTIFOYXsXnTL3zz5RcIpgpkxYpFUygDbtng2+uFdFm+kccnfsQT0/9JvZFLeWbi+0TO/ZRNGUXcl8Go6LUhFFGHlWKrAtb/WA3LpkicOnmCgwf2kZ+X44oinDe0syi/c8c2Mm/drLr5nX5Qjuui+nIHTdOQNTsWuw6fOxJcFmH5sSu0mvAm9XpP4JlJ79Jo3AIee+19Gk1+m2azltF/5S+8t+M8G89lcTlfpNwOZSoY0cWURjTM2BBRsTnnLRx1KGck5IywPv1kOenXr2KqrEAULA+uk6sOrIdtkO1Vm3UUWZf4ZN666arvOc8RdPNHu8VM/u1M7makI0giZuC+VWHtr5doNXgSXtG9qRvRA0ObOB5pGYF3iw482S6E1xYuxCgakVUzIGC3W5BsFiS7QoFVIEeBeV9voeWgWTyRNh3fhEl4xE/GkKfCr1nFjFr0GS90HUaTxCF4RPTBJ6Yf/vEDeLLrYPzCkqjZvB21WrTHPySOJrFp1I9Ow7tTKr6hKdRp25m6raPwD0miYVgKfsHReLQMxbNVGL7BMXi1i8MrpAvuoWnUDe+De8xQGvWeSdOxi2mYOhGvyKHU6jiAOmFDqR0+AkPoCGpEjsMjaTp+aXOp1+ct6vd7m4B+Cwjsu4B6/d/Gr+ccPFJnYHguGZ+E8Yz75hDv7r7Ipowi9t4v4seTp/l23y4OXzvLtdwMzJiREbBQSYVYjITVMRGo/QZM/w6wbJrictC02XRYabLkAlbOrUxOHT3KrWvXXBt4FUUXYyqq7AJQdRmEXdXIzc5h985dLmD9UYSVfuUq2zdv0SOsaur639ykfwAs56symh2rWcBYXsmhffs5eeQImmRFkwUERabMZqcEuGSHiT8d48lxS3ly6mc8OnE5T05YSvuZy1h3LZc7ElSqdh1YsgC2/31gOXVY1UdznDUeUbBw+NABNv+ykfTrV7FaTA9GJo7ronox267pljGCqrpMD4uAawp8cOAsYTMX8tTAyTw2eg51R8/Db+YyXnp7DcFvraH91GXEvfoxb313kAMZFVwoUjhfaCa9wkKR3QkuGyZNREFxRT6qTXYVxbOz7vHB+0u5dvWyK8JyFtl/AysXeKuA5SyqS6KVgvxcfvzhe7Zt3ewq6rvgaFOQzWayMjPJvHUTsyhh0iBLsPHj6Su0HzaFhokDqd0hFUOrzri1icbjxdY0bNqC6XPnUFCaj6iYAQVVE5EUKzb0lDhfhY+3HqP1kNd5stcM/JKn4JU4FUOhCmeySxm79HNe6j6CBrEDqBXSFfeIngQkDMSvc3d8whKp0zqUGs2C8Wnfmcfj+9Awtg912yfgFZJEjVaR1GgZjm/HROqFJuHZOpLaTUOo2zwUtxZh+HRIxC88DffQNNwi+lI/bQLNJi4hbO4XPNF3NgGJE/GIGY1P/ER8EidTO3oMtTqPwyNpKu6J0/DpPpuAXnPx7j4b724z8e2pv/dImop/l1fxiBlNQNwoYqYvZf4POzl4L5+rJSXkWMrJyMvAhgWrXIzJkg9YsGOltCwPh1T9PwIsZxtYk6XfAOvM8eOuCMvmsDq2o3/vw8ByHjlZ2ezYtv1PU0KbrJBxPd2VEmoOdwi7qp/Tv5ISOu1HJEnCahURrRI7t24j8/p1xPIKJLMRm81GiWP4OROY/ctJnh7xFk+Me5/Hp35K4zGLaDphEV+eu0umpA+viqLo2Lzs2L6sPggsxdFZ+/8bWIoscvTIIXbt3E5O9n1XdOUsVtsUiaNHDrFl86bfBZbd7qgX2pwbo/WFHZqqe7UbBd2pNcuicMuqclOB93YeouOYGbw0ZjZ+U5ZgGL+YOqMX03jycl6Z/jlB0/9J+IyVJM1ZxawfDzLj6y0s23GY43nFlAAV2DHKFn1dvcNVQlMVRMGCLAncuX2L999bwq2MGwhWs2uZRvX6VPW0tnqk5Tx3SbQiWM0cP3aEzz5dwY7tWx+wjnY+N+ZKE7dvZZKRkYFZlLAAeQpsuZhB5wmzeCJ5AG4dEnFrl4BvcAx1/vEKz7QNZuGH75FfmIPJUoEdG7JNQLDpwMq3WCkGvj12jZaDZvJ4j+n4JE7CI3EShnwFzuWVMuHDVbzcYwT+kT0xtIqlRkgX/OMHULtDHF6d4nEPisDQtB3eHWJ5KnUgjyYPxK19Mn6R3akdHEPtoGj8w1NpENUFz6Bo6jTrhHvLSGo07YR/pxTdgTS8J94xA/jH0FlEzF9Nt4838kT/1/FNmkjd2NH4pEzBJ2UKNaNH8UjkCOrGjcM9aRL+aTMJ6DUbzy7TqJM0AbeUSdRJmoAhZhSGToOpEzMGQ4detBk5h+iJbzDjsy/5du9eLt6/hVkzUWHOQ9MqATOm8jwUa4UOK9XZYfkvAUsQKcnO4fLZs+TcueN69RJFKxrq70ZYziP7fhbbt277y6L7nYxb7NmxE8FkRpVkl/QB+Muiuw3djNAJLFXVU8713/9EVuYdyvPyUUxGsGtUCjK5op0bNpi39SQvjnyLJ8ct4fGpn+I/4h2eGTmflSczuSWBBZCdq3fUKmBVj64Uu4bC/wawjhw+yI7tW13AckYQzhv07JlT7Nq5nVsZNxAFywM3u82m7/Zz7THUHOft/DugUhQx2/XULscG100Sq/cfo8PEN2g8eSnuE5fhPf5jGkxeyVPTV/OPaZ/z/LTPeHH6Cp4YNY/G/SYR/cZSvjh1mXuOFNEiVdk4O/VizvnHe3dvs2L5Rw9sfq4uXXB1DqtFks5Iy3nuomDBajGxetU/WfvdN9zOzAA0zCajq7gvWgUqKiq5mZHJjZu3MEs2BEdEuSf9LqnT3uSJ+D74dEikflhXAtvHUveZlwjqHMeatV9TUlZIubEM1W5DdO2ohGKrSDmw8cId2g6dxVO9ZxCQOgXvlCkYCjW4K9p5c83PtOg1Gt/wNAxNIzB0SKFx95H4xaRRMyiCWm1CMbwShGeHWJ7pNpR6sX3xjkijRlAsNdtG494hDv/wVPw7JePRtjN1moVRu2kobq2icW8bh0eHFHyj+1I/ZQSNekygce9JNOw9De/UCfh3n4Zn8gTcEsbilTKR2nGjMUQPwSNlHDVihuGZOh6ftCl4dZuEd49p+PWegVfaVB5JGoMhajiGsEEYOvWhbmRvGsb3plXfofSb9TrzVnzMxcwbmBUzsmRBMhtBs4EgIpYaXRPOf3bB/xWwVHtV0VWWRTRZqqphCSIXfz3J9YsXKSsoqLq4NJsrwnLCRxJEVzonixL5uXn8/NN60q9dfwBWLlmDo6t4L/M2WzZuwlhahsVY6foapx9W1ePUqkBRDRg2TXE8FhWbTUNVoCA7n3Vffs2dq9dAsGKXJGRFpUyFKyaN1Wdu89zg13hs1Ns0mLCMwDFLeX78Yl5bf4gsoMQxPC5bLQ8MP9sfcmt4ePj57xwP/57+bLylOrDsmo39+/awfdsWV5ewer1HEq1k3rrJnt07ybiZDmhVMLM/JGdRbdWiSh3UqqTb/Eh2O6WCiNEOFcDZ+zl8uP0QTw1/k0cnLqfxhE8w9J5Hg2mr+cfbP1Nz1Ac0mrOGwNc+odG0pdQfOpWkhR+z93Y+ZhxLQgTdz8xqMT0gTbhw/iw/rFtLXm42xooynNIETVUoKy3WYVPNGFKWhAfSQuf3nDt7mu/XfsuVyxf59cQxV0pYNboEsqLy65nz3M/NQ9Q0vTuqqFwtNdN39jvUax+Pb3AcdZuGUfuFNvi+2IIWYZEs+uA9ikryMZoqkW26kFWUBUSbghW4b7FxLMdI7PTFPD9gJoHdpuDTZbITWCpzv/yRFr1GEhDdA0PLzjzSMZWGXYfzaNdBeEUk4R2aQM024fhFpPJszxHUi++Hd2QvPMO64BGWjG94CoFR3agXlop7m2hqvdKJmi91on5IV/xDuuEd0h3viJ74xQ0gIHkY9bqOxK/rWGrHDsM7dQKeyWNwSxiJZ/IYasYMxhDelzrxw6gdNxSPlNF4dRlL3ZRR1EocQa3kkdRKHU2truN4JHUChtjhGKL6Y4jsjXtUGo3ie9CmzxCSx05k6ZqvuFNYrN9AoopiVnSFuhVdfKf9+fjKvxJhyTbJ5bCgSjq0EEQ0i5VrZ8+RcfUqxuJiVxjtBJaiyg8AS3MowlXFRlFBIb9s3MSdzNuu2paz6O7UYdlkhdz7Wezcuo3y4hK98O4AltNy5q+ApaiyC1gOQ1VK8ovZ8N067l67jt1cCaIV2aZgtOuOo+uu3KPZqNk8M+5tmkxZQf3xH/L0mHcY/Nl6MoFCR9ddlgQetpep7tTwnwDW37WXAY1DB/eza+d2CgvyflOIVmSRWxk32LF9K+nXr7qiGmda9YD75m+AJeubrO267U+l1YKAHQkw2uFCkYl3d1+k2aQPeXLkEpqM/Qi3ER/gOW01Naav5pHXVmOYsQKv11fgN+Etgl5fyrKdJ7iRZ8RSLoHFhl1SXPorZ7p25vRJfvpxHYUFeVjMlS5AiYKFC+fPUmksr6pdVusQVtdZmU1G9u7ZxbGjh7l39zYnjh91/Sxnfctms2EVJI6c+JW72TlYFAWTTaFEVsgoszBh0XIeDUkkICget6addGH5c814Pqg9M+e9yY2MdExmKzab/nuSZRFJtSECuaLGmUIzSTMW81zfqXgljKJ27IgHgdWy9ygaxPXBEJRAjZBUApIG0KjrQDzCEvAOTaB2UCT+UV15usdI/OL64xXdG++o7nhFpOIX3oXAqO4EhKbi1iqami91osaLodQP6Ypv+1TcgpKpE5xMnY5dqBvRA/fo3rjF9KNO7GD8u03At8sYvFNGEdB1NJ4Jg6gV1Rv3uAF4pw7Dr9tIAntNoH7fSfj0HE/dLqNxSxuHb//p1OgyFkP8EAyRfTFE9qJGZBoeUd1oGNODZxN7Etp3BF9u2UuprC++sZpxzQAi/H1gKaqMpOj+VKJoRZVEHVoWKzaTmYxLl7lz4wbmsrKqi93RJZRtVWJQJ7DsqoYiyeTn5rFh/c/kZue46lbOGpYz7ZMEkcLcPPbt2k1BTi5StfVhTteGfwVYru3Ldv3arSw1svWnDdy6dBm5vBTNakJRZcxAFrD1bgHBU97k2Qnv8NiMlTSYtJwmI94i6o1lXLfpNQwZh6Ggy/jw/z2w/tWUcO+eXezYvpX8vBxXylS9xX8r4wZbNm/iyuWLLidSZySm2WU0u4xdkx31K/lBaKn61l1nKcAqS8joFtvlwF0NZnyzl4gZn/DM6MXU6T+fOpM+5ZFZX2OY9SWGVz/jkbmf4z3jQ56a9A79lqxm/YFzFOaawayhCA9qpGRJ4NTJE/yyaQNlpcWuDqFgNVNWWsza774h89ZNV0TmjCbtmi6idX5+7eplNm5YT25OFkWF+Rw5fNAVeTmL8oJgodxUyb5DB7l9/x4mwYrVJlNpU8kyiyz5aj1N43vxRGgX/FtG4d+8E42ad6BpSASz5i8g/VYGFquIoujNIlkS9Bd/oMgGV40SI977gjaj3qBel7F4p4zVgXVPUnnzqx9p2WcEjRL6UaNDCjVCUvGO7Y1PbBo1gqOp26EztdtFERDbg2d6jyYwaQiBSUNwD0vFIyQRr5Ak/MJS8euQhHuLKGq/FE7tl8Lxa5uMV+sE6rZKoHabRNzap+Ie2h33qJ64RfXCo3M/ApKH4R03EI/o3vgnDsQvoR9uEd1wi+xOjZBUaoV3wythAAFpo/HtNpraCUOokTCYuqkj8Eobi1vyUGrG9Kdm5z64xfbHO64/JqcKSAAAIABJREFU9eL70SiuL88mDaD7tLf4Yf95SiSQ7GA2gc2Ka2XX3wWWM8JypoROYCmVJm5dvuIClnPcozqwnBCqvtJesFjJvp/FD9+vIz83zxVVVV9e4YRccX4B+3fv4Vb6DR1YzijMYeT31ymhhKLKusQBffTPahTYsWELF0/8irW4EJtgwqZJmIF8YE9RGSEz5vPU2Dk8OmMlDaatpNHwBTQbPZfzVsi16QGsojqild+ZI7Q5fMb+LrD+TPD7rwBLFCzs2b3zAWA50ydnnSfjZjqbNv7MxQvnHugG2mwyql0/fhdajsOuiK6fZbPJWAQzRouZckmmHMiwwIKfD/HcwFn4D5yH35TPMExdxSPzf8Lw+tcYZq/Cc9anNJ68mPZTFzJ31QbOXc3DatIc9jaqK02VJYHTp35lz+6dmCorXKJPWRLIyb7Pe0sXc/rUr65r0dlAsClSlcgUjd27drB3zy7MJiOFBXns37fnAWBh1zfuFFeUsGv/bu5l3cUiVCJpMla7RrFkY8PBU7RO7k+joDgMT7ai1pMt8Xm2FU+37sikWa9z4do1LFYZWVSwiQKSpRJRMiNqNkptdm5bVSZ98g1thr+GZ0x/ascMwlCoamQrduZ/s56WfUbQML4vj3RI5JGOKbhHpeHVuRuGtpG4h8TiGRpPo+R+PDdwEo26jeTRHmPwjuiGV2gyXiFJ+HdKwS84CY/mnanzYiR1X4qiXlBXAoK74tehC36h3akX1YuAmD74xvXBu3MfGicP5eluo2kQOwC/8DSaJPTnydRBNIrtRYPYHtSP7UlgXB8apw7hid7jeLzfZBr3nkSDXpN5tO8Unug1mse7DqV+4gC8onvjHtULz+h++MYNIjB+CC/3m8IL3UYzeP4Kdl3OJs8KBZUa5SZ9fstu/3vActawnI6hTuGoE1g3L17idno6lSUlrgvKqXRX1KralCxKv4mwfv5pPVn37qPZVFeNy6lkd0KspKCQA3v2cu7UaQST2ZViPmzg90fA0lBQbIIzMEMWVUSTxM6NWzmyazemwnwXsCrRPbEOGisJmTWXhsOn02D6JzR4dRVNRr3Lc0NnczDPQoFd12Ipqs2lDasClt1hL/3fB5bz/P8qwjp4YB/79+2hvKykKkWqli79IbBUERXJdWh2qRq0qsa0FMH6QAqm2m1IiohkV8k3VmACTmSVMmDRKv4xfB7eg9+h1tgV1Jm9jtrzN2CY/gV1p6/k8Vmf0mLqEnq/s5K1+86SVWJFbwhrLvmCLAmcPXOK48eOIFjNLmDZFIkb6df4aNkHHD50wNUJdD4mZzNBkUVKigvZuGE9tzMzEKxmsrPusW/vbleHVBL1+UVZFikuLWLn7m3k5t1DlHT/fxsqRkXl7O1chr++mNYpQ3B7rh01n2qJz3NteLJVCGNmvMHpy9cwm0QkixXZUolkrkCyGhFlC+WKwn1J5e0ftxAy7nXco3pSO7qPDqxcFd5e+zMteg8nILo7hqBYDO0SqR3RFe+Y7hiCIqkbEotHWBINkvryZO8xBCQNpkGX4TRI6EdgdBoBEV2pF9YF/3bJeDbvjPtLUXi8HE3j9j1o2KEH9UO6ExjWg8DIXgRE9cIrMg2P0K40iOzBM0mDeTSyB77BcTTslMpjkd1oEpHCY1FdeDK2J08nD+CplCE0ThhIYPwgGqSOpEmPCTyZNpYWvUbTutcIXu42jPpRPandPoWaHbrhHjUQ3/jhNOo6lnpxg2naawJj3/+KjSevkV5ooljUdIeG/wCwXJuMVX2HfXVgZVy6zO30dIzFxa6LxKnDql50f2C5qh0qysrZsW07t25mIItSVY3LUWx3poYVJaUcOXCQIwcOIpjMSIKIczTnXwEW2JBki+u/Fi02bILKns072LVxE5UFedikSiRNoBSZPOCoYKLTnDfxHzwBv8nLaPDqKhqPWcSLo+by7blb5AOlooysVetSOqIrBTuKIx38TwCr+hzo/wVYomDhwP69HNi/l4ryUpw1HOeN/GcpoarpoFIQqkFLj7Sq5AKaSyPlXCWvaY5rxi5jkkox2S0UqBo7bmQRN3s57ilT8B/zKTVH/xOv13/GMPlLak9eyeNzvqD5rI8Jn/Ues7/bwtFbuVSIet3JVFnhsnU+dfIEp06eQLCaq+CqSBw/doSNG9Zz8MA+LObKB4wInUV4WRK4eOEcu3Zud3UY79y+xZ7dO12Rp8Vc6Uozi0vy2bFzM0VFWchyJSCh2mUqRJkck8zmY1cYOe8jng7tTkCLSJq0iuTZ9tGMfPUNjp25pAPLZEExGbFZypEt5VgFI+WiQJ6k8t2JC6S8sZiAxP54JfTXgVUAvPvDJpr1HIp3WAqGlpEYguKoGZaKV+c0DG3CqRsSi2d4MvUT+9AkbQSeMf11aCX0I7Bzd/zDuxAY2oWA4GQ8m8Xi8VIM3q/E8WiHnjRql0a9dl30KKtjV7w7dcW9UwoeHZLwC4qnadJgmicN5ImQJJoExfJ4hzieDk3ipdgetO0xnIRxb5A8bSHths3gubRxPNd7Cs8PmMlLvSYyaeEKXlvyKaPf+pCo4a/SpHM/3Dqm4RY5CK+EUdSKHEi9lJEExg/klV6jGLV4OZ/v2MPh6+kUCnob9e8Ay6bpw69OKw5sejtbNVuQKozcuXad+7duYS4rQ1OVB4ClqPKDA81Oamh2SotL2Lp5C9euXEW0Cq5Ce/UaliLJiGYLp46fYP/uPUgWq8sc8GEzuD8DliCaHgAWKhzYtY+tP63HWJiHKpsQNCuFmoV84JQmErHgLfyGjMdr/HsETFtFo7GLaDZ+AW9v3Eeuprem1WrP2f8qsEyVFezZvZO9e3ZRWlLkGnFxQunPiu6aXUZFQMGC6oSWIz10dQ8dl5CqqoiiXveRFBFJEbFKFdgopUTMoUS1UAy8v/UkTYcs5PERy/EYuIK6o77Ac8paPCavpv70lTz/2nKaT1tIz2Wr+frkBW7lFQCaLtS1qwhWM4cO7ufXE8ewmCtdKZ8oWNi4YT0XL5zj8KEDlJYUuep0zkK6XdMnFA7s38v5c2dcEWb69ats3fKLS4AqOHYNiIKJwqIctm3fQGlpNqpsBCRkxUqJ0UyFClfzzMz84Cue7NgFz+dD8Hs5hIYvt6fLkDGs37Ybi1lCMplQLZXYxUo0wYhgNWIULBTINjZdTKfrnEV4dU7DvXMPHVhFwNIfN9MsbRCeHeIxvByCoXU0tUJT8Y3rhSE4Bo/wFHxi02jUfRBP9B2LT9JAGnYfgU90mp4SdkzEt30ifkHxeLWIwatpNL4t4nkitC+NOqbh3y4Vn3ZJ+HZMISA0lYCIFBqGJxHedxSjX1/MtIUrGDx1Lt2GTyZ1yDh6j53OmNffYe3uY5y5X0amFY7eq+C749f54tBVVu67zMebj3Ly+l0u3rzHnpOXePPT74gY+ipNOg/AJ6I/XjHD8EoYyZMDZ1IvZSg+0T1p1n8MiVNm88bn33Dy9j3HunnnJluHjkZTqrpb1ZiluVLIqsjFWcNyreZSZFRJRKk0IZSVk51xi9y7dxErK/UwWhJcwJIUfeuNE1hO5wbRKrhqWJcvXkK0ClXpYDUJhPP9uTNn2bdrN7IoIVoFNJv6gO1udWA5oeX8GJz76PQ3m6CABsf37Wfr+h+pKMhFlsyYNSsFqpUC4CIaCQvfpcGQ8fiOeZd6kz8hcPRCmk5ZxLhVP3JHhQKrVZ8isDv0PvYqV2k9flGwo28K+jvAqn6e/xdgmU1G9u3dzYH9e101GucIlTP9+SNZg45eqQpWDmBVH4Z3ykucb6q9ameQTRWwSnnYqaTIXEwZcKFIYejiH3huwEIaD/6IR3ospuH0dfhNXYPn2GU8Nv1jnpqyiNCFn7Boz1FOpmfoUZyk271IZiN7d2zh+OEDWIxlOHWGZrOZ1V9+QW5uLocPH9bHkBzn4oyyFFnEVFnBju1buXsn05UaX7p4nvU//eBKCavcWAXyC7LZum0jZWV5jghLwSqayC8txQrkWOy8+cm3PNUxCa8X2hPYPJRGLTuROmw832/drdewrAKqaAbFApIRyVpOpWCkWJE5ei+HQUuW0zilPw26DHG4NVRa+f7oKZql9KFu007UbBpGrTYx1AiKxyMsDUNQAnXCu1IrPAXPhF7U7zmY2vHdcE9IwyumFx7hXfAJTcGnQwJerSIJCI4lsF0idZuGu1JBv45d8QtJJqBTIl6tQwgICqFpfBLjZr3B0uWfsmL1GtZ89wOfrf6Kz1Z/xaHjp8i4m02ZVaLMKlFqVSi1KpQIKiWCSpFgp0RQKBWs3C0s4OKt25zJuM/aXSeIGzYd3zYJPJE8HM/ofnjFD+HFUXPxTx1Owy6jaDF0Fm2HzmTh99splCRE1QpIYDeDVAFiBdhEvQah6ZCw26t2Tqga2Gz6mnjXiI0zhXAKCEUJY0Eh18+dJ/fuXSSTqcpLSHEWuqsiA5tjA7AgCNjtdiorK1m/fj13797VwagorjTPaYPs3JJz/fp1tm3ZSnZ2NgBGo9H1c3/PCM+mVftc0UCxY5erTAdVi4kb58/yy4/fkp91BzsKlapEBVACHM4rYfqaH2jYbTANhs/Ff8y7NJq4lH9MXkSXpau4JNoxoaKqJlCtel1P1bu0ogNY2GWwW8H+96Is5/PmPB6uZz388QP1K0VPlU7+epyDB/ZRWJDniiqcgkpnSnjk8EFupF9zFc+dQ8C/vx6rWmT7J1uL9J+loMoWrFYrFaJCqQbfHrpM22FzeLT3Gzw2ehl1Bi7FY/QKnpzzA0/M+pLAce/RYv6XjF+7m32nr6AKEqg2xNJCNGMxB7at58juLWiSBbO5EhW4eSeL7zduRlThytXrnD97Tr9W7Somx1p6RRa5cvkie3bvBHS7Grtm49DB/WzbuhlRsLg6ic5ItLAwn82bN1FeXoqGiqSImCQBq13DqKpkV1pYt+cQz3XqjN+LrQls0R7/5sG0Su3Bih82kVNaiWbXLaZV2QRyBeWl96m0lFCmmDmSeZuBC5bSKK43jVIG68DKNIusP3GONt3649M8lLpNw3BrFUOdoAQ8Q3tgCEqkdkR3akZ2xTOpN4G9h1AnoRseiWl4xPTEO6YX3p2ScQ+KwrtNBH5tI/BqFUnd5uHUC+tGQHgPPDsm49UxgXohcXi1CMK/RStejghjysyZ7Nixg5s3b1JRUYEoihiNxt/UYH7vUO26F6PJJlAmWCmsFDh/K4clX6wnYuBkHu3ch+f7TqJGeA/q95qAf7dx+KeO47Ge02gxbB4fbj/NzdIySoUyVLtZB5ZiBKUSVEFvmTlrr/Zq+1SrAQtnt89pvSE5QCfJVBYWcfPiJQqzs3WjPOfNoOmjq3a0B+CjaZrL5ri0tJRvv/32XwLWvXv32LlzJzdv3sRut2O1Wh/4mj8+7Gh6noYmqQ7fKhnZWMKV08dZ/91qbmdcw6ZJWLFTpkIpcFeBb45dJGjEqzQZMpv6YxfScNL7NBn/LtHvruSIUaACBVUpB5sJFBm7qndoRbsOLjQRNDNofw9YLghXsxb+d4Blqqzg4IF97Nyxjeysew8Y2Tk/Tr9+lUMH93Mj/VpVh8xReP6z6/MvgWVTQdFAVLHLGiarQrkN9ly9T695K3hp2DyenfgRviM+wHPMJzScuZaGr36F96gPaTx5OdFvrWLX2XRKi8t0QbRNRCjKYtdPX3Pt9DEUUwWCIKACpy+ls+foSSoFhZu373H48GGX4t2pkFdtMkcOH+TihXMu9Tx2lVMnT7Bv727X1zplH5qqkJ+fz7Zt2zAajdgBSbVhUSQE7FRqGvmCwKajx2gem0hA89YEtmqHV7O2vJDQnfmr13KroAJZ05d4qLIJlHKMpfcxWwsplyu5kJPL2PeX82hsL+rF9sVQhj6suP38FTr1HUpgq3Dcm4Xi2SoWt6BEvEN7YGiTQN2INL0In9SHhr2H4pGYhldyL9yi0whMHohnx0QeadYRv+BofNuEU/PF9ri3jKRBpF5o9+6Ygm/HROqHxOPdMhjfZi14vlNHxk+dyrlz5ygtLf1N+Px74fwDoT0qisNA1gZYVSi22Dl/p5R3vtpM6z7jeaX/ZAxt43FPHIJv11H4pozimf4zCZv6Ie/+cowfDh3jdPpFioxFyIoJu80EqsPLSftthKW5gGVzmf9LiuiyndV31T0IrOLcXJeA0K7pewddaYEDLM6ISJb1af/CwkJWr179l8CSZZny8nIOHDjAyZMnXd/vBN9fAcumOE5T0m1mUBVkUynXzp/k5x/WkH71ApJiRQZKFY0Cmx5lnSk0k/z6UhoPmEnDcYtpMHkZAaPfod2by9l0v4hiu4qiGEE16+6rjntTsuvQ/08BqzqEHvY1e7gO+XvAqigvZf++PezYvpXsrHsP+EI5i9CXLp7nwP69ZNxMd9V6XJYrfxtYDoLbocKiUCjD5XKV6V/v4Pnh82k0YjFug5dSc9hHeE36ksDpXxE4ZSWNJy+n2eQlrNn7KxlZua5RqOKsW2z6ZjXlWZnIFWXYRAk7cPDYac5dvkFppZX84hJ27dqBsaLEdR5WiwnBambrll8oLipwRV12zcbVK5c4cvggziaEq+NpV8nOuseuXTuwWExoqMiaiqAqCNgxAyWKxt6LVwjp0ZeGbTsS0KYT7s3b8WhkMuMWr+Di7VxESffy0iQdWKbybCxCEWViBffMJuZ9/QPPJA+gfmxv3XG0QLFz+Fom8UPG0SS4M17NwvBqGYtnUBLeId0xtE7ALTyNOuFd8U3sw6O9h+GZmIZvUi9qhabSKGUwbu3iMLzQloD2Mfi2CcfwbFu82nSmUXQvGkT3wS+0KwGhKTQKS8K/bUfq/X/MvXd0VuXW9R3pkEICgdDs7VhQ6TVAEkoChN6UIiC9SEfAeuw+iggiCog0pYMUUek1FEGKlASSkJBAenLX3cvv/WPfeydwbO/ne8bz7TH2SEhuTe6d65rXWnPNNVejJjzdoT0z5s4lKysLWZYpLCx0/piyLDub9I9uzdARNQmv5ENUNXyihluyetlOZ7qZvXQLzwydQuUOfameOJIqCS9StcswGo59k3YzP6PP658x7NU3WbJxPefSUyiRvMiGhG5Yp4tFdINpBFLBAGAZBo4OByxfK9sLyQEsScaVk8uVs7+Sn52NLoqlFiS66sghbBCyIwNVtTZwfn4+X3/99d8CLE3TOHHiBHv27MHj8QBWa05ZH/Q/umXFQFV1S89j9//JAulXL7B7+yauXb2IX3CjYbkw3BIsz+4Un8ngd5dQ+/mZ1J7wCbWmLCJ41Ls0nLuQxWevcdsw0JGtlPC/CFh3A9Hv+b//GWC5XcUcPLCvtPn5LgcDVZE4e+Y0B/bv5UZ6KrIk3NG+81fP989uUzfsSgSYkO9VuC3BDRPe/P4EtQbMJHTIO1QaMZ/yoxdTaeJSwqevpP6c1dw3exmPT/6AaUvWcTm3GI9uYgI5N9PZtnYlSmEe+HwgWofukSOnOX7yHCUeEZ8kc+jIQZJTLjkclq3T+mHXDmRJuENzdS3lqhNhleW9dE3h+rVk9u39GUn0WzyuoSMZBj7NwGtAgQ7HUjPoMnI89dp0JKJZDFWfa09E2+70nfkOR8+n4PVJ1r5RfKCUILpvIUmFFArFZEsiC7bu5rFew6jT5XmC3CaUGHAmLZt+46bxQOsuhD0TTehzHQlt3p3qbftSrnE8we36UrVdL8LjB1K//whCu/ShekJ/7mnVlVpdh1CxaUeCHmtKZMvORDSLodxjzanetDO12vWhdocBVG/bk4i23YmK7kpE09ZENWtBky6deeX11ykqKnI24O+F8n92mRgIkmhtOh3EgN21Czic7qL/Wwt5eNA4qncfRoW4/pTr0J/6gybz4PPTqZcwmKd69GPq/3zE3vMXyPL7sQqzge4dRUUNRFT2dBRr0WuODgcMRFlwAMtOCU1BpOBmFlfO/krh7duYsuxUneyUUNFk533YgGQLPktKSli9evXfSgkBLl68yK5du8jNzQWs1pzfGxt1d+VQ0kxk3UBRA/PtTA1UkfSU3/h511Yy01NwuQtRTUudXahazbfXimWmLF5H7YEziBz3CRFTvqDKqI947JXFzNl9kuuShoJhAZNmAZZm0WX/vwOsA/v38uPuXdzMvPG7KeHJE8c5dHA/t7JvIon+O0DrnwCWEaAbFNlEB/J9Orc1uG7C7E1HqdZzKjXHfEb4tG8Imb6GCpO/pvKkZYRPW07k1C+oP+Yd4ud+yBXRwAUUSzJFhfn8tHUzvtu3QNHBr4EK589eYcvWnUiyjg5cTbnEocP7nIofps7ZM6f55fRJZElwqo6KLJJ6PYWtWzY5UZfdwiOJfn479ysHD+xDkUVE0Y+qa8i6gUtS8OiQK8PZ7EJ6vTyH+u0TCQsMaQ5u05vYsfPYefgMxSVW474NWIovF00pptBbSFpJCUt27ePxHkNpkDCEII9m4AeuZhcydMpcHmvXlfCG0YQ9E0dY0wQi2vSmQuMEQtr2oWrbnkR0HkSD3i8SFteb6h37ENQygeqx/anSvDP3PNWKmi06Edk8lipPtyW0cUeqt+xOzei+hLfpQVirBMKbxxHSsCl1m7WkdY9EvlyxArfbfcdGVBRruOQfVX7uvAJplek8dyTNcmxME+GDLfuJfvl1qsb2pXyHPlSI60/5Dn2pGjuAWp0Hcm9cdwbNe42vftrLkfSbpPokXFhRmtcA0QTFMJ1BA3YrhqHLaLqEge4AlmFYGiw0FdXjJft6KinnL+AuKABddzQ8BNJBi6zHec/2JgJros7f4bDsyCw1NZXdu3eTnp4OEHBf+PMKnOXeYB3wsq4Ffh8NRfRw9dI5tm9dR3paMi53IbKuoWAdBm4gvUTmsx1Hqfv8LMJHfUTIpCVUGfcZD83+ikHLtnOyyI8EFrkeACwjAFhGWcD6h6T7P00JBb+Xo0cOOVNz7HSwLL9z5PBBjhw+SGFBHrIkOM6xiiz+dRT1p7+7VYgWBANJg3wJsnQ4lKcyZPH3VB80l+rjFhE2fS3Bs9ZT7uWVBI3/imqTvyRiyhfUGf8+jaa8wYF8L5nATZ+AT5I58vMecq9dA8WwAEuCjJRMVixbbdv3U1icx497dpJfcNsBaNvE0O/zOO9PEv1kZqTz3bdryM/Lwa6i2mnk6aTjHDt0EF1T8HktKyJZNygWJEp0yBZ1Lub7GDTnPerH9iWkVQ+qte1L5eiBNBk6gzU7j5Cf77HsvRURZBe6Px9D9VDgyie1uJg1h07ydO8RPNrrJYJ8soYMpOeVMHrGazzVrjsRT7UmpGEHqjdJoGbbPlRsnEBomz5Ua92DGrEDaJA4hLD2PQiN6UnF1t2pFt2L4FYJVGsaS3jTWGo2i6H6czFUfjKa8ObdqNW+PzXb9SasZTyhjdpT5YnnqNe8FbH9+nHp2rU7Fp5hGHdwWX9Nuqpl8jXrFgS47dLIkmHb+RtMXr6BR54fS3DnflSLH0hQm0QqRPeiTrchRMX1oPXw8Qx95xNeX7OZjWeucNWvUwjk6+Azrak6mmErmWUMXUI37gQsOz201c1icQnpl6+Qcv4CnsJCMIz/AKy7Iyx7MwEUFhb+LQ4LLO+p7Oxs9u/fz+XLl53X/DUHaAaUWKAYugNYUgCwdmzbSPLV3xBFv1VZxIo8RSDPq7Ht9HUeGDKHsOHvU3XcYqpNXEKD2ctp9e9l7EzPwQWWrEG35s2ZuhVdlQLWP68S/lPSXZYEjh87wv59e5xR9TZ3YyvI9+75icOHDuBxlziNv3aV7J8ClmmAXzLxapCvQrIfFh68RJOXPyHqpQ+oPOozKkxeQflp33LPtLVUmrqK0JkriZy5jHunL+DxiW/w2s6D7M0qIF3U8GkGxw4d5uZvV6yTW9DAZ5Cfnsu3K7+z6Ax0vJKb4ycPk5xyCVkSKCzI49DB/SiyaEVXWE4V9vfWfbfWqaLaUZksCSQdOcyp48fAsKqNum410RcLljNFlqBz1aMz7M1PqRc3kGqte1OtwxAqthvCvwZMZcn6n8jOcWFopjW0RCrBFAsxNS95rjwyXC62nLzAM31G8miPkQQJoowOZOW7GD/7DRq270b4k60IeSqasCadqdm2D5UbJRDWpg/VWiVSI6Y/DRKGENa2O2HRiVSL7kXl1olUj04kok0CYY07UKNpByIax3HPIy2o2aoH9Tu+QJ24AUS06UbIc+2o+viz3N+yLQmDB5Odn48gCHeAlB1llE0R/+hyBpEqGoakOcBV7DEoNuBsnp/NlzLo9/5C6vQaSmj8ACp26EX5tolUbtudsLYJ1O3Ui4d7DyN64jxe+e4H9mR7SDMhQ7ZCbcHU0EwJ0xQxTRHDENCNUmmCKAvY48KtmXEq/sIirl24yJWzv+LKzwddv6MdwgykkvaGskHI/ndOTg6ff/753wIsj8dDXl4eR48e5fz5838L6O8GLBXNEZJqusT1a5f5efd2Lpw/YxULTBNBlJF0K2UuEQwOXsnmsWFzCR/2LlXHLCJ48jLqzPqGh6d+ypoL6eQZJialgGVHWZb86/8NYP1TWYPX43LcGrJuZvzHIFVXSRG7f9jJ4UMH7og8bN7nHwMWFs3k0eG2AqfyJCYu3U54z5eJGjOf4ElLqTB1NeVmbqDiK5sJnreB6nPXUnPWMqKmfcJ941+jzdz3WXzsV64rJiWKxtHDRyzAEiSQDPBp5N/IYefmnVZ1W1fwSm6upFzklzMnkCWBtNRrJB0/6gCR/f5URcLv87Bl80YK8i2Rqsddgk3AHzt0kDMnT4BpIHjcYFhcmstveYBliwbXBRj+7mLqxj1P5Vb9qBo7nHuiR/BA7yl8uvZHMm+50DUwVQlkN6ZUjGEI3C7JJzm/kI3Hf+XRhMHU7TiQIEmSkFWFzNv5bNi1hzaJA6nfuAPlH2pK9aZdCGuRSHCzblRp1t2a3ty2NxFtLR/38s/FUaW2v6uRAAAgAElEQVRND4Lb9SaifU9qtk4g7Nl2VH68KVWeaE3Is7FEtu5Jg06Dqd9xEHXa96LaU61p0DqWOo2aEduvH1l5eZSUlDhDQMtGWmUX2x9dtpwAg4DuwLp1HfwmXCkU2Zeey6ubdvLksPFEJg6iRvdBBDXvRHCHXoS07UpYu+481H8M9/UZS9Nxr/PGtqPsu+0jByv9kTHQTMHSDWGBliB5A/yZH0kRnSEE6BqGIuPNLyD7eioXT522vLAE4Y5hALYPlZ322u+3LIf17bffcvnyZacAYT8P24nB3qCiKFJQUMCpU6e4ePGi83VJkv6Q17EBS9Y1BE1xAEvVRCTZR0ryJdavW8NvF391fMq1ALEr6yCpkOpSiZ+zgMihbxE5ZTkVxy4hbMoynnr1awYvWEGaKKGbiiUR0axcxAxUXS1BqeyA4d9N/f6s8vZ7IPF7oFEWtETBx6mTSRw5fLBUh0VpNOzzujl4YJ9jy1J2hP3fkTX8+c+3ih6KadEP2RL8e80O4ud8Sr0hrxE6/EMqTVxKhZnrCJq5kaCpa7hn2kpC56yh5ivLqTHxI+qMnkuzme/w8b6TpJtwLbeATRs24s7KArcX3H5wCRhelYX/sxBMEGWBvOJcit357D/wMyXFhVz67QJZNzOc9+cqKXKU74ausufnH7l+LRk76rRfs33LVi5fuIjgcVsdHppFc+iAWzEpMuCKW2Pa4vU80Xci5Zv3pUbiZO6JGU1kwniGzPqY1OwSSjzWmlYlL7JQQpErj1xvCdeLPSz7+ShP9BpBnU4vEGSfEgUlHn48kkTXwS9xf4s4Kj/enIjmCYQ270rV5hZgVWvRneqtehLWqjvBTTtTqVFHqrTsTrXWPQhv053wFp0JfSaaqk80J/jJtoQ+F0dk655EdRhAZHRvItt0p8oTLYlqFk2DZq0YOH48ucXFuN1uZ3Pd/cf9q8twLBcCT6mMnFrWodiEiyUiiw8c49nhY4mM70tYx15UaNWF0Jie1OzYl+C2idRIGEbNxNE8/OJcur3zNbPX/8z2qzfJBfyoSEqJpStCxDRkBMWKTGVVcZqfVdUy71NFAVdOLhlXk7n66zkrJVSUO2xA7OisrN7sbsBau3YtKSkp/6HkVhTFASxN05BlGZfLxfHjx0lKSsLn8znf/yvA0gnYFQeiPsNUUFSB1OtX2bTxOy5eOOsIJDVNw8BEUXVk3SDDLTNjxS7ue/FNIsctJmj4Z1Qau5h7py7i+YWrOJWTh4piyUQ03QEsK8JSA+LR/13A8nndHD1yiP379tw5NScAWlk3M9i543tOJB2jID/X8Z5yvKP+IWCZgFfScKlwtVjgpQ++4LlR82gw4i0ixi+g0qSvKTdzA0GzLMAKmr6SsLlrSwHrpXl0/vdCVp1L5SaQXljE+nXf4rqVBW43+Pzg8aP7ZBZ+8hmYICkiJe5CPL4S9u3bw/VryZz79YzjUGrzUzYwG7rKrp3bSU+7jh152a85uHcf2RmZgUPIcGQ7Fo8lU6jCda/Je+t+otHgGYS0H0J4t8lU7DSRsI5jiB02k/2nrlLg0/FKKoLgQ9b8FHqKySgp5HxeER9u+oG6HfsT1rYvQapo5aNeUSLp3CVemDyTBi1iqfpkK2vEfMtuVG3ZnSrNE63JNy0SCW3eldAmnanauDOVW3SjaqtEQlsmENo4ltCGbQl5uhWhT7ej+nNx1GyRSGTr3oQ0SyCiZQKV/9WCiGdb8ECraGa99x4uQcDv9yOK4h1RhL2J/+wysbr/dfsfdoQVGCOvW3wjtzTYnXKDmEkzuL/n84THJhLWPpHQdonUjR9EcJueVI15gerdx/PAiDd5fOw7tJ/9MR/vPka2DgIaiuZGkwotwEJFUA1ULO5HNy1Nlqpa1jKSz0thVjbXL/5G2qXLiG436KWL3BabWtN2fh+wiouLWbNmDWlpaf8B3nZKqGmBcem6jiiKHD16lJ9++onCwkLr+ZTheP5oQ5sYjojV2oAaiiJx/XoKmzZt4Ny5s05BwSpbq0iKVb6+7ZVZnXSFhwbPIXykpRUKnrSUh2YvY86Oo1zxBwYlGAJoMmhGaceToWAaluD2fxuw9vz8Iz/u3kXO7exSv/NABef2rSz279vDpd8u4HGX3OFq8HerhH/2802gxCfi1iC5RGTs/GU8M3oeD4z9gJqTFlNh8grumbWBoNmbSgFr3moiZy+l9sQPqTdsFsO/WM+RfIFsE7JdLtas/YbiWxmYnkIQ/Zh+H6pfZOGCz7AyKgm/aFm5nEg6RtLxo5w/dxavx+XwUw7XGuDqNm/a4LTr2OJZRRbZvesH0q6nWqV007AswgMTsf2KToFkkCXCqsPnaTNqHrU6jyK00ziCu02jWodRNEwcw+frfiJPhFsuHy5BwKMK3HKXcLUgnxRJ54Pv91G/6zDCYgcRpEpeMFX8ssSvKdcZ9+q/iWrchuCGrajeKoGQVt0JadOTkNa9CWndm+CWFmCFNU0gpFkCVVta36/esishjWIIbdiW6k+3Jqxhe4e4D2+eSNVnOxLeIp6qT7Yi9MnGPNgqmk++/hpB0wJNoSKKovxfA5Yc4GHuiLAU0zHp86mWA+aFYg9D3/6QRkNGU7tTTyJje1KtZRdqtutJtdY9qBA9iCoJ43lw7Ec8OvYjmkz6gLe3HyZdMaxqFyKGUozt+udTLaGqrBuOp7uiSA5gFdzM4tqFi9y4ctXqI9RL/9CmqTuAdbdw1AbtoqIiVq1aRWpqauniDjybstotm9uytVg7duwgLy/P+X/91Ya2uYiyrpOSJHDtWjIbN67nzJnTyLKIYViWKIomI8o+dFOjUJQ5llHI08NmUXPou4SM/ZyI6St59NVvWPBLGrcBBRl0L2giKCqGZqLppuWBr0v/64AlCj527dzOrp3byc/LKTXwC2zWnNvZnEg6xs3MG6UDRQPP7P8FYKm6NV3HD2SrsObUFQbMX8ODE/6HsAkLKT95BeVmbyTolU0ETVtL0IyVhM1bRa05XxE18T3ufX4ab2zcT6oGORrcKilm1erl3L55FcWdC4oPTfQi+L0sWrSIgqJCZFWx3HE1ieSrl/lx9y5Skq9gSxVswLYrpl6Piw3rv+NGeqoD6JLoRxYltm7eRvKVFKtTwjBRRWvSkmnqqCa4ZINcFX6+nEXnSf+mbvwoKrYZSo0eM6jSbiSPdx/Lyx8sJ9MHGW6JPFEi2+sitbiYZI+X0yUic9f/QP2eo4jo9hJBpuIDU8GvCFzNymLOxwup1bg14U07EBFtGfNVb9+XiJiBRLQfQGjrnoQ270p4826Et0qkWqtEwtv3pVa7XoQ360TYM9GEN2xDeMP2BD/ZjtDnOhPePJHKDWOJaB5PaMO2BP/rOR5o2ZalGzciGZYq+/cA669SQh2QApazJkagbm5Y+hPZ+uiTVIo1kwxJ45WvVtBy2Fju7dSTWu0TCW7WieCmnQlr25eK7QYTFP0iNV54i/tHf8RT497j5RXfcyq7ALcuW0ClFFt8DFa12KdbWi1ZtfzcbYtk2e+jKPsWaZcuk375ihVhBUZK2SGzoskY6H8IWAUFBXzzzTdcv37dqmYFZAplX3t3VHbu3Dl++OEHR4vl9/v/dENbwjLDin4CoY+pWqlrauo1tmzZRNLJ4wiSHwMVRRORVQGf7MFAxa3IpBQJJEx/n6jBbxAx7nOCJyyh9qQFvP7zL6SoOoopgeYG2Rr7pasGqmag6lZU+nfB6r8FWJoqs23rZnbu+B63q/gOUl1VJC5eOMeB/Xu5mXnDkTQ45eh/nBJqiKIfHaw2FhMygDd//IX7J3xA2IQFVJiygnte2UjQnM0ETV9NuRkrCH91JbXnfEH9ie/yxOCZrNh/gXwgV9S4XZjLt+uWk3rtLH5vNqpagii58PpdLFyyiBuZGchy6Tj69LTrrF/3rZPu2RqzsqDsKili547vrUEUAUpDFHxIgsjuH/aQkZ6F3RGiiyK6bEXUiqbi101KDDidWcLAefOp32U4Qc36UbPHVKp1GMmDXceQMP4Njt4oIkM0yVEMUl0lpPlF0jSTT344SPfXPyG402CqJowkCNMKRURNIqukhPlrvqNuy2jqto+ndmxPy5gvti+1Ow+hVqfBhEf3IayFZdQX0boHVZsnUqvjIO7r8jy123QjolEHajwbTY1nYwh5qj3VGsYR2bIXlZ6OIbRxR8KeiSbkiUY80qoda3butDa8LDvE8l9FVXcDloiJBOhlAUvWQdZAsTayDNySND7buovmg0ZwX8dEIlp0JKxZR6La9iCq42DCu4wmqM0wynWbSc2h73Lf0NdIfH0haw+fIC3vFqbmxRCLMBUB0wDBsEh9n6w5pLvtOFqWw8q4mozs9YKuO20dhqE5gFXWGdQGLMMwHKV7WloaqqoiSdJ/vNYGMLvCmpKSwu7du7l58yZgdej/KWA5c7fUgDrWvq2Wi127dnDoyEF8gtey3DMVJF3AK7kxUPCoAhklPqYtWkv9F16l5pjPqDpmIRFj/4dRK3fwm19E1L0gF1pN5bJgTQDSsKIs4//OqeG/AVi6prB+3bds/37rnQZ1gWjj7JnTHD1yyIm+bEGlTcr/M8Cy+EIdgyJZ5ppHIAt4bddJ7h33HhGTF1F+ygrKzdlgAdaMNZSf+Q3hr64gau5i7pvwNnET3+XgpTyKNSiWFHLys/h++xrOXziMx5uJpBXhV0twS26+WP4ll5KvIkkSpmoNyEhJvsLyZV+RcSPNASxHxR/46HYVk3T8KJcvXcROlXVNQRYldmzfTUpyOqpsgKZbPbOqhGMLbRh4sYpfc77cyOO9x1O19SAiEiZQtf0IImOG8Uy/iSzfe5ZUCW6qkCZKpCoaR3KK6PPGRzwxbCpVOg+lSrfRBFkpjoykyxQrCmt+2ssD7Ttyf6ce1IzpQeWWXQiL6UNU1xepEz+MiHZ9CWnenbCmCVRv2Z2KjROI6vwCj/YYzv1xfYlq2pGoJjHUbtKJ8GfjqPJUDFFt+lLhyfZUfLItIU+3IbxhM/4VHcumvXtx+wWHvyq76P4uYFlTBkGze2g0DWQVJMX6aFiU1m1J4ftTv9JuyCie6Naf4GejCW/Wiftj+xPZrh81u46nfMcJBMXPIHTAm9R9YR5tXn6HD77dxPnUZKvHUC7BkC2XR78BXhP8iu7Yy9ikuyaJuHJyyUxO4VZqmtVHaBh3DC6wU8I/Aiy7l9B2YLC5qrtfCzjC28zMTHbs2MHly5dRFMWJyv4UsHTDms4ccGrAsJ7j7exb/Pjjj+zdvweX3+04WMmGiFdyoyLiU31kl7j5avcx6g+YSc2RHxE8ZhF1Jy+k18cruCzK+BQXppQLYhFIXjRFxW6h042/J7/4bwKWLAms+HoZmzdtcCIrG7D8Pg8Xzv/K2TOnHW7HdjCwRaX/FLAMXUaQvHg0lcv5Rey6lkWvD5dSb/TbhE9aSIWp39wBWBVmfk3N176m7pzF3D/h34x452syCqFYAEkzycu/yYGD2zhxcjduIQPBLMRnunFrPr5a/TW/XrpoVZk1HV2UuXblMsuXfeXwd3bKW1Yg6nYVc/nSRY4eOXSHH5YsSmzbuovfLibj84ioomQBlmG5UBi6jKTIiMBNwWTNofNEj3mNuvGjCOs0ikrRQwiLHsyT/Sbx2sqdXPbDVZ9CumpyqqCIuWs28OyLE7l3wHhq9JtEcO+JBGFKli+PJuEBNh9L4sHYLjwQ34fQ6ATKNe9ISExfand9kaiuLxLevi/BzboR0rgL1Zt1pVzDDtTv/DxP9xnNw52fJ6plArWbdSGqeVdqNY2n2pPtqRfdm/KPteaeh5pR9YmW1Hy2Df+K686WQ0kUun2Ou0DZxfhX6aANWHZKWEq8G6DqoFgRlqFb6qJ8SeJMZjbdx75M84HDqfxUC8KaxFEnuiflG8YREjOc4K6TuSdhGiH95tFg8Gu0nfIury//jjOp1y09ERKaKqIHIiyf1Wh/x+RnI9BPWJybS3pyMgU3sywQNQ2Hv7ItcjVDdUDHfr9lAWvZsmXk5+c7IGW/xgYsSbLYtZKSEgBu3brFli1bOHXqFIJgabz+MiXUrL5HFNX6XNPA0LmVlc2PP/7Ijz/vxuUpwVZtKaaMV/KgIuNRBfIlmV2XblC/3zTChrxNlZcWEDXpc5rMWsDRIpkCVUEQS9CkEkzJg6aKaIaOahqUOkOV3v8bpPsXixexft23zma10z6f183xY0dIOn4Un9ftAJaTEpq6Y4Vslp27aNyF/6YZ4Op0nIZ9Q0cyFGRTJaMgBy9w0SXx7+8P8tDwudQa/SFVxi2iwtTVlH9lE0FzNhE0bRWVZi4l8rWl1JuzkIcnvMGrX25B1MHltQj8woLbnDixl8PHduIRbiHhRsCP3xRZsW41v168YK053UCTZNLTrvPt2tVOOnz3iDMwKCku5FrKVXZs34bf57HM/7AE3ocOHycj85ZV8TQ0S0tl2X8gCm78ooAMFGhwNC2f3rM/4vH+kwmJHUa51v2pHjOEpiPmMHnJJs544UShn6sGbEm+QcOhY4lIGERY4otEDpxG1V6TCAJr8oeMSYGqsue3q9wX04V7u/QlrH0iFVolUKVDb6rF9KdK294Et+lJ9bZW1a/iU+0IaRRH3XY9eKDTIOp16G/5X7XuTWSLRCIadabyI82JeDqayg81Iajuk4Q3bE+Fh1twf/sBrNzzC0WC6qSDd1cJ/45w1Hq4OFbnzm1YFS8DFbfgokhwk+3zMmz2PB7r2J3743pT/sk2VGkUR8XGXajQog+VYl4krOcU6r4wj0eGv8YzI2YzccFy9l1OoUiT8WoiOoblWa3ISICoKuiBSpstHpV8XjLTUrly8QI5mZnWfL5AyVdRJKcqp2h38lJluam0tDSWLFlCbm4ufr/feS6/B+QulwvTNJEkiY0bN/Lrr7/i9/sxDMORPvxRf11ZQao9YRoTyyt+335OnThp2S4DhqGVgi06xZJIAfDGuu3UGzCV6i/8m3ue/4jIl1fx4MvLGLZsP6uSkvEAHsmH15sHiMiaFwUFBcOaIKNbG9gGMM3QUXXtP0bZG4bhjDxz7n/IIfm8bhZ/vpC9e36ipLjQmaBs64wOHtjH5UsXHfvkspIHQxFBla0INVABVQ2rI0YN3JqzhDX8ggu35EJCxYtKjuQhz5DJVBUuSwYLDp7jmYkfUH3wm9SetopKE1cTNPFbqszdQeibuwga9wV13lpLjZkLuHfupzw6fjY/X0yhqNhjFaBkGVnxc+HiGXbu2kqJKx/NlJAUP6IscPL0CbZs24ytXdRUmfPnz5OSkkJubq5zyNnrzC70uN1uCgoK2LVrF8XFxc4+FUWRg4cPceTYUWwoVg0/kmp15Gq69RyLfT5yPBKZIsxbvolGw6ZRsV1vqsYNpEanF6jfdRgD3lvKl6eu8XO+zGEBPjp2kcdHzyTqhYmE9Z9IcN9JVOs3hSCw0hPBNCjSdY6nZ9Gw5yDui+9H1dYJlG8ZT5UOva2RXjEDiIjpT63YgdRs15vqzeIJb9SBem26cm9sf+rEDKRWe+uObN2b8CZdiGwUQ72mcdR8siWV7m1IyBNtKPdQK+pED+L97/ZSJJQ6M9j9dPb1l1GWSeAIs5dEoC+OwJipwMgD1fDjU32UqCLz5i+kee8XeKRTP0KadCS0eVcqN03gnibdKde6P9U6vURUv2k8OmwujUbNZcSHX/LT5TTyDZMiTURERUXFr/lRURA1CZ3ScV+2uVvWjXTSUpLJzc5CFa2TyigDWDoGslHaS2iDi2FYJ9evv/7KggULyA90AvzeM7E/9/l8DmD98MMPHD161Gl+vjv6KLuJDUzUAFiYWFNubCvm/Ns57P95D6eTTqAIIpiloKpoKjpQrChcFyXe3PwD9z4/jXqjPqL62C8Jm7SKiLHLaP76ekZ+sZ3jtzwU6RoeqRjd9KDoHkRDQDCVUtvkQMSlBT63p/j8twGruKiABZ9+ws8/7XYU3Hak5Sop4tjRw1xLuepEWHdGV4pV/VRl0C3AUgxLXK4YlnjZWpsGGDK6ISCZIl5Eik2ZXEPlJgbZwNLTV2g351PuG/shtScsoeKY5VR4eQMVpn9PuRlbCZ67hQovf0XUnKU89vZywsfOIfbtjzl/KxfZVt4rEpqmkJx8hZ9//pGCgjxE0Y/f70UU/Zw8mcTGjeud18uyiCAIjhVR2bWoKIoz29Lr9VJYWMjOnTspLCx0imOSJHH06GGOHj+EhoqKgoyAqLsxEQOApeEXJAQTMjwai3YeovHQyVSL7U21TgMJad+POt2G02LCm3R67TMGff4d7xy9zIwfT/LQmLlUHziZ4L4TqdJnIsH9pxJkGgqSIuLVVNzAhfwSYl6axL1d+lKxWRxBTTpSqU0ioTEDCI8bRGTHQdTtPJg6cQOIiu5FRLM4otokUKddb6JiBhLVcTB1Og2hVrt+hDeLp16LLtRtEkvd59oR8lgTQp9sTfBTHbi/4zBmLFpHnkdGkiRHU1S2GvaXV0Cs9meAZW0HCa/kwaPLLN38PV1eHM/DcX2o0SKB4KbxVGoST7mmiZRvPYhqnV6iVq+XefD5mTw9ZDoD35jPj5dSKQKKZBG/KqKhImoCsiEh6TJawGlRlAVnCOWtzAxupqdRmJtzB2CpakB/FQAse6GUBWpVVTl79iwrV66kuLjYSf3sxWRvPDt1tj2wJEnixIkT7Nq1y9Lb/E73QNm0SjOs2wYsRVOd6T05Wdn8tOsHTh1PcsaHOVVJXUMHXJrGNZ+fxfuP88iwmdw37mPqTltJlXHLCR27lDqjF9Bq+ny+PHQGFyCi4JGKMZFRUZHRAx7vFkgpgd/FBqy7U8T/BmAVFebz6fyP2bvnpzt65AxdpSA/l6TjR8m4keakR2Vn+YEGhmiBkWmgmhZQ2RGWYfe3SgKm6AusRQ2vJlOoqeQDN4BdWQUM+HQltQZNp/7ET6k/51sqvbyWSrO2UnneLoKmrqPqrG+pPmsFtad9xjNvLyNs8ERmbNnNbaU0hZMkAcPQyMy8wf79e7lxI610Xqaucu7cWTZv3ogkla7HO7bTXc/GpisEQaC4uJjt27eTm5vrAJmiKJw6dYLjSYdRdQk1MJBDMnyYyGi6CGhIkoICZLhVdl9MJ3bSPCLjBxDWZRBBjeOp2qE/DfqOo27fsdz7wmQ6vreUjh8uJ7TfOKJenEWNoTOJHPYK9Ua9SZCuBQzxNQ0vcLXES+/pc6kf15PKzToS9GwH7mkeT9W2vQnt0JcaMf2JjOlH7Zh+REX3IqpNArXbJlCrXS9qxw2iXvxw6sW/SGS7foQ17UJEow6EPtGMWs+1oWbD1kQ17ci97XrTsPd4Jn64jMx8Nz6fz0ldypLLf+/6T8BSCZC6poauiYCEX3AjaAr7Tp1jyPTXeaLzAOq06UHlhrFUbtSFqi37ERY3kpo9JlGn7zTq932ZB3qNodcr7/PDxWuUAMWSiE8R0E3FMrXTRERNQkVzBguYhobbVUxmWiqZaam4iwotr5+7AEtDRzFLCw324rBBKSkpiW3btuF2ux1lu/09e3HZzwus9FmWZVJSUtiwYQMej+c/IrM7wCqgAbI93g1MS58jSmiKStaNDHZu+56Tx47fAViA0wjt1TXyDJMdV2/w7JhXqf3im9SZtoJyo76gxvQ1RIyZz7PTP2HKqm2k6yZeoEgsCZzGOhoGkmHZ0GiYDmBpWO4Yqq791wGrpLiQzxd9xuFDBxzS3e/zIIl+srMyOXhgHzfSU+9oybE/t2TLEgZKwEjSEiorpkVtoekgSyD4MAW3VbAxDUQsS6cMDfbm+Oj7yQoeGvUaj89cRN0ZXxEyYxWhr+3gntlbCJq1mfKzNlJlxkpqzV5K/anzuX/Cmzwz9S02pmTisfcAlje/YWjk5eVw6NABzp07aw29CLyvS5cusnXrZgTB56SFdmZj33fPAgCcTopt27aRlZWF3+8HrIP14oVz1hh7xY9mShhIqIYfkK29pyuosoakQr4I5/NFJny2gof6DCei8yAqRPcmqFVvQuKHU2fAZGoNmET9oTOIGjaT8t1GUKn3OCr2HEfVvpMIf2EWQZpqbUDJsADrWomPYa+9S5123QhrlcA9z8VyT9MuVGnZnZC21sSb0NaJRLTtSVS7njSI6U1Uu0Qi2/ehTpfB1Ov+EnW6jrA0W83jCX66DRUffobqTzajdqO2PBrbi6e6D6XRgPGMfnsR17PzcLlcTr78dyuEdwAWtuq9FLAswlMDQwZkZMmHYuhcv13I3Plf0XbgOB6KG0Booy5W1TP6eSI6j6ZWr6nU6TuDun2m0KDHaLpOe5ttZy5RaECJLCGoIrohOwtBUsTAQFIVu02ouKiA1OSrpKUkI3jcgQEBljWypikW2e40G1uXDTyyLOPz+di2bRtbtmzB5/PdQcyX5RhsuYO9eDRNIycnh/Xr15Odne0srD8DLKNMCiarijPQ9Wb6DbZt2nxHhGX/bBuwfLqGCziZ5yFu9kdUHzCTyMlfEjRqEZGvriN08uc8OutTOrzxMVuvpVEIFJsyEhpe2ZpYJGhKqWMEgQEZBCQrqnJHpFX29/9/BVg5t7P5csliTp1McmyPvR4XsiRwM/MGu3/YyfVryY426U5i2qIcNBRU9AB0WXZEhq6CKmH6XJZ2TxWRPB4k1QK1fB2SchTGr/6ZBqNeJ2zoazzyxmoi5qwmaNIygmatJ2j2RoImriT0ra2EzFxO7Wmf8dj0T6jZZxSTVm3jt4BZpa6rmKaOGODevF43J04cJynpGB6PC5/Pg2Fo/PbbBTZv3ojLVWxpBvXSQ7LsGrGjq7ItYPaazMjIwOv1Wl9XVFKTr3I66TiC6EHRBSuyMgVrF+oSpiKCDsXFAhKQ4TNZuucEzV6cTFhMHyJ7jKJyp2FU6DiUqt1eIrjHOML6TSZ80FSq9Z9EUMJIguJHUDFxDKH9X5hvaVcAACAASURBVLYACzREXcULpHslps7/ggbtulK7Qy+qNIuncvOuVGuVSEibngS37EZw8wTCW3WjTmwfGsT1oVb7RGp26Eu9rsNp0GsMUd1GUCN2ENXb9iS8aUcqPdaIKo82JKpxG1r1H0H00Am0GjKFafOXcyO3CLfbfYeS+/8LYNldOWrgo2FgKXZVCXQRVfShaCp5HplPV22h98TXeDh2IPXa9aNmdH/Cop8nJGY4YQnjiew9lQb9p/Nw/0nETXiV1QdOkeERKJFEa6SXKjpz3SRFRDFVp5kZDAoL8ki5fInU5KsB5a/syBk0zeo9VEzVASzDMJyGZlmWEQSB9evXs2/fPvx+v0Ny3k2Y232EYFUMTdOkpKSEnTt3cu7cOYes/7OU0ARnio6iWXMSDU3nZvoNtm7cxOmkE6ii5ESxdwNWoaJy2SXz0qJviRg4jdpTv6Dc+EUEz1lN5SmLqDNzPvdPnMu8HT9yRddwY21Yj2odkrKpO4AlaEqgiGH9PRVD/68D1m8Xz/PlksX8dvG8405g9wvezLzBzh3fcy3lqhNV2d0KYKAbMtbkHOv4UdAsLs5QrWqZ6gd/iQVYhorfL+LVrYb6s3kmCw4k89DY93ni9dVETv2C8uMXEvL6RoJeWUfQxOUEvb6VoLGLiXx3CzVmLKHuhA9oNP1DGg6fxtZLN8jD8muzrY3sj6oqc/HieZKSjuH3e/H5PJimztWrl9m+fRsej8tJE+0Iv+xBWBa07GcoSRLff/896enpln+7aY2Zy05P50xSEj6vG0W1gMoMEDJociByAHexHw24JcCh67cZ8NoHRHUeQOWYgQQnjqVK11EEdXiBSt3HUPfFudQaOptyXV+ics9xVOoxlmq9xlNzwFSCNM3KrX2KgBBA/g/WbOah2J40iOtDWKuuVG2eQNXm3QhumUjlpl2o3LgT4a260aDzAGp36EFEdFdqxPSlXuJIGvSZQFTiaCI7D6V2p4HUbtON4KeaU/6Bf1G/eTQDps1jyLz3GDDnXVbuTaLALzqiyLIVK/vh/R3Aurvv2QYsy1tdxBTc6JLVr1gk6HyzbR+j3/yMh2IGcF/sIGp3GET1di9QLWY4IfETCO85lbr9p/Fg/4m0HDmd+Zt3cy7zFgVeCwA0ScRX7MJULdGopMvWIIoAYOXn5XDtymUy01ItsFJtd0oLsBRNRjYUtMDUHHtajg1Cmqaxbt06zp49iyAI/+GVZV/2poNS8ajb7ebIkSPs3bvXsUn+M9K9LGCpumaNEzNMsm5ksHXjJs6cPIUmyb8LWH5VpVhSyBB13tt+mLqDZ1B3+mKqTvuK8rOWUemVL6kxZyH1pr1Nz0XL+eFWHvmAF4tn9MqyBVqYeFSJW8UF5BQV4FMki3k0NIeIN7BNFI07pv78U8A6fOgAy5Z+ScaNNEdbZaeG168l8/NPu0lPu+50KZSmgwa6Zs8ACjBxpj2RSMXUREzFB7IbTIsG8Ogm+cBvAiw6fJ1uH2wkZPh7PPzu90S+uoGg8UuoMG8D5d7cStDs7wh6cxNBkxZT4/XV1J4ynwfGvUWLSW8wc9l6Un0GxWqA+ghEfPZsTF1XuXYtmdOnT6IokpMCXr+ewu7duxAEn9VGpquIorX/7HTwbgCz15eqqmzfvv0OwJJFifzs25xLOoG3pBhZ8mFHnZhaKWAFNqeuQ5FiiUj/Z8NOGg+bSFDLHlTtOoaqXcdQoctIqvefQtTQVyzNVcxggjq/SFDsEMp1HEKV+BEEqaoXw5RxCR5rEQHLd+7liS59uD+uL+HNE6jSpDNVGsdTtWkXKj4XR/ln2hPWMp57u/SnRtuuhLXuQkRsX+r1eIkG/SYS1XMctbsOp0G3F6kd3Z3ghi0IavAQD7Rqx9SPPuO1L1cx76s1XCzwIAaqT6qqOu05DhT9jfTQDCRiZdNBjcAhqGmWilv2gW4BoleDLQd/Yc6itTzWeTB12vYhst1AwmNeJLzLGKr3mEJEn+nU7DWJqMTRPPvCRN76ZiNHLl8n12UxBqrfj7+wBHQTWbZ4LFEWrJPV0MjLvU1aSjI5WTed0fV6mcVUFrDs92kDliAIeL1evvzyS44fP44gCA6vdzdgleUZbIcGt9vNmTNn2Lp1q1Mp/CNZgxm4ywKWPV06OyOTbZs2c/bUaYyA1MG+bNLdpygIBhSa8M2J37h/6HQaTPuM6q8so/yspYS98y0Rby7j3jcW0vit+Xx6+iKXNbilW2LfIr+IT9fw6Qo5riIup1/natp18kqKEDQlkC7+dwHrpx9/4JsVyx2vJ3vasWloztBRe5pO2bYdMCid4KEFOgRMdN326FJQNRFFF/DIHgoVhTwskv37bJmhK/ZQc8R7hE9ZTtDIhZSfsZaqb35P0JRvCJq7jirv7SBo+lLKTf+SGjM+t9pwxs2j9ZgZ7DqXbPGBHr/1TAKAZVX9fMiySGrqNc6cOY0o+vF4XCiKxNWrl9m1awderxtB8AXI98A+ChRxyq4Vu6AD1uG4c+dOB7AMw0ASREpu53H+xGm8RUWBwkQgXjYDnSZW6Aw6+H0aggk3vSo7f71Mz1lvEdXjJaomjKJc7FCqdhtNzf5TqJzwEkExgwnrNYFqXUdTuctwqnUZQnjX4aURllfycdvlxg2cyyqk9YCRRLXsQs2WXQlu1JGKz8RSpVEnqjXpQnDTzoS37krtDj2o3aGHA1i1E0cS2WMMdfpMoE6PMYR36Ee9mF4EP9WcSg/+i/tbtGHSux+S6pVJ9ioUAl7VIottScPdac9fXbqpBaYYW8/GqSTrWKSnKoMho/gtsMku8fPLjXxeX7aJp3qM5P5OQ6jTcSh1uo2jRteJVOw8huDEydTsN5WIbiN4duhkXlm6lqXbdnE1Mwuv12+tVa8AumlxWYbiDMiUJYH0tOtcOn+O7IwbjrDQFo3awlHFVO+QNYBVPrbJ81WrVnHixAmHm7r75LMXGVhppH0S+nw+srKy+Pbbb8nJyXGA0Cbp7c8VRXGkDKKqIEiipRLRdBRJJicrm5XLv+bkseOWfa1ZqqxXdeuZy7qBBuTIOsdyfTwz/lUqDphG6LSFlJ/1JdX+vZZKc5cQ9eZX3Dv9fQYt28DBYoFU2eT8zdvkev0UCn6KZT8lkp/bJYX8lprCmcsXuZl7Gw3wioLDa8m6hhzgtWyw/b3nUvb5GIbxu2PPTNNElmUWfvYpu3/Yya3sm46VClgmdRcvnCPp+FEKC/Kc6MpuFDf0QMjg8Vsl6cDi8/uslPZ2sQs/JoWqxC1VIgtIAfZL0GPJFh59dQk1pn9F8KzvqPbGDiq//j1BM74jaNoqguZ9S4V5ayg3/UtqzllCjXH/5r6Rsxjy2TfsuZ5NCSBqZsDlpLS30a7+6brK9esp7N+/F6/Xjd/vxet1U1xcyLZtWygpKXKkDncbIN59Aw4XeujQIY4dO4YkSdy+fRtMKL6Vy57tuzCkUg98qxBmYAriHZGEqYFfgVseiT3nLvHqinXU7vwCYfHDiOo9niodhxASP5L6A6cREj+SijHPU7H9QIKadSeocRe6vPYpQZLkAlT8ioBgGgjA2YwcYoaMpVbjWGo1TyD4uTgqN4ylSqM4gpt2JrRFF2q07U6d2F7U7tCd0JbxhHfoR63uI6iZOJo6vSdRr9cEasY9T1S7RKo+2YTKDzzKA81aMu3dD8kWVTIFlRICrS13VSf+LmCZAcDSKHXOvAOwVM0BLMnnRgeyvRK/ZBUxZ+kGnuz1EvfHD6N2x2HUjB9LSMI47ol7ico9JhE5cDoRPUfxcL+XGPr2x6z8aR/JWbfweP0Bm0hroo6uq2joDmDpmkJ2VibXr16hIOe2dQpraul4r7JqZ7O0LccW4hmGgdfrZcWKFZw9e/ZvAVZZwa0kSRQWFrJt2zYyMzMdUt7W1tiXqqqOSFPWNURZsp6nqjmAterrFRw/fMQaEGCUnrayqlj/jWoR5oWqwXm3QudXP6bG8FcIn76AcjO+oPIbqwiatYTgVxYTNuEdWrz1OR/sO8Wm88lsPnaSPadPcznzBjfyb1Po91AkeMnIu81vqSlcz7xBXkkRPkl0AMsGVsuDzAKvvwIsWy9kR6dln6UgCKxauYKjRw5RVJjvOMLaxnX2tJismxnOENHSDRnowxQ0cCsoxdZ6UAwQgOQCD9k63ASygQvAd7eKmbr/LA+/upCwaZ9SecbSgGXMOu6Zu5Vq7+yk2pubuWf611ScupjIWV9w38wFPD3rQ/rP/5q1p38jS4ESRcPlcgVaYHQHpIyAy0JxcSGXLl3k7NlfcLmKreEQqowsiyQlHQMMTFPH7/f+JWAZhuEA1rFjx9i7dy9gHa6YIBa7Obj7Z2S/NWDVcd41A0I0DRBVkAxMBWTFxK3qXMy+zcr9h0l85T2Cno0ltEN/7uszlvItEqnZZSgNeo2jfLPu1Ok6gsiOL/DEgPF8uv8sQZrmQZRcSIrfKcv+ll3IyDnvcV+rrtRoFEeVp9pR/l9tqPR0e4IbdSS0aSfCW3elVvtE6sZYE5+rt+9LzS4vEtp5BDW6jaN29zGEdxhA7ejuhDzZlCoPPMKDTZox+/33KdJ18mUNnwmiqv1h/vx3AMtA/2vAMmUEv9vqKZR1zhZ4mfzlWh7rN4p7u46gVsdhVI8fTaUuownqNJpKvacSOfgVavSbwH19XyJu4gx2njlPRnEJ3gBQoZgBvt9whKNmQAGdm3OL9GspFObm3MFh2YBlBtTydkpoC/HswkNhYSHLli3j6tWrfwlYZVNFO9URRZEDBw5w+fJlJ8LSdf0OPZeu6+iB6qBqGkiKNb9OU1RkUSLv1m3WrlzF4f0HUEUJUzec31OUJURVwS9LSIZGiWmSpsLoJd/x8IS3qDnpf6gwaQGV5qyg/KxlVJn5FcETPuSBl9+j/2er+OSnw2xIOsPWI0e5kJFGev5tXKqIhIlbk7jlKuRmQS63igsCbqjW31cyLJC0lfGK9udrxv5aWReQsmJat9vN6lXfcPLEcUsYGhiQavfLpaVe40TSMYqLCrAJd9PQSj2hVJ1Axxai26Sg2OR8hot9V3JYvPs4q88ks7dA5CSw6MoNhmz6iUdeX0CVSe9SYdqn3DNrGZVf30rQjPUETV1FuVlrCJ69iuCXvyBi4nzunfwh9YbNoNeHX7L0yBmuCQp+rOKEz1uCTYDYXmx2pJWcfIV9+/Zw/PhRfD4Pqirj83lITb3mVAkdtftfAJZd2NE0jZMnT7Ju3TrnmQo+P7ooc/zgYUqKip01Zdqb0yaXRdXyl1cMFMWaIZEvSZzMuMnCXft5/q0FtB/zCk/1H80DCYO5N34wdeOep+GASTyQMJQHu7xAu5HT2fhrqtX8LIglKJpVZvZoBrd9Oks2/kTj7kOp3aQT1Z5qR4XH21ClYQcLrFrEU6OtlRLWi+1BeOuuVG/Xh+pxg6nSfijV4oYT1nE4wa16Uye6JxENWxL60OM80rgJc997DwFw6zp+3XKv/LNN+XcAq4wzsjM70ApFVadK6BfciJjkAGfcIiMXfc0jg8ZQv9sIanQeRvVuY6ncfTxB3SZQddBsao14lYhBk3h46ESaDh/P8Zu3KdJ1RC0AVHYOCiimiqSIVpQV8FC6duUy2Rk30GXJMTWzT0AzAHI6pT2BZas0t27d4quvviIzM/MvAausfqts2vPLL7+QlJTkzCksS+xDQFkfqBJqAUmDCaiypcUqyMllw7ffsf/nPch+AVMv1YrZgOVTJLyajAuTLODt7Qd4Zsp7hI96i3KjPqLClKVUmrWKytO/pvq0JdQe/wGt5n3KB3uOc7LAzfn8Am4LfopkPz5TRcJExMBnqng1Ga8mI2il1UTJ0KzpPgFVvGoafwuw7hbl6rq15goLLQ3WsaOHnXYcG5TsCOvsmdPOeCs7srJN7TRJRnFJiG6VtCwvq3ceZ+z7y+k89UOeHDaTNnPmM2VnEnOPXqLt/G946NX5VBrzGtXnfk7wvK+oOPcbgv/9vdXcPGkZQeM/J+T/sHfe4VHV2f+PiiIl9KYu6tpQsCEWOtjXsqsiiIoVRekdQu+91xAISBNQREBBRQGVoqAovSUhvU6SydQ7t9/X74/PvZNJAIXF37r7Ned5zpMykyk3977nlPd5n94Lqdd7NvU6j6ZWu2606j2auV/t5rgnRL4hlEksdCwrhGEzyZ1iu/MaDx78hXXr1vDRR2vZv/9HsrMzUey18rt3fy8kbezz8XxzmY47Ub+u6xw8eJDY2NjwsZQCQWRfgH279pCRlh4uFejY5QcHsFTTvkAtVFlBs0z8lsYZj5uN+w6wft8hxi9fT5vXu9LgyZe45dEO3PJoR9r1m0jTDu/zeOf+vDFkIh/vPUQUBFF1LxYakq5SGFIIAt8fTaN1hy7c0Pyf1Gj8OBXubEvlxo9Ro9nT1G75T2q3+Sf1HvkX17R9jqrNnqJamxep9thrXN3mdSo98hY1Hu9MlZbtubbV89S9rxW1br2TW+5pTMyY0SiWhaTrYu+foZ91QV4MYEUW3SMByzIQgKXLYEgEFD9edDKAfYEQHWbM55Y3ulPv2bep/tRbVHu+B1U6DOCqDgOJfmsUtbuMIvrlHtz0Vi8adurM7vQsfGA3Cewn00SNRLWEJpZln9DZWRmcOHKYlMSECwKsUChUArAyMjJYvHgxOTk5vwtYkRejQ3EwDIOTJ0/yzTffkJubG75Iz5oVswHLQLDcLUCVFVRZoSi/gE2fbGDb1i8I+QN2QVlEcuGU0NDw6hJuLDKBpfsO81C/iUS/PIjLXxtLuW4LKd9vJVf0Xkq1fvFUf38Kt/QYS8ymHRxUIR+xPzKAjs9U8RoKflNFwiCEiYRB0BTgFdQEeIUMLUx/kC8wwopsVjhTAZqmkZubS+zC+ez7cW841YuMsBJOn+S7b3eQm5NVvFPS0ML1LEcxVAZOuXUGxH1Cy96TuavXVG7sMY3bYhZy24hFNJm2huj3x1Jn4Eyi+0yjzvDFRA9ZQuWhK4ga8AFRvRZzVb946g1byXV95lKr01Bu6NiXhzoPYumOAyR4FSQEjUTSglgomARRNT+m5Ug1F0s7p6WlsH3712za9ClffLGFfft+4Pjxo/zyy8/s3/9jGNws67fByjCMEh94x48fZ+HChWGidygokZ2ewY+793Dy5GkUVUc2bSVezXAiCkH7t6fBFVkipEv4TYmsQCE/Jybw2Z49fLn/F6YuXc0/Xnufp1/vwZuDxtN7/AJGz1vJ2m0/8u3hRPJUiIIAuukHNGRdw6PqSMCJ7CDPvt2fm1o8R+3GT1CxYRsq3f0w1R54kupNn6Rqs8ep2eJJoYHV9ClqPfwydf7xNlUe7Uy1J7tQ75mu1HmkE/WaPct1TdpQ97a7uPH2hvQbNJCQIqFoKrJaLH9SuoN1oeYAlgNaBjb1Q7ewNBVLFzNNAVPCZckkA9/7Azwxfgq3vNubus+/Q41nO1PjxT5UfTWGqzsNpVqXcdTqOobKr/Sidscu3PLS66zZ/wuFQEA30XXBLcEQ8BNZwwKTnOxMTh8/RmZqygWlhE6E5aR4mZmZLF26lLy8vN8FrMhOauTIREZGBl9//TUJCQlIkhTuRDoXr2VZ4fDd0aY3sT8BFZWAx8uXn2/h842b8Bd5bDUC8VyqrolRGky8ZohCDLKALUmZtI2ZTpUX+3LFS6Mo9858ovuv5cpeK6jWfyXVu82kzltDeWnucjanZpMJoo6JEQatICJlkDDwaCF7rZhYf65ihukO/w5gRXa9NE0jMzOTT9Z/xMkTx8KSMV6PO8xmT0tNDmthhfWvbMBSZAlJVXDrBskhnXW/JvJg99HUfW0o1/ebT53+iyjfbRZXdJlGvWHLqNJnNjeMWcG1w+Op1HMmFXrMIXrQUsoPWUHU+7O5quc8bh7xAde9O4Gq/3iHpwdMZdXOg+TKIFlC4k3XVSxUZLUIWXeLeDQCsBxGu66r5OZmk5ycRG5uNkePHua773ayefNG9u//UaiK2AD3e4AV2SVMSEhg9erVJCQkkJycTMqZZBJPnuLIrwc5efI0sm4QsPdXFs98G1iSEgYsTZUI6UEkQhTIbrI9uRw8fphfThxn78HDbPzqW2bErmDIhDnEffg5s+M/Zu/BRBKz3BTKJlGG4UXRROFds0zRplYgMwBDpi/l9tYvUq/JP6jUsDUV72pLlSaPU+WBx6j0wMNUvr8tdVs8Q82mT1Pn0Vep9/Q7VHm0M1Ufe5faT7xH9VYvUfXeR6l7Twvq3NyIa2+4ia7du+HzC6at0Ao/u/387wJW2E0wDMvuWkjoloSEQrYR5CQ624qKaDZyDLd268+1Hd6n1r/epdqLvan8yiCu6jSE6PfHUaP7OCp26k3l51/ntk5vM/GTjWQZBkWKKj497AxBLHIwSxTds7MySElMwFOQf0FF98iLSFVV8vLyWLFixQVFWFBM/3BqVLIs4/F42L17NwcOHBAFWggPmTt/43TbnJTQxAqP5siBIDu2fc0n6z7C7crH0Ir15x3AUrDwWDJudDvVVnhu3EJqtx/A1R1GU+6NOVTr9xFX91pNzUFruab/Emq9OYIm/ccz4avtHPD7cJk6AYR7DYWApYUBy60ECZoa7lAAjxQgZGhoWCiWaBToWBdUdI+s8UWytzMyMtjy+WahpGmP3Xg97rBcdEZ6Kvv3/VCs1BAh3CcF/RTJIdzAEc1i8aEk7ug1jtrdJ1Nv2HJqjFzH5f2WcnmfOGqOXEP1mGXUHhTPjSNWEt1lOjW6z6NS17lUG7GKy/supHy3GdTtPo0b3xxF656TWPjZjwSwSz8hE8nnx1CDQAjFKELS3RiExFYiO1qKrGNFRlyBgI9AwEdRhOKELEuEQsELooQ4xzI3N5dff/2VxMRETpw4QVJCIrmZWRTmF5Cdk4cOeFQFBZtaBGKkKyiLerJhomshZENCQcVv+PD4Xfj9+SSdOcXxkyfw+UP8+NNh5sWu5IcDp/jlaAo+CSRVlI3DNSzT1jZQTMgukggA677ex/1PvcrNrf5FnSaPU+uBJ6jb4hlqt3yGas3/QdVmT1Gv1XNiM85jnbjmH52p3OY1KrTsRMWWHSnf+CmuvL0F1Rs1pfqNDahxbX3e7vwu7sL84nXf5+DJ/CGApQn5D1MTCUYIjXQtyFFD4/PCIhrHjOaWnsP42yu9qflcN6Jf7EX5jv25/JWBVHxvNDW6jyG6Ux+in3udezv3ICZuGVmqRqGiIBdrhggtLEsPi/hJUoCM9FTSUpMFY9rQw4XaSFqDbmrhzc9OWucMLBcUFLB69Wqys7MvCLCcv49kvSuKwoEDB9i9ezeFhYUCaCI2aoePuzjdkVUlzGg2NB1ZCrFz+w7WrlpNXk4uqlxMnVA0VfC2MAhYIXxoFAJnTHh9ejzXd+xPtQ4jqNBpGtFdl1H+vaXU6LeS+oNXUOPtMVzz1mDeWPoxW7IKSDAsMjDJMHTOhAKkKBI5mGQDqabQ4v85t4BDeW6S/TL5qkGRphFQ1TAf6/doDQ5gRUYMuq6Tnp7OJ+s/4tTJ4+IDxdRL6F2lppzhm6+/IjMjDVUJlVhRr8gSPk0lG/jREyDuYCJ39ZtAzW4TKN99GuUHLOaqmOVUHvEh1Ud+yNU95hHVaRy3DVtO/R7zuKN/PFVfH0/l96ZQb/A8ru8zg/pvDaNt/+lM3fA9R7ICBA3w++wmj6ljKmJGzyKEYvmRdB+aUSy4Fya0GlqY4iDLUnh3p6YpNllUcLMEsP22O6TSSLBXVRW/X3QYVZtUHJJFx7hQEs07xbJELVlM1YuOoSnItpohCwEBUwIUDFVkeJoqI8squgYej4ys2RMrFoRkg0BQIcrZYOyMlhiItCfL7edkpouJsR9QvcF9XHv/w9Rv9Szlbm9KvTbPU63ZM0Q3fYYaLdtRo2V7qrZoT+WWL1KhaTuufOhfXPnAM1x53+NUe+Bxqt/TnIp/v4O/3XEPTz77PHl5+eghTcynGWeHpReaGjrRgVO/clDdshDcJ13GVPwYpkTAUnADhw1Yn+PlkVkfcH33sdRu149qz/am3L96ENW+N1e8OZir3x9O1feGUqdzf254uRu3Pvc6o5es5kSWC68mCsCSIeEoODlbZUBIfGRnZ5KTkyU+wezalRkZYdk/ixmw4sK5U5NKSEhgwYIFBIPBEmB1LossukdyjLxeL0lJSezYsQPDMMIziZEzi85zOl+diQPTNCksLOTEiRNs3riJY8eOlXh+VVXx+XzopoZqSHg1v1iiYMC8bT9w71sxVHzyPa7tPI3yL0+k6jvzqPLufOr1WcINA+Ko8sZYru82hZc/+IplSXnsA34GVickseTwYXaEZA4C3wFvrPmKNpOW8I+pyxn7xc9sT3WTpQjqU2TR+HxkUSiOQCPBS1EUEhMT2bVrF+np6cXRo6oiy3J4OW1KSgp5eXklZjqd4xVURPnkUG6ASZ9sp/WAiVzXeTB/6zuF60bGUWN4HNdN/pCK/eZQqdt06g+I5aaes6n38ghu7DiK+7vPoH6ngTR8fxh3vzOI5l2HMHrFJk4WaQSB7PwiDMOyo3QFDHvTUFhJzCm0//tWOli4WC/xWKX8rBvMYiFDwxLaaqb9QSFG15z/nwAqw1a8cH42TYhyLhxneNcAQoaGyxcgOS+fRWs/4bp7HqTuPS24rukTXNHgIao/9DQVmzxJxfufJrpZO6KbtaNyc+EVmz/P1U2fpfyDT1P+gce5+p7WXN3wQa6s34A6De7hH891ICvbheQNoUnqJQOWM7nkcPecMBRDFR1CLQjIBNEFYJmwIVfisdkfckOPidR/bTR1OwyjUvuBlHt5IOXeiuGqLjFUfmcgtV7vzbXt3qH5m3348Jt9eAxRYA2oEl7Nh46Gifg0c8Jxv99LSsoZUlOT8Xjc4W7M7wFWZDSQlJRUorj5W4AVWXSPBKxAIEB6ejpbtmwhKyvrLJa80/0pCOKaUQAAIABJREFUXZCOJKCmp6ezbt06vvnmGzIyMkqkk+J+pp1yy2Kdmmzy+eEkesR+zD1dxlLluT5Ue3kMN/aJo1aXeVzRcTy1ui7g74OXU79vHDf0X0DDIbN5bc2X9PpiF/9asJSmY6fw7OKVvL11N29tP0jDaaupPXAetXvP4P5Ri+kc+wlLdvzI4dQMCnyeElHW+aL1cwGWqqqcOXOGzz77jBMnTpSgfDi1Lr/fz/Hjx8nNzS3BYXM+WEKyTp5HpkCFzw6c5p8Dx3Nt+87c3nc0dwyfQ8X3hlO55wTqDZ7NjYPnUvutkVR8qit/bz+Al8evYdpnB+kyZzUvj5tD5ykLmb3pG/acySQjoBG07LqsrTuPrmAailiPhrhWrUsEK+e9/FGAdTHPdSETCufyKCffNYxiwFIsg6KQQo4vwObv9nJHq8eodvv91GnyMOVub0qFex7hijvbcvV9/yC6WTuqNH+RKi3bU7VVB6q0bk+V1u2o0uoFqrV4lkr3tqXync2ofMvd1L/7QV59pyuF3gCypGHI+h8AWEYYrIojLEuM5diUBlDCgHXUhM8KZJ6at4Ybu4/nhjdGc83Lw6ncYRBXdRzIFa8P4sq3B1PxzQHU6NSTa9u9wyPdhrBp3zECiC6hpKsEND+6zRBypuUdwEpNTSY9PRWvt+iiAMt5/8nJycTGxooo5ncAK/L3zn1BpIX5+fls27aNffv2hU8YxyJFEx1z0k/nsbxeL3v27OGLL77g4MGD4ZOmuCYk5HssdGQgO6hywqvzRWIh7y/aSJ3nenLD2xOo89ZkKrw8lkpvTOHa3kuo2X0h5d+YSnTnqVR7ayy3D5rLPcPncWOv0dR7fwg39J9A/aGzqDZwBlf3m03VIXHUHhJHzW4TuPb1vjw5dALxO78jS5aQzWLhw/NdUCUaDfb3mqaRkZHBTz/9FN4yZBgGubm5HD16lO+//54tW7awfft2Tp48GU6BnGNmGMUdVhkxnrQro4DRG7fx6Mip3NFrGHcMGk/d92JoMHAKdw6YzB3vDefxmFlM3vwj+3IhC0gGdmX72JNZRC5iMDo3qJFZ4Bb7HzVFrM3SZBuw7POIUlHMv2l/NmBd7PNFFbc3xYXlRC1Bw6JI1dl/6gwtn3uJSjffQ417WlGhYQuubNSayxq2pkKTp6jWsgPVWr9EjbYvU+uRV6n12KvUefwV6j72Ctc81oGq9z9G9catqdnoAW55oBV9h45C1i0MTXTynAvgUgBLxzwbsOyUUACWRsBSKASOm/ClR+O5+Wu5qft4rukQQ63nB1Lh+b5c0a4vl7/anyvfGkSVtwZR+41+1H/pfZq/25+lW3aRXBCkKCRGL1RLRjbE7JQDVmDi83nIyEgjJycLSQr8LmA5LXYz4sJLT08nLi6OoqKi3wWsSIsELEcS5ODBg2zbtg0QIxYOa9k5vo7In/M3Dng6QJqXl8f27dvZvn07zthQca1MEkPBiHXr+ZJKEZADrNqfxLOjFlKvfV+qtRtI1VdGUa/7HOr0WMAVr00i6pVJRHddwE0xK7hl8FJuGrSImwbN55ZhC/n7iEXUHDyfcn1mU2HoB9Qc/xF/m/wx9UfEcX3PMTw4eAwTv/yGdMBvmOH3fb4OamQUGclVy8vL4/vvvycpKQm/34/P5yM1NZVff/2V77//nm3btrFr1y4SEhLw+XxhgUmnpgMQDEkkpqWR5Q9QBOzNzue1ybO4/70+/GvyPEZ//QNjt+9jzNbdTPnyBzYfzyDdAjeQbYILAVxZiO+LTLH9xiPZy1lUGUMRu/4MXRbnjh1YhEnSl2D/k4BFxEUkul6iIi8BCXlunuvcjUo330O1u1oQfXcbrmzYinIN21Dx/qdLAFbNR1+l9uOdqPP4K9R7/FWue+wlKt/blqp3Nqd6g/u48e6HGDZ+CrJuIYd0NEW/ZMDSfw+wdCF54dMk8rE4ZcC3fnhp0cfc1m08dV7sT83n+lHhX70o90IvLuvYl/KvD6Tq2zFc03kQ17V/nyZv9GbO+q85nuGmwK/YXC8FVQui6aFwm1jTFAoL80lLSyE3Nzss4fFbgOUUgh0xPsuyyM7OZvHixRQWFl4UYEXezymSZmRk8OWXX4brTl6vt8QFHAlQDqs5cgFrMBjkm2++YcWKFfh8Pvx+fzh9CkeH9rH3qYYgBQOHi1RW7k/gb8925ubXYrixyySqvDaG8q+Np0avxdTot5zLO8+j/DuxVO0WT70BK/hbzGpq9I+jYu95VIpZRq1Jn1B96kbKj/6QcoPjuHbcMhpPXUaLKfPo99kWDkhBioziZbKlLw7nWESmzZG6a04EmZiYGAakUCiE3+8nEAgQDAYpLCw8e0LAsDfuKGILuIUuxAgBl2nwa04+O5LS+CY5k0NBjQRDAFK+fWx8gNeCfNUgNSiTBxQCuSEVVzCEbAq6iWXqAqwiAMswtIhxNOt/HrAu1sKAFeYIWVZYqkVGDCp2HjSCarc1oWqjZlS5py3l7mjJVXc+TPnGT4raVcsXiW7VnqptXqJa25eo3rY9tVq3p3br54lu/DDRDZtS5ZZ7uPb2xoybPgfFgJCkXTJggcN0L9kpNLFEZ05XBGih4VWD5FsmSRbsk+GtZZto1GMC9V8ezDUdYqjyYn+ufrEvl7/Ul/KdBlH1zcHUe2swdZ5/l3vf6M2Cz3aRWBiiSNLFIlBVAlNB10LhgrsDWJmZ6RQW5uOoM/wWYDlAFSnG53K5iI+Px+VyXTBgnas24EQRO3bsIC8vD0VRSoBN6fqA81oiZzsty2L//v3ExsbidrvD+lyO6bpQfLUQhOagAT5LpEgZFrw7dTEPvT+Sa17qT83XRlDrvRnUG7CcOoPXUq7rEir1XE35rsup0H050f1WET1wJeX7L+WqmJVUHreeq0au4epRq7hycCzVh87jpuEzuanvMF5asowd+XkUGudXqXWOWelpAOf3oVCIwsLCEsqswHmPd+RFZppCHUFWvICCbsm4PAUUSn5khLCeS9HJUQzybSCXEbI6QU1Bs5dwSPZ9Jfs2HVuqWgmJVNB2B7B0XWipqRHS1pdi/3OA5bTci9uiDhlSHODcoEb/iTOoe1dzou94iOi723B5g+aUa9iGqDvaUKnZC1RqIUCrcssXiW7RjuiWz1O12XNUf+hpat7/ONXubE70zXdT55a7mDY/DtUCWTGwLC4ZsBwiZgnAshBER0MMPoNGQAtQiEk6cNSCHqs/5/5+k7ihUwzXvBxDtQ4CsMq178NVHftT9bXB1H0zhus79eX2jt0YveIzDmUWUSgZaJqBHgqALoqgzrHTdZWCAhdZWRkUFRVGpH0XBlgO8bOgoIClS5eSm5v7u4BV+uRx6jTO3+Xn57Nv3z4OHz5cokZVut0fOWPnpIbOfZOSksIpqhMNhjubJuEukGUJhnNIEzUtH7AnLY9O4+Zyw4vduPW9cdzQay7R782hcq8lVBm4hmvGfknFAeu5rOcKrh64hupjNlJ93EauHrGGK2I+4LIBcVw75WPqjl5K3QHTaDRyOq0nzGDA5i0cUhUKS23FjrQw0TWiThepQqDrOpKdejmg5xyXyJTZeb+RPDbx+EIiWdH9qFow3LUzLBNZ0ZBCYj5T001796aCYSooqg9V9aCZQSE9E/TgkXyoloAsQ5fD25MdtzQ5DFiyoSDrguj9lwMsRy6jNGBplgCsPElnxMyFXNe4NdENHqRyo1ZE3dqUyxq0JOrvDxHdqj2VWrUn2vEW7Yhu/hxVm/6L6g8+Ra0HnqBqo2ZUvrER1a5vwLT5ccgGhGT9DwAsE8se6nMKoA7j3TRtwLKE+mFQD+LBIBdIAgav+5IWA6dwXcd+1OrQj8ov9ObK57pzxfO9ubJ9f6JfHUydN2K4q8c46j37Nq+Nnc+WA6fI8aq2WoMMtpqoc+wkKUBWVkaYYRw5s/V7gKWqaviT3u12s2zZMnJyci6o6F76eDkXmGEYFBUVcfjwYXbu3IkkSSXSm9L3d54jEvR8Ph8JCQnMmTMHl8sVBjLBnqdEH9syzLCUjm5q+HQNDzBv8zc8PmA8t7wxmOiXBlPt3anU7f8BFXvGE9VlIVE9llKu/2quHLSay/otJ6pfPFcPWUGtMR9Sa/hSGkxaRZ2e47m+x0jeX7eF5SeT+bbISy5ic8+/C1jOMTMi0krnfHSOe+kubGSBXzc1jPAqDSFcZxoapqphKZrYPi5rxaMplo6Io0KIuMrhVWkYpkwwUIQm+8GyF5EqQXszjwAt3ZDRNEXor2kqkj2wfin2PwdYYuuM4+KTJRKwPBpMWbySRg//iwo338cVN91P1I33U+721kQ1aEX5h/5F1UdfodYTr1OtbUeiW7SjVuv21Gn5IjUeeIpq9zxMldsfot6dD1HvtnsYOHIc+R6/GDUwzl18u3Bzhvr0cB0lrItlOWxfHU2XUC2xRzBd1UkDvkr30LTHKK59uQ+1OvYj+sVeXPV8D65s15fKr8RQ482R1H5zGLe+P5Zr2r3HI71GMfvTbSTkFAnSrj8AiiJW09uUBtPUycxMJykpAbe7IEzU+y13yHlAOC30+XysX7+epKSkCyKO/tYJoSgKwWCQY8eOhZeyRo5blD4BndTQ6YaFQiHS09NZvnw5BQUF4YJ7eJC6BPnGBFMDQwFDRjNUChWFDM1iw+EzdJwcT/3Xh3LNO5P4W+9YqvZYQKUBS4jqOZeo3guoNHwlVUZ9SIVB8VQdvIgbRi3lun7TaDhoGu3mrmL2nsP86FPIgHDdR7HOlo4+3/E5l13KBek0fbQwI8+yKTURJ6NmCdcNISZpqmDJiCTQdst2UxZuqLZroAkBSOc80zSxpV0xRWoozvN/9/r537OSgGUagkofAViFssmyT7bSoPk/qHzbA1S4rSmX3dKUqxq25fI7H+HKB54l+uGO1HisE1Vad6By8xeo0VIsU6163xNUu6sN5a+/m1q33cdN9zZj/Iy5FIUUJNVAUfU/ELDMEqqjztYc0NGNEKolRgZyVJMc4PssL/+ImcyNb/ajxqt9qfBCd674Z1eueqEv0a8OofobI6jx+jCu7Tycv73ah8cGTWLqJ19xON0llmMGFfD5wDh7hisjIw2fz0OkZO35HAQFwQEXp7u3bt06Tp8+/YcAlt/v5/Dhw2RkZISL8Y6VlhJxUh9ZlgmFQmGC5QcffEBRUVE4JQpHNJGAZZr2hRYCXcI0ZAKqTJEJx7wK8buP0H7KCm5+ayTVOw6l6pvjqNxjMjWHL6D2qHgqD5pP+b6zqDM0jjsmLOehyStoMWou7y5exwc/HeWYX8aNKFz7TZt7Z/y5gKXYrmGXIuwZ03AXyDkZdctme4voyULFQraBKgBmacCyBQJtwNJtsFJ1JaxY+9cELIdCGgFYlmVhmKJT6A6Z7DxwnJseeJRqDZtR+Y4WXHVbC8o1aEW5ux7lsiZPU6lNB6o98gqVW75IpWbPU6NlO2o+9BxV7n6U6ne2odx1jah5a2MaNn2YWYuXETQsJM1EUi/1gDs6L7amdcRPKkL6F3QMU0Y3FVSgULcoBH4tCPHmzKXc1nUINd/qz9Xte1Du+e5c3WEAVTsNp9qbo6j25kjqdxvPje8OpUnPkXSbu4zNew+Qm+8RQ16SBJYovjqaRC5XLnl5OUhS4IIBywEqJ3rx+/2sWrWKU6dOXTJgOZ2+EydOkJycbNdStLPuH/l3Tork1KsOHTrEkiVLcLvdJVr6YLfVzwNYGGJJh0fXKQJOBmH6Z3t5oMsI6v2rO7e8N4Y7R86i7oAx1B04kZtGzefawTOp13sij81dw/jdx1j6y2l2pmSTGRIzhiFNx+cLoIREan4hw8+/ZX8kYOlWKdA6S0aEcAYj5jg1G6TOA1aGiMwMTWjtO4ClGTKKKaPaWvFlgBUBWEWyRXJ+gAbNnqT2nS2p0qgVV93Wgqi/P8RlDdtyWZOnubpNe6o88rIovDd/gZqtXqTmQ88RfdcjVGvUmop/b0y9hg9yc+PmTJg9H78hWsCyblw6YFlnA5aCeO1ifZX4NNNNBR0Tvyk+oU8HLEZ//BW3dY+h5ruDqPxqXyq93J/oV4cQ/dpwqr89jtrvTeCGvtOp33UkDbsNo1vcKjbtP0RyRo6YxpQVsLtFDq0hNzebrKwMAgHf74KVA1hOXcQBEkfALyUl5ZIBC0SqmZ6eTmpqKoFAoERx/VwWCVymafLTTz+xaNEisrOzw1EX2KcNlEoJbcCyGx6SFKDA58NrCSmZnQm5DF3yKV1nrWbEp98yauePtFu8nMbDJ9FgwFiu7zaCRv0nMXjLDxyG8NIKWddQJT+qz4Pm94IsBtCdzTl/XkoYsUvAskdIrOKkxQGucBJjFbtlWeJ4nQ+sDJurqBt2BKyKhaVmCN0SH8Km+VcFLLMYsDAtTEPUCguCOvkyNHn8Rerc1YoqjVpRvkFLom58kMsbPczl9z8TBqxKrdpTteWL1GnTgVoPPkf0nQ8TfVtzat7ejOvvbkHdW+6iz7BR5PkDyEDI+CMASyiKOoClIFJZGTtlsLuEhilWyjtt5EwVlv1whJu6DqT6u/2JfqMfVV8fSPSrQ6j4yhCqvD2Wuj2nc23f6VzXcywPDJvKwp+Ok6xBvk8WgOXzg66Ha1iappCRkcaZM4nhsZzf80g1TCfNSk9PZ/78+SWK3P8uYDnA4/F4yMzMDC+rKM0OL/04kV3EQ4cOERcXx6lTpwiFQuH6lcPBCv+1ZdgFYxVMDctUCYWCuH1+PLKGDBQZcDo/xIkClTQDjhsG33k8TNr2HW0Hj+O+7sPpvfoLduTKoqiOmCwwlSAofhsIxVIDVTYw/sSUEM4GodLuBFjnuk30arRzAlU4IjNs5RHDQNdVdEMW57IpY1p/dcAyzgYsl18lT7J4+rXu1LurtYiYGrbhsluac9U9j3PZA89Qvm17Kj3SkUqt2lOtVXvqtn2JWg8+R6WGbah0S1NqNGjKjfe24prb7qH30JFkuosI6Cayaf5/Bywxza6hGyEx9wcEgEILvkrO447+w6nebRCV3uhLpU79qfxKDOU7DiH67fHU6zebvw9fyPWDptJkxHRWJmbiAryqfSaGZNA0IvfBpaYmk5BwCre7IIIcen6P7No5vKfExERmz54d5jxdCmA5a8JUVSUzM7OEcsPvmfP4Z86cYcmSJezdu/csiRpx3UXy+Eq6YYhaZVDRUXSbZ2T/nyRE9FQAHHR7+fCno8TvPsa2ZA+nFci3wOULYKohMINgBEEPibk6uyz0Z9awSrSmwymfA1SWvfyruBHkAFc4+jIprms5157TsDcikh4btCIBy7RCf1HAMpyx6HMDlk+DbL9O12FTuO7eh6nWqDWVGrbhipubU+6uR4lq8hTlWr1AhbYdqNCiXTjCqnH/P7m6QUuqN2xN9I2Nuem+NjzwyDPMjFtKYUjGp+oR3bw/FrBCtsuAbAg2sm4I7SAVEWEFgJ89Co/OjKV+zBiufqMP5V/pQ+VOQ6nyxmhqdZ1G/cGx3Dw2npuGzeK2gWOZue8oyRa4Q7o4C0MqmGY4wlJVmYyMNFJSzuDzeXBGnn4vwoKSEsYJCQnMnDkzvKvxUgDLSQEBIbqWkoIkSXg8HizLOoso6hTeHZCTJInMzExiY2PDq8MiZ/OKtVMjPbJOU1zeUhQNXbXAAl0VapayEiDfW0iebFCEAK8UFVIlAWaabv+PjSBoPtRgEbKtuSQjyKp/KmCFu4CWiI5svTPd7h5qYS78OYryDmkwnNkgTmknfYxQLdANoRBrmAqGKWFZYqj/rwdY50wJCQOWCuQGTcbMW0H9+x+jSqNWXHl7C6L+fj9Rt7cgqvEjXNHiWa5u9RwVmv2T6JbPU7PVi1S5/ymuvLU59Zo8wVX17+KWBx+j3Vvd+OybXQI0NE38vy61S2hzVsDEtIprWE6EJRac6mKExtTQLMHGloHTIYu3V2/iznGzqfR6f658pR9V3hlDjR7TqTNoPn8bvZQag2dRf8Qsbh04lil7fyHJAp99wkm5uWAJoNJ1FVmWyMnJIjs7k1AoeEGA5Vz8zkgICKLmzJkzw8XvS+0SOnbq1CmOHDmCy+UiMzOTUChEfn4+BQUFFBQUUFhYGHbndy6Xi6ysLObMmcOSJUvw+/0lNhydC6ycGTcLcaEVv8AIN21eki6GeoOqgStgkB0Alyo+UFRACcmghkC3Iyy08MCxz7DXwv+ZgKUbxW4YNmBpYUVZB7R0rGLAiizKl8gTz13rcmIKZ0mraSlYVggs9a8HWGJLq+0RgGWZ4kNDBZJdEl8dOEndJm2o2uRhoho2Jeqme4m6rxVRdz3I5fe3otoj/6T6I89T/sEnuPqhp6jU9BnK3/sI17V+gatubkLVW5vQsUtftu3aT8j+lHW2DF9KDSH8sWSbVcpL38dCvMWQZpKjwdJDadwbM5Pqbw4mustIot4cRrm+06g4YgFVxi+i9qQ4agyZRPOZC5nz61ESTRG9WYoCqmyfgQJ4neHZxMRECgoKgJJkQ+d+kTIuzu8DgUAYZLZv38769esJBAJnbRS6WHNqUaFQiJycHI4ePcqePXvYsWMH27dv5/vvv2fXrl3s3r2bvXv38uOPP7J//35++uknfv75Z44dO8bhw4c5efIkubm5BIPBEnsQz2W/+V8r8c8x0VQZVZVRVJ2QZiJpFpJmEVItFNUeajZ1kTbhaOIXByl/+uV5zhPOPOvXZ73O895wIWZS+rz/q1iUaYuBCeCKyKNt4SwdkRLuPHKGWx9+lssa3EvUnQ8Q1aAxUXc/QJUWbane+lFqtHmcSs0focJDj1HhoScp/8DjXHl3W6re9zjRDZtTu1EzXny7J1/u/AEpqIJqYoSUPwCwLt6cVKhAsfixEF6Yvprr3h5G+Vf6EfVSby7vM4Fq4+O4dvYKbpqznDumLuTlNZ/ycVo2edhtbMmPGfAhB/wl+FOZmZmcOXMGl8uFo7yQnp6Oy+WK6K6J2pLP5wvXsCIXSHz77bd8/vnnJVK10moEF2qRIyeOxlNRUREejyesUOAMNQcCgfCoiizLYUG/YDAYXnvvvP5IEL4U+70VU5dKWyiz/1sWZdoidJatYx0JWJYpvg2acCQjn3Y9+nNVg7up2rQ1FR9qRYUHW1Cx8YPUbNqaKg+0pOJ9zanZ4klqt3yGyk0eo9K9j1Dzvsdo9Hh7Gj/Wjte7D+C7vT8LGVRJFKz/U4BVOpXSNI0iFQ554b3YDdzXfSzXvD6QSp36U6ffJOqPnM+tkxZTf8g0Go+ZSdd1m9mamk0+go6h+7zg94mtOGbxMG1mZiZJSUnhbTW7du1i69atbNy4ke3bt3P48GHS0tJwuVy43W58Ph+ObIsTCe3du5edO3eGqQ6RHb2Ltd8DlcgZwotJz/+o/03pAezSXgZYZRZpJQDLigQsOy0MqeAJWSTleZmw+AOq39WY6vc9RIXGTah4bxMq3N6I65q25Nqmban9YBuub/0U17R4kqr3tqFmk0eo2qgZrdt35omOb9OlzxD2/HgAVdbQgkFRw7DOHg/5owHLqek4j+cAlk+x2J/qZuDiT3h60BTueWcIt3SOofGQGTQdH8eT89bQfPRs2s2MZ8KWnexOzSUvpBIKSuD3gSJ4WI6FQiGysrJITk6moKAg/HwZGRns3LmTNWvWEB8fz4IFC5g7dy5z5sxhxYoVbNiwgU2bNrFjxw7279/P1q1b2bFjRwkBvz/qWDgEVUfX6fdqOJFF+D8ioiptZYBVZhdjUU5x0MQGiHClDwFagGKKVv7OXw7R4vkXuKllK6rdfTfRjRpxTeMm3PnwY9z3xD9p0PoJ6j/Qhmvva83fHnyUBq2fpf37g5gYu4LJC5YyZ9Eyjh0/jRQIUuTKQQl4/6OAFRk96LqOpFnsOpTIhPiPeXPEDNq+O5BmnQfy3Kg5vLtoPRO/+IlFP5zg44Mp7EsvIidoIimm2AISDIKmYYRCYVCRZTmsA56ZmYnH48EwjHD6FwgE8Pv9FBYWkpeXR15eHocOHeLYsWMcPHiQY8eOkZ6ezpkzZ8jMzARKNiXO9b5+z0oDdeRg779bE4ss7F+qlQFWmV2MlQCs8PBmJB+EYtA6nZFJ9yFDeOKVjjR6uDV1GzXk5sb3cW+LNrT954s0f+p5bm3SknsffoYX3unD2/1H8MKbXRk1fT4zY+NZuvJDTp48iS6HQAv9RyOsSL1z52dZN/DrcCrLzf6ETLbsO8rmfSf4/kw+v7hU8oF0HfJNQYXQLMHvI6iIsRx7KDWytuPxeEhMTOTgwYMcOHCAw4cPc/r06TAJ1Llf6YtdkiSKiorw+/14vV7cbnd48en5jsMfcXzONUsY6aXtj46yygCrzC7GosIt19KAZXtRoVsInRW5OXTiGLHLlzB53gx6DBtAiycf5f7mzWne+mHe6dqT3oOG0+G1d+k/fBzrt+7k8x0/cDI1h8KAiieoUOj2oKkyWGJlkSEH/uOA5Zz8pmmiGTq+kIpbUgjqkB/QcMvgNSDHL9aChyxnQ4u9uCSkgaKKdFAp7hI6pigKOTk5nDx5kkOHDnHy5EkSExPJyckJd/0iO2wOrylylvBi3te/cyyc938uSZbSdi4J5f+klQFWmUXa7wCWIaIhW/c9IyuVk0knyHJlcujkIabOmsJL7TvQ6aVXWTg/ls2btrJg4RK2frUDj18l3yNR6AkS0gRHSrSohT4VlmJHWf8ZwHIiiEjAEqvai8X//CEZ1RDfBwJCryssUGeApZqg2e1TU8dUJLBEKhjZRYNiOkOkznqkObdFql063Tfn750xmt96Xxfy3iMjltJWWoesdNE98jmc5oDzOP8JwCgDrDKLtCiHqOuQ0yzDLBZiM3SwTCxNRlMlDF2MA2i6hC/oJr8gm327dnH0p19IPpVATno2Ba5CvF6/kEBWLXsOyt7Qazj71eTwNP9/ArDOZxamTfITjQdnxCSyU3qezzjxAAAgAElEQVQWwc/upoabFJSMWpzIpTRgnQsQ/giLBKM/6ziWWZn9p+wswDLN0oClC3lWRcLSxQYaLBVVCSD53UjuAjSvD0sKgaxgyiq6rAhXNQGA4WWJtjCZqYSn+f87AMvhoqk4g7thN4ziga6IVfO6LdoW+QpLRzOlgepckcLvdeku+T2WgVeZ/R+yqOKpACvcKbSs4kgChNSwroVsyWG92HV7cr6E23M9JUQBHdfO9v8KwNIwS4NWKXeWV+r2qIViz4id6xVezHv5/wVY53u80kXtMiuz/yWLss4DWMUpj723UFfFBlorAowss4RQfthNreR9LLMk0KGHh6r+f0cYv2fFM3BaGLAs5LBjf3VWgxcDlphb/G+IV34LlM51vzLAKrP/VYsqfcWda/7JouRmFVHLce7gzDSJlM80FDvtcyIoB6TMkm4/+J8NWJbluA3SEYBlImEhYUYAloiyiuVC/hstEph+6/YL8TIrs/8miyqNTuca2rQQGKUboGuitGUaxSRvJ7Uy7dQpfDmXiKrOPaz5p18wEVpGmJad6Kk2SEkRrkZMBEQEjhYX/Vr/f76/8zUAzlfw/9OPf5mV2UVYVFjvohRglW6SGdiSP05x3k4lNctEMVVCuoxuOso/kerqYekyzqmq8GdeMFapl2kgampomMjoSOgRgCU0uK0SWt2mbv1mUb3E052jKH8hxMnf8sgNN5HLI0KhUHitlzOGU3ou8Vw1rbIaV5n9N9tZgAUlQUuL6PCfK/ISt5WWbRN6i7ohI6RrigerxYUSwRL4swGrxG4wIgDLibLkcEp4LsBCNUGzbOCyew4WJdJG5+HD3Vib6qHrptgibbuumxiaKfhejod0kHQInstVTLcXCr1YBR7M/CIMlxvVVYiSV4Ccm49Z5MPy+MEbgIAEkiyIr6oGmo5lCNVXp0Nshr/agHW+kPtivMzK7A+ys2pYkXYh5925by9Vr/pvNQuKUcbE2QdnmSrFq5gcjpZWQqTOsnBKdwKRZNBVC00vlv8NYq+kQgjS2aSQEqU/STORBOZhOY8nA34DPDq4dcgOQmIBxrFsjCNZwg9lYh5MQ/3hKKFdBwh8ux/v9h/I+Ww7Zz7+nNRPvyTv611kfLED9+6fMI8nQkYuuNzg9oLXD5IClhDBk3ULTRcEX+zDoquGI3cpCLO6/X1YUc7WIC+hNmed/Tvbw1FdJFG5zMrsIizqz34Bf6453UuHc6WWdMuhXRTzrxxqQxi0QpZwewG0QTFg+RCgJWHry9uYaAYMTLeCWigVY7oGSAZ4FMjxQ0ohnMojsPsEvm8OUbTlJ9yf/kDRpz/g+/RHvBt+wPfxd7hXfI4r/hNy4j4ie9E60uavJnHOctJi1+BatZmUJevIWL2R/A1fUfTFt/h27EX54Rc4cgrOpGO4PFiSFq7jmYqFLCkYmllcvHSaLCYlwUrTi8HJOIeXAVaZ/cH21wascISl2x0FXWh06bpwQz/vBRf+irh+RQZnoVogmyYBVcUbClHk8SF5g1gBWaR2kmlHTxq4ZcgugLQsSEjBPJqA9csJ9D0HCW7bi2/TTgpWbaHgg83kLd6AK3Y9rgUf41rwMbnz1pE7ew2+uA24531I7owPyJ62lLTJi0metIi0qUvImL2c9DnLSV+4ioy4NaQvXkPa0nVkrdpA0YYv8X21h+CPR1COpkJqPuT5oCCI7g1iKEJ6RjF0VFNsNxL8POzI0ipexHeBXgZYZXapVgZYTtSgWyJi0AwbtEzhdkRhRXi4IG6ZqAimVsBQ8SshQoqMEpLRJUnUjEIa+EKQ74N0F5zMgF9Oo+85jLrzJ+Qvv8W/6Us8H22maNUGPMvXU7DoQ3JmLSV94gLypy4hf/JiCibFUTBhEa5xC8kdM5+skXPIGD6L3LGxZI6cT9qwOaQNm0PK8DmcGT6bpGGzOD18FumT4siavoy8uavInb+a7HmryF6wGlfcOgo+2Ejwk29xr99B/qZdBPcehbR8CIr6liorSKpCwFAJGRohQ0PVNUxd7ATEosTxKNF8cEa8/gRF2TL7v2tlgGUh0hcdG6ys4q+RlfMId3oImmUSQMdjyXh1iaAqoctBoZVV5AOXB06lwMHTsOsX5C3f4lmzFVf8xwI4ZsZTMG0hhRNmkjtyMtnDJpAzeBxZ/UaR2mMISV0GkNplIGnvDSKjawyZ3YaQ2W0IGd2GkN41hpRuwznTcxzJfSeTMWgGecPn4R4bh2diPEUTluAat4jkmBmkjZxLzvhF5E5aTNakOHKmLKFg5nK8c9egLtqId956CmI/IbBhBxw4DdmF4AtiBILouopiaYQwCJoakqqhqHoYsBzgLu0XMt9YBlhldrH21wYsiEhxAM3CUkWXTmzcFR5e5VTKDcMghEYQGdWQ0EN+rPwCtMRkQj8dJLh9L67VGylc+jGu+SvImbaYrPELyBw7h+xRs8kfNZOsnkPIfX8gOe/0I+PNXqR26kbyS11IateZxBfeJqldZ1Jfeo+sTj3IebM3ue/0I6/LAPK7x5DXeyS5g6dRMGoh/olLkaYsR56+CnX2GkKzP8Q/fQXuyUspmrKMwknx5IxZSNqw2aQNm0326AUUTlyCb+wSpMkrCM5diz9+A+61W3Fv203g4AmU1EwIBLA0sZ1FN8WOQVnRMGzWrG5YqKZxTtfN4t7xWUAV3iZaZmV24faXByzTxh+nhuy4Q5A1DKskeEWuddLFILgh+5BdOfhPn6Jwzz6yN24lJW4VyVPj8C/4kMCMZXgnLCB/6HSy+o0jpccIEt8fwpl3+pP9Ri8K3+iN+80+uDr1ILt9F9Kff5vMdu+Q0+E98l7tTsEbvSl6dwDeroPx9BiCr89wgoPGEBwxBdeoORRNWYZ/xkoKJ8WTOyGOvMlLyJ0aT9akONT4T9GWbkRZsoHg/LXkT11K9rhYssfFkj8+jtyYmXhGL8Q3OR7X9HjSZsSTvHAlmes+I+er7wgdS0BJzcQq8oGkYioGmqILJQ6nbmcaKNbZrppiQFwvBVol1x+XWZlduP2lAcsiYvGqJerhsiFcMUT04ABWMaoZoNquKOAuREtJwv3jPtI2bSEx/kMSZywmZdxcModNJ3vgJPL6TaCg7wTy+4zF1XsMub1Hk9lrONk9huF6qz++dwchdx1BsEsMRW8OoPD1PvjejSHUcwSF7wyi6P3BFPUYTkGvoeT2GkZOv2HkDx5L3sjJ5M9YiifuI/zxG3At/JCsuSvJj1uLd/lGfCs3kr1gNZ5ln6Cs+QLjo6/QVm4huHg9ngVr8cxdTe6YueSMnEHmyOlkjp1D7tTF5M1ZQc7CD0lZtAbXp1/j//4AVkI6FPghoIJsYKmm4JKViqpKg1ZpwDqrGF+GWWV2EfaXAqzSA8KaZS/kBDymRcBmJ9gSgyL9kdUwUDkSOmiG4DC5Cgn89Cs5n27h5MJlnJy2gNTJC8kZO5e8mOnk952IFDMTafB0AgOn4uk/gfx+48jpP5qsgWPIGzSOwj5jUYbOwBo5H23oTAL9p+DtNwFPv0kU9htP/oBJuAZPJHfIFLKHTyZ79AxyJs4ib8p8smbGcmjSXH6eMo+fp8fy65w4jseuJGn5OjLWbiZn/edIX+3GvXkbeWs/x7VmM/7125A+2UZw3Vf4V20ia+5iMqbPJ2vafPKmx5IxZjanB0wkOWYGrilL8S/+lOQ5q8he84VoGARN8CmoRX5xXKziY+ssURUbuMU0ZpiPG/4nUJyGlxFLy+wi7S8JWE5BWLMER8rruGXhtyyCpoFiCPVPLRiy80QTgiEo8qJn5+E+fpq8XT+Su2YTuYtEAd01ZTFFE2PxjpiLb/B0pEEz0IbMIThoGu7+k3D1n0jekElkD59M+vBJJA+dSPrgKWQPm0XusNlkDZ1J7og55I+eT96oeaQOm0HuhFgyJi0kZdICEifN59TkeRybPJfDk+dwYNo8Tqz6mBMffUripi/J+HonhXt+IvjrYfTjCXAqCfN4IuovR/DvOYDv2x8IfP0D3q3fkrf+K7JWbcC3YRO+dR/hjl9JzvQFpA2bQlq/CbgGzcA/chEFI2PJHL2InLlrUbf+CCfSIbcIfGIJhxh1MDFVsezVwp6QwEKy9HCvIgxaZYBVZpdgfxnAOtfsnGpaBBBg5QP8loVP1QkqKpozviIpYpylKAAZucjHE8nfs59TG7dydPEqkibHkjtxAd6pS5CnLUMeH4dv2BwCMbNRRixAHxuHf+QcXMOmkztqJrmT55MzI5aU6fM5NXkOR0bN4siYuZwYt4DEqUvIWbgWV/wnpM1bxaGJCzg0eSGHZy3hZNxqUtZsJPfzb/B8u5fgDwcIHjhC4MQp/ImJhNIyMPJyodANniLw+sDnFSM5hW7IzoeUDDiRgvrzUTw791Ow9Rtcn35Kwbq1eFeuRV62FnPRGuRJS8jtNYGTrw4ks9s4MvtNI33UfLJmr8Lz6XY4eAoyXeD2CdpGSBP74FR7kzeigxoytN8GLAe0yqzMLtD+zwPW+XSiDEPUXCSsMBtdNsVMn6XpEFIEj8oThOwCzONn8O3+mZzPvib5w085EbeCEzMWkTclFv/kxSjTP8CYuYLQxMV4hs/BO2Iu0vglFI2NJW/sAjImLCB9ehwZC5eTGb+WtOXrSPpgLceXrCVh5UYyPt5G0Zd70HYdRt9zmPytuzm1ehNF3/6Mb8+vBH8+jno8CfNMJmTlQZ4bCj0QlCAUAlUBTbilhtBDAYygX9wWlERE5PZDngdS8+BEKvx6HH7+lfxVazg+bgop42cgzYhHmxpPaMR8vANnkNNzPJl9JpE8YCoJw2eSMnMphR9twfh+Pxw9BS4f+GRR+NMBw8LURYdQs8yzAQvKAKvM/m37ywDWuRQQdDv1C2k6iqpjaLqgrEsKFHohKx9OJmPsO4R/63e41mwmc8kaMuYtJ21GPNnTFqPMX0loejy+KYsomriA3DFzSR8xg/RRc8iaFMep0bNJmLKIMwtWkLJ8PWnrNpP12Te4vtlN4Z4DeH45hnQ8CSs5BzJttrnLC2kugieSIN8PBV5wB8DjA28A0+dD9/lRvT6xF1EOoakyqiqjaQq6rmIYGqahIXk8KEUee0jaDwUByPZCsguOpcG23WRPX8ixAaPJHDUD94T5ZA6ZgmvYdIyZH+AdO4/0wVNI6D+exGFTSBwzg8TJc3Et/pDg5zswjyVDdhGETFH8UwxMWS2RHp4XsMpSwjK7SPtLANY5wcrZxacaov4SUjB9Acw8N0ZqFvqxJIyfj+HZshP3us8pWPYJRYvW4Zm7koKpgnXunrAQ3/TF5IybxZlhkzk9fBKnRk7lxOgZnJo4n8RZ8SQvWkXGh5vI/+I7vLsO4N9/lNCxRMF6LwyATxLplKxBIAR+CSQVZB1kDcPtRSvyonl9qIEAuhxC11WxMAMTXdXQVQ1NM1A0FVUz7HEaC8MykQIh5CIfRkEACoOQL0OGB/NIBtZ3hzk1dDqnuw0jdcB4PBMWkDV8Gge6DOBY7xH4Zi9FifuQnEnzODNiCimjppI8fAqnBo0jY8xM8uPWkvflbooOJkCuVyhISHZ6aJhlgFVmf7j9nwes3wIrQ9NB0QWHwa8gp+WQ99MhUr/6jozN2yncuJ28FRvJXfAhBTOXE5ixHHlKPIFRc/EPmY1n+Cyyx84kaew0EsfPIGXmAjJjPyBn+ToKP9mC96tv0fcfwTqcCGeyIMsN+QHwyKI9qSIK+pYOhooeCqBJflBCIr1T7GWzpoauhQjJfoIhH37ZR0ALIGkh8SbtCz8816gZhGQdSZLRQwaaR8J0BSE3AJlBjCMZZG3ZT0rsBlK7TyD9tRhOdOzDgY49+eG1HhzuOwJP3ErYuRdr01YCqz4iZ/YiksdMISlmPGkDx5MbM5n0MXM5smgNJzfvpPCXU1hZbkF7UO1xJssqoa1WBlhldqn2vw9YFuc98cXUjRgV0W3mtW4aaIaOppvFgKUBPpnQsURSNnzBkfkfkDhnOa7YtUhLNlA4awX5ExbjHr+YwjGLyBsyh9xBs8gZMY8zUxaROD+erNWf4PtyB+ren7GOnIT0LCjyixqYVwK/AiFDAJVsgWRhSRq6pmCiUUy3F191TcHvc6NrCooaRJIC+IMe/HIAyZDQMDAwUZWQqLlZxW/aMEGRTUIBjf/H3ns2x3Vk6bq/69577j0R09MzZ3q61fKUofcO9N6AAEnQG9B77ykakRQpkRS9Ex28965QhfK1a/vcuZ/7IXcVILYcQ/OFjHoVGSAQigIKFfUgc+Va72slDMxQCqd9AFojUN2N+f1PNGw5zrMppbQPX0TXp7N5/Y+JPPxoAnUL1iC+uQGva6G2EffhE5w794ieOEdd6Xoa5hQTXriW1Lw1tE8vpmr5Vmp2nqD/6j11PEyagS2Fj+M4eWD97CX6jdesoIJ+S+82sHwY9CrmZ4O2ni9xfTnYF+SpW0Hb9zE9L+//5LlCFdf7E9iPXtO+9RBtS7eQWb0Pf8Mx7HWHiZfuorN4O52r9tK96QS95efp23mZnv1XSd14RvpxNaIxuO7PmsogL9cqL1x1/e8MaTh1Vae8FLnEIC84uopgJ+gGu0E3cBO1cBxHfRQurueosRffwRc6CA08C991sE0HLWOhpWysjMCK6ugtYWjqg6YwfP+Y7hVbqB03l96Ji6j7+3jq/zmZV59Pp6KohPjxy9AagoQOPf2QzOA1dxK/eZ/uA6fpLttJZOF6UrPKyBStJjZzLV1z19G9Zg/pCzfxqpsgEgfTyr9EwvPzGZX5oXHfxUX84thOYdawoF/TewksySCwcv56TrBsCabwMV2pGkOzOqSy0D2AceMBXat2EV60EWfpNsx5mzAWbyO+ZBu9K3fTuekorbu/oev4TWLXXmE+bYOWOPRmIOWAqcZVbIKNFGASzNQNGemRwgug5P7iLeZQC2TXdfMWyENtjvMp2iILTgpsTeVHeh6OLbFMD0dzkXETuuNQ0YZ/9R6JjXtpmziP5g9H0/rBKKr+ezSVn02lsaiUyK5TyEeVAXgdvKwJhsAbSKFXN5G4do/Y3rPEy/aiL9mKWLgFo6iMgSkldMwto3vrIZLX7+I2tqtRHle5OggXHFs5quY64y0Ebt5XrACsgv6Y3gNgDVm/ACxH+vmir3I09rGEGuL1LIFMZrFbu7B+qiF18SY9a/fSOW8N0VllDEwrIT1/A9kVOzF3nME+8wP6jSdkH9VCUxQSnmrgMoIWeVc9dlZ66OSiwH55JOWXhoJ/CVg5z/YctIYCKyABmFkwdHVTKD0cwHQFlmZCyoTuKOL2c9rKdvFq9CxqPplI03+PpOIvX/D8w3G8nriQgW3H4FEV9CbU7kp3lau17Su7mXASv6oF69p9tAPfoG08iFm2h+ziLUTmrqGuqJjXC9bQuOsY8TvPEG19+LEMWB6eq2BlCXUhYPseLh4CWQBWQW+ldxtY8LvAsj2Z54QQEtdVbyDPlarhMZKi59Yjmk9fZuDUVfq3HqFp7iraJi8lNLWY5Kwy9BXb4eBluPNajaf0xtWNm+FBVqiPjnpsTbhonsDAxwEEQ0DlDRrZ/dJQ8K8Ba2jQRA5eQgTeXZZQy3SxTYusY6BLG8sxEZm06td6WUv/3tM8HTefB38bSfV/j6P9HxOp/WAcz8fOpXn9TuTNx9A1oACnGbiGg+2BEzhYoFvQF4OKRqxrd0ke/obY1oOkNuwnXrab9iWbeDVvNa9Lyuk6fgXtYRVGfRekbeWCAcFx3M0DyysAq6C31HsNrNwCkMLDNS2EYalCu+lCPIv2opbGE5d5ueMwDTsP07ZpD23Fm2ifXUrz6LmEJy8nUlSKsWYfXL4LTV2qw1vX0LMZXN1EWg5SysCOXaUa2qgdXX53NcQ2WKLCxNw/AKzf2mXhSNCkOnu6YNs2aUfHlAbSzUImhldVTf+RM7yctphH/xzPT/8xkur/HEP7B1NpHrWAlnU7Sf1wFzr7IZ6BpIZn2ljCJ+16WKhLVGk5qgWjP4asqidx40d6jp2ja8chojuPEdl8mJYV26hZvJnW9UeInrlJ+n6FanewRH7QXEeoYzIeni8KflkFvZXeK2ANtd/NwSpv6+sI3IyGr5mgW3gDKbL17dSeuEzL0Qs0HjpHxbZ9VKzdSu/mvfQVb+L151PoH7uQ7hHz6Jm8nMymg3DzEbS142di2E4Wy9QRro1ApRmq+lVu8HcIrMQgsAQq6t7+g8B6M84rBy9sIIUClgeukFieiZRZ0Aags5nwqdO8nrWEu//1Nc/+OoKqv42j4v+Mo+nzOXQt2ETm+h3o7FW9U5ksdkpDCOWkmhYyX4sTQqrbP8uBgTh6dT0DP96j4dAJug+cYmD3acIbj9KxbBetS3fTv/08qUsPEfU9kDLywMoiMJEIPIRwCsAq6K30HgNLIKXAl0L5tls2fjoNaR0SaVJ1rbRcv8PLXcdpPfINsWt3iV67ScuhkzRt3kn78vU0TVhAZPQCwl/OpvfrufQUldCzaQ/9l6+SrK/CSkewjTSOa+D4LhYOOg5Z38b0bFwvuC103PztoBS5kSC1xO8AK/f5UGDld1mOj58FbOWAKoREehYYcZy6VyQvXaBu/mJefDySZ//7E+r/axzNn8yg7os5dM/dRPLARWjuhFQKHAdsB8dycYKLg1xpLijPDTZ6mSbOwAB6WxttP/xA69mLhA6dI7PrPMlVR+iZv5P+VUfJHP8B7V4FdncYKQUmgoxvYSKQeLiuXQBWQW+l9wdY/DKwVHuBC5aloq2SWeiPEX78kmcHT9Fw9CK1B86i3X8O3WEy9x7yYNU6ns9dRqqknL7h84h/MYf4sHl0fTWHyonzeVlSRsvF88RqXoOewXcMpO/g4mAH/3m5YbkcsGwFrMEZxj8HLMdxcB0/3z3hOCBMFywdQt1oV7+ladkKXn86gpq/fkbzv39F90dT6Ri5kNaZa4nvPI94UAmxlBrf0bP5wWVL+BiuPwgrfj687LsOrq7jplNEGupo++EW3ScuoR+8irn+NOF5OxhYdoDsvmvEL9/DaOjAM010aZPxTKygeicKwCroLfVeASv3qecHvUzCAV+QCYWUNUzWhHiG9hu3qTl5iXvl+6k8dJa+6/egtUsBra2d3svXaN6yi/6SLYTGLKL/wyKSH81AG7mI1hFzePD1ZJ4Xr6Tn8iWIRMDQwDKwjTS20PFQCdietPFdR/VhBc2Uvj8YPWiiXA1+K3nZtu18zcp13Xyys+M4OBLSrlrCQ4VmRGM4d+7RVlLG8w+/pPPvw+n8t2F0/3UEfV/MoXvmGro3HcG4/RwiaTCt/BHTdT3VNib4mbFqLtnLl+D7Q6YHPBc7m6Ln9St6Lv+AdfY27L+Oueo42dLj2Huv0XfkCqknlVgDA+hGmqxjIIKsSuG4BWAV9FZ6r4CVP7UEwPJdS0V4aZkgONRC1DTRfukGT7cd4Pa6bVQdv0j8WaUaMLZsiMcwKyrpO/ENTcvWk16wkfTYZcQ/mkXkg6m0fzyF2i+mUjN1PlWla4jfvIvf1QOWCdk0RjqOKwx8XExLwxNOAK1c8vUgsKzgZ/0tYOWi5XP/zgHLsiws4ZFwVfYhAgjHsR88o798Hw2jp1P9l0/o+cswIv8xgv4Pp9A7fjGhtfvIXLuvXB8MC+G4WMLFcb08sDxX/dqkmgrKh27kgOVJ8tMDjjDRwiGMV3W4158hDtxAX3OCVOlh4htOkDzxPfFbT9Ca25R7BBIXERxpC8Aq6O303gPL17Nqh5NIQyJD6MZdmo6e427JRu6UldNx8wGiKxx0lNrKiiWRwHz0Ey1b9hMu3kpq9lriIxcR+udUej6YTM+w6bR+NZ2fRk6loqyc7P1nwc1hFj8VR5hpPGFiOhquMNVOT3gq+sof9JF3/d8H1tA3red5OI6DaZqYpoluW2SEhyN9SGUwn1fRteMQ1RPmUfv3EbT/+5f0/vtXxD6ZTHjcInoWbyB24jI0dIBmoOs6jusNwkoE7R4/C9tgMDFoKLAkgSWyq+Yd4xo8b8A8fpPU5tMMrDxEV+kekkeu0nvuOtFnryGZBCnwhINj2eo1KwCroLfQ+wEshsAK8HyB57ngWljxqGqujCehvpmWUxd5Xb6Xx8Xrebl1H0ZDB2gWCPC0LL6mqdGa7hDazfvUlm6lc9F6IkUriYxeRHjYLCKfTify+TTavp7Jo7Fz6dh5DF7VQSyldnN6GtfSsIWOI0xcz8rXo6RUdwAqPNn/TVgNBVauxuW6LrZtB9DScYWJSCcxa+oInbxA/dyV1H42ld6PJpMaNoPYsCIGJiwhtGQDkQOnsJ6+gmgCzzSJp1N5YOVgNRi0gfoh3YBQuTHH4OeXAbCynqO+aEvoiOB895TIrnP0rD5Ix8o99Gw7Ttfh8wzceojT0gmpNL6pq85/CsAq6O307gML8k4FvwQsJxYFQ4dInNCNH2k5fJp7y8qoWl1O2+FzEE4jdIG0fVzDUX1aug7JNPT103n+W+o37aJy9gpaJy8mNGYB4WEzSH46neTI+VQMK+L19BVE95+B6mZ19MwksLQ4lmdgCgNTmtieismSUh2v1JHr94H1a+0Ntm0rZwc9gdNQQ/jcBZpXrKdl3AJ6v55NatQitMkr6J26nMb5K2ndeRDtwRPoj4ChIy3lnzXUuULm5hulULvBIBE793m+Sz93RJUqq9D1hKqfpU142Uj3kYs0rtlHS9le6lfvIHToG7QbD8k8rSTT0Iodj6vHpwCsgt5O7z6wci0N/BKwTLXjSaXwW9qoOnSc+t2HuTV7Gc1rd6FduwsxnUzaxLZk/kFs3cDTMioVJxKh6+p3PCpexU9FC+iYspjIqNlkPisiM2w24ZFLqBmxkOZFG7G/vQ2dPZBK4FkZPGyy0kD3Tawg18/zBo9aviMVvH6nhjW0uz03X2hZFl4mBW0NaN9fo23tJuomz6d35FwyY5agTScVnXIAACAASURBVCwhNHUFr4uW8qhkPTXnvyHd2gRGFmmoUR48Nfyde1zPc4MB7KAlBPdnXxsc0h4ElgMYjqvskR0JnWFCV29Ts+UANat3UrNiKwMHzmFdu0/69hPizysxe0M4lo0l3EKne0FvpfcfWJkMRAbou3OfJ+W7eb6unAfzS+nYsAdeNUHaQTM8HGfw2t5xBJZjgu+CtNFaGmg4f47X6zbSMm8FA1MWYYyYh/H5HPQxxXSNXELdpGJa1u0m/v0d/J5usDUcDDSpli5dbE8MRoZZwB8AVg5QQzvcbdsmm83iRSMM3LhKeO9OOuYvo3PsLNKjF2NPKCU+uYT6aSt4sLSMn46dpK36Nal0FNPKYGfToGXzvWE5WHm+CJaDwEXg4Pg2Lg6e7yBxkXh5VwkhPTVu4yqo4gpIZDAr62g7cYEXK7dQXbyFnq1H0E5dx771DKuiAas3hKkbWLLg1lDQ2+ndB1agnEmcshUP+p8sE8ID0NFJ3ZFTPN+wnQdLy3hespGO8sPKZcGG3ByxJwbLNRYSC0E8E0Xocey2Zjq/uUhj6QZCc1ZhTluJGFtM8rO5RIcvoP6rmTwcPZOqDdvRn72AWAQjEcV2dGxX2cIIEfQLuL6q+dhS7UpcBQAHGXxfqdoIgiflu2JIw6iNZeroySR0d9OxfSfh4lX0z1jCwER1DExPX03nzDKezV3J892H6H71EsfVcXDRhY5tZcEw1HygyNlFDwJLwUqtHLBclMupDEZqcjA1TBtXqNqaa1qqYz4SJ/zDfR6XlfOqeBP1pdsI7zsDd19Acy9e/wCmbgRlsQKwCvrjeveBFeyuVBaespCRPspmOJmFpg7c736kdeNuXi4u4+mSNTxbVU7/uR+gJwWarxqigg5JT4Ljg46Pjkfa0ZGeDVoWUdXIwLHLtC4rp3vqGlITVyLHLyb60ThaPhxN45iZVMxexus1W4j9cA+SOn4opsz7lCkXvu2CE7Q66CboDpgqCl5DEkeSRG3AcrdzRjSNazv4SBxhYmgJEh2t9H57nUzZLpITlxEZvxRj4SbiizZSPb2Y54vXULf3KHR244RD6Jk4hp3BFAaWZ+O6qr/rF8eApJtfOUhJvH+FifSxMhmsTAbbtLBNB2E4kHXQq5uo3H+S56WbqSheT2jvcfw7T6CmERGKqHYKCh5+Bb2d3n1goYq3DupNbqN2SmQdFbjwqoHs0fO0LNtA1bxSXixZS/XWA6TvvIIBSwHLID9ALL1BYGl4aNJBSFelz3SFse++Jrr3Ep1L99A3pYz0qFmkPxtH78djaP50AtXDp1M7u4TQnlNYt59B3FTJMolsMEWstk7CNdUOUHdUBHweWGo80PHVz4MLWKrWZDs6wtTANdCqKnm0fC3hotXoE0pJT1tDZM466mav4vG8Up6u30blqXMQHkAmErhGBsdVsDI9m6znYAgnqKv9+vrN3Y+vwmW9rI5wXBxH4NoSTInZ2EnDyYs8LtnIi+Vr6dpxAOu728iKOojEkMJHd90CsAp6K737wPK9nwHLBFwHtauJavC4kt7y/VTPLaVybgnPFq+h9eAZqGyHmA16sMMaAizXBxMfAw8rGPPBFar9oSMKd6qI7b5I98LNdI2eSXzkdAa+mELrB2No/Md4WkfPo3vhRto27IXqFugbgGwWzzbUzZwMitmOqQr7to0X2K6YKFdUFT0NGBLfcJGODUZWXSLE4ug37/GoaAnh2euJTy+jdcJyXo6Zz7OZK2jcdpCB726RfPFK/f+mju+q7+v4LpYUGEJgOO6fBhaeB07gVuH5eAFkZWeY7qu3eFK6iZ+WltG0bhuxUxeDtookSEjrRgFYBb2V3nlgSc/NA8tEJam7DpC2oD8Jd36idd12quevpGbRap4sXE3X8YvK3zxqKm/13NYs6OqWMvBuwgti60XwxpSgudAcxr3+jNTec7TPLqZv0nxCXxUR+mgS/R9Mov+TIvrGLaZt7kradhxEVNeAa2LbaQaSEXTHUMe7IfBShnwBLR0fbPXR1W1sTcuDjd4Qzq2HDOw4SueSTXTMWE3d+GU8HT2f13NWET50Hl7UQc+Aqt8ZBjgW0nMH3T6lxPQ8TFf8eWD5EjxVPHd9VQtEAKEEyXvPqNiwi1fL1lJdsp6OXYdJ3nwA4Th4oBuW2nAW6lUF/UG9d8AyggI6CR1a+9Au3aRx9RbqF6+hdulanixbS+/5a9CbzNsaC8fHV2QCkds4qDe3QM37+TKoyFsuRDMqsv1xJf07DtE+v4S2EbOIfzGL7D+nEv3LKPr/Pp7+ifN5Pn0eXadP4nTUI/QoupVEd7K4gfNmBg+NwEI5CKfA8NW/HQ/puSpBJ5OF7hD8+JTIpgO0zyilu2gl1/85nuvDZ1C1fCvOlXvQGYOMDSkdPxoHXcez1byg7UksKbE8dTq1PfmngOX7HqCmChyUJY3jBrNH0QzOixo69p6gpmQTlYtX07BhJ30XrkN7r6oXBk6kue/zpgoQK+hNvfPA8qUA1HskVzvHAyJp3Momug6eoX7lJmoXl1G9dA2Va7eT+v4+DOhg+0jbw3FzRxk/X+iWwe2Z60ts38OW6oYOw1TNobE09Ccxbt2nc8semqcuZWDUArR/TqX///6U3v/nY/o/GUf71Nk8XTCfyqN7ybbXgNCxTA1dy+ICUQRxhBqJMSRkJGjKRdR3HSwzGKyua6D/zLfEtx0lVbKDnvFLqPxyJmc+HMOPi9YSv3RH7RqTlso7TKYhayAMA8uyMBwXQwhM4ePIfBIXnuf/aWA5wsbEU15gItghJnSobiF6/BKNq8qpXLiKhjXb6Dh+gezLWuVE6oFri/y85L+8tgVgFfSG3nlgkZv8R9XOneBLoi9O+uErGnccpnH1Firnl/Jy0Uradh/FfVYBMV0duVwP0/MCg7qgduTKn3lX2b6H4QuynoVpGzi2qQalLQc6ekhdu03Xut30zighNqyIyF+/ov9/f0Tff3xGdNxUXo8ex6P5c2k6dQyttgovGsXTshiOzQCSKGqngSEDy2UFK+FZGFoMGQkRvXaT+tJyQgvWE525mraR83g1ag4Pl66n4/JNaOlTidH9MWQ0qcAqVdSW6QY1K1diCtV+5UlVr/uzwPKR6K6JmTMv9FC/x5QJDZ2kzlyjeVU5tYvLaF2/i9aDZ+j94QFmdxRccCzVFPsmsHINqgUVNFTvPrD8QWCZwQYJCaI7ysDtJzRsP0TL+u28nLuCZwtW0Hv8PFQ3qps7w8ESrhovETKoIQXbD0fVlIQMYIVA81003yXr21hS5FsTRF0zodOXaCnZQNfkeUSHTyX+4Uj6/vNjev4+jMjYKTRNm8WDmXOp3XsQ2dwKpoOezpBEkMgByxJgCrAdXM/ClToIAzo6SJ24TP+ycsJFq6n4cCL3/jaclzOLqT58Br2+XUXFG65Kjg7Mq5LpFLbvY/gSQyqY2MH9gSf+PLBy7Q66a2Kg3EntXLxi2oKWXtKnr9FYuoW6JWvo3ryftv2nablwg2RdJ5gerqH6ywrAKuiP6L0BluURhD6g6lFJi/TDV7TuOU7H5t1ULFrFq2VlRM5dgYZWSOogUTdmvhPMw+WLOwpaQuIEQEvjkhqy0niYnourmxBPYtXW03P+ItUrVlE1cSrtw0YS/mg4nf/2D8J//4rez8bRMHo6TcXrSHz7PbR1g2lhuw6asHFNC1fX8WwDV5rofhbLSSJD3Zj3HhPbcIDmsYt4/t9jePiP0TybOp/XG7ZBey9WfxwvoeFnLXxX4Hm+SgeSEtMnv+xBDitgidwg82/PM/5qF76vjPgcRN4ux1KnRIjr+K/qMb75gdZV26iYs4L2tTvpPHCW2pOXaLv/CiOSwrOCBKChL2mhCF/Qr+j9AJavGJOL88IGkhaZh69o33Oczi17VP1q5QbiV76H1k5llSw8LOkEwArsjN8AlusJdARpBEkESWR+ZVFX+bgCmUqSrKmg6/J5mjZvoGnGLNqHjSTx0SjC//YJ4b9+RXrkXGKL1hPafhDzzuPA3UFX7hCWicimsWwNBx2LNCIbwa6qInz4DD1z19A9bilVnxdxd9hkXq/ZROLBQ+yeENloAjOt4Vi28mMPAmMNX/4cVnIIrNw/Dyw1b6iAlXMntXIjB7Es8kUt2ulrtK7aRs28lXSu303/kYu0f3ODlrsv6GvswNFVA2sBUAX9Eb13wPJ91J/6IcDq2Lyb6uJ1NGzcjn77AfT0QUZXQ8TSwcDC9SwQdmBn7Oar0q4vMZFoQDpYGpAlKPIHrgMgsPUYybYqum9cpG7Nal6PHE/sqykM/MfXxP9tONrH0wmPXUjHvJXEDpyEZ6+hI6Q68k0DsglsO4kkgzDCOB319J45R0vJJupGzqPmi5k8HzmLZwtX0nnlCgyE0CNRtEQGXTOwbXW0zQFr6HKkr/qkPF+5RPxBt4g/Aiw1dRgE1ebmoyJpnKeVpE9eoXfdHhoWraFtzQ7CRy8R/eERoef19DV2YGkmtm0Xjn8F/SG928Dy+RmwPAJgmUBCAatl5xFaN+ygavla2rbtxXvyAmJxMCxcz8HyLSzfQgwFlqMsjX1PJd9Y+OgoSOn8bJIH3VWNmCYOpp/FyIaJ1b+g5dQxahavoHn4VBJfzCD53xNp/3+HUf2XL2keOYveFevp2bEP79ZjaGhXfl3pGBhxyA5gtdQQ/f47aleup3X+KqpHzOHex5P4aVYxkYvXcDtaEVoCLR5HT2UxdUt1mgfA+vnyAlh5AayCfq/AVPDPAAukGuNBAcvN/SOUwLj/gsypq8S3HaWjZAtNK7fSfeg82qPXuB1R7JiGnbV+sYZVUEG/pPcaWNkHr2jcdpCGsi28XrKath374XW1cnBwXFwEtrSwpYkn3gCWFzgSEDScM3gL6eW/NwHQBBo2mjQwPQ07EUZ79ZLE+Ss0zCslNLWY7s+LqPr/PuPx//V3Xv/tKxpHTaNu+kJCWw9iX/0R6pqhrxsiPdBcS+bKFVrWbaF1TglNkxbzfOQsnkxdTOehM9DSDpaOpasACSuTxdVNPNvBc0W+YC6kF/RZqcZU6bkKVsJVls3/Q8DyPBdlRhP0wNk+dA+QuvWY+NGLaHtOE964V9WwDp0j+6QS+jNgCFzD+dmRMFdsLxwRC/olvTfAcsUQkAwBVvOOw9Ss3MizBSto2bEPKmvUuIrrIvCwpYU7FFiuC66LL5VzgR08XG56J3cLmZvzk/iYuKSFQdLS0J0svqlDOAq1zaTPXKVnZTmN4xbQMGwqVf/1FY//1994+dcPaR4xmaaZxfRu3o919Xt49hM8/wn36jUi67fRMHEefVOW8/zTSdwfWUTHrqOIilpkJIyTSuAYGm5GQ2gGUreQloMfJEjkDPik5+YXIreC5yncPwUsXwrwJZ5wlMc7AbBMid/ez8B3d+nbe4r0rpMkth2mZ8sBeo5eIPHwJUZHBD2WxrGUi8VQYA1NDCqooKF674HVsfcENSs38njuMhrLd+O/qoRUEs+2sKRqHxCeiS9MyEFL2EipDFZywApGDdU3cclPWjuOhSlNdNcka2iYugG6rW4hQ3Fo7kG/dJOuNdvpmLOClhHTqPzPT6j/ywd0fDyK5vHzqJ27gvYN20kdPYV55BSJdeVEpiyh98tZREcvpvbLGdQsW4tx9xEMRDCiEdLhCG5GQ2omZC3l/GDZqoDvuCBEsNz8cxpcg8/Tl+LPAUtKfFcd6aSvAiwwPERLL6Fvb9G//wyx8iP0b9hD16Z9dB+/SOz+czItfWQiieAo6+R3VUMNAgsq6E29B8AiD6ycAR+mhISB/uAFfQfPUr9qK49nLad+y2685xUQT2DrWXQ38FsXlkrYycEqcNl0/Zw/VVCfyfnYDLGGsC0DkQud9yS+7an5IM1WDg1ZF1p6SF68Tm3JOqqnzKN5zDTaPh9D1X8No2vifGrGzaW+aBH9xetJLF9PeOoSwsNnExsxn96xiwgXb0a78B20tEI2i2saGGkdM60rOBqmKtpbJthWUIMLGq7+BVY20huy/lTRXf2xEEKQc1D2XAm6i2zqInLhBpkjF4ltPkTn8k20lZbTfegs6Qcvcbr6EWkdU8tiWVZ+l1VoaSjot/RuAwvywLKEH9zWSRWaGk9j339OZP8ZmkrKqVi4ju5dx7GfVEB/FGGZAbAchHDwhJM/OuUDTP03lhyMvMqFNOQthYWnbIJND3ShQJK1IWPAQBx6wsifKmjfc4SX84t5OXU+r0dNp2lkER0jZtI/Zh79I2YyMHwmzoxS5Pz19ExZQmXREgaOn4eGJojHsFNpTNPGtiSG7uCaBp6VRdq6clgVlpo9zC919FPPy807Nti+6uL/vdSe3+zDkoP9bzZgSRWOSiqFU1lL6sJ1YlsPo63dh7ZyL/G1+wjvO0Pyxj3Mhla8eAIzncayrJ/tqAp1rIJ+Te8FsHzAEp46EiJU+nE8iXP/GQMHztFcsp3KBRvo2nEC51EVROJ4thUASwwGMbyRuPyHr/Zlruk0AJahgOUbNug2Ip6CWBI6ekjcukfbgRNUrdrMi6kL+OmfI2n+cDTxL6eT/Hwaob+PIf7ldPSZJfQvWE3Dqo0kb9yEvhBkMujpDBnNxLLUBsqyDBw7i+voSNdQR1vXAtfCd8xBYAVd+7lRo5yNze8NP/8esEw5eCFh4uPZBqI/hPnkOanTl0lvPoJZto/sit3ESnfRv+ME8W9/wKiuRwwMKPO/N9oaCsAq6Nf0XgBL7bC8IB5egK1DIon94BmxIxdoXbmTygUb6Nh2DPthJQwkwXEw/geA5eeBFQQx2GrbIS2BtBxwBCKjqQbRlA5NHTh3ntB38Aw1C0qp+moydf/4mu4PxxD+eAI9/zWCnn+OJTZ+PqE5KwiX70XcuQ/hCGhZjHiKdDKLafoKGLaF7eg4roFwTYRrIh0bz7bwbGWBLMXgrWEOWLk19Pn/0vrdHZavZrWzwSimNLJoLS3EfrhD4tg3ZMuPY67dT7p4F+GSHfSWHyVy+QZ6dT3OwAC2pv1LW0PhaFjQr+n9ABZgCXcIsExIpjEePid+/Apt6/ZSuWgjrVuOYt17BZEEuDa2a/3szfmngeUGDaeORNoewvFUqIVhKv/0rAV9Uahtxbp+j75Ne8ksX0fHF+No+tsX9H00hoGPx9H/yQR6v5pK/agiwht2Yn17AxpbIBJFxJLYKR3X8HBsH8cR2O5gQEUusks4Lq7t5GE1tM3BGbqEy2BU/b+u3wOWADQHDFcBRqRSxCuq6Lt4jYGDp8luOYyxZh/J4p30l+yie8cxBq7cwqhvwk8mcXX9XzrdC7Aq6Nf0bgPLR7UY+IPA8hHgmJBKoz16TuzkVTo3HaZ62TaaNx0mc/MphKJgWdi2+T8ELGewZcBVneTCHby5NC0HqVtqHKgvBp0D8LoZ/8IPsGU3kQnT6Pp0BLGvJhH9fDy9H46m49Px1A2bQM+SMsK7D6HfvIesa1Hmd5oNusTNuri2VMnNQo0J5brZhch5Tamv5WA1uFQ967dg9UeBZYrAB8v1cMMDRB4/pfv0BQb2nCBatotY8TYiS8vpXbmLrt0niN24i93SBpkMwjL/pa2hcBws6Nf03gDLES4CiYdQNZy0RurxSyKnv6Nr+3HqV+6mYdMholfvKQM5PYtj63jC+RPAUrDypaMaTT0XKfxg+FidDk0fNMvFMmz8lK5cUMMZaBmA2z+RLl1LfMoMUhNnYEyYSeijUTT/x+d0fjyWrtEz6Zy5nLYVG+jZd5LMDw+grh3CaeV7lbIRusC2PBxbKmZ6Q5c/uPJNpN5gE6nn/uZx8I8cCYWvuic8F2TGwGjtIHL7Pj3HzhHZfoSuxRvoW7iBviVb6F6zh54D54jfeoTZ1onMZNTxdcjwcwFYBf2W3g9gyUFgCYRqAtU0Ek9fEjrzHd17ztK0dj/1Gw/Sd/4Goq4ZUgmEqf2PASt3NJRyMHnHRI3yaK6H63oqySduQESH6k6MM98RWrCM2JRpGNPnYk2dS/+nY+j8+3D6v5hMZMwc+qYspWXmChqXbaRj5zGS397Bf9EAHRGIGsi4iZ1xcHSBY0pcZ7CjQZ1OgznCIV3vQ5tIhx4Z37boLiXYjq+2kbbE6Y+Sfl3LwHc/0n/oLP0b99M2fw29izYQKtlO/9YjRE5fJfnoBXZnD56Wyfdw5V/SArAK+g29+8AK7EwcYSMC5wDXsyCbJfLTa7rOXqd7/3maNxyifuNBuk5fxa6sh3gMX9eUUd6fAJb07DywZACsXE5qrkNe93w1MuT6ypa5N4199zXN63cTX1pKbHIRyUlFZCbPIj5yKvGR04mPmkXnF1MYmLqctklLqJ2ynLqF6+nccojshVvwogl6U9CXRQwYiKSNl3bxDIlrS1zHx/bkz4CV21nl621/stNdSjB1JzgXSuz2PhIPX5K4fIvo/jOE1u6he9F6+peVE11/kNj+cySv3iX7shYnFMY3TKTw/qV+VQBWQb+m9wBYaksj8XCQ2AG0REaD3gix7x/TceACVWX7qF53gM4Tl0k9fonf1wuOiall0HUd01SuAUOL129C7F+XC76LL518sykEdSsfstInI7wgssuHtAkR5Qcf++Y2dcUb6ZmxkPDEaYTHTyc5dT76rOWkpy8hMmYO7V9Mo/7TqbSPXUho9hr6Fm+mc1k5oQ0HsE9+B/cqoTUGvRpEDIhZ+EkboVm4hoNtu6ox31c2OY7jIJzg3BjsTHNR9bn1Zg3rZ4Z9uaNgDurCx8xYeQ/3xItqrMevMS7fomfjAbqWbyW0bDO9y7YS3nAQ/ex1eFYDHX2QyCAtB9d2ftEPq6CCfknvPrCEApbvK2AZQWKzrWeR/XGiPz6n58R3NG45RsPmo7QdvUDsx4d4HR1g6TjZLKZpYlnWz+Lg/xiwVBdpDli+J/ED11Pb98l6gpRtkdVNvIwB8TQ095C5/oDmTQepmFVCZN4KeiYU0TpqCpEZi3FWbcVft5v0wnV0TFhE6+j5tI9dSNfE5XRMLqZ+4mJqJi2ma/EGYttPwuN6qOmDjiSEshDJIOOami0UbzTAeh6eK/BdgW+7+Lb7L8B6c/02sDxc3VYzlT0x0k+rcH98TvbUNXrL9hAq3kbf4o10Ld1Mz4b9pM7ewHtRCz0RyJjKvqcArILeQu84sGR+Zk76DhYuOlIFItg2xNOkn9YQu3SXzr3nadp2guYDZwl9dwu7oRG0DMIwsG37F2H1a8nIbwJLeuqNr443atNnexLDsdFNAyOVUqEQkTg8raRj5zEq55VRP305PTOXUTd6Gq9GTqJrUSkcOgMXvsfbc4q+pRtonLyUupHzaBo5l55Jy+icuJi6EbNoGbeA7kXrGdh7jsyVh/CyBdoi0BdXbRvpLFg2jm2q47L08mnNCA/f9hDmr9ew8regvwMsHB8yFnZjF/rD17jXHpDcc5bQip3ESnYSWb6N7uJyujcfJPHN97ivGqBvAD9rIYXynC8Aq6A/qvcDWK6dB5aGREdiCRcyJl5DL/rtV/QevkJj+XHqdp+g+9J1rKpqSMbBMn7ew+R5bwcsqfylPFf1P+UiwmzXwTR1TC2Dn05BNA4NzWS+uUbzio3UTVlM+9Sl1E9cQNWk+dTMX0Fs12G48xgq6uDHp+jHL9G0bCOVExdSM3I24eklpGevpn/SInWDOGUxldOLaVu7H+ObW/BTA7T2QX9UddZnMriGhm2bOMLF8+UgtILxohywftaq8Wse7m8AS11Fgoyk0Cuase69wjp3k+imw0SW7SC7ah+Z1fsIr95L7/ZjJL+9jVPVhBeK4WZMLMspAKugt9K7DSwpwXHA+TmwMviY+OpWLqzhPWskfPIGjeXHqdl+lPaz36K/eg3RgT8NLN+TyhTP9vAdqTzVXYFj2dh6FisehXQKurvI3PiBtg3lNM1YQsf4ubSNmcuLMXOoX76R+NHzyPvPoLkN+iPQ2QNVDSTOXKF5VTkVkxfQNmkhkWlL6Rszk9Zh42n4YjxVI2ZQO30FPWt2YZy6Co9eQVunMinMqogw4ZoIoXzrPc9Xs5DBZcXQHdabwAL+ELCczgjZ5/U4t1+QPXyFgVV7SS3fjbvmkALWmn307jpB8rv7iIYOZDSJk7UwTbsArILeSu8HsFwLfBcbQQZI42PgB4VuCXUhMt8+pmPPOarKD9N49DSJR4+htwdfz/6pI6HvKYcCaXtqOS6e7agO7nQKER+AgTBUVtJz+Aj1C5bRPnk2A2Nm0jViJs8nLqJz10nk49fKaz7UD4kYJOIQiUBVHcmz39K8fB11k+fTNnYmPaOn0ztiIt1fT6RnzFyax86nfspiWoo3EjlyFu/Rc+jqhkxKDUR7FkI4QVe7arHwXNU7pT5387B+6x2W66M3d5F9UoV9/SmJnWeJluzGLNmLWHWQxPId9JTupHvXcdI/PIL2PtBspO1hOwLH+eUQioIK+iW9+8ByA78nBBaCFD5JJDpB9VvzoSsNjxqJnvqeyvIDvNy5n54b32O3NOFpmT9VdJdSvfE9S+BZqpjtmTZCy+IlE1g9nWSrXtH/7SVaN22lZfYC+ibMQBs5nei4ObSXbCd55T60hiCaREtESWXi6EYKoSXU0HNFLdbZS4RKN9I1bR79k2YRn1hEfFwR4ZEz6Pi6iJrh06mYPJ+60vV0nzhN6tFjso11+Kk4jp7Gsgw1wiPkoEWWo0Z7hj7vX6tf/SqwMibJ2ha0hxXo394jsvEo0eU7EasOYpfuIbqknO6SHfTsPoF25xn0RtWspfCxbLcArILeSu82sHI1LE9lzDtINCQpPAyCo48mIGpBY5jMd4+pKD/E43Xb6TpzCbeqDhJJ3IyGY+jYtokllEe7JVWs+8+DG7z8ytsOS1RSTfDGdxwLz9IhnYFIFPP5K/rOXKBp7RZaFq+ks2gh7WOm0TtqKp1FC0mevIaobFM5frZL1tZJS5MsDpaj46fiyu+9UrsI1AAAIABJREFUtpnsiQu0LyujZfp8WibMoOXribR/Mo6uT8bTOmwCjaOm0TBjIS2r1tN76Aj9334LTU2I7i68eBxMS9njoDrUHQ9sS11QuLZqechfHnhDoaUK9rnbxlwTKsJDRNMkXzdg3HuFfv42/Sv3k1i6E8oOoxfvZGDFDtrLdtBx8DTao+cQjoHlIi0HXTMKR8KC3krvOLAAz1M7rSCfUBmC+rjBNb6TzirDpq4YqQcVJK89oWnHaZrWH8H57im09UIqCY6F4xpkfCufjpPCx0bVqBEMSYV28aSNJ20sU8f3PUxcYnaKpJtGSgP6w4inr0jtPYux7hCxojLCk4rpKyqhcsJsahavwLzyHXRF8MMpvISGldXRbJOkq1bKzmJZhvL3SurQ1EPmyj0a1u/j7pRl3PtsCqGRRfR/PJquD76m48PhdHw+ms7Rk4jMXUx6/WYyB4/hfH8bmjpUGrOtSntJD1ISUpqFqVsI08XP5YAFWWB+LmTCs3CEjYdEILGkQ9ZToEm3diGqWzGuPyG64zTp1Qdh3QlYc4T48nJC63fzYtVGur+9htfeSqatFSscVmGxyTTScX81qr6ggt7Uuw0sUDQZ4jyKP9gtLaSqzyDBj2XQq9rQ71TRuuMb6lccxDhxC17UQm8PGDq+MEl5BjEc4kACZUznS8jnWDleHliuZwEqUDTjmSTcDJqXQWgxjIpKEqcvEV+xE3P2JrJjS4mOWkbL+CW8mrWcln2HcCqVN5eb1HCyBpZlYQgHTTqkPZuMZ5M2dWzTgqwDEQ23op3Os7d5WLqHW+MW0D56FrGvJjEwbCx9Hw6n/8OviX05jsyEGaRnLEIrWUd291G8G/ehth0iGrah7GCyqBKgn0ugFeC7QtXhhhga+rj4CCQutnQwhYXh2AjLJFZVj/G0Cv2bH4ltOUG2dD+sPYq/9hCxku10btrNyy07CN25gx/qRuvqUMByBGR0cAaPoQUV9Ht674Elcw5/GRN64lDZSfvBq1QU76Nv9wW0G/eRtfWQTIBr4ggTTTpoBD7uEvycLbKjHAk84WBLB0s6eCgvLs3KqiOclcHqaKH/8lVa1m6la2YpfeMWExm1mPZRC3kxeh61pVtVPmIoDMk0QjMQluqyd6SHiYfhCwxfoNuWsqfJ2pBxIazjV3TQff4OTRsP8XLEVFq+GE/zJyNp+PuXtP7jS/o/H010+GT6Rk6he9IcOheW0LftAIlLN9FfNGB3JXBSLralAlVzLqqep/qiLMcO2iAElmOSa4v3hIOwbHAEvmEjYkn6Hz0n9f19Eke/ZWDDYfQV+6DsMKLsAPFVO+ncvI/Gg0fRXr6C2ADZ3l6sgQH1i7W8IKm6AKyC/pjeS2Ah/XytxfaCmkxWuRvQESd04R5V647Ssu0U7UfPEv3hNm5DA0Qj+HoWx7Fwg1YlL3cUtAFL3Qjm4ut16WJ5YNmeGnmxbQj3k3nwgI7d+2lespLemctoHj6DxuGzqB47n5+Kiuk9ch6auiCawtd0XNNS9SPPU2M0vlQGe57qNJeWg8wYkLEhI2DAhKYwPK2npXg9dRNn8tPHI3n14dc0fDyK1o9G0vHhSDo+HUPT52NpGjuD1vkr6dy8j9DpKyTvvsCo68TqiSHTFp7pIm0PxxGYtoVuW1hSIADdVrtIfJRFjuEoeGsOoq2P6O1HJC/cILb3LPE1B9BL9uCW7MNcuYfIql10lR+g9/y3iOYWSCXR+/sxYvEgFxFlMFiYHSzoD+q9BpYjPSypDO6k5ai8vAGd5L1K6vZdpKr8GBWbdtO4/wh9126gVVQgekLIVErZGztSbbOC5Vs+ruNjCEFGCjJSkrbUrRsCSGjInyoIHzxGe/FquuctoX/2Eqq+msizryfzcuYy6jfvw31WBQkLGU3j6kNmGAOPdSG9vBEf0gfLVeZ/GUuFWmhCDVFHNHhSSWTbfl5OW0DNxLm0jJ1BzQfDqfnrZ7R9MJLGv31Fy+fjaR8/l/a5pbSt3ELf3pNo1+5i/VSD3xvFS2hgqIgwy7HJOhaGL1UeoxBIfHzbw0vrg57IURPxugnj+4dkTl0mse0oydV70Yt3kl22ndTynfSX7aZn93GSN+9BVy8kk2iRAYxUNh/wmEuf/iVgFSBW0Jt6f4AVDPO+CSwHsP3gGt71IWXh1HfTfeUBlbtOUr1lD3Xbd9N69CTRm3cwquvxu0MQ1wJvdg8MH0wfaUocW6I7HmnPI+lJtFyyqiagpp30iYt0Fq+lu2gBoelz6Z46i1ejJvBo4gyq120lefMBRFJggp0wsCwHIziCCRm0FAgvP++X39VYQqXFmi5oFqQMiKUhmib73Y/UrdtO4/K1tM1aTs0Xk6j/+3D6Pp5Ay39+Sdc/R9Pz5TQ6Rs2iZdICOhevIbn9ENnz1xGvG/E6+lXCj6m+p2lbaMJF99VNqSukmhlMWZD1IONDWwznfiXulR/R9p8mum4PydKdZJfvIL2kXI3lbDxE5PhF7GevoTeMFYmhxZPYplD1stx9ya/AqgCsgt7U+wcsqb4m5RBg4SPw1Y4la0PcQK9qo/HUFVr3HqN1+z5a9h2h79xl4jfvoz+vUiZ/SV3VjXKm5YbEtiS6I0m5HinXwxao6nVDH8nzN+lbuY3+WcXEJs0jNG4aDaPGUTmtiJcrVtD9zTfQ2auM0HWwdInpCkzPzSfYqLEZqZKZbaFyB3VbActVX/dsB8cwlSNFLI1b3Uz48g+07jhM8/INtExbSufIWYS/KiL0j7FE/jmO/o/G0/3JONo/n0DX2BnE55UQXbOdxOnvyNx7CY3dMJCBtImXNTEtB0Oo9g7bEfhG8HtIWNARx3vehHnjKc6pqyQ37SO0ZAOxJZtIL9tGbOk24msOkNh3juSlH5E1rci+KKm+CHoqmw8OccVvA6tQ1yroTb3zwPL9IUfCXwCWiYeB+mjaVhAMAUQydN24T9O+4zRv30/jtn007z1K29Gz9Fy8jvmsEjrD6g2adgJoeQjTw7Q8sraHbnn4NhDSydx+Sdv6A/TMKEUrKsaYsoDQqIm8/PorqhfPp3bvTmJPHqoMQRdSCRvTUV5Zhq96yPK5ip6v4GR7ClSGslj2bGV2l0sZ80G5QGQsaOmh95sb1K/fRfvSDfRMK6Zz2DSSX88g+dkUBj4YTe/fhtP9jxGEPh1HZOQ0eibPp2vlTiKHL+PfrYDmEIRSkNDxsiaurTrRHcsFS6q8xf4MTmUr6dsvMa7cxzpwlljpVrpmr6R/4Triy8uJFG9nYMtRkievKUvq1l7cUJxYTxg9a5ObDLLc4O/NG8AqhKkW9Gt6L4A1ONA7ZEm1q7KDuUITVcj2XHXDRdpUHk43fqR59xGertpE9ZY99Bw9T/jsNcKXvidy/S6090N/QgEriIE2UybZtIU0fchC+lkjHfsu0Fm8nf7JxYS+KiI6chrpGQtonz+P2nUr6bl2EdHXAZZBKq0TTwu10fLB8AWWFGrWzxVB+o5QsHJkfmclhQqOMHyBjrpF9AEvayMjKWjtw737E6Edx2iZt5LuyYtV1uHnUxj4cDwDH4ym77++pOv/fEb4oxEMjJpB49j5NM1Zx0D5SfzvnkB1B/TEIGkqj2eXgC4eRDX89n7siiZSd56TOHeDcNlOQvPLSJVsI7VyF62zy+go2U76yLdEzt7AeV5Ptq4NrTuMlTHwxGB4ti3zGSIFFfSH9M4DS6rM5UFgiUFgSXwcCIDlYxG0OjhuECevQXMXyes/Ur/3KDXl+2naeYT2PcfpOXqB6IXvMR6+RNa0KmjljodpGz9pQ8zGawiRvPaEtvWHaCxaRdeo+fSPmEl49Ay6Js8msnkTmavfIFtrQIti2yZZ4aNL5UZqSAUs2xsElu8GwLKDY6BQDZ2ep6K5DF+QRZDl/2/vzJ6jOrNs/8fd1464Ed1R1dHlvt12uVxVnspgY4EmkNA8pEAzEhpBAjODBRSDASNMMYOEBFKmUspBKeU855mH3334TkrJYN+i2vfB5VwRG4UU+XBCirPY3/72WksMxjXdFnmIORV8Ucwb94n2HyFY007w4yo23t9J5L3PSP3uE9L//kdS//YBmd98SOY/P8P/3g4W/mMH83+oxN8wIFwfHi2DLwaxAqQk0VnlDQglkOaWiV6/i/f4Bbx9EwSq29j4soF0XTeZlkO4q12stg+TOXGV2MXbKM885N1B5HAKNa8IWRCCsDS7TFhlvBt+0YQlFtDfQliG+N62bWGmR/GiT2zAG4YYLlNQICNhPF9m49uruEePs3BghLnWAZYOHMZ3+BtCxy6Qu3UfXvpgPQ5JGfI2JDVYjZO68D2bh75hqbKD+d9/jfu9HQTe/5LAx1+z9EUFqSNH4MUcqFksOUMim6Rgi2fKGSItWTXfJCy72Gk5BoWlQajFDqtgW+QtG9kRX6OKmHiCUYzv7hIdmmK1uhXvX6rx/n4noff/QuK/vyD5u09I/vYjYr/9I2v/8gG+f/+c4J9qWK9oY62hn7W+aZIzs1jPvLCyKYgrrYM/RuHuEwKnL/Jy+AhLHYMEK9uJ724n3zpMyjWGp3mA1YEpEt9+T+L2I+QlH0owip6WMBUDw7CEdbOzNlImrDLeBb94wtKdgbptlxCWvt1lmWxHqQuJNGK4bZigalBQsEIR5KcvSVydJTB5jpddI7xsH8R9YATPwCThUzNkbvyA+mDeESkXwBtFu/WEUPckazUdvPikiqUPK1j+YBfLH1XgrWhgrbOHwpUrsO4HXUaWMsQyCfKWiQrkjdcDIraN8Yplmxa2KWRGW0GoprGldyyYNoqJsGrJ5CEvi1tE7zra9/eIjH/DWstBFv9SzcsPd+D74AtC/+czIr/7hNh/fMLL//UbNn77Z3Jf1JOtcrG2u5253W0sdowQODJD7ruHMLcKqzGY91K4fJvA+Ak8PaOstg0Qr+tBbhpCOXiUaPck7gNjrIyfInz1B+IPF1D8EfR4RhwpDbHHpuqakE5RJqwy3g3/FISlUzLH0p16rcsqKmuKw+ribZyu6xg5CTYTmM+9FK78QHjiLMG+I/h7xlnpGcU7dATP2DH8x8+i3roPT9woV+8T7JsiWNmK5w9fsvTBTnyfVeP+vIYnn1fiae0j++014W+VTIGhYZgKsqGgYG09SylBvR54WtzLKhUcl/p1GYaI2jIRF4uKpGLKqjhG5mUIbmI+WSB+9hLutj7mvtrL4p934/3wSzY/2k32z3vw/+v7rPzv/8T9mw8J/KmCSGU7ofpevE2HeNkyjH/wJLlTN+DKA/Tzt4gPn2C1bYCVhgP467pI1Q+gu6bIdU/j6xrn5cAxPCcvs3H7EckFL3o0jZVznsm0sXUDXVOwbE1kSJZRxjvgF09YqjNY3zoW6iVl2timsznuzLNKCctyfLMkw0BLZtHdQdTZZ+TOXicxdprIoWnCw1P4BsZ50TOEZ2iS1MlLaN9+T3TkLEtVnYQ+qST43sd4/+sz/J9Xsbx7P/P1nWwcOwcLHtHt5AuYsixSdTBRTBXZkDAsJxBCN7ci5UuTmVXHp153CKtIblvHRc1AVw2KF6WWzfbnFAU7k4F4AvXZAuFTM7hdg7zY3cTLT6sJfLaX9I56pM93E/39x6y+9xGe9z9l7dMqgpXtRFqGSfUcx9cySqLvJIXD50j3TBNq6MNX1U5gTwuBimbi1d0oriliXUdZ7hpndWqGzZsPSMx7KKzHBVkp5vZliK5j64ojYNQR17pllPH34Z+bsAyxe2VYzouPvX0MscT/70kgblnkswXMYBwWfDA7h3HmOpmx02QnTxM5fBT/4Bih0WnSR8+RHjvDeucovooWUn/4CunDHYQ/2onn010s720lPHUG4/EihJPOOoCBLitoioqmKahaAVnLoSp5J0RQDNZtU3RTum2hsF0aYkVjy4OqeIOoGCBrWzpEAxsZk7QqkSpkKEgZ7EIeNqMYc0vkLt1go/8I7uoOvDsbCH+5H2lPDcruPWQrKonsqMTzp128+LiSYHUX0oFpEq0T5DqnyLYdIb5vgEhlJ/Hd7aT2tJLY3Ua8uhu97yTJ/lP4hk+T/u4RmjuEGkpi5w1sxRYuELoQjWNqYKpgKZQJq4x3xS+esIpHwjcG706HZWi6iLiyhE7PwN4iLB1IOKVYTlRzRgdfHH6YJ3/6GrGJM2wOH2NzeIrU2HGyQ9NEO4ZYr3ER3tVA6pM9GF/XEflyL48/3cViywH0Ow8gJpYwyavOtZiN6pCWsG0xRKdhWNuDdSfhRnOISi4lLedIKIIfStYeTLAUBbkgoZsaimWQUnKklByarWNpstA4ZiXwrlO4fBtvzziLdQdZqe3AV1HN2s5drO2sYH1PHdHqVoIVzazuaGLlL01ILRPkmkZI1vaz8VU74a+aSVZ1kKltJ7bXRaRlGPXoFVLTVwiduoa56BOp1DlNSBAdR1ZD07F1TRCWrTulUSasMt4Fv2jCgu2d0Td+UOLcYNv21vqDxbaDpoFNAYssJjKiE0PSIFmAQALcG8QuzhI5dhFf9xhh1xB51yESVY34/7SD0GcVrO7cy+KuOu5+XsnD+nayF78TW/KJrJgjqc7ikYnTadhbC66Wam7JU5x4RXR7e96msOX68krpNkIuo+vYqgqqjK2qWJqMrinomoSuSZiqhJZNY6TTwgQwkoCVINk7T3Af/5bHB4eZa+1lsdHFwr5Olms7CdYeIF7XR75hCK1phMLeAfL7+sjV95KsP0iopgX3nn2s7GtktaObzanzBE5dJ3z1bxSeumEjJaxwZA25IG39SSwczaBlgFXiYVaeupfxDvjFE9b/Cz/mTy4ISxjv5VGRMFBwhtiKhZVUIJQBTwTt1lPW+iZZrGomUNlIZFctma8q0eraCNd0slTVyYOKZpa6R+DeHMRSkC+ApmJrYnZlWMLD3NQtQVjOMpJlCEfTYhmvlVVsHNkmLM1yUp0NHVNVXilBWKJMVUHJZlFTaYxEWuQiRtNYvjCZeTfxO48JnL6Mf/I0np4Jlhr7WKk5SLiuH61lDLqOYTWPoDYMkK3vJlbXiW9vC8v7mlhpbsPTO0jg3DVCNx+Re766TVb69oKVTfHZhb7Tshz5UVH3WSasMt4BZcJCQ0IVHRbO+2MiVtATGgQy8CJI9twNllv7eVnZyMrOagJf7CZVsR9pt4v4znYCu10oE+fBsy6OX7ksli6RtyTyGOQQy55aqfbRxPHY+jvqtRbL1ixx1HptSF+s4hHS1J35WSonXBkSeYjlIZwRy6GedXi4gDFzi9jQNwQaB1mv7SFbP4jRMgbtE0j1A8SqO1mvamO1uhVPXRv+jh58Q5MEZm4Qe/gCez0hnCRkQ2huDLOErMqEVcbPg181YVmYqOjIqChoJTeIiPNYxoRgGgIZzNk5/EPHWWrqZqm6mcWvavB9UUvmkybSf2wksesAHL0Mi35Y30QLBZDzCdJGlhQKGTTSqOQssYPkbL06tss/UgaOPMbelsgYvNKdaZZz01lSMjaq7XRphoUuaWipAno8J8gqWoDNHASTsJmClXX42zzm6aske44S2T9IvK6PbP0gdudRsvWDhCpd+Ko68dUfYL1jkPjwURKnZojeekBqcVXM7CSheyxa5hiWWSasMn5W/OoJy0BHR0NDKxnII3QzWRNywEoU96kr3Ok4xIvecSLjJwkPThBrHST5aQuZjxqJft6C1DEO526gXL9D8tFj1OgmmUyErJEjj0LKkkkZBfKmgmzqKJr6pgbyNT1kceUBw9r+rNhfEClnzqNKxRJGniiG8O6S0zJqUsKMSxCVICzBRkEkCa1E4PEizD6EizfJT54h0T1BvHWYbMsocvskmmuKVOMwG/v6CDUfItI9SWbiDMa3NzDvPMbwBNA2E8LRVTVfue00nE2rHyWsImmVUcbfiV89YZnoGGjoaJi2ITjBAFOxsbIGJDVW78xxznWYmbZ+IpdvwzMPyvU7xEdPIjUdRqkdIPRlGysVraw2D+DtG2fj7EW05y9QVtfQE1EstYBhKqiWgo6OgYWGgWWJsAfbtN761TJM4ate8nPL1LfSpl+5Y7DFrRy6LTozyYR4AaJ52MiCLwlLYYxnfuR7bpTbz5BnvqNw/ByRwQl8bX2s1h8kWN9DrHGIdNsYkaYhgg2D+FuG2OiZIj55nvyFGzD7BBa9kCpg52SsgoKtOs/Jq81gKWHZZpmwyvjH8asmLNs2nXAFDdPeJizbErfvlmyTCWVYvr/ArROXeH55VtwexvPocx4y1+8inbiENnmODdcoC9UdLNR08qL+IL6uUZLTF5Au38Z6uAC+kIiPL+TBEg5dBgaKKTulopgymqGiGdtfdV3FcIJQDVNB11U0XUJRJHQ5D4oMkgS5PKSz27eBm3GRAbjkx3ruRb+/SP7aAxLnbrF57K+EJmfYHD1L8vBxIt3DrDV2sVzTgru6jbXaLnx7u1nZe5CV/X2stA7jGzhO+Pglkpdmyd15grWwChtxcGxvTFVkGxZXSIqrGT9JWOUjYRnviF89YYlXScO0VCxrWypiW05AgwpqSiMVTKBGcsJ9NClhrScgliVxaxbp5h02T5zn5cFh3G0DuPf38qKqk+XaA4RcE2SPzsCNRzDnFrFikThkMhj5DIZSQFNFGcqrZSoFLFUCRZQtF7CkPGYhh5HNYKdS6Ks+bI8Xe8mDubCE+WwR4/FzzHvPsO8+JXX+OvETl9gYPcXqwQncrUO4mw+x2nqYUMco3joXK9XNuCubWNvbTqi5j422Q3gb+5ivdeFxjbIydJyNM9dIff+I7NMX5Jd92OE0qBaWpm/5Vtmw7UdfoiwwKVlrKBNWGf8D/NMT1k+juF9gsH1GcVB61rJKPlq0fpABSYVkFD24Rn5+jsT1W4Smz7LWPclK4yArNT2kOqeJth8h3DVFfOQcyZPXSc7cJnn9byR+eEzk6TzxpWUK/gB6aBM9tIm2voG2voEVCsNmFN2/TnbJQ+L5CxLPFog9mWfzwRMiP9xHuXMP+coNEqcuEJr8hsDwEby9I3ja+3nZeBBvcy+efV0sVbbh3tNGoKaLSH0f8cZBEk0DxJt6iew/SKypn6TrMImuMdY7hlhpH+Jl1wihYzOkb9zHWvZDJI2dzKNk8yiSKtYuHPF5sfTXqmjWZ7/t91omrDLeEb9ywsJZXnQIq+Tledt7ZVvOzqMuwqZt3UCTsxiFBHYiguXzoTycJ/HtTUKHT+N3TeJtGGKltp+V2kECTWNsdh0j3HuSyNBZwkcusnHhBqHrt0nOPiL7tyfk788j3X+G8mAB/dEC8r158rcfkr5+j9hfvyd84SaB05dxHz3P8sgxVnuG8HZ042l04WnoYLXBhb/BRXB/F+v7OghUtxGqbiNS6yK1v5t8yyByyyC5hj4SdQeJ7D/IZmMvkdYBwh3DrLuG8XWPsTl+hviFG8j3n2O6/RDLgKShqjoZTSWl62Qtw7nMfJOoii4abxDW67/cMsp4B5QJyy7ZuH4LYZklVdwy1yzHCNSwMHRZ6OJMXWjlkhl0j4/M3afEL83iHTnNUtckC/sGeVnZh2d3H76KfiLVh4k2TeLvnmJ16Bih0TOEJ84SOzpDcnqGzPEr5E9cQT5xHembK0jHrpKfvkR2YobY0EmCB47ibT1EqLWXYJOLQF0HgdoW1mvb2dzbxmZNO5tVLfh3NRCsaCC8p5VobTvxfV3E9nawUdnK6u5GvHUu/O2DRPomiR7+hvXDxwhMnSZ9bRbruRuiKcjmQdOxbbE2kcYmjkUCw7Hssd9alnPr+lZeKhNWGf8AyoT1E8eT10lra9O8WJYIVRUTehNMx2Mrl8OOpmA9QuHxEtFLs6wNn2OpdYzl6gG8X/eyUTFIZN8o3sZhltqG8LQNs9J+mNX2EfwdYwRdE2weOEK85xipnuNk+k6Q6z9Jtu8EqQPTRNsniLQMkzk4RtJ1iFhbH9GmbsL1XYT3drJR006ouo2Nmnb8VS14Kvbz8us6lirq8VQ14d3Xhruhk0D/OJHps6hXZ+HuE/R7j5HuP0F/6YHNGMiqiJVXNWRTJ49FDsggsjeKwvPXq5x6U8b/D5QJC37k/AfF4ZUjrd6SmBSPQAZCXG1pOqYu3EKLawjoJmg6xHOo7gDpO8+Jf3uHyNErhPrOsOk6QfjAN6weGMfTdRh3xxBLbYMstwyw3DKAu3kAT/MASw29eBr68Db0CzfQhn58+/vxNwwQaBzEvdfF0j4X7voDeOsPsrq/G39jL8HmfoItAwTbD7HaNoCntY/ljn483cMER6ZInDhP+uIVtPuPMRYWIRiCTBbyOchkIJcDRRE+XrqKpMgUVIWCYz6oIMZ5peRUWluaojJnlfEzokxYRbyFqN7cJBJlYmBiYWKhacJID7t0H8rG0Ex02ckUTBUgkoWNDHhjGI/c5G48IX35LrGzV4icmiE0fZbgxEl8o8dZG57GOzDJSu84awNHWOubZK1nHG/XCJ7OYbwdw/i6RlnvmWShqZcXbQN4XKOs9YwT7Jti89AxYqNnSBw5x9rgNIHxE2ycmCFx6Tr52fsYT+fBswahDcimROUzYDrZ9ZbTNTqXEaZtoBm6yE509I1bPGTZP11v6V7LI6wy/lH86gnrjRenSFjFYbz9pn6m2F+ZWBQsE9kuMQYsSm4kS5jXaYi0ZMXektvYkkohlUGJRtFWVjAWXyA/fUb+0WOy9x6Quv0Dkes32fjrNVI3bpP+7jbJKzeJX7xG+OwlNs9cJHr+r6RnbpA4d5PszCzS5XsoV++jXHmAcu0B6s0nqLPPiF+9S+rOY6S5ZfQVP1YoAomkEGfrKoatkNdzZPQsBVuigELOksjbMgomOiYmluikTGt76163nbOy/ePb+mXCKuNnRpmw+BHCKnZYdol4b0vgZ2wRloxNwRZyGE23MTRnKq+y7cmsmKh5BVlWkXWDvCmE0AaWGNbLOcikIRGFSARjPYC04iU3ajrBAAABNElEQVT9YpHk3HPS8/Nk5hZIP3lK/N4jonfvkbj/mOzDZxQeLqI+9WA+X8Ne9GMt+DAXfVhLQeE/v5GEeBbSBchJWPkCeqGAoauYtkHWLJC08mSQkTCQsMiiUUBHxSJnyKiWVmJB7RgIalbRIP/VjqqUrMqEVcbPjF89Yf00rJ8s2/nXoBgIKmrLD8Z5aV8Pkii6ilrYQktj6WJgb2iOA6kq5l+aip0rYKTT6PEUaiyGFk2gRWMo4RjSRgSSWUjkRNR8RhapObIpXBMKGuQVKKhCNqMbW1bMW8/iHG2369Wb0bcS+rtWGWX8TCgT1v8QP71Jb7+SYryViuN8X2os+PrnisEUYtovNspNVRPEo+qYsoohKegFeassRRNHNufoZmn6lsuprusYhvFG0EUZZfyS8H8BnfZxOzfgKqMAAAAASUVORK5CYII=" /></span></div>
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<span style="mso-no-proof: yes;"></span><span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;"></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;">Imagem: Eduardo Cunha, de 8
anos, de São Paulo.</span></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;">Desde muito cedo as crianças
sofrem influências do meio em que vivem e invariavelmente as reproduzem. Isso
significa que se estiverem crescendo em um ambiente em que convivem com pessoas
preconceituosas, fatalmente esses preconceitos serão internalizados e
reproduzidos ainda na infância. Não vou detalhar conceitos, pois eu não seria a
melhor pessoa a fazê-lo, já que meu campo de estudo não é a educação, mas
estudiosos como Piaget, Freud, entre outros, separaram o desenvolvimento da
criança em diferentes estágios. Segundo estes estudiosos por volta dos sete
anos de idade ocorre um processo de socialização primária onde a criança é
introduzida a um mundo já previamente delineado e do qual ela terá as primeiras
noções do papel que nele terá. A autora Eliane Cavalleiro cita em seu livro “Do
silêncio do lar ao silêncio escolar” um trecho bastante esclarecedor sobre este
processo:</span></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;">MPRJ quer que aulas virtuais
do estado não sejam somadas na carga horária do ano letivo </span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;">“Numa dialética
homem/sociedade, o novo membro da sociedade interioriza um mundo já posto, que
lhe é apresentado com uma configuração já definida, construída anteriormente à
sua existência. Assim, interagindo com outros, a criança aprenderá atitudes,
opiniões, valores a respeito da sociedade ampla e, mais especificamente, do
espaço de inserção de seu grupo social.” (CAVALLEIRO, 2005)</span></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;">Mas para a criança desta idade
qual é a parte da sociedade que a atinge senão o ambiente familiar e escolar?
Um bom e simples exemplo dessa interiorização de atitudes é a reprodução de
falas indesejáveis para uma criança, como: palavrões, músicas e diálogos de
programas inapropriados para a idade. Abro um parênteses para dizer que, por
ironia ou não, muitas dessas falas são tidas como “engraçadinhas”, “bonitinhas”
e consequentemente estimuladas pelos seus pais ou responsáveis legais. Esse
estímulo muitas vezes se dá por acreditar-se que a criança não absorve e não
tem capacidade de julgamento sobre aquela informação, ou na pior das hipóteses
(porém não menos corriqueira) pela crença de que tais atitudes são corretas e
“normais”.</span></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;">Porém, por mais que até uma
certa idade a criança não tenha plena consciência de suas atitudes, esses
estímulos são compreendidos como positivos se tornam parte de seu repertório,
assim sendo a criança se torna desde cedo um mantenedor de um ciclo de
opressões. Assim como a família, a escola tem grande parte da responsabilidade
em injetar as mais diversas formas de intolerância e discriminação nas crianças
já na idade pré-escolar. Infelizmente a escola ou reforça e compactua com as
discriminações (sendo ela mesma o agente opressor), ou se isenta da
responsabilidade nos casos, sobretudo de racismo, colocando-os na categorias de
“brincadeira de criança”, “criança é assim mesmo” ou pior ainda “educação vem
de casa”.</span></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;">Podemos ainda pontuar, como
visão mais ampla, a educação tendenciosa a uma hegemonia branca e a falta de
representação dos grupos minoritários no ambiente escolar. Sobre este último
ponto, gostaria de colocar uma experiência que tive recentemente ao fazer uma
pesquisa para um projeto de sinalização que, na faculdade, terei que realizar.
Observando as fotos da sinalização típica feita de EVA das creches, pude
perceber que na maioria das vezes em que um ser humano era representado (como
na indicação de banheiros) era utilizado cores referenciadas como “bege”,
“pele” e similares para a cor da pele e a cor amarela e preta para os cabelos
(sempre lisos, é claro). A consequência disso é a pior possível no processo de
identificação da criança negra, sua mínima representação, sua inferiorização e
em contrapartida um aumento do sentimento de superioridade da criança branca.</span></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;">“As idiossincrasias estarão
determinando as diferenças pessoais, pois esse processo não é simplesmente
ensinado: a criança mostra-se como um parceiro ativo, podendo procurar novas
informações em outros lugares. Deste modo, as atitudes e os comportamentos
sociais não serão obrigatoriamente cópias fiéis das atitudes e dos
comportamentos de seus mediadores” (CAVALLEIRO, 2005)</span></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;">Para concluir, apesar da maior
parte da responsabilidade pelo desenvolvimento social da criança ser de
responsabilidade dos pais e da escola a criança é fruto do que esses dois
agentes mais a sociedade constroem conjuntamente. Falar do racismo praticado
por crianças é falar do racismo praticado por adultos. É falar do racismo da
sociedade apenas agindo de maneiras diferentes.</span></div>
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<br /></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 150%;">Referências:<span style="mso-spacerun: yes;"> </span>CAVALLEIRO, Eliane. Do silêncio do lar ao
silêncio escolar: Racismo, preconceito e discriminação na educação infantil.
São Paulo: Contexto, 2005.</span></div>
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<br />
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 107%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">UNICEF. O impacto do racismo na infância. </span><br />
<br />
<br />
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<span style="font-family: "arial" , sans-serif; font-size: 10.0pt;">Fonte: https://www.geledes.org.br/o-desenvolvimento-racismo-na-infancia-por-gabriela-pires/?gclid=CjwKCAjw8df2BRA3EiwAvfZWaDEwOiSNzUB7hiivm-di1ShvAbNl8io2NU1K2Wd6mQF3tx6jVz-0RhoCdaAQAvD_BwE</span></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
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<![endif]-->Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-70426919662151148802020-06-02T08:17:00.001-07:002020-06-02T08:17:35.508-07:00RACISMO - As Mortes de João Pedro e George Floyd
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" /></span></div>
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<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;">João Pedro Matos Pinto era um
adolescente com apenas 14 anos. Morava com sua família em São Gonçalo, no Rio
de Janeiro. Foi covardemente assassinado por policiais enquanto brincava com
seus primos dentro da casa do tio. Os policiais invadiram a casa e dispararam
mais de 60 tiros de fuzis. Era uma operação contra o tráfico de drogas, onde a
conduta dos policiais foi extremamente agressiva e racista.</span></div>
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<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;">João foi morto com um tiro nas
costas e o corpo foi levado por um helicóptero da polícia, sem nenhuma
notificação à família. Seus pais só encontraram o corpo do filho após 17 horas percorrendo
os hospitais do Rio de Janeiro. </span></div>
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<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;">Uma semana depois do
assassinato de João Pedro, no Brasil, no dia 25 de maio, em Minneapolis, nos
Estados Unidos, George Floyd, de 46 anos, foi parado na rua por policiais. Ele
havia sido acusado de usar uma nota falsa para comprar um maço de cigarros. Floyd
foi algemado, colocado no chão e com o joelho do policial pressionando seu
pescoço ele foi covardemente assassinado.</span></div>
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<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;">O que João Pedro e
George Floyd têm em comum?</span></div>
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<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;">Ambos são <b>NEGROS</b>,
vítimas de <b>RACISMO</b>!</span></div>
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<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 150%;">A partir de hoje este blog publicará
artigos sobre o impacto do racismo na infância com o intuito de fornecer
subsídios para discutirmos a questão. Esperamos assim, dar visibilidade sobre o
que está acontecendo, influenciando mudanças de atitude, procurando garantir uma
infância sem racismo</span></div>
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<![endif]-->Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-20847342904027371472015-09-16T16:44:00.002-07:002015-09-16T16:47:26.217-07:00CONTEXTO HISTÓRICO DA EDUCAÇÃO ESPECIAL NO BRASIL <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSC6M9Wka9IZLgoRKbSzdxXRaTQ8TmEAZz2yCwKFWTp3_8AgADZed1RiUX30MtesH1a9JR6270oAW8y9NQdUKRqIQWIWh5MP9RH8S0QiGOKXqmvjTAnj5Zab5Szs8F_OT_9kAu6DN-L_4/s1600/inclusao-linha-do-tempo-deficiencia.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSC6M9Wka9IZLgoRKbSzdxXRaTQ8TmEAZz2yCwKFWTp3_8AgADZed1RiUX30MtesH1a9JR6270oAW8y9NQdUKRqIQWIWh5MP9RH8S0QiGOKXqmvjTAnj5Zab5Szs8F_OT_9kAu6DN-L_4/s400/inclusao-linha-do-tempo-deficiencia.jpeg" width="400" /></a></div>
<br />
<br />
<b><i> Por Ana Paula Cairos</i></b><br />
<br />
<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">As
reflexões sobre educação inclusiva tem sido tema constante de discussão,
consideramos que retomar o trajeto histórico da Educação Especial é de
fundamental importância para que possamos contextualizar as práticas
desenvolvidas atualmente.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">De
acordo com SASSAKI (1997), o percurso histórico da educação especial delibera
quatro fases: a fase da exclusão, da segregação, da integração e da inclusão.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Para
RAGONESI (1997) o Brasil tem sido considerado o pior do mundo em questão de
Educação. Segundo o autor nunca existiu uma política educacional comprometida
com a democratização educacional. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">A
Primeira Constituição Brasileira promulgada em 1823, que estabeleceu a
instrução primária como obrigatória, gratuita e extensiva a todos os cidadãos
tem mostrado um quadro bastante diferente do proposto.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">A
política educacional sempre esteve relegada à segundo plano. O descompromisso
histórico do Estado não passa de fruto de um processo político, no qual ele se
evidencia a favor dos interesses das classes dominantes.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> MENDES (1991) e BUENO (1993) ratificam como
marco no Brasil, a criação do Imperial Instituto dos Meninos Cegos e do
Instituto dos Surdos-mudos, na cidade do Rio de Janeiro, que devido a conflitos, de ordem social, econômica e
política, entraram em processo de deteriorização. Estes institutos foram
espelhados nos institutos franceses, no entanto uma característica os
diferenciava: tinham caráter assistencialista, ou seja, política de “favor”. De
acordo com BUENO (1993), enquanto os institutos brasileiros de educação
especial exerciam seu papel de auxílio aos desvalidos, os parisienses adotavam
o sistema de oficinas de trabalho.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">MENDES (2006) afirma que desde o século XVI a história </span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;">da
educação no Brasil vem sendo desenhada. Educadores e médicos daquele período
histórico já abancavam a ideia de considerar as pessoas deficientes
ineducáveis. Contudo, naquele momento, o cuidado era puramente assistencialista
e institucionalizado, por meio de manicômios e abrigos.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">No
período Imperial os doentes mentais eram tratados apenas em hospitais psiquiátricos.
Os surdos e cegos eram isolados e retirados do convívio social, sendo tal
isolamento completamente desnecessário. Também neste período, foram iniciados
tratamentos no Hospital Psiquiátrico da Bahia, em 1874.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Dessa
maneira, os esforços tinham como objetivo a cura ou a correção dos “defeitos”
apresentados pelos sujeitos. A intenção era buscar aproximá-los da
“normalidade” através do tratamento médico, para que pudessem ter uma vida
“normal” em sociedade.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Em <st1:metricconverter productid="1889, a" w:st="on">1889, a</st1:metricconverter> educação especial
ainda não era totalmente assumida pelo Estado. <st1:personname productid="Em São Paulo" w:st="on">Em São Paulo</st1:personname> e no Rio de
Janeiro começaram a funcionar algumas salas de aula para alunos deficientes,
vinculadas a escolas públicas, mas o acesso a elas apenas ocorreria na segunda
metade do século. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> Em 1891, instaura-se o federalismo e, com
isso, as responsabilidades pela política educacional aumentam; na área médica,
o interesse pela educação dos deficientes começa com os serviços de higiene
mental e saúde pública, que deu origem à inspeção médica escolar.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">A
partir do século XX, os deficientes passam a ser considerados cidadãos, com
direitos e deveres de participação na sociedade. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Embora, de forma ainda muito lenta, após a Proclamação
da República, a educação especial foi se expandindo; em 1903 o Pavilhão
Bournevile </span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;">, no
Hospital D. Pedro II (Bahia) foi instalado para tratamento de doentes mentais,
em 1911 é criada </span><st1:personname productid="Em São Paulo" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;" w:st="on">em São
Paulo</st1:personname><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;"> a inspeção médica - responsável pela criação de classes
especiais e formação de pessoal para trabalhar com esta clientela.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Neste
período, segundo MENDES (2001), prevaleceu o descaso em relação à educação
especial, visto na criação de instituições para atendimento de casos mais
graves, enquanto os mais leves eram ainda indiferenciados, em 1923 foi criado o
Pavilhão de Menores do Hospital do Juqueri e o Instituto Petalozzi de Canoas,
em 1927. <o:p></o:p></span></div>
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Com relação aos deficientes visuais, surgiram: a União
dos Cegos do Brasil, no Rio de Janeiro, em 1924, o Instituto Padre Chico, <st1:personname productid="Em São Paulo" w:st="on">em São Paulo</st1:personname> e o Sodalício
da Sacra Família, no Rio de Janeiro, em 1929. Além do surgimento dessas
entidades privadas começaram às preocupações, por parte da República Escolar,
com os deficientes mentais. As </span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;">primeiras
entidades privadas contribuíram para a inclusão da educação especial no âmbito
das instituições filantrópico-assistenciais e a sua privatização, salienta
BUENO (1993).</span>
<br />
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Com
a revolução de 1930, novas mudanças sociais, históricas, políticas, econômicas
e culturais ocorreram no país. A questão educacional, passa a ser uma
“preocupação” da própria sociedade. Nos anos seguintes, o número de entidades
para atendimento de deficientes aumentou de forma significativa, no entanto não
eram entidades públicas. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> <o:p></o:p></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;">O
fato de que o Estado não se responsabilizava de maneira satisfatória,
institutos de assistência passaram a assumir a educação especial e assim a
Sociedade Pestalozzi</span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;"> </span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;">do Brasil com sede </span><st1:personname productid="em Belo Horizonte" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;" w:st="on">em Belo Horizonte</st1:personname><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;"> é
criada em 1932, além da fundação Dona Paulina de Souza Queiroz, </span><st1:personname productid="Em São Paulo" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;" w:st="on">em São Paulo</st1:personname><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;"> (1936). Em
1941, no Recife, surgiu a Escola Especial Ulisses Pernambucano e a Escola
Alfredo Freire (BUENO, 1993).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">A
respeito da Sociedade Pestalozzi, GUARINO (2005, p.6) relata:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">“O
movimento Pestalozziano (...) está fazendo 80 anos e em franco processo de
evolução, fazendo um trabalho exemplar,
na inclusão do portador de deficiência
na sociedade e mais que isso, dando educação de qualidade àqueles que
nos procuram. Hoje mais de 220 mil crianças estão nas salas de aula, sendo que
80% desse total em instituições como APAE e Pestalozzi”.</span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> <o:p></o:p></span></i><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;">O
interesse pelo deficiente mental, refletia também em uma preocupação com a
higiene. Para BUENO (1993), essa preocupação é interpretada como o início de um
processo de segregação pelos especialistas do aluno diferente.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Foram
criados, também, com relação aos deficientes visuais, os Institutos de Cegos do
Recife, da Bahia, de São Rafael (Taubaté – SP), de Santa Luzia (Porto Alegre –
RS), do Ceará (Fortaleza), da Paraíba (João Pessoa) e do Paraná (Curitiba). Em
1938 foi criada, no estado de São Paulo, a Seção de Higiene Mental, do Serviço
de Saúde Escolar, da Secretaria da Educação do Estado. No Rio de Janeiro,
trabalho semelhante foi realizado (BUENO, 1993).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Com
o fim da ditadura Vargas, em 1945, o Brasil vivenciava a redemocratização
política, a Organização das Nações
Unidas (ONU) defendia a promoção da paz e da democracia. Dessa maneira, a
educação de adultos passa a ter
destaque. Dentre os educadores mobilizados com a ação encontramos Paulo Freire,
Lourenço Filho, entre outros. <o:p></o:p></span></div>
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Entre 1948 e 1961 medidas como criação dos conselhos
estaduais de educação e a cooperação financeira assegurada por lei às escolas
privadas influenciaram a educação </span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;">especial.
Segundo MENDES (2001) no período de </span><st1:metricconverter productid="1950 a" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;" w:st="on">1950 a</st1:metricconverter><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;"> 1959, houve uma grande expansão no
número de estabelecimentos de ensino especial para portadores de deficiência
mental; 190 estabelecimentos de ensino especial, no final da década de 50, eram
públicos e em escolas regulares.</span>
<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Em
1954, foi fundada a APAE Rio, sendo a primeira APAE do Brasil. Com o passar dos
anos as APAEs se expandiram por todo o país e pelo mundo, sendo considerado o maior
movimento filantrópico na área de deficiência mental.<o:p></o:p></span></div>
<div class="MsoBodyTextFirstIndent" style="line-height: 150%; margin-right: -17.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> A partir de 1958 o Ministério da educação
começa a prestar assistência técnica-financeira às secretarias de educação e
instituições especializadas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Nota-se,
neste período, o aumento de escolarização para as classes mais populares e a
implantação de classes especiais para os casos leves de deficiência mental.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> O
golpe militar de 1964 causou uma mudança abrupta nos projetos políticos em
todas as áreas, inclusive na educação. Muitos educadores passaram a ser
perseguidos em função de posicionamentos ideológicos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Para
FERREIRA e GLAT (apud SOUZA, 2003) somente a partir da segunda metade da década
de 60 nasceu a ideia da educação especial escolar se integrar aos sistemas de
ensino, expandindo o acesso ao ensino primário. No entanto ainda de maneira
segregacionista.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">“Antes
da proposta de inclusão, o que se tinha era a aplicação do conceito da
integração, mas de modo segregativo. A proposta era que a pessoa deficiente, ou
aquela que destoava do grupo por qualquer motivo, fosse aceita na sociedade,
desde que se adaptasse às condições estipuladas, como classes especiais, cursos
de adaptação, trabalho em setores ou
horários diferenciados, entre outros. Desse modo a integração oferecia uma
falsa idéia de igualdade, segregando ainda mais e causando muitos traumas”.
(SASSAKI, 2005)<o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Em
1973 é criado o Centro Nacional de Educação Especial – CENESP, junto ao
Ministério da Educação. No final da década de 70 são implantados os primeiro
cursos de formação de professores na área da Educação Especial e em 1978 pela
primeira vez uma emenda à Constituição Brasileira assegura aos deficientes a
melhoria de sua condição social e trata do direito à educação especial e
gratuita.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Se,
na atualidade, há um discurso em busca pela inclusão, é possível dizer que nas
décadas de 80 e 90 esta noção já começa a se esboçar na medida em que a
sociedade passa a lutar mais por seus direitos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">O
conceito de inclusão e sua aplicação como meio de oferecer oportunidades iguais
a todos e o reconhecimento da diversidade entre as pessoas ganham destaque em
1981, com a ONG DPI (Disabled Peoples International), que assinala a
necessidade de a sociedade (incluindo a escola) equiparar as oportunidades para
todos, viabilizando os meios, como remoção de barreiras (físicas, intelectuais,
emocionais, relacionais, entre outros) que impeçam qualquer um de participar em
todas as áreas (SASSAKI, 2005).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Órgãos governamentais e não governamentais perceberam
a necessidade de repensar a integração de pessoas que estavam à margem da
sociedade. Esses </span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;">Esses
estudos e discussões, resultaram</span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;"> </span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;">na
substituição, ainda que lentamente, da integração pela inclusão.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Em
1985 é criado pelo governo federal um comitê para planejar, fiscalizar e traçar
políticas de ações conjuntas na questão dos portadores de deficiência. Em 1986
é criada a Coordenadoria Nacional para Integração da Pessoa Portadora de
Deficiência.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Em
1988 é promulgada a Nova Constituição, garantindo atendimento educacional
especializado aos portadores de deficiência, preferencialmente na rede regular
de ensino elegendo como um de seus princípios a “igualdade de condições de
acesso e permanência na escola” (art.206, inciso I) garantindo a todos o
direito à educação e ao acesso à escola, sendo que não se poderia excluir
nenhuma pessoa em razão de sua origem, raça, sexo, cor, idade, deficiência ou
ausência dela.<o:p></o:p></span></div>
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A Lei Federal de número 7853 de 1989 estabelece a oferta obrigatória e gratuita da </span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;">educação
especial em escolas públicas e prevê crime punível com reclusão e multa para os
dirigentes de ensino público ou privado que se recusarem ou suspenderem sem
justa causa a matrícula de um aluno portador de necessidades especiais.</span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;"> </span>
<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Em <st1:metricconverter productid="1990 a" w:st="on">1990 a</st1:metricconverter> Secretaria Nacional
de Educação Básica assume a responsabilidade na
implementação da política de educação especial e o Brasil aprova o
Estatuto da Criança e do Adolescente (ECA), que reitera os direitos garantidos
na Constituição de 1988.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> Em 1994, promovida pelo governo da Espanha e
pela UNESCO, foi realizada a Conferência Mundial sobre Necessidades
Educacionais Especiais culminando na Declaração de Salamanca, sobre princípios,
política e práticas em Educação Especial. Este tem sido até hoje o
documento-guia: <o:p></o:p></span></div>
<i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">“Escolas regulares que possuam tal orientação
inclusiva constituem os meios mais eficazes de combater atitudes
discriminatórias criando-se comunidades acolhedoras </span></i><i style="line-height: 150%; text-indent: 10.5pt;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">construindo
uma sociedade inclusiva e alcançando educação para todos” </span></i><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%; text-indent: 10.5pt;">(UNESCO,
1994, p.1).</span><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br /></span></i>
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Em <st1:metricconverter productid="1996 a" w:st="on">1996
a</st1:metricconverter> Lei de Diretrizes e Bases propõe o atendimento educacional especializado
gratuito aos educandos com necessidades especiais, preferencialmente na rede
regular de ensino (Art.4º, III). O Plano Nacional de Educação (2001) <i> [...] estabelece
o direito das pessoas com necessidades especiais receberem educação
preferencialmente na rede </i></span><i style="line-height: 150%; text-indent: 10.5pt;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">regular
de ensino </span></i><i style="line-height: 150%; text-indent: 10.5pt;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">(Seção
1, III, 8.1) e afirma como diretriz
atual a plena integração dessas pessoas em todas as áreas da sociedade (p.13)</span></i>
<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Garantia
de ensino fundamental obrigatório de oito anos a todas as crianças de <st1:metricconverter productid="7 a" w:st="on">7 a</st1:metricconverter> 14 anos, assegurando o seu
ingresso e permanência na escola e a conclusão desse ensino [...]; <o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Garantia
de ensino fundamental a todos os que não tiveram acesso na idade própria ou não
o concluíram [...];<o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Ampliação
do atendimento nos demais níveis de ensino – educação infantil, ensino médio e educação
superior [...] (p.8).<o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Atualmente
educadores compreendem a importância da inclusão, mas ainda faz-se necessário
transformações mais abrangentes. Além da equiparação de oportunidades, é
indispensável que haja respeito, aceitação do outro como ele é, acolhimento,
empatia e o estímulo ao sentimento de pertencimento à comunidade acadêmica.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">MC
LAREN (1997) considera que “m<i>esmo que seja provavelmente verdade que as
escolas não podem refazer<b> </b>a
sociedade, elas devem encontrar maneiras melhores de tornarem-se locais vitais
para todos os estudantes, locais onde eles possam aprender a usar os
instrumentos para ganharem um senso de controle sobre seus destinos, em vez de
sentirem-se presos pelo seu status social”
(p, 183).<o:p></o:p></i></span></div>
<div style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-align: justify; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif";">Ressaltamos que na trajetória histórica
das políticas educacionais de inclusão no Brasil os vários procedimentos foram
construídos pelas intencionalidades e interesses do Estado, apresentando-se de
forma diferenciada nos vários momentos de nossa história. Compreendê-los
significa abranger as contradições que se apresenta na história brasileira
constituída de diversidades muitas vezes negada em função de políticas de Estado.
<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -17.0pt; margin-top: 0cm; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">O
desinteresse e o descaso político prevaleceu durante quase toda a história,
deixando a responsabilidade da educação de deficientes para as instituições de
caráter assistencialista baseada em políticas de “favor”, na qual o descaso do
Estado pode ser observado até os dias de
hoje. Embora, alguns autores considerem
que, mesmo lentamente, foram muitos os avanços ocorridos nesta área,
consideramos que a problemática de exclusão/inclusão educacional permanece até
os dias de hoje.<o:p></o:p></span></div>
<div class="MsoBodyText" style="line-height: 150%; margin-right: -17.0pt; text-indent: 10.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Há
de se observar que a legislação existe de modo a favorecer os portadores de
deficiências, no entanto sua aplicabilidade ainda não é efetivada. <o:p></o:p></span></div>
<div class="MsoBodyTextFirstIndent" style="line-height: 150%; margin-right: -17.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: -1.7pt; margin-top: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">REFERÊNCIAS:</span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm -1.7pt 6pt 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;">FERREIRA, J. R. e GLAT, R. <b>Reformas educacionais pós LDB</b>: a inclusão do aluno com necessidades especiais no contexto da municipalização<i>. </i>In: SOUZA, D. B. & FARIA, L. C. M. Descentralização, municipalização e financiamento da educação no Brasil pós LDB. Rio de Janeiro: Editora DP&A, 2003.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm -1.7pt 6pt 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;">McLAREN, Peter. <b>Multiculturalismo</b>. São Paulo: Cortez, 1997.<o:p></o:p></span></span></div>
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<span style="font-size: x-small;"><span style="font-family: Arial, sans-serif; line-height: 19.5px;">ONU/UNESCO (1994). </span><b style="font-family: Arial, sans-serif; line-height: 19.5px;">Declaração de Salamanca sobre princípios, política e prática em educação especial.</b></span></div>
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<span style="font-size: x-small;"><span style="font-family: Arial, sans-serif; line-height: 19.5px;">RAGONESI, M. E. M. M. </span><b style="font-family: Arial, sans-serif; line-height: 19.5px;">Psicologia escolar</b><span style="font-family: Arial, sans-serif; line-height: 19.5px;">: pensamento crítico e práticas profissionais. Tese (Doutorado em educação) – Universidade de São Paulo, São Paulo, 1997.</span></span></div>
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<span style="font-family: Arial, sans-serif; font-size: x-small; line-height: 19.5px; text-align: justify;">SASSAKI, Romeu K. </span><b style="font-family: Arial, sans-serif; font-size: small; line-height: 19.5px; text-align: justify;">Inclusão</b><span style="font-family: Arial, sans-serif; font-size: x-small; line-height: 19.5px; text-align: justify;">: construindo uma sociedade para todos. Rio de Ja</span><span style="font-family: Arial, sans-serif; line-height: 150%; text-align: justify;"><span style="font-size: x-small;">neiro, WVA, 1997.</span></span></div>
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Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-79225223438351524132015-09-14T14:41:00.002-07:002015-09-14T14:41:44.913-07:00Em Pernambuco, escolas do campo ajudam a romper a cerca da exclusão escolar<span style="background-color: white; color: #929292; font-family: 'Exo 2', Helvetica, Arial, sans-serif; font-size: 20.8px; line-height: 23.92px;">A luta dos Sem Terra pela educação de jovens e adultos no campo pernambucano superou um histórico de exclusão.</span><br />
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<em style="box-sizing: inherit;">Em preparação ao <a href="http://www.mst.org.br/2015/08/17/mais-de-1-200-participantes-debatem-a-educacao-publica-brasileira.html" style="box-sizing: inherit; color: darkgreen; text-decoration: none;" target="_blank">2° Encontro Nacional dos Educadores e Educadoras da Reforma Agrária (ENERA)</a>, que acontecerá entre os dias 21 a 25/09, em Luziânia (GO), a Página do MST traz uma série de entrevistas, reportagens e artigos sobre experiências da Educação do Campo, o atual cenário educacional do país e os desafios que se anunciam sobre este debate. </em></div>
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<br style="box-sizing: inherit;" /><em style="box-sizing: inherit;">Por Guy Zurkinden</em></div>
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<em style="box-sizing: inherit;">Fotos Luiz Mario Santana</em></div>
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<br style="box-sizing: inherit;" />Há quem diga que a história da educação do campo em Pernambuco nasce no município de Santa Maria da Boa Vista, no Vale de São Francisco, sertão do estado. O ano data de 1995, quando 2.200 famílias Sem Terra ocuparam a Fazenda Safra, no mês de agosto. Daí em diante pipocaram acampamentos de famílias Sem Terra sobre as fazendas falidas da região, outrora ocupadas por monocultivos de frutas destinados à exportação.</div>
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<br style="box-sizing: inherit;" />Vinte anos depois, o trecho ficou conhecido como “a estrada da Reforma Agrária”, rodeado por assentamentos e pequenos lotes irrigados, onde brotam plantios de maracujá, uva, goiaba, melancia, manga, macaxeira e banana, ligando os municípios de Santa Maria da Boa Vista e Petrolina.</div>
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Na beira da pista, porém, os barracos dos acampamentos Hugo Chávez e Filhos da Luta demarcam que a luta pela terra ainda não terminou.</div>
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Um dos resultados desse processo é a escola Franscesco Moura, localizada no “Mãe Safra” – como é chamado o assentamento mais antigo de Santa Maria -, onde acontece um dos cursos de Educação de Jovens e Adultos (EJA).</div>
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<br style="box-sizing: inherit;" />Assentada no Safra, Júlia Nunes de Lima Ferreira é mãe de cinco filhos, todos <span style="line-height: 25.1428px;">adultos.</span></div>
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Em 1995, dona Júlia montou o barraco na beira do rio São Francisco, junto às 2.200 famílias Sem Terra. Daquela época, a agricultora tem lembranças de alegrias e sofrimento. “Foi um tempo difícil, mas todo mundo era amigo. Um quilo de açúcar, todo mundo dividia.” Após dois anos e cinco meses de resistência, nascia o assentamento Safra.</div>
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<br style="box-sizing: inherit;" />Como milhares de trabalhadores do meio rural, a camponesa teve o direito à educação negado. “Fiz só a primeira e a segunda série. Onde fui criada, não funcionava escola, nem transporte escolar”. </div>
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<br style="box-sizing: inherit;" />Para chegar à escola mais próxima, Dona Júlia e a irmã tinham que caminhar mais de uma hora. Mas com medo que acontecesse alguma coisa com as filhas, sua mãe acabou proibindo as viagens. </div>
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À Júlia só ficou “aquele sonho, de terminar os estudos.” Em 1999, porém, a então recém assentada retomou o caminho da escola, e em 2003, completou o Ensino Fundamental. Mesmo com a vontade de seguir com os estudos na época, as necessidades da vida falaram mais alto. “Tinha muito trabalho, os filhos eram pequenos.”</div>
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<br style="box-sizing: inherit;" />Esperou até novembro de 2013, e aos 43 anos, a agricultora ingressou no programa estadual de Educação de Jovens e Adultos (EJA Campo) para dar início ao Ensino Médio. De segunda a sexta-feira, após o dia de trabalho, Dona Júlia sai de sua casa azul rumo à escola Francesco Moura. Lá, estuda das 19h às 21h40. Em 2015, “se Deus quiser”, terá seu sonho de criança realizado.</div>
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<strong style="box-sizing: inherit;">Do paliativo à política pública</strong></div>
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<br style="box-sizing: inherit;" />Membro do setor de educação do MST e coordenadora de cinco turmas de EJA no município de Serra Talhada, Sertão de Pernambuco, Ana Paula Monteiro Araujo destaca o fato de que “pela primeira vez temos turmas de jovens e adultos cursando o ensino médio dentro dos nossos assentamentos”. O caminho foi longo.</div>
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Segundo Maria Fernanda dos Santos Alencar, coordenadora da educação do campo no estado, “tudo vem da luta dos movimentos sociais.” Desde o início das ocupações de terras no estado, os Sem Terra já encaravam a exclusão escolar dos trabalhadores rurais. As primeiras iniciativas de alfabetização de jovens e adultos foram realizadas no calor da lona preta.</div>
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<br style="box-sizing: inherit;" />Em paralelo, o MST se uniu aos quilombolas, sindicatos rurais e povos indígenas para impulsionar mobilizações em prol de uma política de educação adaptada à realidade do campo.</div>
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<br style="box-sizing: inherit;" />Dessa pressão, surgiram as parcerias com o poder público. Após o programa Brasil Alfabetizado, o estado de Pernambuco estreou, em 2006, o programa Semeando Letras no Campo, que abrange da primeira à quarta série do ensino fundamental.</div>
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<br style="box-sizing: inherit;" />Em 2005, o Ministério da Educação (MEC) lançou o projeto Saberes da Terra (que passou a se chamar Projovem Campo – Saberes da Terra, em 2007), com o objetivo de resgatar a dívida histórica da sociedade brasileira com os jovens e adultos que vivem no campo e não tiveram a oportunidade de frequentar a escola. A meta: escolarizar 275 mil jovens agricultores em nível fundamental.</div>
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<br style="box-sizing: inherit;" />Em 2006, os Sem Terra ingressaram no Comitê de educação do campo no estado e começaram a acompanhar cada passo das quatro edições do programa, realizando um diagnóstico das necessidades, mobilização dos futuros educandos nas comunidades e elaboração do projeto político-pedagógico.</div>
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<br style="box-sizing: inherit;" />A luta protagonizada pelos camponeses fez com que o Movimento se firmasse como referência na educação do campo, passando a dirigir uma formação específica destinada aos professores do EJA.</div>
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As denúncias dos limites dos programas existentes, porém, não cessaram. “Esses projetos eram concebidos como paliativos, sem conseguir elevar o grau de escolaridade. Quem fazia alfabetização não tinha perspectiva de continuar”, explica Rubneuza Leandro, da direção do setor de educação.</div>
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<br style="box-sizing: inherit;" />Ao longo de seminários, marchas e ocupações, os Sem Terra pautaram a criação de um programa que garantisse uma continuidade na educação de jovens e adultos, da alfabetização até o nível médio.</div>
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<br style="box-sizing: inherit;" />Em 2013, após sete anos de luta, a reivindicação é atendida pelo governo: o programa EJA Campo entra em vigor, garantindo em nível do Estado todos os segmentos da educação aos jovens e adultos, com currículos e metodologia unificados. Para a coordenadora Maria Fernanda, a iniciativa é pioneira.</div>
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“Pela primeira vez a Educação de Jovens e Adultos se torna uma modalidade da educação básica. De programa compensatório, ela vira política pública.”</div>
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<br style="box-sizing: inherit;" />Segundo os dados da Secretaria de Educação, mais de 7 mil jovens e adultos ingressaram nas turmas da EJA Campo em 2013: 3272 no Ensino Fundamental (EJA inicial) e 4 mil no Ensino Médio (EJA médio).</div>
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<strong style="box-sizing: inherit;">Educação emancipadora</strong></div>
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<br style="box-sizing: inherit;" />“Os alunos são muito comprometidos. Eles vêm para aprender, mas também para passar o que sabem”, observa a diretora da escola do assentamento Safra, Alzenir Socorro dos Santos (foto de capa), que também ensina línguas nas turmas do EJA.</div>
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<br style="box-sizing: inherit;" />Para lidar com um público que estuda após um dia de trabalho na roça, a aula tem que ser dinâmica e dialogar com a realidade. Com esses desafios colocados, os movimentos sociais e a Secretaria de Educação costuraram uma metodologia específi ca: os professores abordam as áreas de conhecimento a partir de temáticas organizadas entorno de um eixo articulador: trabalho e educação no campo.</div>
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<br style="box-sizing: inherit;" />Os tempos de aprendizagem são divididos em tempo escola e tempo comunidade. “Na escola, os educandos têm que apresentar toda a produção do assentamento durante o tempo comunidade”, exemplifica Alzenir. Para a educadora, a busca é por “uma pedagogia que contribua para libertar as pessoas.”</div>
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<br style="box-sizing: inherit;" />Tatiane de Souza Santos, fi lha de assentada e coordenadora de turmas de EJA no município de Petrolina, destaca que “a grande conquista é quando você chega num assentamento e vê aquele sujeito, que era analfabeto, sabendo ler e escrever.”</div>
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Ao criar vínculos de socialização, as aulas melhoram o convívio e reforçam a identidade nas comunidades. Atividades práticas e projetos produtivos, realizados com a ajuda de um técnico, também ajudaram a potencializar a produção. “Graças aos alunos do Saberes da Terra, temos hoje comercialização de galinhas e hortaliças, produzidas em assentamentos”, conta o pedagogo Adailton dos Santos Cardoso, membro da direção estadual do MST.</div>
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<span style="line-height: 25.1428px;">Embora os avanços sejam importantes, os obstáculos não faltam. Segundo Edilene Menezes Mota, assentada e coordenadora de EJA em Santa Maria de Boa Vista, a maior dificuldade é a permanência dos educandos dentro da sala de aula. Muitos chegam cansados do trabalho.</span></div>
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<span style="background-color: white; color: #555555; font-family: 'Exo 2', Helvetica, Arial, sans-serif; line-height: 25.1428px; text-align: start;">Outros têm que sair do assentamento em busca de renda, dificultando a escolarização. A infraestrutura precária é outro problema: em muitas escolas, mães assistem às aulas com as crianças, por falta de ciranda infantil. Seis meses após o início dos cursos, o material didático destinado aos alunos da EJA ainda não havia chegado. As merendas também faziam falta.</span></div>
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Rubneuza Leandro aponta outra contradição: “Os programas de EJA deveriam ser medidas temporárias, destinadas a reverter a exclusão histórica dos camponeses pelo sistema educacional. Mas, com o fechamento de escolas e a falta de investimento, o nosso sistema continua a criar analfabetos.”</div>
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<br style="box-sizing: inherit;" />No campo pernambucano, 2014 começou com uma avalanche de fechamento de escolas. Foram três só município de Santa Maria da Boa Vista. “As escolas restantes são superlotadas. No povoado vizinho, tem crianças estudando dentro de uma capela!”, denuncia a assentada Edilce de Maria.</div>
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<br style="box-sizing: inherit;" />Nos últimos dez anos, mais de 37 mil escolas do campo foram fechadas no país. Em 2012, pela primeira vez em 14 anos, a taxa de analfabetismo voltou a aumentar no Nordeste brasileiro, passando de 16,9% (2011) para 17,4%.</div>
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<strong style="box-sizing: inherit;">Superando uma história de exclusão </strong></div>
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<br style="box-sizing: inherit;" />Oito horas da noite. Na escola 13 de Maio, as aulas já começaram. Na primeira sala, curvados sobre as bancas, uma quinzena de homens e mulheres analisam livros de cordel. Na turma vizinha, Seu José e seus colegas escutam atentamente a professora.</div>
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<br style="box-sizing: inherit;" />Aos 62 anos, seu José de Silva está superando um histórico de exclusão. Criado na região de Petrolina, “no meio da caatinga”, o filho de agricultor não pôde estudar: “A escola estava distante, não tinha transporte.”</div>
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<br style="box-sizing: inherit;" />Sem terra, seu José trabalhou um tempo como meeiro. O fruto quase inteiro do trabalho ia para o dono; a solidão pesava sobre as costas do lavrador. “Quando ia à cidade, tinha medo. Pedia para outras pessoas irem pagar as minhas contas”, recorda.</div>
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A vida muda com a chegada ao assentamento Nossa Senhora da Conceição. Lá, Seu José começa, enfim, a trabalhar por conta própria. Superando a solidão, ele casa com dona Dilce, e juntos, rompem outra cerca: ele se matricula no programa Saberes da Terra e completa o ensino fundamental.</div>
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<br style="box-sizing: inherit;" />“Não estou tão jovem, mas não pretendo parar.” Os olhos de Seu José brilham por trás dos óculos. Em 2013, ele iniciou a EJA médio, rumo a outra pretensão: a faculdade.</div>
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Fonte: http://www.mst.org.br</div>
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Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-43851892428582986272015-09-13T16:09:00.000-07:002015-09-13T17:08:24.168-07:00SÍNDROME DO X-FRÁGIL<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9MZTigR_LLNMvaxuT6S7v-1eVThKukb7HErtLkFjMc4aKt7N1T7AFwloRf-GgBVcqYCV5La1sNvrKwHFkIA3Khq_neKcqfqprvqXzzvRfg92Z3PZ5nSquyd3hQ7ebVo2HkPpor1_K1rk/s1600/x+fragil.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9MZTigR_LLNMvaxuT6S7v-1eVThKukb7HErtLkFjMc4aKt7N1T7AFwloRf-GgBVcqYCV5La1sNvrKwHFkIA3Khq_neKcqfqprvqXzzvRfg92Z3PZ5nSquyd3hQ7ebVo2HkPpor1_K1rk/s400/x+fragil.jpg" width="338" /></a>
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<b>O que é Síndrome do X Frágil?<i></i></b><br />
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A síndrome do X frágil é provocada pela mutação de um gene, o FMR-1, presente no cromossomo X que causa geneticamente o retardo mental mais comum.<br />
Também chamado de Síndrome de Martin & Bell, foi descoberta em 1991, por pesquisadores franceses, holandeses e australianos.
Com a mutação do gene causador da síndrome os neurônios são desenvolvidos de maneira mais atrasada, fazendo com que haja a ausência de uma proteína que tem reação variada de acordo com cada organismo.<br />
Normalmente, a síndrome acontece mais em homens numa proporção de 1:2000, sendo que em mulheres pode ocorrer em 1:4000. Acredita-se que a maior manifestação dessa síndrome em homens ocorra pelo fato da mulher ter dois cromossomos X, o que leva o organismo feminino a compensar o gene FMR-1 se houver mutação.<br />
Recém-nascidos não apresentam indícios de aparência física que antecipem uma suspeita precoce da SXF. De forma semelhante a outros quadros clínicos, apresentam macrocefalia (perímetro da cabeça maior que o normal) e hipotonia (baixo tônus muscular), podendo esta revelar-se, por exemplo, na falta de força para sugar na mamada.<br />
A síndrome do X frágil acontece por causa do número de repetições de nucleotídeos, ou seja, um gene normal possui aproximadamente 30 repetições da seqüência citosina, guanina e guanina, enquanto as pessoas com a síndrome possuem variavelmente entre 55 a 800 repetições, o que influencia também nas características do problema.<br />
Pessoas afetadas pela Síndrome do X Frágil gozam de boa saúde e sua aparência pode ser semelhante à de outras pessoas. Algumas características físicas, entretanto, são freqüentes e em geral se tornam mais evidentes após a puberdade:
*orelhas grandes e de abano,
*face alongada,
*aumento dos testículos,
*mandíbula proeminente,
*pés chatos,
*calos nas mãos,
*palato alto,
*ecolalia
*fala repetitiva
*leva tudo o que vê ao “pé da letra”.
Porém, apresenta características positivas como boa memória, facilidade em percepções, bom vocabulário, habilidade com a leitura,
Testes genéticos são realizados para detectar a síndrome. Apesar de não haver cura para tal problema é importante haver acompanhamento de pr
ofessores especializados, fisioterapeutas e psicólogos para melhorar a qualidade de vida do indivíduo e seu desempenho.<br />
Características Intelectuais.
Atraso no desenvolvimento é a característica mais significativa das pessoas afetadas pela Síndrome do X Frágil.
O comprometimento intelectual é variável, podendo ir desde uma dificuldade de aprendizagem a um retardo grave. Geralmente é acompanhado de atraso na fala e na capacidade de comunicação.
Cada indivíduo pode apresentar muita desigualdade entre suas habilidades cognitivas. Parece incoerente que tenham bom desempenho no aprendizado de alguns tópicos e dificuldade em conceitos às vezes elementares.<br />
Algumas das suas características podem ser bem aproveitadas:
excelente memória;
facilidade em identificar logotipos e sinais gráficos;
geralmente bom vocabulário;
facilidade para cópia;
habilidade para leitura;
uso de jargões e frases de efeito.
As dificuldades estão principalmente na abstração e na integração das informações:
seguem instruções "ao pé da letra";
podem dar importância a aspectos irrelevantes;
fala fora do contexto;
fala repetitiva;
ecolalia.
Alguns têm prejuízos muito pequenos, com desempenho praticamente normal.<br />
Outros têm comprometimentos moderados, mas com atendimentos especializados chegam a bons resultados sociais e funcionais. Os indivíduos com comprometimento grave sempre precisarão de apoio.
Tratamento:
Terapias especiais e estratégias de ensino podem ajudar as pessoas afetadas a melhorar o seu desempenho, facilitando a conquista da independência que lhe for possível.
As crianças devem ser acompanhadas por neurologista, fonoaudiólogo, terapeuta ocupacional e outros profissionais tanto da saúde como da educação. As áreas de atendimento especializado são definidas de acordo com cada indivíduo e devem se revistas ao longo de seu desenvolvimento.
Educadores e terapeutas devem: minimizar estímulos que não sejam tão importantes naquele momento; dividir as atividades em blocos de acordo com seu tempo de atenção; reduzir a necessidade de contato visual e informar a criança sobre mudanças na sua rotina.<br />
A dificuldade em lidar com estímulos excessivos pode levar a comportamentos inadequados como agitar as mãos, fala repetitiva e irritação, mesmo em situações em que suas habilidades cognitivas são suficientes para um bom desempenho.<br />
O uso do computador tem sido muito eficiente para realizar atividades educativas: tem a vantagem de apresentar inúmeras vezes a atividade desejada, não requer a constante interação com outra pessoa, e possibilita ir além da proposta inicial quando houver interesse.
Pessoas afetadas pela Síndrome do X Frágil tendem a imitar, portanto é imprescindível que se dê um modelo adequado.
Eles sentem-se bem quando a rotina é seguida, aproveite e estabeleça uma rotina que lhes traga benefícios.
É certo que não podem ser exigidos além de seu potencial, mas temos verificado que este potencial em geral é maior do que imaginávamos.<br />
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Fonte:Equipe Brasil Escola / Bengala Legal / https://sites.google.com/site/anabastospsicopedagoga/sindrome-do-x-fragil
Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-49747503739811691622015-09-13T16:03:00.001-07:002015-09-13T16:03:55.141-07:00Explicando inclusão<div class="separator" style="clear: both; text-align: center;">
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<span style="background-color: #fb5e53; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2px;">A inclusão é para todos</span><br style="background-color: #fb5e53; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2px;" /><br />
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<span style="background-color: white; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px;">O termo inclusão não abarca apenas pessoas que poderiam ser excluídas da Educação devido a dificuldades de aprendizagem. Ele abrange todas as crianças e todos os jovens, com saúde e desenvolvimento típicos ou não, de todas as etnias e as classes sociais, pois expressa o direito à educação de maneira ampla: qualquer dificuldade de aprendizado que se tenha, seja ela decorrente de qualquer condição, deve ser acolhida e solucionada pela escola. No caso dos alunos com deficiência, a inclusão parece ser mais evidente, mas isso não significa que os colegas considerados típicos não se beneficiem dela. "Estudos comprovam que alunos que estudam com coleguinhas com deficiência também aprendem mais", observa a psicopedagoga Sheila Pinheiro. Por que isso acontece? Porque, uma vez que a escola se engaja na busca por soluções de aprendizado, todos saem ganhando.</span></div>
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<span style="background-color: white; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px;">Chega de desculpas</span></div>
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<span style="background-color: white; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px; text-align: left;">"Não aprendi isso na faculdade" e "Não estamos preparados para recebê-lo" são algumas das justificativas ouvidas pelos pais quando um professor ou uma escola torce o nariz diante da obrigação de receber um aluno com deficiência. Mas o fato é que 1) Sim, a inclusão é uma obrigação e 2) Essas desculpas desqualificam a própria noção de educação, já que ensinar é muito mais do que transmitir um determinado conteúdo a uma criança típica - ensinar é saber ensinar a todo</span><span style="background-color: white; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px; text-align: left;">s, e achar soluções para que isso aconteça. "Caso não se sinta preparada, a escola pode entrar em contato com a secretaria de educação de sua cidade e pedir orientação e verba", lembra a psicopedagoga Sheila Pinheiro. Mary Lopes reforça: "O pedagogo deve ter a capacidade de ensinar, seja lá para quem for".</span></div>
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<span style="background-color: white; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px; text-align: left;">Todos vão à escola?</span></div>
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<span style="background-color: white; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px; text-align: left;">Por lei, a criança brasileira em idade escolar deve estar matriculada. Em raros casos de doenças graves, quando um fator físico a impede de ir à escola (e isso seja comprovado por meio da declaração de um médico), é possível que a secretaria de educação local encaminhe um professor à casa dela. Mas é preciso pensar que esse tipo de situação é exceção, pois a regra é que todos frequentem a sala de aula. No caso de crianças com deficiência, o que pode ser feito é também encaminhá-las, no contraturno (quando não estão na escola), a um serviço de auxílio especial - este pode ser realizado na sala de recursos presente na própria escola ou em outra instituição especializada no atendimento à sua condição - como forma de complementar a sua educação.</span></div>
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<span style="background-color: white; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px; text-align: left;">Inclusão real</span></div>
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<span style="background-color: white; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px; text-align: left;">Aceitar alunos com dificuldades de aprendizado é uma coisa; garantir a eles o real acesso ao conteúdo é outra. Em outras palavras, a inclusão na prática é diferente da do papel. "Dar a vaga porque existe a lei não é suficiente", ressalta a psicopedagoga Sheila Pinheiro, lembrando que, a partir do momento em que a escola recebe uma criança com deficiência, todos, do porteiro ao diretor, têm de participar do processo de inclusão. "A diferença deve ser aceita com naturalidade, afinal, todos somos singulares", argumenta Mary Lopes, lembrando que, em casa, toda criança é reflexo dos valores familiares. Assim, é importante que todos os pais, tenham eles filhos considerados típicos ou não, abram-se à inclusão e transmitam o princípio da igualdade no dia a dia.</span></div>
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<span style="background-color: white; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px; text-align: left;">Adaptações curriculares</span></div>
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<span style="background-color: white; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px; text-align: left;">Elas são essenciais para que a escola seja de fato inclusiva. Não adianta querer ensinar o mesmo conteúdo para todos os alunos, muito menos se utilizando do mesmo método. "É preciso ensinar o que a criança pode aprender dentro das possibilidades dela", lembra Carmen Lydia da S. Trunci de Marco, diretora do Colégio Pauliceia. A psicopedagoga Sheila Pinheiro concorda e orienta: "A primeira pergunta é: ‘o que a criança sabe?’ Partindo dessa resposta, vem ‘aonde quero que ela chegue?’". Com uma meta clara, mirando as habilidades a serem conquistadas, professores e coordenadores têm de pensar em soluções concretas para que currículo seja </span><span style="background-color: white; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px; text-align: left;">transmitido de maneira funcional, com vistas no que realmente é preciso saber para se viver bem em sociedade. Ou seja: mais prática e menos teorização abstrata.</span></div>
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<span style="background-color: white; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px; text-align: left;">Pais: confiança no valor da escola</span></div>
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<span style="background-color: white; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px; text-align: left;">É natural que os pais de crianças com deficiência se sintam inseguros diante da inclusão na escola regular. Entre as questões que cruzam suas mentes, em geral estão a possibilidade de seu filho não receber tratamento adequado (ou, pior, ser maltratado por colegas) e a real chance de ele aprender. A boa notícia é que, em geral, a criança com deficiência é bem acolhida por seus coleguinhas. Em relação ao aprendizado, como acontece com qualquer outra criança, é preciso acompanhar dia a dia a sua evolução, participando ativamente da vida escolar de seu filho. "A escola é o melhor para a criança, sempre. O ser humano aprende com os seus pares - na convivência, o cérebro é estimulado.</span></div>
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<span style="background-color: white; color: #666666; font-family: Arial, Verdana, Helvetica, sans-serif; font-size: 14px; line-height: 21px; text-align: left;">Fonte:</span><span style="background-color: transparent; font-size: 14px; line-height: 21px;"><span style="color: #666666; font-family: Arial, Verdana, Helvetica, sans-serif;">http://arivieiracet.blogspot.com.br/</span></span></div>
Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-27089139050113392232015-08-16T15:14:00.000-07:002015-08-16T15:14:51.811-07:00V SIMPÓSIO DE EDUCAÇÃO ESPECIAL E INCLUSIVA<div class="separator" style="clear: both; text-align: center;">
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<br />Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-59890696925929888812015-08-16T10:20:00.000-07:002015-08-16T10:20:45.744-07:00Pessoas com síndrome de Down fazem sucesso no mercado de trabalho<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgguwe4ioKrH9v8FcjWJ2kBfWs9Mwsg6SnvTHXNukallH95Y3P2j9VpjJZuFaC8-AUAwiDUUnzmPlRpIRZdIn4HHQakGyGcRyjRQTT9zncHzj145VcDfkphpIciuT7vplXNDSU6hDVh5TE/s1600/Felipe-Ribeiro-facebook-edit.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgguwe4ioKrH9v8FcjWJ2kBfWs9Mwsg6SnvTHXNukallH95Y3P2j9VpjJZuFaC8-AUAwiDUUnzmPlRpIRZdIn4HHQakGyGcRyjRQTT9zncHzj145VcDfkphpIciuT7vplXNDSU6hDVh5TE/s640/Felipe-Ribeiro-facebook-edit.jpg" /></a></div><br />
Felipe Ribeiro dá os primeiros passos como DJ. Foto: reprodução do Facebook<br />
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A entrada no mercado de trabalho não é fácil para ninguém. Dúvidas sobre que carreira seguir, por onde começar, como conseguir o primeiro emprego sem ter tido nenhuma experiência são alguns dos desafios de iniciais. Imagine então para jovens com síndrome de Down, que enfrentam um forte preconceito e a desconfiança sobre sua capacidade.<br />
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Felizmente, esse quadro vem mudando e hoje é cada vez mais comum vermos pessoas com síndrome de Down e outras deficiências se destacando no ambiente profissional. Nesse texto apresentamos algumas dessas histórias.<br />
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Quando fez 15 anos Felipe Ribeiro quis uma festa. A comemoração teve um DJ que convidou o aniversariante a conhecer seu espaço de discotecagem. A partir desse dia, ele decidiu que também queria tocar nas festas e persistiu no sonho até o ano passado quando pode finalmente fazer um curso. Com síndrome de Down, Felipe, hoje com 21 anos, descobriu sua aptidão e agora se prepara para começar a trabalhar de fato.<br />
Já há algum tempo muito se discute sobre a inclusão e o desenvolvimento de pessoas com deficiência intelectual, mas pensar no que esses cidadãos farão após tornarem-se adultos ainda não é ponto de discussão forte na sociedade.<br />
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“Para qualquer filho o que queremos é que eles sejam felizes, amem e sejam amados e ganhem seu dinheiro, tenham uma realização pessoal. E eu queria isso para o Felipe. Por isso lutei para descobrir as aptidões dele”, conta a mãe do DJ, Maria Irene Ribeiro.<br />
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Por isso, o jovem fez curso de computação, aulas de forró e outras danças e esportes, além da escola e das atividades na Associação de Pais e Amigos Vitória Down. Mas foi na combinação de música e animação que ele encontrou seu sonho profissional.<br />
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“A música é minha vida. E quero ganhar dinheiro para casar e ter uma família”, diz Felipe, que namora uma moça, que também tem a síndrome de Down, há 11 meses. Ele ganhará seus primeiros cachês em outubro, mês em que já tem duas festas agendadas para tocar, além de uma para setembro que está em negociação.<br />
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O curso que ele fez foi ministrado pelo DJ Léo Santos e oferecido pelo Programa Nacional de Acesso ao Ensino Técnico e Emprego (Pronatec) em parceria com o Senac.<br />
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CAPACITAÇÃO<br />
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Depois de um bom tempo batalhando até a mãe conseguir inscrevê-lo em um curso de DJ, Felipe está conseguindo realizar seu sonho e começar a trabalhar. Mas as portas dos processos de capacitação são muito complicadas para quem tem síndrome de Down, assim como outras deficiências intelectuais.<br />
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Além disso, muitas empresas não aceitam essas pessoas. Por isso a Associação de Pais e Amigos dos Excepcionais (Apae) de Cariacica tem promovido um programa de orientação para vida e trabalho.<br />
Primeiro há uma etapa de capacitação, treinando habilidades manuais e a coordenação motora. Depois é feito um trabalho para desenvolver a autonomia, o relacionamento pessoal e explicar detalhes como a documentação para esses jovens. A partir daí, a Apae tem conseguido emprego para alguns deles.<br />
“As empresas que são nossas parceiras e contrataram pessoas com deficiência intelectual estão muito satisfeitas. Antes de eles começarem a trabalhar, vamos até o local e damos uma palestra para os funcionários sobre inclusão”, explica a terapeuta ocupacional Desirée Pesca, que trabalha com qualificação profissional há nove anos pela Apae.<br />
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Um dos jovens encaminhados é Diogo Souza, 26. Hoje ele é empregado como ajudante na Transportadora Pajuçara, em Cariacica. Antes ele já havia trabalhado em uma empresa do ramo alimentício por três anos. “Eu ajudo na limpeza, na arrumação, na organização e a retirar o lixo. Gosto de vir trabalhar, no serviço tenho vários amigos”, fala Diogo.<br />
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A encarregada administrativa da Pajuçara, Marília Aguiar, diz que ele é um dos melhores funcionários. “Ele é superorganizado e chama atenção dos outros quando sujam o que ele arrumou”, diz.<br />
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SUPERPROTEÇÃO IMPEDE INSERÇÃO NO MERCADO<br />
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Um dos maiores desafios para inserção dos portadores de síndrome de Down no mercado de trabalho é a superproteção familiar. Além da dificuldade com a aceitação das empresas, há muitas vezes o desconforto e o medo dos pais e responsáveis sobre como os jovens se comportarão e serão tratados no emprego.<br />
Mas a desenvoltura como profissional depende muito de como é o tratamento em casa. “Essas pessoas têm um atraso no desenvolvimento, mas têm condições de trabalho. A vida adulta envolve certa capacidade de autonomia e isso terá muita relação com o contexto familiar, inicialmente”, explica a coordenadora do curso de psicologia da UVV e doutorando em psicologia, mediação materna e desenvolvimento de crianças com síndrome de Down, Luciana Bicalho Reis.<br />
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Esses jovens precisam ser estimulados para que tenham uma boa cognição e socialização. “O trabalho é importante porque é algo que caracteriza o adulto, é uma atividade que confere independência. Se não forem orientados, essas pessoas ficarão privadas disso”, ressalta Luciana.<br />
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AUTONOMIA<br />
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A questão da autonomia é a chave de todo esse processo. O cientista social e presidente da Federação das Apaes no Espírito Santo, Washington Luiz Sieleman Almeida, alerta que esses jovens precisam ser conscientizados da condição deles e de suas possibilidades e dificuldades.<br />
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“O empoderamento tem que ser feito já na família. A deficiência intelectual não é uma sentença de morte, é uma condição de vida e a pessoa tem que ser adaptar a isso. Eles precisam sim de uma atenção diferenciada para desenvolver suas tarefas, mas é necessário que se desenvolva uma autogestão”, defende.<br />
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DERRUBANDO PRECONCEITOS<br />
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Fernanda Honorato<br />
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A encarregada administrativa da Pajuçara, Marília Aguiar, diz que ele é um dos melhores funcionários. “Ele é superorganizado e chama atenção dos outros quando sujam o que ele arrumou”, diz.<br />
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SUPERPROTEÇÃO IMPEDE INSERÇÃO NO MERCADO<br />
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Um dos maiores desafios para inserção dos portadores de síndrome de Down no mercado de trabalho é a superproteção familiar. Além da dificuldade com a aceitação das empresas, há muitas vezes o desconforto e o medo dos pais e responsáveis sobre como os jovens se comportarão e serão tratados no emprego.<br />
Mas a desenvoltura como profissional depende muito de como é o tratamento em casa. “Essas pessoas têm um atraso no desenvolvimento, mas têm condições de trabalho. A vida adulta envolve certa capacidade de autonomia e isso terá muita relação com o contexto familiar, inicialmente”, explica a coordenadora do curso de psicologia da UVV e doutorando em psicologia, mediação materna e desenvolvimento de crianças com síndrome de Down, Luciana Bicalho Reis.<br />
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Esses jovens precisam ser estimulados para que tenham uma boa cognição e socialização. “O trabalho é importante porque é algo que caracteriza o adulto, é uma atividade que confere independência. Se não forem orientados, essas pessoas ficarão privadas disso”, ressalta Luciana.<br />
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AUTONOMIA<br />
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A questão da autonomia é a chave de todo esse processo. O cientista social e presidente da Federação das Apaes no Espírito Santo, Washington Luiz Sieleman Almeida, alerta que esses jovens precisam ser conscientizados da condição deles e de suas possibilidades e dificuldades.<br />
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“O empoderamento tem que ser feito já na família. A deficiência intelectual não é uma sentença de morte, é uma condição de vida e a pessoa tem que ser adaptar a isso. Eles precisam sim de uma atenção diferenciada para desenvolver suas tarefas, mas é necessário que se desenvolva uma autogestão”, defende.<br />
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DERRUBANDO PRECONCEITOS<br />
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Fernanda Honorato<br />
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zo/VdDEyjNb6aI/AAAAAAAABtQ/_MUvNdLjwvY/s1600/fernanda_honorato-edit.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDCvIn_1_IgPhNGzqrQ77cIRzKMwXMKYxrE-JTS3dmWb6_9MPnOIilQiEsCyJIltdxLT2oq7AhqxHENLhyphenhyphen2oKQhbWym4nnYizFBcz4hIvSTnsKq_OjMhgKfcIhIYk2pFwvJA1jGDNe3KE/s400/fernanda_honorato-edit.jpg" /></a></div><br />
Aos 34 anos, é a primeira repórter com síndrome de Down no país. Trabalha no “Programa Especial”, da TV Brasil, desde 2006. Exibido aos sábados, ele é voltado para inclusão de pessoas com deficiência física ou intelectual. <br />
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Ángela Bachiller<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdspLp7CudMHyfyBRIDAXzC2MkbE_57fs0_WrAgn3ftqw-N5HRT0nij5gUOOb7fdbe3BIHPPklcgug5Q6r9lNYrMiTbO1RyyGviaiKUq4wQh-U32tcg-LhW9PgB3G5YkZyxzO-00ewbUU/s1600/Primera-concejal-con-Sindrome-edit.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdspLp7CudMHyfyBRIDAXzC2MkbE_57fs0_WrAgn3ftqw-N5HRT0nij5gUOOb7fdbe3BIHPPklcgug5Q6r9lNYrMiTbO1RyyGviaiKUq4wQh-U32tcg-LhW9PgB3G5YkZyxzO-00ewbUU/s400/Primera-concejal-con-Sindrome-edit.jpg" /></a></div><br />
Tornou-se vereadora na Câmara da cidade de Valladolid, Espanha, em 2013. Com síndrome de Down, Ángela, 29 anos, ocupou a vaga de outro vereador acusado de suborno e teve sua candidatura apoiada pelas associações de pessoas com deficiência.<br />
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Débora Seabra<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-wiz0Llibc2G_NATCqPdfRioeqR07WBiUc4zUngTapKWs7CETEjsqCsQoHSo8R8VDCVsPZ4dHn5CHMpxmulJtcYZp5BZRq622sY_zaOwMXDOHJKu79A9o0RIIXG87L3dHD09gGnbo6DE/s1600/debora_seabra_arquivopessoal-edit.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-wiz0Llibc2G_NATCqPdfRioeqR07WBiUc4zUngTapKWs7CETEjsqCsQoHSo8R8VDCVsPZ4dHn5CHMpxmulJtcYZp5BZRq622sY_zaOwMXDOHJKu79A9o0RIIXG87L3dHD09gGnbo6DE/s400/debora_seabra_arquivopessoal-edit.jpg" /></a></div><br />
Com 10 anos de carreira, é a primeira professora com síndrome de Down do Brasil e atua em uma instituição privada em Natal, no Rio Grande do Norte. Ela, aos 33 anos, é professora auxiliar da educação infantil.<br />
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Fonte:Jornal A Gazeta, texto original de Carla Sá.<br />
Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-89582223864565986332015-08-16T10:04:00.001-07:002015-09-13T16:15:12.796-07:00Como ajudar uma criança com autismo a ler e escrever<div class="separator" style="clear: both; text-align: center;">
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Muitos pais enviaram perguntas sobre a estimulação de leitura e escrita no quarto. Você pode trabalhar qualquer habilidade, inclusive de leitura e escrita, quando sua criança estiver motivada e envolvida em uma interação social no quarto.<br />
Por exemplo, se sua criança gostar de:
Cócegas, Leitura, Passear de cavalinho, Canções, Vozes divertidas e atividades de imaginação, Dinossauros.<br />
Quando você estiver em uma atividade interativa utilizando qualquer um destes interesses acima, espere até que sua criança esteja realmente motivada e conectada, antecipando já com muita expectativa o clímax da parte mais divertida da atividade. Este é o momento ideal para solicitar algo na área das letras ou números, levando em conta o estágio de desenvolvimento de cada criança/adulto.<br />
Como um exemplo, estou passeando com a criança no colo pelo quarto todo. Eu posso dar duas ou três voltas sem pedir nada para ela (fazendo pequenas pausas entre cada volta para aumentar ainda mais a expectativa).<br />
Quando eu perceber que a criança já está bem motivada (talvez apresente maior contato visual, expressão facial animada, sorridente, etc), eu posso solicitar que ela escreva a letra P no seu “bilhete de passear”, ou que ela faça um círculo em volta da figura de um cavalo (se eu estiver fingindo carregá-la como um cavalinho).<br />
Em um outro exemplo, minha criança está interessada em dinossauros e eu estou fingindo ser um tiranossauro rex que a persegue pelo quarto. Eu pego um número 5 de plástico e digo que vou dar cinco passos gigantes de tiranossauro rex para pegá-la. Eu dou os 5 passos e faço rugidos de dinossauro. Daí eu digo que posso dar 7 passos gigantes para pegá-la. Peço que ela pegue o número 7 de plástico e o dê para mim antes de dar os passos. Eu ajusto a minha solicitação de acordo com o estágio de desenvolvimento de minha criança.<br />
Por exemplo, eu tenho 6 bolas de pingue-pongue e minha criança está interessada na atividade com o tema do tiranossauro rex. Eu posso fingir que as 6 bolas são ovos de dinossauro e que se ela estiver perto dos ovos o dinossauro vai rugir, persegui-la e fazer cócegas nela.<br />
Depois de fazer isso uma ou duas vezes sem demandar nada da criança para ajudá-la a ficar ainda mais motivada, eu posso pedir que ela divida os ovos por 2, por 3, etc.
É claro que os interesses e motivações de cada criança ou adulto serão diferentes. E o estágio de desafio a ser trabalhado com cada criança em relação a letras, números, escrita e leitura também será diferente. É por isso que é tão importante seguir as motivações de sua criança e entender que em muitas ocasiões talvez a sua criança não esteja interessada na atividade que você está propondo.<br />
INTERAÇÃO, CONEXÃO E O RELACIONAMENTO ENTRE VOCÊS DOIS É MAIS IMPORTANTE DO QUE LETRAS, NÚMEROS E LEITURA. É POR ISSO QUE SUGIRO QUE VOCÊ SE CONCENTRE PRIMEIRO EM: CONTATO VISUAL, COMUNICAÇÃO VERBAL E NÃO VERBAL, ATENÇÃO COMPARTILHADA, FLEXIBILIDADE, JOGO SIMBÓLICO, HABILIDADES SOCIOEMOCIONAIS.<br />
Se você se concentrar nas habilidades acadêmicas muito cedo, isso pode levar a uma experiência de frustração tanto para você como para sua criança. Se ela ainda não apresenta o grau de concentração necessário para facilmente aprender o conteúdo, a experiência não será divertida para ela e você se tornará menos atraente por forçar que ela faça algo.<br />
Conforme sua criança aprenda a se envolver mais nas interações e a interagir com pessoas por períodos maiores, ficará cada vez mais fácil para ela aprender qualquer coisa, inclusive números e letras.
Se você gostou desse artigo sobre como ajudar uma criança com autismo a ler e escrever, compartilhe-o com os seus familiares e amigos pelas redes sociais!<br />
<br />
Fonte: http://www.inspiradospeloautismo.com.br/como-ajudar-uma-crianca-com-autismo-a-ler-e-escrever/Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-81552179648604210802014-10-28T02:16:00.001-07:002014-10-28T02:16:14.815-07:00 Desafios contemporâneos A Educação Viviane Mosé Full <iframe width="420" height="315" src="//www.youtube.com/embed/2UW8eeFxcMA" frameborder="0" allowfullscreen></iframe>
Fonte: youtubeBlog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-1397538860384791362014-10-26T14:32:00.000-07:002014-10-26T14:32:56.697-07:00Pedagogia da negação
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Alguns professores privilegiam o caminho das aprendizagens mecânicas quando atuam junto aos alunos que apresentam deficiência intelectual. Ao invés de apelar para situações de aprendizagem que tenham raízes nas experiências vividas pelo aluno, atividades essas capazes de mobilizar seu raciocínio, propõem atividades baseadas na repetição e na memória. Frequentemente, essas atividades são desprovidas de sentido para os alunos. Esses professores privilegiam o caminho das aprendizagens mecânicas sob o pretexto de que os alunos os quais apresentam deficiência intelectual manifestam numerosas dificuldades nos processos de aprendizagem que eles agem pouco no mundo no qual evoluem e enfim, sob o pretexto de que os alunos antecipam o fracasso e não se apóiam sobre seus conhecimentos quando estão em situação de aprendizagem ou de resolução de problemas.
Agindo desta maneira, tais professores se comportam como se não reconhecessem no aluno que apresenta deficiência intelectual um sujeito capaz de crescimento e de afirmação.
Seu acompanhamento pedagógico parece respaldado por uma concepção de aluno que se apóia sobre a idéia de insuficiência ou de lacuna, mesmo de falta no que diz respeito ao raciocínio. Os professores não reconhecem nesse aluno capacidades cognitivas as quais convém mobilizar para favorecer a melhor interação com o meio onde ele vive. Consequentemente, eles negam um aspecto absolutamente fundamental do desenvolvimento humano, a saber, o intelectual. Em suma, eles se fecham em uma pedagogia da negação.
Uma pedagogia que não reconhece o potencial dos alunos, sobretudo daqueles que apresentam deficiência intelectual e que, consequentemente, causa prejuízos para as suas aprendizagens e autodeterminação.
A Pedagogia da negação encontra sua fonte na superproteção, que é um parente próximo da rejeição. A superproteção de um professor em relação a um aluno que apresenta deficiência intelectual pode se manifestar de várias maneiras. Por exemplo, quando o professor propõe frequentemente atividades que não provocam dificuldades verdadeiras para o aluno, com medo que ele perca a motivação para aprender ou com receio que ele não seja capaz de realizar a atividade. Quando aprova o trabalho do aluno sem que o aluno tenha demonstrado um esforço para a realização dele. Quando resolve o problema no lugar do aluno, logo que ele apresenta dificuldades. Quando o professor não desafia o aluno, provocando dúvida, contrapondo ideias. Quando o professor coloca na mochila do aluno o material necessário para os deveres e para as lições de casa ou quando resolve a tarefa para o aluno, ele está atuando sob o princípio da pedagogia da negação. É importante considerar que uma das grandes responsabilidades do professor de sala de aula, bem como do professor do AEE, consiste no desenvolvimento intelectual e da autonomia do seu aluno.
O desenvolvimento intelectual do aluno com deficiência deve ser objeto de preocupação constante do professor. A inteligência deve ser estimulada e educada para que ele possa evoluir.
E o aluno que apresenta deficiência intelectual não escapa à regra. Mesmo o aluno que apresenta uma necessidade de apoio importante ou intenso, pode tirar proveito de intervenções educativas destinadas a favorecer ou estimular o desenvolvimento de suas estruturas intelectuais. Os exemplos, neste sentido, são numerosos na literatura científica. Diante dessa realidade, é inadmissível que a Pedagogia da negação continue a fazer adeptos entre os professores que têm a responsabilidade pela educação dos alunos. Um exemplo de atividades inadequadas é quando o professor impõe aos alunos longos exercícios de multiplicação com ajuda de tabuadas sem que tenham construído o sentido da multiplicação. Os alunos podem dar respostas corretas apoiados apenas na tabuada, de forma mecânica, copiando resultados, sem compreender o sentido da operação.
Nem todos os alunos que apresentam deficiência intelectual chegam a assimilar as operações de multiplicação e de divisão e a compreender o sentido destas. Este professor seria mais bem sucedido em sua ação pedagógica, se tivesse como objetivo o desenvolvimento lógico-matemático de seus alunos, se propusesse atividades de aprendizagem próximas aos interesses deles com base nas experiências vivenciadas por eles. Deste modo, o professor, provavelmente, teria contribuído mais para o desenvolvimento dos alunos e permitido a eles aprendizagens mais significativas. A qualidade da vida social e profissional das pessoas que apresentam deficiência intelectual repousa em boa parte sobre bases que são o desenvolvimento intelectual e as aprendizagens significativas que teve na escola e fora dela.
Quando o professor percebe a capacidade de o aluno aprender, ele empreende ações que possibilitam essa aprendizagem.
Fonte: http://arivieiracet.blogspot.com.brBlog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-64814347407033562382014-10-24T15:12:00.001-07:002014-10-24T15:12:51.166-07:00Educação Proibida<iframe allowfullscreen="" frameborder="0" height="259" src="//www.youtube.com/embed/KZsN74Vr_SQ" width="460"></iframe>Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-17502950195040450222014-10-24T14:17:00.000-07:002014-10-24T14:17:10.771-07:00<b>A educação inclusiva avança no Brasil: cursos, livros e palestras oferecem apoios na formação de professores</b>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-znm9QTAm75omUbp5FNJU34mdu1XCmhFToozi9gtiYUIhYIgFcZiZBg_m_brs34Ahvrl0tZ2_pceP2-_EsLBOJraNVq6YRaiM4HpmUx9CV6OClRnUytD5nLRTh_wjcP6VQSg6204HqZ4/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-znm9QTAm75omUbp5FNJU34mdu1XCmhFToozi9gtiYUIhYIgFcZiZBg_m_brs34Ahvrl0tZ2_pceP2-_EsLBOJraNVq6YRaiM4HpmUx9CV6OClRnUytD5nLRTh_wjcP6VQSg6204HqZ4/s400/images.jpg" /></a></div>
Dados recentes da União Nacional dos Dirigentes Municipais de Educação (Undime), mostram que no mundo, as pessoas com deficiência estão entre os grupos de maior risco de exclusão escolar. Segundo o último Censo Populacional (IBGE, 2010), o Brasil têm 45,6 milhões de pessoas com algum tipo de deficiência, o que representa 23,9% da população. A maioria das crianças e adolescentes com deficiência já estuda em escolas regulares. Em 2013, 77% (648 mil) das matrículas de alunos com deficiência estavam em classes comuns.
É um número expressivo, mas que ainda gera muitas expectativas e desafios quando o assunto é Educação Inclusiva. “Sou bastante otimista com relação à ela. Fico muito bravo quando alguém diz que nada mudou com relação às pessoas com deficiência. Mudou sim, e para melhor”, diz professor e psicólogo educacional Emílio Figueira (44). “A Educação Inclusiva é uma delas. Claro, muita coisa precisa ser melhorada, aperfeiçoada. Temos relatos de casos que deram errados. Mas também temos muitos relatos de sucesso. Tudo é uma questão de processo. E processos precisam respeitar etapas. Assim como as questões que envolvem pessoas com deficiência são culturais, precisam de tempo para mudanças de mentalidades!”, conclui o educador.
Considerado uma referência em Educação Inclusiva no país, Figueira é autor de livros como “O que é Educação Inclusiva”, “Conversando sobre educação inclusiva com a família”, “A deficiência dialogando com a arte”, “Psicologia e pessoas com deficiência”, “Caminhando em silêncio: uma introdução à trajetória das pessoas com deficiência na história do Brasil”, dentre outros.
Para Figueira, sendo “um processo em que se amplia a participação de todos os estudantes nos estabelecimentos de ensino regular, a Educação Inclusiva é uma reestruturação da cultura, da prática e das políticas vivenciadas nas escolas de modo que estas respondam à diversidade de alunos. É uma abordagem humanística, democrática, que percebe o sujeito e suas singularidades, tendo como objetivos o crescimento, a satisfação pessoal e a inserção social de todos”.
Sua história é um misto de experiências próprias e atividades profissionais em prol de pessoas com deficiência. Figueira nasceu com uma deficiência motora, paralisia cerebral, que compromete a fala e movimentos. Muito cedo nos anos 70 foi para a AACD numa época onde a reabilitação ainda estava no início no Brasil. E isto fez toda a diferença em sua vida. Foram nove anos de muitas terapias e estímulos que renderam a sua autonomia. Graças ao tratamento e motivação que recebeu na AACD, mesmo tendo muitas coisas contra como uma sociedade ainda segregadora, optou por estudar. Foi jornalista em vários meios de comunicação nos anos 80 e 90. Formou-se em psicologia e em teologia, fazendo em seguida cinco pós-graduações e um doutorado em psicanálise. Hoje está concluindo doutorado em teologia, exerce várias atividades, tem 49 livros e 88 artigos científicos publicados no Brasil e exterior, textos montados no teatro.
Em uma entrevista exclusiva, o professor observou: “A Educação Inclusiva atenta a diversidade inerente à espécie humana, busca perceber e atender as necessidades educativas especiais de todos os sujeitos-alunos, em salas de aulas comuns, em um sistema regular de ensino, de forma a promover a aprendizagem e o desenvolvimento pessoal de todos. Uma prática pedagógica coletiva, multifacetada, dinâmica e flexível requer mudanças significativas na estrutura e no funcionamento das escolas, na formação humana dos professores e nas relações família-escola, resultando em uma força transformadora, apontando para uma sociedade inclusiva”.
Curso e Palestras
Especializado e apaixonado pela modalidade da educação a distancia, Emilio Figueira está comemorando cinco anos ministrando cursos online de Educação Inclusiva. Nesse período teve como alunos em fase de graduação ou especialização, mestrandos, doutorandos, professores, diretores, pedagogos, psicólogos, psicopedagogos e pessoas em geral. O educador aborda em suas aulas as bases históricas, as legislações e conceitos básicos da Educação Inclusiva, as características de cada tipo de aluno com necessidades educacionais especiais e as dicas pedagógicas para cada um , elaborar as estratégias pedagogias e executá-las na elaboração e andamento de uma sala de aula inclusiva e serem agentes multiplicador do conceito e filosofia da Educação Inclusiva. Seu principal curso é de 180 horas e totalmente online pela UNICEAD, com certificado de aperfeiçoamento profissional aceito por várias escolas, concursos públicos e prefeituras como pontos e/ou plano de carreira de funcionários e educadores.
Superando suas próprias limitações, nos últimos quatro anos, Figueira tem viajado sempre sozinho por vários Estados brasileiros, cidades, ministrando palestras sobre “As pessoas com deficiência na era da inclusão escolar e social” em escolas, universidades, clubes, entidades, instituições, ao mais variado público. São mais de 38 palestras ministradas onde de maneira multimídia o autor fala um pouco da história das pessoas com deficiência no Brasil, os três momentos pedagógicos voltados aos educandos com necessidades educacionais especiais, a ansiedade no processo de Educação Inclusiva, o desenvolvimento global do aluno e os efeitos positivos das deficiências e pontos para uma boa Educação Inclusiva.
Na palestra “Pessoas com Deficiência e Suas Interações no Mercado de Trabalho”, com uma abordagem um pouco diferente do convencional, Emílio Figueira destaca que uma inclusão no mercado de trabalho dependerá também de uma boa convivência no ambiente profissional. Se o empregador e funcionários com ou sem deficiência se atentar para esse detalhe, mais que as metas produtivas, as interações sociais serão experiências enriquecedoras para todos os envolvidos no ambiente. Surgirão as aprendizagens mútuas entre todos os envolvidos no processo.
Fonte: www.emiliofigueira.com.br
Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-32725501734148160062014-03-02T13:50:00.001-08:002014-03-02T13:50:48.341-08:00Deficientes visuais: como fazer a inclusão no ensino público?<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQCAkF04NNxnj-18EdIadLDh6PDXm7iNUNK4K6SXRJgZAS79F2l2ehlCKbRhM4-pOA-LTb3ycCbVW1K8mgp_t8QcQFm5p7sGkvcRX7yKercbykwezgzM9LEbPEnR-IiFF6Drq8V2LchYY/s1600/index.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQCAkF04NNxnj-18EdIadLDh6PDXm7iNUNK4K6SXRJgZAS79F2l2ehlCKbRhM4-pOA-LTb3ycCbVW1K8mgp_t8QcQFm5p7sGkvcRX7yKercbykwezgzM9LEbPEnR-IiFF6Drq8V2LchYY/s400/index.jpg" /></a></div>
<b><b>Feche os olhos. Como seria ir à escola assim, de olhos fechados? Esse é o desafio de cerca de 70 mil alunos no Brasil, segundo dados computados pelo Inep/MEC (Instituto Nacional de Estudos e Pesquisas Educacionais/Ministério da Educação).
Mas, por incrível que pareça para quem enxerga bem, as crianças cegas ou com diferentes graus de deficiência visual costumam se dar bem na sala de aula – e podem sair do Ensino Médio prontas para o exercício de uma profissão.
“O primeiro impacto de ter um aluno cego em classe pode ser difícil, pois exige uma adaptação por parte dos professores e colegas. Só que em 90% dos casos, a criança acaba frequentando as aulas tranquilamente, sem a necessidade de um assessor para ajudá-la”, pondera Shirley Monteiro Maciel, pedagoga especializada em deficiência visual que trabalha nas cidades de Mauá e Santo André, na Grande São Paulo.
Com a ajuda da profissional, traçamos algumas diretrizes básicas para que a inclusão de alunos com deficiência visual seja melhor compreendida e facilitada.
Entre as prioridades, está a compreensão do que é ser portador de deficiência visual, a necessidade de um material específico e o acompanhamento de um profissional em sala de aula (sempre que solicitado), a importância do uso das salas de recursos e o aprendizado da convivência entre os colegas com e sem deficiência. Confira no texto ao lado.
Inclusão em escola regular é indicada
Existem diversos graus de deficiência visual. Considera-se que alunos cegos ou com baixa visão sejam beneficiados pela inclusão na escola regular desde que esta se adapte às suas necessidades. A cegueira completa, em geral, é de origem congênita, enquanto as outras deficiências podem ter causas diversas.
É bom para os cegos aprender a ler e a escrever em braile.
Escolas precisam ser adaptadas para os alunos
O aluno cego, ou com baixa visão, precisa de muitos de materiais especiais que facilitem o aprendizado, como livros e exercícios em braile e a máquina de braile para que ele possa escrever – ou em fonte Arial 24 e cadernos com pautas largas, caso a criança apresente baixa visão. As provas também têm de ser pensadas e adaptadas para esse estilo.
Profissional em sala de aula é facultativo
Dependendo do caso, o aluno pode ou não precisar de um acompanhante em sala de aula, que leia para ele os enunciados das tarefas e preste outros auxílios a fim de ajudar em seu aprendizado. “A criança com deficiência visual aprende no mesmo ritmo dos colegas, mas é preciso material que a ajude”, ressalta a pedagoga Shirley Monteiro Maciel.
Laboratório para resolver dúvidas e estimular
Espera-se que o aluno com deficiência visual passe cerca de 10 horas semanais na sala de recursos de sua escola. Isso nada mais é do que um espaço com materiais especiais e profissionais especializados. Nesse local, ele poderá resolver dúvidas e receber estímulos específicos e essas atividades devem ser feitas no contraturno do horário das aulas comuns.
Trabalho em equipe para inclusão
Ter um amigo cego ou com dificuldades para enxergar obriga os colegas de classe a ficarem mais quietos, afinal eles sabem que escutar é essencial para o amigo durante a aula. “Ao contrário do que se possa imaginar, a criança cega se adapta muito bem à escola e às vezes é até mais levada do que as outras”, brinca a pedagoga Shirley.
fonte: http://www.metrojornal.com.br/nacional/plus/deficientes-visuais-como-fazer-a-inclusao-no-ensino-publico-23383 acesso em 02/03/2014<i></i></b><i></i></b>Blog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0tag:blogger.com,1999:blog-1226835622964263399.post-3379656361170555082013-09-03T05:32:00.000-07:002013-09-03T05:32:30.195-07:00Educadores aprovam Moção pela Meta 4 do PNE que garante inclusão escolar <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiitHXEN0jKA5ARaMwUM5xclPl9PeLS5I0dJTi5ijHC6rg_foVC1oO7P7DDx5dU_T4PoElaXylojtS2Qv1PY9UhmZWivfUkahFUpNhp7Pne3xqzMhw-MLao9JEPpYZC_SrcHRmsykzxK3o/s1600/imagesCAYLD2AZ.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiitHXEN0jKA5ARaMwUM5xclPl9PeLS5I0dJTi5ijHC6rg_foVC1oO7P7DDx5dU_T4PoElaXylojtS2Qv1PY9UhmZWivfUkahFUpNhp7Pne3xqzMhw-MLao9JEPpYZC_SrcHRmsykzxK3o/s640/imagesCAYLD2AZ.jpg" /></a></div>
A Faculdade de Educação da Unicamp, com o apoio da Mais Diferenças, promoveu no dia 28 de agosto o Fórum Desafios do Magistério “A Educação Especial na perspectiva da Educação Inclusiva”. O evento foi organizado pela Profa. Dra. Maria Teresa Eglér Mantoan, coordenadora do Laboratório de Estudos e Pesquisas em Ensino e Diferença (Leped/FE/Unicamp) e coordenadora do Fórum Nacional de Educação Inclusiva.
O Fórum Desafios do Magistério contou com a presença de mais de mil educadores, de todos os cantos do Brasil, que lotaram três auditórios do Centro de Convenções e um auditório da Biblioteca Centra da Universidade. Foram debatidos temas como direito à educação, Meta 4 do Plano Nacional de Educação Inclusiva, gestão pública para a educação inclusiva, práticas pedagógicas para todos e interlocução entre escola comum e serviço especializado.
Ao fim do dia, foi aprovada por aclamação uma moção de apoio à Meta com seu texto original, que foi garantida pelo parecer do relator do Plano Nacional de Educação do Senado, José Pimentel, em seu parecer.
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Moção de apoio à universalização do acesso e permanência na educação para crianças e jovens de 4 a 17 anos por meio da manutenção do texto original da Meta 4 do Plano Nacional de Educação – PNE
Considerando:
- A Constituição Federativa do Brasil;
- A Convenção sobre os Direitos das Pessoas com Deficiência;
- O Plano Viver sem Limites (Decreto 7.61/11);
- As deliberações da Conferência Nacional de Educação (Conae 2010);
- As diretrizes da Educação Básica (Resolução N. 04 de 2010);
- O Estatuto da Criança e do Adolescente.
Nós, participantes do Fórum Desafios do Magistério: a Educação Especial na Perspectiva da Educação Inclusiva, ocorrido no dia 28 de agosto de 2013, no Centro de Convenções da Universidade Estadual de Campinas (Unicamp), manifestamos por meio desta moção o total apoio à redação dada à Meta 4 do Plano Nacional de Educação – PNE pelo relator Senador José Pimentel em seu parecer na Comissão de Assuntos Econômicos (CAE) ao Projeto de Lei da Câmara (PLC) nº 103, de 2012 (Projeto de Lei – PL nº 8.035, de 2010, na origem).
O texto fora apresentado ao Congresso Nacional pelo Ministério da Educação em 2010 e está de acordo com as deliberações da Conferência Nacional de Educação (Conae 2010) – que teve ampla participação da sociedade civil em todos os municípios e estados brasileiros. Eis o texto:
Meta 4: universalizar, para a população de 4 (quatro) a 17 (dezessete) anos, o atendimento escolar aos estudantes com deficiência, transtornos globais do desenvolvimento e altas habilidades ou superdotação na rede regular de ensino.
Considerações:
1. A Constituição Federal, o artigo 24 da Convenção sobre os Direitos das Pessoas com Deficiência (que tem status constitucional), o Estatuto da Criança e do Adolescente e todo o marco legal brasileiro preveem sistema educacional inclusivo, amplo e irrestrito, e não sistema de ensino paralelo.
2. Um país republicano garante a todas as crianças e adolescentes o direito à convivência e à aprendizagem nas escolas comuns, sem restrições.
3. É preciso esclarecer: Educação Especial é modalidade que disponibiliza as medidas de apoio à inclusão escolar por meio da oferta do Atendimento Educacional Especializado (AEE).
4. O AEE é garantido constitucionalmente e tem financiamento assegurando por meio do Fundeb, que garante o cômputo da dupla matrícula: uma no ensino comum e uma no AEE.
5. O AEE, complementar e/ou suplementar, pode ser ofertado em salas de recursos multifuncionais na escola comum ou em instituições especializadas conveniadas com o poder público.
6. A inclusão escolar é um direito que beneficia pessoas com e sem deficiência e que é garantido por meio da convivência e de práticas escolares inclusivas.
7. A inclusão escolar fortalece a autonomia do estudante, torna-o um cidadão participativo e possibilita sua inserção no mundo do trabalho.
8. Pessoas com deficiência são parte inerente da sociedade e a escola inclusiva desperta para essa realidade. É preciso agir imediatamente para impedir que novas gerações continuem discriminando pessoas com deficiência.
9. É direito do aluno estudar na escola de sua comunidade. A escola comum é a garantia desse direito e beneficia toda a família.
10. A escola inclusiva tem como princípio a acessibilidade e, ao utilizar tecnologia assistiva e práticas pedagógicas inovadoras, promove a qualidade do ensino e da aprendizagem.
11. A escola inclusiva parte do pressuposto de que todas as pessoas aprendem e legitima as diferentes maneiras de ensinar e de aprender.
12. A segregação viola os direitos humanos. Uma forma perversa dessa violação é a classe especial. É o ápice do apartheid: a própria escola institui barreiras e promove a prática da discriminação.
13. Enquanto houver qualquer espaço de segregação, é para lá que os estudantes correm o risco de serem encaminhados.
14. Os investimentos realizados na escola pública para a acessibilidade, formação de professores, materiais, entre outros, possibilitam a garantia de acesso dos estudantes público-alvo da educação especial na educação. Dinheiro público deve estar na escola pública, porque este é o espaço legítimo de atender a todas as necessidades pedagógicas dos estudantes.
15. Estamos falando de um Plano Nacional de Educação, ou seja, de uma lei que define onde o país quer chegar nos próximos dez anos. Portanto, suas metas devem visar avanços para a garantia do direito. Segregação não é meta, é retrocesso.
“A democracia não é um jogo de palavras. A democracia são os fatos, a prática diária e concreta do respeito à nossa Constituição e a defesa dos interesses do povo, e não a subserviência, o calar ante as manobras e às violências dos poderosos.”
(Maurício Grabois, 1946)
Fonte: http://arivieiracet.blogspot.com.brBlog Pedagogiandohttp://www.blogger.com/profile/18163825827674660647noreply@blogger.com0