<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4499922251997266137</id><updated>2012-03-08T05:20:26.007-08:00</updated><category term='Gestão empresarial I'/><category term='Aula'/><category term='Gestão ambiental'/><category term='alunos'/><category term='Emprego'/><category term='dicas de sites administração'/><category term='Marketing'/><category term='fatec'/><category term='Metodos Quantitativos'/><category term='Sistemas Economicos'/><category term='noticia'/><category term='vestibulinho'/><category term='etec'/><category term='Ética e cidadania organizacional'/><category term='Trajano Camargo'/><title type='text'>Administração Trajano Cosmópolis</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>62</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-5534750651397795809</id><published>2012-03-07T08:19:00.000-08:00</published><updated>2012-03-07T08:19:09.462-08:00</updated><title type='text'>Aprovado convênio para instalação da Fatec</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: Arial, Helvetica, sans-serif; line-height: 23px; margin-bottom: 0.5em; margin-top: 0.5em; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;Assessoria cita que atividades devem começar a partir de 2013.&lt;/div&gt;&lt;div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: Arial, Helvetica, sans-serif; line-height: 23px; margin-bottom: 0.5em; margin-top: 0.5em; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Os vereadores de Limeira aprovaram na noite de anteontem o projeto de lei que autoriza o Poder Executivo a celebrar convênio com o Estado de São Paulo. A aprovação contempla a área educacional da cidade. É que o convênio com o CEETEPS (Centro Estadual de Educação Tecnológica Paula Souza) visa a instalação da Fatec (Faculdade de Tecnologia). Em setembro do ano passado, ao participar do anúncio da empresa Samsung em Limeira, o governador Geraldo Alckmin (PSDB) anunciou a implantação de uma unidade no município.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A aprovação foi em regime de urgência. O projeto foi protocolado há um mês e já foi votado pelos vereadores. Isto devido à sua importância. O objetivo é implantar cursos profissionalizantes. Em sua justificativa, o prefeito Orlando José Zovico (PDT) diz que é preciso estabelecer uma cooperação técnico-educacional "para o desenvolvimento e a expansão da educação profissional gratuita, por meio de cursos de nível tecnológico, fomentando a pesquisa e a prestação de serviços à comunidade de Limeira e seu entorno".&lt;/div&gt;&lt;div style="text-align: justify;"&gt;O início das atividades, porém, depende de um prédio a ser construído pelo próprio CEETEPS. Também será competência do centro educacional a criação de uma estrutura mínima - como contratação de pessoal e disponibilização de cursos superiores, além de toda parte mobiliária. Já à administração municipal fica a responsabilidade de doar o terreno para a construção do prédio, que abrigará as instalações da Fatec. Ainda cabe ao município, conforme o projeto de lei, ceder alguns funcionários para que atuem na área administrativa. O convênio tem duração de cinco anos.&lt;/div&gt;&lt;br /&gt;&lt;div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: Arial, Helvetica, sans-serif; line-height: 23px; margin-bottom: 0.5em; margin-top: 0.5em; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;ESTUDOS&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A Assessoria de Imprensa do Centro Paula Souza informou que está realizando vários estudos, os quais abrangem o prédio e os cursos a serem oferecidos na futura Fatec de Limeira. As atividades, no entanto, devem ser iniciadas no próximo ano.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Quando do anúncio, Alckmin disse que os cursos seriam voltados à área industrial. Isto para atender às necessidades do mercado local e da região. Restam, portanto, definir os cursos a serem implantados e ainda o local. A prefeitura não apontou a localidade em que a Fatec será instalada. Revelou apenas que técnicos da CEETEPS estão fazendo uma avaliação técnica.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Fonte:&lt;/b&gt;&lt;a href="http://www.jlmais.com/index.php?option=com_k2&amp;amp;view=item&amp;amp;id=98178%3Aaprovado-conv%C3%AAnio-para-instala%C3%A7%C3%A3o-da-fatec&amp;amp;Itemid=148"&gt;Jlmais&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-5534750651397795809?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/5534750651397795809/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/03/aprovado-convenio-para-instalacao-da.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/5534750651397795809'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/5534750651397795809'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/03/aprovado-convenio-para-instalacao-da.html' title='Aprovado convênio para instalação da Fatec'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-2467342292252611310</id><published>2012-03-05T18:46:00.000-08:00</published><updated>2012-03-05T18:46:26.479-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ética e cidadania organizacional'/><title type='text'>Ética Acima de Tudo</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/Wrc07Om2iUo" width="420"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Quero ver os comentários!!!&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-2467342292252611310?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/2467342292252611310/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/03/etica-acima-de-tudo.html#comment-form' title='10 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/2467342292252611310'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/2467342292252611310'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/03/etica-acima-de-tudo.html' title='Ética Acima de Tudo'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/Wrc07Om2iUo/default.jpg' height='72' width='72'/><thr:total>10</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-6706258589374444329</id><published>2012-02-27T16:00:00.000-08:00</published><updated>2012-02-27T16:00:59.751-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Marketing'/><title type='text'>Entenda como funciona o marketing de propaganda invisível</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;h6 style="background-color: white; float: left; font-family: 'Trebuchet MS', Tahoma, Verdana, Arial; font-size: 12px; margin-bottom: 0px; margin-left: 0px; margin-right: 20px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px; position: relative;"&gt;por Álvaro Oppermann&lt;/h6&gt;&lt;div class="share" style="background-color: white; clear: right; float: left; font-family: 'Trebuchet MS', Tahoma, Verdana, Arial; font-size: 12px; margin-bottom: 15px; margin-left: 20px; margin-right: 0px; margin-top: 0px; overflow-x: visible; overflow-y: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; z-index: 500;"&gt;&lt;div class="twitterButton" style="float: left; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;&lt;iframe allowtransparency="true" class="twitter-share-button twitter-count-horizontal" frameborder="0" scrolling="no" src="http://platform.twitter.com/widgets/tweet_button.1329950604.html#_=1330387090387&amp;amp;count=horizontal&amp;amp;id=twitter-widget-0&amp;amp;lang=en&amp;amp;original_referer=http%3A%2F%2Fsuper.abril.com.br%2Fcotidiano%2Fentenda-como-funciona-marketing-propaganda-invisivel-677779.shtml&amp;amp;size=m&amp;amp;text=Entenda%20como%20funciona%20o%20marketing%20de%20propaganda%20invis%C3%ADvel%20-%20Superinteressante&amp;amp;url=http%3A%2F%2Fsuper.abril.com.br%2Fcotidiano%2Fentenda-como-funciona-marketing-propaganda-invisivel-677779.shtml&amp;amp;via=revistasuper" style="height: 20px; 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border-bottom-style: none; border-left-style: none; border-right-style: none; border-top-style: none; display: inline-block; float: none; font-size: 1px; height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; vertical-align: baseline; width: 90px;"&gt;&lt;iframe allowtransparency="true" frameborder="0" hspace="0" id="I1_1330387088248" marginheight="0" marginwidth="0" name="I1_1330387088248" scrolling="no" src="https://plusone.google.com/_/+1/fastbutton?url=http%3A%2F%2Fsuper.abril.com.br%2Fcotidiano%2Fentenda-como-funciona-marketing-propaganda-invisivel-677779.shtml&amp;amp;size=medium&amp;amp;count=true&amp;amp;hl=en-US&amp;amp;jsh=m%3B%2F_%2Fapps-static%2F_%2Fjs%2Fgapi%2F__features__%2Frt%3Dj%2Fver%3Dew4baf01DMo.pt_BR.%2Fsv%3D1%2Fam%3D!4ArSr93f4LuIjcmMGw%2Fd%3D1%2F#id=I1_1330387088248&amp;amp;parent=http%3A%2F%2Fsuper.abril.com.br&amp;amp;rpctoken=528863520&amp;amp;_methods=onPlusOne%2C_ready%2C_close%2C_open%2C_resizeMe%2C_renderstart" style="border-bottom-style: none; border-left-style: none; border-right-style: none; border-top-style: none; height: 20px; left: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: static; top: 0px; visibility: visible; width: 90px;" tabindex="-1" title="+1" vspace="0" width="100%"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div id="texto" style="background-color: white; clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 10px; margin-top: 0px; padding-bottom: 10px; padding-left: 0px; padding-right: 0px; padding-top: 10px; position: relative;"&gt;&lt;div style="padding-bottom: 10px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Laguna Beach, no sul da Califórnia, é um balneário de belos casarões com preço médio de US$ 1 milhão. A meio caminho entre San Diego e Los Angeles, atrai gente do ramo da tecnologia, do entretenimento e profissionais liberais bem-sucedidos. Numa noite de junho de 2010, sem alarde, os Morgensons chegaram com dois caminhões de mudança. Bonitos, atléticos e muito simpáticos, o casal e seus três filhos rapidamente se integraram à vizinhança. E ninguém se deu conta da sua missão secreta: persuadir os novos amigos a comprar de desodorante e bijuterias a vodca e pranchas de snowboard.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Eric, Gina e os filhos, Jack, Sam e Max, de 16, 14 e 12 anos, passaram 4 meses ali como o protótipo da família perfeita, com uma BMW, um utilitário e um sedan na garagem. Só que foram contratados como parte de um "experimento social" para testar o poder de influência da progaganda boca a boca. A pegadinha foi obra do marqueteiro Martin Lindstrom. "Só estamos começando a entender o quão vulneráveis somos às recomendações e aos conselhos dos nossos amigos, vizinhos e colegas", diz o autor de Brandwashed - Tricks Companies Use to Manipulate Our Minds and Persuade Us to Buy (inédito no Brasil. O título - trocadilho com "lavagem cerebral", brainwash - seria algo como "Lavado em Marcas - Truques que as Empresas Usam para Manipular Nossa Mente e Nos Persuadir a Comprar").&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;O experimento teve orçamento e infra-estrutura de&amp;nbsp;&lt;a class="busca_supermundo" href="http://super.abril.com.br/busca/?qu=reality%20show" style="color: rgb(33, 176, 244) !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 2px; padding-right: 2px; padding-top: 0px; position: relative; text-decoration: none;" target="_self"&gt;reality show&lt;/a&gt;. A família foi selecionada entre mais de 1,5 mil candidatos por uma diretora de casting renomada. Foram escondidos na casa 35 câmeras e 17 microfones. Uma discreta sala de controle e ilha de edição foi montada no fundo da garagem. O circo saiu caro: US$ 3 milhões. Lindstrom jura que pagou tudo sozinho, sem envolver empresas na experiência - "Precisávamos de autenticidade." Essa "autenticidade" se transformou em muitos churrascos, brunchs e jantares, que os Morgensons promoviam como qualquer novato em busca da aprovação da comunidade. Nem encontros triviais passavam ilesos, sem que algum produto selecionado fosse citado. Numa conversa com duas vizinhas, Gina ostentava um bracelete da marca Pandora, que chamou a atenção das amigas. "Não é espetacular? Adorei a coleção que eles fizeram em homenagem à campanha contra o câncer", disse, empolgada, para depois explicar que era possível customizar as peças pela internet. Duas semanas depois, as câmeras escondidas flagraram as vizinhas usando as tais joias.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;"Uma coisa que nos pegou de surpresa é que os homens são muito mais suscetíveis a conselhos dietéticos do que as mulheres", diz Lindstrom. Durante um churrasco, Eric comentou com o vizinho Joshua, programador de software, que um copo de cerveja preta tinha as calorias equivalentes a um sanduíche de presunto. Nas visitas seguintes, Joshua trocou a cervejinha por uma vodca com suco de cranberry. "Assim eu me mantenho em forma." Em tempo: a vodca era a Absolut, promovida pelos Morgensons. No colégio, Jack se encarregou de divulgar um desodorante com cheiro de parafina (usada em pranchas de surfe). As sugestões tiveram efeito viral. Eric, Gina e os meninos tinham feito mais de duas centenas de amigos em Laguna - e um terço desses amigos passou a recomendar as marcas que conheceu. A família conseguiu convencer cada um a comprar, em média, 3 produtos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;"Eu pirei quando me dei conta do poder da coisa", diz Lindstrom. Um exemplo: depois de uma tarde de compras de Gina com algumas amigas na loja de sapatos DSW, a marca começou a aparecer sempre nos chats, tweets e blogs das comadres. O marqueteiro contratou o ChatTreads, instituto de pesquisa de marcas, para monitorar a vida online da vizinhança. O instituto também fez entrevistas dirigidas ao grupo sem revelar seu propósito.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;&lt;div style="text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;Tendência&lt;/strong&gt;&lt;/div&gt;&lt;/strong&gt;&lt;div style="text-align: justify;"&gt;Se você está começando a ficar incomodado com tanta intromissão na vida alheia, bem... essa é só uma das facetas do stealth&amp;nbsp;&lt;a class="busca_supermundo" href="http://super.abril.com.br/busca/?qu=marketing" style="color: rgb(33, 176, 244) !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 2px; padding-right: 2px; padding-top: 0px; position: relative; text-decoration: none;" target="_self"&gt;marketing&lt;/a&gt;&amp;nbsp;(o&amp;nbsp;&lt;a class="busca_supermundo" href="http://super.abril.com.br/busca/?qu=marketing" style="color: rgb(33, 176, 244) !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 2px; padding-right: 2px; padding-top: 0px; position: relative; text-decoration: none;" target="_self"&gt;marketing&lt;/a&gt;&amp;nbsp;disfarçado, furtivo, invisível). É o nome técnico do que fez a família Morgenson, recurso em alta no mundo da propaganda. A publicidade e o&amp;nbsp;&lt;a class="busca_supermundo" href="http://super.abril.com.br/busca/?qu=marketing" style="color: rgb(33, 176, 244) !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 2px; padding-right: 2px; padding-top: 0px; position: relative; text-decoration: none;" target="_self"&gt;marketing&lt;/a&gt;tradicionais, segundo gurus da área, como Seth Godin, tendem a desaparecer. Nos últimos anos, tem se falado muito de&amp;nbsp;&lt;a class="busca_supermundo" href="http://super.abril.com.br/busca/?qu=marketing" style="color: rgb(33, 176, 244) !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 2px; padding-right: 2px; padding-top: 0px; position: relative; text-decoration: none;" target="_self"&gt;marketing&lt;/a&gt;&amp;nbsp;viral, ou buzz&amp;nbsp;&lt;a class="busca_supermundo" href="http://super.abril.com.br/busca/?qu=marketing" style="color: rgb(33, 176, 244) !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 2px; padding-right: 2px; padding-top: 0px; position: relative; text-decoration: none;" target="_self"&gt;marketing&lt;/a&gt;: as pessoas são encorajadas a repassar uma mensagem mercadológica. Recentemente, a fabricante de camisinhas Olla criou perfis falsos no Facebook para divulgar a marca. Selecionou perfis de homens jovens e criou os falsos adicionando "Jr." no nome do alvo. O sujeito recebia uma solicitação de amizade desse "quase homônimo" com a foto de um bebê e a recomendação: "Evite surpresas como essa: use camisinhas Olla". Ao acessar o perfil, o "pai" encontrava um link para o site da marca.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;O stealth&amp;nbsp;&lt;a class="busca_supermundo" href="http://super.abril.com.br/busca/?qu=marketing" style="color: rgb(33, 176, 244) !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 2px; padding-right: 2px; padding-top: 0px; position: relative; text-decoration: none;" target="_self"&gt;marketing&lt;/a&gt;&amp;nbsp;pode fazer algo parecido, mas o agente de vendas nunca se identifica como tal. E esse é o problema. Não é novidade (leia acima), mas é cada vez mais comum. Em 2002, a Sony-Ericsson contratou falsos casais e os mandou a pontos turísticos estratégicos para promover o celular com câmera T68i. Esse tipo de&amp;nbsp;&lt;a class="busca_supermundo" href="http://super.abril.com.br/busca/?qu=marketing" style="color: rgb(33, 176, 244) !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 2px; padding-right: 2px; padding-top: 0px; position: relative; text-decoration: none;" target="_self"&gt;marketing&lt;/a&gt;&amp;nbsp;assopra no ouvido de um público selecionado sem revelar necessariamente que se trata de propaganda. É um conselho gentil (tais como os de Gina e Eric). A mensagem mercadológica já chega, assim, com a chancela da aprovação. "A mensagem tem uma aura, tem um efeito diferente", afirma Lindstrom. "É um negócio enganador. Você acha que está falando com uma pessoa comum, mas na verdade ela é uma agente disfarçada da corporação", diz a ONG Public Citizen¿s Commercial Alert, dedicada a investigar abusos de propaganda e&amp;nbsp;&lt;a class="busca_supermundo" href="http://super.abril.com.br/busca/?qu=marketing" style="color: rgb(33, 176, 244) !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 2px; padding-right: 2px; padding-top: 0px; position: relative; text-decoration: none;" target="_self"&gt;marketing&lt;/a&gt;&amp;nbsp;nos EUA.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Uma coisa é certa: funciona. Lindstrom encomendou uma pesquisa com consumidores submetidos à ressonância magnética funcional, que monitora o cérebro enquanto ele é estimulado. Na propaganda tradicional, o córtex insular e a amígdala (que controla o medo) são ativados, o que sugere desconfiança. Quando a divulgação é dissimulada, a mensagem desperta um elevado grau de confiança: ativa o córtex órbito-frontal (onde ocorrem os julgamentos morais). Entre as empresas criticadas pela ONG estão a Tremor e a Bzz Agent. A Tremor emprega mais de meio milhão de mulheres, entre 15 e 65 anos, chamadas de "conectoras". Elas atuam alimentando mensagens virais sobre produtos como os cosméticos Olay. A Bzz Agent já promoveu desde videogames até o último romance de John Grisham. Não há regulamentação para esse tipo de&amp;nbsp;&lt;a class="busca_supermundo" href="http://super.abril.com.br/busca/?qu=marketing" style="color: rgb(33, 176, 244) !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 2px; padding-right: 2px; padding-top: 0px; position: relative; text-decoration: none;" target="_self"&gt;marketing&lt;/a&gt;&amp;nbsp;nos EUA. No Brasil, o fenômeno é incipiente e o Código Brasileiro de Autorrelugamentação Publicitária só prevê normas para a propaganda "ostensiva".&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Em fevereiro de 2011, a encenação em Laguna foi revelada. Para espanto geral, os amigos ludibriados não se revoltaram. "As pessoas me disseram que era ok, que não se sentiam enganadas", diz o autor de Brandwashed, que provavelmente vai repor (com sobra) o investimento que fez no projeto oferecendo consultoria. Os Morgensons se mudaram, mas o&amp;nbsp;&lt;a class="busca_supermundo" href="http://super.abril.com.br/busca/?qu=marketing" style="color: rgb(33, 176, 244) !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 2px; padding-right: 2px; padding-top: 0px; position: relative; text-decoration: none;" target="_self"&gt;marketing&lt;/a&gt;&amp;nbsp;invisível veio para ficar.&lt;/div&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="box" style="background-attachment: initial; background-clip: initial; background-color: #eaeaea; background-image: initial; background-origin: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;"&gt;&lt;div style="text-align: justify;"&gt;&lt;strong style="font-family: Arial, Helvetica, sans-serif; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;Maria-vai-com-as-outras&lt;/strong&gt;&lt;/div&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;div style="text-align: justify;"&gt;A propaganda usa a arte da influência desde a Renascença&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;&lt;div style="text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;Made in Veneza&lt;/strong&gt;&lt;/div&gt;&lt;/strong&gt;&lt;div style="text-align: justify;"&gt;Pintores como Paolo Veronesi recebiam um extra dos comerciantes de Veneza já no século 16 para incluir em seus quadros roupas e outros produtos à venda na cidade. No século 18, caixeiros viajantes ingleses contratavam atores para, da plateia dos teatros, elogiar seus produtos. Eram chamados shills. Para o historiador Norman Bowie, assim nasceu o stealth marketing.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;&lt;div style="text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;Quero essas luvas!&lt;/strong&gt;&lt;/div&gt;&lt;/strong&gt;&lt;div style="text-align: justify;"&gt;Em 1890, com o livro As Leis da Imitação, o psicólogo Jean-Gabriel Tarde demonstra que nossas escolhas são feitas mais por mimetismo e contágio do que por decisão soberana, o que influenciaria muito o marketing no século 20. Em 1922, a Macy¿s, de Nova York, contratou e vestiu 25 mulheres que se passavam por usuárias comuns para promover, no metrô, as luvas que a loja vendia.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;&lt;div style="text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;Usei e gostei&lt;/strong&gt;&lt;/div&gt;&lt;/strong&gt;&lt;div style="text-align: justify;"&gt;Na década de 20, a agência J. Walter Thompson contratou o psicólogo social John W. Watson, da Universidade de Chicago. Com base em pesquisas da universidade, ele criou, em 1924, o primeiro comercial-testemunho (para a Johnson &amp;amp; Johnson). Nessa modalidade, o anunciante recorre a pessoas "normais" para divulgar seu produto com a chancela de um suposto consumidor real.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;&lt;div style="text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;Já no útero&lt;/strong&gt;&lt;/div&gt;&lt;/strong&gt;&lt;div style="text-align: justify;"&gt;Uma pesquisa da Universidade de Helsinque demonstrou nos anos 90 que música e odores são percebidos pelo feto no útero. De olho nas gestantes, um shopping center na Ásia passou a caprichar na trilha sonora e espalhar aroma de cereja e de talco infantil nos corredores. "Ficou comprovado que, depois de nascer, os bebês se acalmavam quando entravam no shopping", diz Martin Lindstrom.&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="padding-bottom: 10px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;&lt;div style="text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;"&gt;Para saber mais&lt;/strong&gt;&lt;/div&gt;&lt;/strong&gt;&lt;div style="text-align: justify;"&gt;Brandwashed - Tricks Companies Use to Manipulate Our Minds and Persuade Us to Buy&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Martin Lindstrom, Three Rivers Press, 2011&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Fonte&lt;/b&gt;:&lt;a href="http://super.abril.com.br/cotidiano/entenda-como-funciona-marketing-propaganda-invisivel-677779.shtml"&gt;Superinteressante&lt;/a&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-6706258589374444329?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/6706258589374444329/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/02/entenda-como-funciona-o-marketing-de.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/6706258589374444329'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/6706258589374444329'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/02/entenda-como-funciona-o-marketing-de.html' title='Entenda como funciona o marketing de propaganda invisível'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-4150922111599043111</id><published>2012-02-16T14:20:00.000-08:00</published><updated>2012-02-16T14:20:23.936-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Sistemas Economicos'/><title type='text'>Argentina espera queda de até 11% na safra de grãos</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div class="node-author" style="background-color: #ececec; border-bottom-color: rgb(209, 209, 209); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(209, 209, 209); border-left-style: solid; border-left-width: 0px; border-right-color: rgb(209, 209, 209); border-right-style: solid; border-right-width: 0px; border-top-color: rgb(209, 209, 209); border-top-style: solid; border-top-width: 4px; border-width: initial; font-family: Arial, Helvetica, sans-serif; margin-bottom: 20px; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 9px; padding-left: 0px; padding-right: 0px; padding-top: 9px; text-align: justify;"&gt;Por&amp;nbsp;&lt;strong&gt;Gerson Freitas Jr. | Valor&lt;/strong&gt;&lt;/div&gt;&lt;div class="n-content" id="node-body" style="background-color: #ececec; clear: both; font-family: Georgia, 'Times New Roman', Times, serif; line-height: 25px; text-align: -webkit-auto;"&gt;&lt;div class="node-body"&gt;&lt;div class="node-body"&gt;&lt;div style="line-height: 1.4; margin-bottom: 1em; text-align: justify;"&gt;&lt;strong&gt;SÃO PAULO&lt;/strong&gt;&amp;nbsp;- A produção de soja da Argentina na safra 2011/12 deve oscilar entre 43,5 milhões e 45 milhões de toneladas, um recuo em relação às 48,90 milhões de toneladas colhidas na campanha anterior.&amp;nbsp;&lt;/div&gt;&lt;div style="line-height: 1.4; margin-bottom: 1em; text-align: justify;"&gt;A estimativa consta em relatório divulgado hoje pelo Ministério da Agricultura da Argentina, o primeiro oficial da nova safra.&amp;nbsp;&lt;/div&gt;&lt;div style="line-height: 1.4; margin-bottom: 1em; text-align: justify;"&gt;Segundo o órgão, os agricultores cultivaram cerca de 18,8 milhões de hectares com a oleaginosa, o que significa uma redução de 100 mil hectares em relação ao plantio da temporada passada.&amp;nbsp;&lt;/div&gt;&lt;div style="line-height: 1.4; margin-bottom: 1em; text-align: justify;"&gt;A falta de chuvas prejudicou a produtividade das variedades plantadas mais cedo. Mas, segundo o relatório, as precipitações registradas na primeira quinzena de fevereiro em importantes regiões produtoras aliviaram os efeitos do estresse climático.&lt;/div&gt;&lt;div style="line-height: 1.4; margin-bottom: 1em; text-align: justify;"&gt;A produção de milho também deve cair, de 22,9 milhões para algo entre 20,5 milhões e 22 milhões de toneladas, apesar de um aumento de 9,6% na área plantada, estimada em 5 milhões de hectares.&amp;nbsp;&lt;/div&gt;&lt;div style="line-height: 1.4; margin-bottom: 1em; text-align: justify;"&gt;O milho foi a cultura que vai sofreu com a seca provocada pelo fenômeno La Niña neste verão. Segundo o ministério, apenas 35% das lavouras estão em boas a ótimas condições, sendo que 39% apresentam condições apenas regulares e 26% estão em mau estado.&amp;nbsp;&lt;/div&gt;&lt;div style="line-height: 1.4; margin-bottom: 1em; text-align: justify;"&gt;As autoridades argentinas esperam ainda uma produção de trigo da ordem de 13,41 milhões de toneladas, queda de 15,1% em relação às 15,80 milhões de toneladas da safra 2010/11.&lt;/div&gt;&lt;div style="line-height: 1.4; margin-bottom: 1em; text-align: justify;"&gt;&lt;em&gt;(Gerson Freitas Jr. | Valor)&lt;/em&gt;&lt;/div&gt;&lt;div style="line-height: 1.4; margin-bottom: 1em; text-align: justify;"&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style="line-height: 1.4; margin-bottom: 1em; text-align: justify;"&gt;Fonte:&lt;a href="http://www.valor.com.br/empresas/2534426/argentina-espera-queda-de-ate-11-na-safra-de-graos"&gt;Valor&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-4150922111599043111?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/4150922111599043111/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/02/argentina-espera-queda-de-ate-11-na.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/4150922111599043111'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/4150922111599043111'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/02/argentina-espera-queda-de-ate-11-na.html' title='Argentina espera queda de até 11% na safra de grãos'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-1326535905442581502</id><published>2012-02-15T14:52:00.000-08:00</published><updated>2012-02-15T14:52:00.734-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Metodos Quantitativos'/><title type='text'>A BRUXA DA INADIMPLÊNCIA ESTÁ SOLTA...</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;b&gt;&lt;span style="font-size: 12pt;"&gt;Inadimplência no varejo sobe 2,91%&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;span style="font-size: 12pt;"&gt;Comparação é entre janeiro deste ano e o mesmo período do ano passado. Inadimplência começou a temporada em alta pela primeira vez em três anos.&lt;/span&gt;&lt;span style="font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;span style="font-size: 12pt;"&gt;&amp;nbsp;A informação, do Serviço de Proteção ao Crédito SPC Brasil, foi divulgada pela Confederação Nacional dos Dirigentes Lojistas.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;b&gt;&lt;span style="font-size: 12pt;"&gt;Inadimplência das empresas atinge em 2011 o patamar mais alto em dois anos&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;span style="font-size: 12pt;"&gt;A inadimplência das empresas cresceu 19% em 2011 e atingiu o patamar mais alto em dois anos. A Serasa Experian disse que, no período, as companhias passaram por vários fatores que afetaram seu desempenho, como o aumento da inflação.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style="font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;span style="font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;span style="font-size: 12pt;"&gt;2012 mal começou e os índices da inadimplência já se mostram mais altos que os do ano anterior, de mesmo período.&lt;/span&gt;&lt;span style="font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;span style="font-size: 12pt;"&gt;Acredito que o povo brasileiro seja, em sua maioria, formado por pessoas que não sabem poupar, mas, estão a caminho e queiram honrar com seus compromissos financeiros, porém, no calor e empolgação do ato da compra, excede seu orçamento. Afinal, todo comprador tem seu ponto fraco e o papel do vendedor é encontrá-lo antes que este deixe o estabelecimento.&lt;/span&gt;&lt;span style="font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;span style="font-size: 12pt;"&gt;Diante de tal cenário, lembrei-me do comentário feito pela economista Rita Mundim, em seu livro: Bra$il:100 comentários, da coleção Expo Money (2008). Compartilho com todos e aguardo seus comentários. Até a próxima...&lt;/span&gt;&lt;span style="font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;b&gt;&lt;span style="font-size: 12pt;"&gt;Finanças Pessoais: é preciso saber comprar.&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;span style="font-size: 12pt;"&gt;Fazer um orçamento mensal deveria ser tarefa de todo cidadão que recebe qualquer tipo de renda. Uma vida financeira organizada e planejada serve de alicerce para uma vida digna e tranqüila. Todos nós somos consumidores em potencial: trabalhamos e queremos em troca satisfazer nossas necessidades básicas e nossos desejos mais loucos. O passaporte para o consumo no mundo capitalista é o dinheiro. Não importa o nome: real, dólar, yene ou peso. Nem o lugar: Belo Horizonte, Pequim ou Sabará.&lt;/span&gt;&lt;span style="font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;span style="font-size: 12pt;"&gt;Com “dindin” na mão somos capazes de adquirir bens e serviços. Alimentação, vestuário, residência, educação, carro, férias, lazer. É o que todo mundo quer e o que poucos tem. A taxa de juros real no Brasil é uma das maiores do mundo. Só perdemos para a Polônia. E como o juro é o preço do dinheiro, é preciso muito juízo e muito carinho na hora de enfiar a mão no bolso.&lt;/span&gt;&lt;span style="font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;span style="font-size: 12pt;"&gt;Planejamento, organização e conhecimento das taxas de juros praticadas pelo mercado na hora da decisão de compra são ingredientes fundamentais para fazer o seu dinheiro render. Cuidado com ofertas mágicas, com prazos dilatados e juros zero. Não existe almoço grátis. Faça conta, pesquise o preço do serviço ou mercadoria junto a outros fornecedores, nunca se esqueça de ter como parâmetro o preço à vista e a taxa de juros embutida no caso de venda a prazo.&lt;/span&gt;&lt;span style="font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;span style="font-size: 12pt;"&gt;A função do vendedor é descobrir o seu ponto fraco, para na hora “h” dar o bote da venda. O conhecimento do produto, do preço e das condições de pagamento vai deixar você confortável, tranquilo e dono da situação. Lembre-se: o ato de comprar ou vender envolve uma negociação de interesses distintos. Pense bem. É uma grande onde você tem que defender o seu dinheiro. O comprador tenta buscar sempre o menor preço com a menor taxa no maior prazo, e o vendedor quer o maior preço no menor prazo e com a maior taxa&lt;/span&gt;&lt;span style="font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;De uma maneira geral, o brasileiro só faz conta quando o negócio envolve valores maiores como a compra de um carro ou da casa própria, e vai sendo engolido pelos juros do dia a dia. Consumir ao menor custo possível é uma questão de sobrevivência.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 13.5pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: -42.6pt; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: Times, 'Times New Roman', serif;"&gt;&lt;b&gt;Fonte&lt;/b&gt;:&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Times, 'Times New Roman', serif; font-size: 16px;"&gt;&amp;nbsp;CBN notícias, em 09/02/2012&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="margin-left: -2cm; margin-right: -42.6pt; text-align: justify; text-indent: 1cm;"&gt;&lt;b&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;In&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: -2cm; margin-right: -42.6pt; text-align: justify; text-indent: 1cm;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;Fo&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-1326535905442581502?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/1326535905442581502/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/02/bruxa-da-inadimplencia-esta-solta.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/1326535905442581502'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/1326535905442581502'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/02/bruxa-da-inadimplencia-esta-solta.html' title='A BRUXA DA INADIMPLÊNCIA ESTÁ SOLTA...'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-8132132280231653184</id><published>2012-02-14T15:37:00.000-08:00</published><updated>2012-02-14T15:37:10.735-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Sistemas Economicos'/><title type='text'>Mercado prevê inflação maior em 2011 e 2012</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-jV2CGz3q1Ps/TzrvzTb3zZI/AAAAAAAAA8o/R5T-MBbX8qw/s1600/moeda-real-03-size-598.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="180" src="http://2.bp.blogspot.com/-jV2CGz3q1Ps/TzrvzTb3zZI/AAAAAAAAA8o/R5T-MBbX8qw/s320/moeda-real-03-size-598.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 15px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;&lt;span style="color: #4a4a4a; font-family: Arial, sans-serif; font-size: 14px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 15px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;&lt;span style="color: #4a4a4a; font-family: Arial, sans-serif; font-size: 14px;"&gt;O&lt;/span&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt; mercado financeiro voltou a elevar as projeções para a inflação medida pelo Índice de Preços ao Consumidor Amplo (IPCA) em 2011, conforme a pesquisa Focus, divulgada nesta segunda-feira pelo Banco Central (BC). A expectativa para o dado neste ano subiu de 5,75% para 5,79%, em um patamar ainda mais distante do centro da meta de inflação, que é de 4,50% para o ano. Os analistas também aumentaram e estimativa para a inflação em 2012, de 4,70% para 4,78%. A meta tem margem de tolerância de dois pontos porcentuais para cima ou para baixo.&lt;/span&gt;&lt;/div&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 15px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;As projeções para a expansão do Produto Interno Bruto (PIB) em 2011 e 2012 não foram alteradas. A pesquisa desta segunda-feira as mantiveram em 4,50%. Já a estimativa para o crescimento da produção industrial neste ano passou de 5,00% para 4,41%. Para 2012, a projeção permaneceu em 5,00%.&lt;/span&gt;&lt;/div&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 15px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;strong style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Juros e dólar&lt;/strong&gt;&amp;nbsp;– Apesar da piora na expectativa de inflação, os analistas mantiveram a previsão para a taxa básica de juros da economia (Selic) para o fim de 2011 em 12,50% ao ano. Hoje a taxa está em 11,25% ao ano. A projeção para a Selic em dezembro de 2012 seguiu em 11,25% ao ano.&lt;/span&gt;&lt;/div&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 15px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Por fim, os analistas preveem que o dólar encerrará este ano em 1,70 real, ante o patamar de 1,72 real estimado na semana anterior. A projeção para o câmbio médio no decorrer de 2011 permaneceu em 1,70 real. Para o fim de 2012, a previsão para o câmbio segue em 1,80 real.&lt;/span&gt;&lt;/div&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 15px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;(com&amp;nbsp;&lt;em style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Agência Estado&lt;/em&gt;)&lt;/span&gt;&lt;/div&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 15px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 15px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Fonte:&lt;a href="http://veja.abril/"&gt;Veja.Abril&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-8132132280231653184?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/8132132280231653184/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/02/mercado-preve-inflacao-maior-em-2011-e.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/8132132280231653184'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/8132132280231653184'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/02/mercado-preve-inflacao-maior-em-2011-e.html' title='Mercado prevê inflação maior em 2011 e 2012'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-jV2CGz3q1Ps/TzrvzTb3zZI/AAAAAAAAA8o/R5T-MBbX8qw/s72-c/moeda-real-03-size-598.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-3080556438737553125</id><published>2012-02-07T13:27:00.000-08:00</published><updated>2012-02-07T13:27:13.504-08:00</updated><title type='text'>Grandes corporações investem na educação de seus funcionários</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="descricao"&gt;Grandes empresas no mundo passam a investir na capacitação profissional de seus empregados, com aulas de cidadania, sustentabilidade e novas lideranças. Valorizando o capital intelectual, elas assumem a responsabilidade pela educação de funcionários.&lt;/div&gt;&lt;div class="descricao"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;a href="http://g1.globo.com/globo-news/mundo-sa/videos/t/todos-os-videos/v/grandes-corporacoes-investem-na-educacao-de-seus-funcionarios/1737452/"&gt;&amp;nbsp; Video&lt;/a&gt;&lt;/div&gt;&lt;div class="descricao"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-3080556438737553125?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/3080556438737553125/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/02/grandes-corporacoes-investem-na.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/3080556438737553125'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/3080556438737553125'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/02/grandes-corporacoes-investem-na.html' title='Grandes corporações investem na educação de seus funcionários'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-6741210822021308108</id><published>2012-01-23T08:46:00.000-08:00</published><updated>2012-01-23T08:49:13.688-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='alunos'/><title type='text'>TCC -   ARMAZENAMENTO, ESTOQUE E DISPENSAÇÃO DE MEDICAMENTOS</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-GSPA9bw3tgk/Tx2OaUOg2pI/AAAAAAAAA8U/M4Ry5R20izk/s1600/DSC00590.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://4.bp.blogspot.com/-GSPA9bw3tgk/Tx2OaUOg2pI/AAAAAAAAA8U/M4Ry5R20izk/s400/DSC00590.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="background-color: white; font-family: 'times new roman', 'new york', times, serif; font-size: 16px; text-align: -webkit-auto;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: white; font-family: 'times new roman', 'new york', times, serif; font-size: 16px; text-align: -webkit-auto;"&gt;"O&amp;nbsp;estoque adequado e organizado garante a superposição de estoque, vencimento do prazo de validade e até mesmo a falta de medicamento nas prateleitas,&amp;nbsp;o armazenamento adequado&amp;nbsp;garante a estabilidade, uniformidade&amp;nbsp;e a eficácia do fármaco,&amp;nbsp; de modo a garantir que a dispensação seja feita de forma correta e racional, evitando-se desperdício de verba pública ou mal uso dos medicamentos pelos usuários, garantindo a integridade física, promovendo saúde e cumprindo o dever de fornecer medicamento a quem dele precisa".&lt;/span&gt;&lt;span style="background-color: white; font-family: 'times new roman', 'new york', times, serif; font-size: 16px; text-align: -webkit-auto;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="background-color: white; font-family: 'times new roman', 'new york', times, serif; font-size: 16px; font-weight: bold; text-align: -webkit-auto;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif; font-size: 12px;"&gt;VINICIUS PEREIRA COSTA,&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span id="yui_3_2_0_15_1327336009480153" style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12px; font-weight: bold; text-align: -webkit-auto;"&gt;PAMELA DOS SANTOS BRITO e&amp;nbsp;&lt;/span&gt;&lt;span id="yui_3_2_0_15_1327336009480158" style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12px; font-weight: bold; text-align: -webkit-auto;"&gt;RENATA FERREIRA DA CUNHA,&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-6741210822021308108?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/6741210822021308108/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/01/tcc-armazenamento-estoque-e-dispensacao.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/6741210822021308108'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/6741210822021308108'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/01/tcc-armazenamento-estoque-e-dispensacao.html' title='TCC -   ARMAZENAMENTO, ESTOQUE E DISPENSAÇÃO DE MEDICAMENTOS'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-GSPA9bw3tgk/Tx2OaUOg2pI/AAAAAAAAA8U/M4Ry5R20izk/s72-c/DSC00590.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-640326334850260796</id><published>2012-01-19T10:00:00.001-08:00</published><updated>2012-01-19T10:00:48.581-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='alunos'/><title type='text'>Alunos assistindo a apresentação de Tcc</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-U8pEWO2Zqtw/TxhZ_QDGnsI/AAAAAAAAA8E/clM1T1Yc4gg/s1600/DSC00592.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-U8pEWO2Zqtw/TxhZ_QDGnsI/AAAAAAAAA8E/clM1T1Yc4gg/s320/DSC00592.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-BOsp6AqE0NY/TxhaEjGDOtI/AAAAAAAAA8M/W51ICX4V1_Y/s1600/DSC00594.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-BOsp6AqE0NY/TxhaEjGDOtI/AAAAAAAAA8M/W51ICX4V1_Y/s320/DSC00594.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-640326334850260796?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/640326334850260796/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/01/alunos-assistindo-apresentacao-de-tcc.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/640326334850260796'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/640326334850260796'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/01/alunos-assistindo-apresentacao-de-tcc.html' title='Alunos assistindo a apresentação de Tcc'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-U8pEWO2Zqtw/TxhZ_QDGnsI/AAAAAAAAA8E/clM1T1Yc4gg/s72-c/DSC00592.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-7435441413867985845</id><published>2012-01-19T09:57:00.000-08:00</published><updated>2012-01-19T09:57:59.255-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='dicas de sites administração'/><title type='text'>Banca da apresentação de TCC dos Alunos Técnico em ADM (Trajano Camargo -Cosmópolis)</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-U0eyV7TH450/TxhYwYqp5rI/AAAAAAAAA78/7KjM6uyl6D4/s1600/DSC05181.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-U0eyV7TH450/TxhYwYqp5rI/AAAAAAAAA78/7KjM6uyl6D4/s320/DSC05181.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Professores =&amp;gt; Elaine, Victor, Brito e Danyele&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-zpW6QLsmR-c/TxhYnWc4YKI/AAAAAAAAA70/FKayaxm5foQ/s1600/DSC00585.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-zpW6QLsmR-c/TxhYnWc4YKI/AAAAAAAAA70/FKayaxm5foQ/s320/DSC00585.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Professores =&amp;gt; Elaine, Victor , Brito e Valter&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-7435441413867985845?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/7435441413867985845/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/01/banca-da-apresentacao-de-tcc-dos-alunos.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/7435441413867985845'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/7435441413867985845'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/01/banca-da-apresentacao-de-tcc-dos-alunos.html' title='Banca da apresentação de TCC dos Alunos Técnico em ADM (Trajano Camargo -Cosmópolis)'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-U0eyV7TH450/TxhYwYqp5rI/AAAAAAAAA78/7KjM6uyl6D4/s72-c/DSC05181.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-4598202544346326555</id><published>2012-01-19T09:49:00.001-08:00</published><updated>2012-01-19T09:49:46.681-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='alunos'/><title type='text'>Apresentação de Tcc - Alunos Trajano Camargo (Cosmópolis)</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-JuO99kFvkoA/TxhXiQhriiI/AAAAAAAAA7s/Kzd1xFykN8M/s1600/DSC05184.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="146" src="http://4.bp.blogspot.com/-JuO99kFvkoA/TxhXiQhriiI/AAAAAAAAA7s/Kzd1xFykN8M/s320/DSC05184.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-4598202544346326555?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/4598202544346326555/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/01/apresentacao-de-tcc-alunos-trajano.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/4598202544346326555'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/4598202544346326555'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/01/apresentacao-de-tcc-alunos-trajano.html' title='Apresentação de Tcc - Alunos Trajano Camargo (Cosmópolis)'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-JuO99kFvkoA/TxhXiQhriiI/AAAAAAAAA7s/Kzd1xFykN8M/s72-c/DSC05184.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-6374425487306375300</id><published>2012-01-19T09:46:00.000-08:00</published><updated>2012-01-19T09:46:31.818-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='alunos'/><title type='text'>TCC  -  VENDAS: COMO DEIXAR A PORTA ABERTA PARA A PROXIMA VENDA</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div aria-label="Corpo da mensagem" class="msg-body inner  undoreset" id="yui_3_2_0_1_1326992265398113" role="main" style="background-color: white; color: #454545; font-family: Arial, Helvetica, sans-serif; font-size: 12px; margin-bottom: 22px; margin-left: 29px; margin-right: 24px; margin-top: 25px; overflow-x: auto; overflow-y: hidden; text-align: -webkit-auto; word-wrap: break-word;"&gt;&lt;div id="yiv272792387"&gt;&lt;div id="yui_3_2_0_1_1326992265398112"&gt;&lt;div dir="ltr" id="yui_3_2_0_1_1326992265398111"&gt;&lt;div id="yui_3_2_0_1_1326992265398110"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-U_OxtEiXivU/TxhWxtcl7dI/AAAAAAAAA7k/XuUHac_9pVM/s1600/DSC00596.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-U_OxtEiXivU/TxhWxtcl7dI/AAAAAAAAA7k/XuUHac_9pVM/s320/DSC00596.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div dir="ltr" id="yui_3_2_0_1_1326992265398117" style="text-align: justify;"&gt;&lt;span style="font-family: 'Times New Roman'; font-size: 12pt; line-height: 18px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir="ltr" id="yui_3_2_0_1_1326992265398117" style="text-align: justify;"&gt;&lt;span id="yui_3_2_0_1_1326992265398114" style="font-family: 'Times New Roman'; font-size: 12pt; line-height: 18px;"&gt;"Durante muito tempo se perdurou a ideia de que o sucesso de uma empresa resultaria da concretização de “grandes” vendas, com o modelo de economia vigente, fica claro e evidente que é preciso repensar esse conceito, atentando para as novas exigências do mercado, que se definem na busca de novas alternativas,&amp;nbsp;para alcançar a fidelidade da clientela." Douglas, Virgília, Luiz Carlos e Paulo.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-6374425487306375300?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/6374425487306375300/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/01/tcc-vendas-como-deixar-porta-aberta.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/6374425487306375300'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/6374425487306375300'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2012/01/tcc-vendas-como-deixar-porta-aberta.html' title='TCC  -  VENDAS: COMO DEIXAR A PORTA ABERTA PARA A PROXIMA VENDA'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-U_OxtEiXivU/TxhWxtcl7dI/AAAAAAAAA7k/XuUHac_9pVM/s72-c/DSC00596.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-3111365051958116212</id><published>2011-12-06T14:33:00.000-08:00</published><updated>2011-12-06T14:33:47.180-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Gestão ambiental'/><title type='text'>“ Quando as gerações se unem o amor se amplia”</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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A idéia surgiu após ouvir duas mulheres conversando que uma delas havia doado um colchão usado para o lar dos idosos Irmã Rosália de Cosmópolis.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;No mesmo dia entramos em contato com a instituição para conversar sobre a campanha e verificar quais eram os produtos dos quais havia mais necessidade, conversaramos com a assistente social responsável pelo local, assim conseguindo a autorização para a divulgação do nome da instituição.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;O nome da&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;campanha é &lt;b&gt;“ Quando as gerações se unem o amor se amplia”&lt;/b&gt;, durou de 01 ao 30 de novembro. Fizemos a primeira visita no dia 30/11 na qual foi listado os principais produtos para arrecadação, que seria: &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;produtos de limpeza higiene pessoal, leite e principalmente frauda geriátrica. A divulgação foi feita através de cartazes panfletos e redes sociais como facebook &lt;/div&gt;&lt;div class="MsoNormal" style="background: white; text-align: justify;"&gt;No dia 19 de novembro, fizemos a grande divulgação da nossa ação, colamos cartazes em supermercados, consultórios odontológicos e lojas no centro da cidade, todos com o consentimento dos proprietários ou responsáveis&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;No dia 26 de novembro fizemos a segunda arrecadação no supermercado enxuto, na qual arrecadamos mais três carrinhos grandes cheios de produtos doados pelos clientes do local.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;No dia 27de novembro fomos para a nossa terceira panfletagem no supermercado Davinha, na qual foi arrecadado mais um carrinho de doações.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Arrecadamos no total 212 sabonetes, &lt;span style="background: white;"&gt;57 pastas de dente 2kg de sabão em pedra, 19,5 litros de detergente , 7 unidades de limpador multiuso( veja), 36 litros de água sanitária, 48 litros de desinfetante, 14 litros de amaciante de roupas, 172 rolos de papel higiênico , 350fraudas geriátricas, 28 litros de leite, 32 quilos de alimentos não perecíveis&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;e mais outros produtos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;No dia 30 de novembro fizemos a entrega das doações na instituição dos Idosos Irmã Rosália.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Colaborador: &lt;b&gt;Alunos do primeiro ciclo &lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-3111365051958116212?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/3111365051958116212/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/12/quando-as-geracoes-se-unem-o-amor-se.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/3111365051958116212'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/3111365051958116212'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/12/quando-as-geracoes-se-unem-o-amor-se.html' title='“ Quando as gerações se unem o amor se amplia”'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-7505042657580917534</id><published>2011-11-24T16:39:00.000-08:00</published><updated>2011-11-24T16:39:15.264-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ética e cidadania organizacional'/><title type='text'>Atestado de incompetência</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="yom-mod yom-art-content {ctx.media.modules.article.article_body.fontsize}" id="yui_3_3_0_1_1322184023685328" style="color: black;"&gt;&lt;div class="bd" id="yui_3_3_0_1_1322184023685327"&gt;&lt;div style="text-align: justify;"&gt;Não vou nem comentar do absurdo da proibição de garupa em moto pela&lt;span style="color: black;"&gt; Assembléia Legislativa de São Paulo&lt;/span&gt;  . Não vou nem comentar da cultura ridícula que o poder público nacional  tem em resolver tudo por meio de lei, resquício do autoritarismo  histórico. Aliás, sequer mesmo vou comentar que esta lei é  inconstitucional e só não enxerga isso quem, há muito, perdeu qualquer  capacidade de visão.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Quero comentar outra coisa. Quero comentar, &lt;em&gt;en passant,&lt;/em&gt;  despretensiosamente, o atestado de burrice e de incompetência que a  aprovação da lei revela. Não conseguimos resolver uma questão? Proíba-a  de acontecer. Está difícil diminuir os assaltos com motos? impeça a  existência do garupa.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Aliás, quero ressaltar, nesse quesito, a inovação e coragem de um  juiz, o bravo e destemido Jairo Xavier Costa, do interior de Alagoas,  que, visando o mesmo objetivo da Assembléia&amp;nbsp; Legislativa de São Paulo, a  saber, a diminuição dos assaltos praticados por motociclistas, ousou  estar na vanguarda e proibiu o uso de capacete!  Sim, o juiz, corajoso, cidadão de bem, preocupado com o número de  delitos contra o patrimônio que esses motoqueiros cometem, proibiu, por  decreto, que os meliantes escondessem seus rostos atrás de capacetes. Um  gênio da raça, o togado, agora comparado a outro gênio, o deputado  estadual Jooji Hato, autor do projeto de lei.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Já que mencionei a incompetência e a sua sanha legiferante, venho  sugerir, de coração, desejando o melhor possível para Gilberto Kassab, e  para aqueles que vivem na cidade de São Paulo que, com a proximidade da  época das chuvas (cujas obras contra enchentes estão atrasadas), o nosso prefeito tenha coragem de bater de frente com São Pedro e proibir que chova no perímetro metropolitano.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Muitos transtornos seriam evitados.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Fonte:&lt;/b&gt;&lt;a href="http://br.noticias.yahoo.com/blogs/on-the-rocks/atestado-incompet%C3%AAncia-160810679.html"&gt;Yahoo &lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-7505042657580917534?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/7505042657580917534/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/11/atestado-de-incompetencia.html#comment-form' title='3 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/7505042657580917534'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/7505042657580917534'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/11/atestado-de-incompetencia.html' title='Atestado de incompetência'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-6563240707205374133</id><published>2011-11-24T16:19:00.000-08:00</published><updated>2011-11-24T16:19:30.054-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ética e cidadania organizacional'/><title type='text'>Criança: O alvo da publicidade</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; 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  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;   &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;   &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;   &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;   &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;   &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;   &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;   &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;   &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;   &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt; 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  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* 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";}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;!--[if !mso]&gt; &lt;style&gt;v\:* {behavior:url(#default#VML);}o\:* {behavior:url(#default#VML);}w\:* {behavior:url(#default#VML);}.shape {behavior:url(#default#VML);}&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:TargetScreenSize&gt;800x600&lt;/o:TargetScreenSize&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:EnableOpenTypeKerning/&gt;    &lt;w:DontFlipMirrorIndents/&gt;    &lt;w:OverrideTableStyleHps/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;   &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;   &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;   &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;   &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;   &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;   &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;   &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;   &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;   &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;   &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;   &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* 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";}&lt;/style&gt; &lt;![endif]--&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: PT-BR; mso-no-proof: yes;"&gt;&lt;/span&gt;&lt;!--[if !mso]&gt; &lt;style&gt;v\:* {behavior:url(#default#VML);}o\:* {behavior:url(#default#VML);}w\:* {behavior:url(#default#VML);}.shape {behavior:url(#default#VML);}&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:TargetScreenSize&gt;800x600&lt;/o:TargetScreenSize&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:EnableOpenTypeKerning/&gt;    &lt;w:DontFlipMirrorIndents/&gt;    &lt;w:OverrideTableStyleHps/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt; 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  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* 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";}&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults v:ext="edit" spidmax="1027"/&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout v:ext="edit"&gt;   &lt;o:idmap v:ext="edit" data="1"/&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: PT-BR; mso-no-proof: yes;"&gt;&lt;/span&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;A publicidade tem se focado nas crianças, pois estas são mais fáceis de influenciar. O numero de propagandas de produtos infantis e até mesmo de&lt;/span&gt;&lt;/div&gt;&lt;div&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;adultos que em muitos casos são mostrados em crianças vem aumentando a cada dia. A Mídia vê nesse público um mercado crescente, pois atualmente são as crianças que estão influenciando os pais a consumir determinados produtos.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;O desejo de ter as mesmas coisas que as outras crianças tem, a popularidade em certos grupos sociais e até mesmo a vontade se parecer com um adulto, tornam as crianças consumidores exagerados, pois elas acabam se esquecendo que precisam brincar, estudar, fazer coisas que realmente&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;as tornam crianças.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Muitas crianças se sentem excluídas da sociedade, pois muitas vezes seus pais não possuem condições financeiras para atender os seus anseios de compra. Com isso o comportamento da criança pode mudar, elas acabam se sentindo desprezadas, sozinhas e até mesmo ficam em estado depressivo. Para acabar com esse tipo de problema, cabe aos pais conversarem com seus filhos, mostrar os valores que realmente existem, não deixar que a televisão ou qualquer tipo de tecnologia seja a única fonte de diversão, ao invés de aceitar que as mídias os tornem adultos extremamente consumistas. &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;b&gt;Colaboração:&lt;/b&gt; &lt;i&gt;Brenda Mirella dos Santos e Jenifer da Silva Rodrigues 1° Ciclo ADM Cosmópolis. &lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-6563240707205374133?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/6563240707205374133/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/11/crianca-o-alvo-da-publicidade.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/6563240707205374133'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/6563240707205374133'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/11/crianca-o-alvo-da-publicidade.html' title='Criança: O alvo da publicidade'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-5h4BF37XzwY/Ts7e3BHPusI/AAAAAAAAA7c/W8TdB9EC8Bc/s72-c/2.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-1175215831629079197</id><published>2011-11-21T13:49:00.000-08:00</published><updated>2011-11-21T13:49:18.191-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Gestão empresarial I'/><title type='text'>Trabalho realizado como plano de negócio de Gestão Empresarial I Na extensão de Cosmópolis, professor Victor Eduardo Orenhas.</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div id="yui_3_2_0_1_1321912615469701"&gt;&lt;a href="http://www.wix.com/futu06/churrasboibao#%21" id="yui_3_2_0_1_1321912615469698" rel="nofollow" target="_blank"&gt;http://www.wix.com/futu06/churrasboibao#!&lt;/a&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-1175215831629079197?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/1175215831629079197/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/11/trabalho-realizado-como-plano-de.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/1175215831629079197'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/1175215831629079197'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/11/trabalho-realizado-como-plano-de.html' title='Trabalho realizado como plano de negócio de Gestão Empresarial I Na extensão de Cosmópolis, professor Victor Eduardo Orenhas.'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-806337494873688764</id><published>2011-11-09T01:40:00.000-08:00</published><updated>2011-11-09T01:43:36.726-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Trajano Camargo'/><title type='text'>Programação Semana de Gestão - Etec Trajano Camargo - Limeira SP</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-y1TJwzzdMNk/TrpKPQiBbUI/AAAAAAAAA7I/kF8Dtw5ASAo/s1600/Logo+Matheus.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320px" ida="true" src="http://4.bp.blogspot.com/-y1TJwzzdMNk/TrpKPQiBbUI/AAAAAAAAA7I/kF8Dtw5ASAo/s320/Logo+Matheus.jpg" width="280px" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;07/11 – 19h30 Abertura da Semana – Palestra:&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;“Grupo &lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;Sonepar&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt; – Dimensional ” – Paulo &lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;Sotti&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 21h00 Palestra:&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;“Toyota - Qualidade” &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;08/11 – 13h30 Visita à Câmara dos Vereadores de Limeira (alunos irão diretamente ao local)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 19h30 Palestra:&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;“Construindo uma Carreira” – Ariani &lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;Ragazzi&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;Gigich&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;09/11 – 13h30 Palestra:&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;“Imagem Corporativa” – Daniel &lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;Ragazzo&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt; Castro&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 15h30 Palestra:&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;“Internet e Redes Sociais” – Jaime Brasileiro&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 19h30 Palestra:&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;“Perspectivas da Contabilidade Internacional” – Rodrigo &lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;Marcon&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;10/11 – 13h30 Palestra:&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;“Consumidor” – Willian Ferreira dos Santos&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 19h30 Palestra:&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;“Tecnologia da Informação” – &lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;ToTVs&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;11/11 – 19h30 Palestra:&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: Calibri; font-weight: bold;"&gt;“Vereador Roney” + Apresentação cultural (Mayara 3º Comércio)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; font-family: 'times new roman', 'new york', times, serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; vertical-align: baseline;"&gt;&lt;span style="font-family: Calibri; font-size: 13px; font-weight: bold;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-806337494873688764?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/806337494873688764/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/11/programacao-semana-de-gestao-etec.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/806337494873688764'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/806337494873688764'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/11/programacao-semana-de-gestao-etec.html' title='Programação Semana de Gestão - Etec Trajano Camargo - Limeira SP'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-y1TJwzzdMNk/TrpKPQiBbUI/AAAAAAAAA7I/kF8Dtw5ASAo/s72-c/Logo+Matheus.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-818514350821905346</id><published>2011-11-07T17:55:00.000-08:00</published><updated>2011-11-07T17:55:56.038-08:00</updated><title type='text'>Crianças, a alma do negócio</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ko97MeMENDU/TriMDxsYDsI/AAAAAAAAA7A/FfV4fQeZlcs/s1600/crianca-propaganda.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="280px" ida="true" src="http://3.bp.blogspot.com/-ko97MeMENDU/TriMDxsYDsI/AAAAAAAAA7A/FfV4fQeZlcs/s320/crianca-propaganda.jpg" width="320px" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"&gt;Hoje estamos vivendo em um mundo de modernidade que nos obriga a se atualizar em todos os sentidos. Estes sentidos seriam como Pitty cita em sua música “admirável chip” novo inspirado em um livro de Aldous Huxley de nome “Admirável Mundo Novo”. Na letra da música diz que devemos ser, usar, sentir, comprar, viver de forma atual, esquecendo de nossas raízes, nossas emoções e sentimentos mais profundos. Daí vemos que nossas crianças estão se enquadrando nesse ritmo desenfreado imposto pela mídia. &lt;br /&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Nossas crianças estão sendo vítimas dessa chamada “atualidade”. Nas propagandas diz-se a seguinte frase: “Se não usa é deixado para trás”. Crianças estão pulando sua fase de infância para a adolescência. Crianças muito novas acham ridículo brincar, se sujar, correr... No final das contas as pessoas de um modo geral estão vivendo o futuro, esquecendo-se de hoje.&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;As empresas querem sem dúvida atingir o melhor alvo, ou seja, o maior número de consumidores possível, para isso contam com grandes estratégias de marketing. Essas estratégias são desenvolvidas por conceituadas agências que ajudam a construir a imagem das marcas mais lembradas pelos brasileiros.&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Um bom exemplo é o biscoito Trakinas da Kraft Foods. A Trakinas investiu pesado em divulgação, o conceito da marca de trazer as carinhas para o biscoito é uma grande jogada de marketing, representando as próprias crianças produzindo o produto, iniciativa precursora nesse mercado. Um grande alvo, que pode parecer uma óbvia jogada de marketing de sucesso são as crianças. O chamado “ponto fraco” da família.&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="mso-bidi-font-size: 14.0pt;"&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 14pt;"&gt;&lt;span style="font-family: 'Arial','sans-serif';"&gt;&lt;b&gt;Trabalho realizado por:&lt;/b&gt;&lt;/span&gt; &lt;/span&gt;&lt;/b&gt;&lt;span style="color: red;"&gt;Cibele, Raphael Munhoz, Felipe Silvério, Wagner Rafael, Mauro Grecco.&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-818514350821905346?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/818514350821905346/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/11/criancas-alma-do-negocio.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/818514350821905346'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/818514350821905346'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/11/criancas-alma-do-negocio.html' title='Crianças, a alma do negócio'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-ko97MeMENDU/TriMDxsYDsI/AAAAAAAAA7A/FfV4fQeZlcs/s72-c/crianca-propaganda.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-186969216486990526</id><published>2011-11-03T14:29:00.000-07:00</published><updated>2011-11-03T14:29:43.228-07:00</updated><title type='text'>“CONSUMO. 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3wu4pMWXDbQ2gS8PuBtW7TYvEWZMVv/vBKDqWfEEvZtegGDeeff79r83BNfPnLvn3//q8/u+7e1D/9q7wt/OPXuyiurXrj46UtfrfzV0xjMZ0/eHbH6eV9dOugwgjZjqMM85FJ2oEqPU/Xq20/tPbOn0tiYp6lJt4voHtlFbSHdIaEZ6hJs8qwmK8uh5rr0NLuCYZZlOs1Cq5KlbUjxGRkeNdWrXl4EQIHlZIeMAsnIDhnZLiXbpT/maoehoQoSJCHYRHhLA9ujSW6zEM0NNEhKNjcyEQXHpaY4pAynkgRJotTlHFSVDCl4uvpEWMF1yG5ICyimGulE60lWzK9W/O7KlVPRp468cu8vog9uRRryx9xqv0sB7A3zZYL5Ug6QpIMK+ljSxQnBmUD6pfb4bV3YneOs4z2EA13YQz3E40PMywd+hpnPvNlBP9KbcKYv5cJUOXFezJ1s5I2KkqZ1BcPKggAkBc22BcQSRmDg9EybLWCoq18vpp88uOn15yZhc79BqcpKrWTTpMl8TYYAKkrrFBdNmWsDjoaAvWbKVDkNS8LtZnOxgH95H+7g1xNQ/aSjYdotn27STLWZxrsdHkRx/OTetz96VWFRZKkqmUi9sN9Cs9clIfIEszTbZyVq6nmINgE1cm0auryOoxYlQ2qhRx9nrMU6xOS/LDZZnoMnO2QkSEqCftzIOF4t16cjQxIaJKXYxGxEeVNWktRkTPLoGZCM6ZBT7RIaJGU4lVhTHdetYdnlNKOIqKnl2uUFHRC2MuPpz956+U+vqOV1/U7bgse54LCtX/Hg1T9/NK5o7MgXDmaQgCRtOiOmCXtwNvn6lOBiW+yuEebxCc5ZT9ROb9TutvijzdhI08Xdztjj0SvvHmWe6YrbNUg7OpV0aTL92kIFdbacsqhIXTTkA7gaOMUz1vopuzTcZF1sRadQ45hdMePUgT7v6ifuq+aRB63qGQ+00IIGfI55j83vMQa9unCTNuxTzDtFM466CVvDmLURtFlAl23BqQTtFj8kWfBpwm0ml7hgvgedvOMc6HTi4i+/+PKT2fUFOW7Ftcb0JI9C6FZRNbUpTn2mz0ZS1tK1Eo5JyTJKaXoxF1LSzCIGJCOaG6iIYrmSUWA5BZIt528q2Y+NGoaOKhJajExEwXNpGJAs0a1L9hr4iCrJrSMb6jkOhbDZRDTWs1AlC1WynSompGJZpHlN1kR1zXs717zx2Zspqcyl8e5J2BiwaIBJtygXjxTlf4jBmPD4pZqi0aToQcaJMdbpMdbprvj9XXEHR2inhumnW2OPDHOvTSTFdNKv3OFED6UQuxLiY16813563SgpoidmzwT71Fzy1XB+/HjGjfF87FgJBejzgK3Mbypb8spBlznUoptyKkC3Y96r83v05eyYDa89ASbv+L22YLMD9PqWOuB5r2EKUUwikjmXNNQkD7eoQC86aqgH3ei0qRH4TDPGOuDV+W1Sv10OxtpD7dAAou33mtpRQ2Vh+uPPPBCdRhUNOgmSPIKiKNmtveeLd09m8tIdhmS7lm1UxMgqWIiGYBExHYpkt54HKRiw4jtnVMdfnf2okdEgKdetoVrFTIecByv5iCrFY/iKcOVKVTbbKuXa5XHyMp5LQzQ3MGA5ydSQ5jPddhkuJZAefPHRc6f3terr++Xl3SUpQFW1UJUbLM0Ml2aD8vy8zetvPffsbBq3O/7QJP1Ib/wu36WNPTEHhsknJ1lXAik41ZENwk9eiXrmd7GvPkJb/Urse8/efPfpHb/CFG98Y4Z/oeXGjkHKsWDq1fnUq1PJVybTbyyUUYA6HWizgTEXeOuAr3HeURlwNfZrS5daDXNOZZe67NVfY0asojG7LOAzjtqkEw7FNKqc86j9XpW/SRloUYdaNCOamgCkAC124NJNqqqBxwR8liVIOW+SAJdxzCQdtir8LY5BpyHU3yqpyb/7PsxxwiVJL8IzVvHt4lSn5pkda7fibhS3oByznAIpiIiS6lQSzY0pDjVVVsmGFDT423x7n/S/QfbjoYah2iU8l4YFK6imRqq+nqqpFUDKz2POXS5Nz262Hkqhf3D9eHang2IR0WwSgqYy0dTIrc5+/KUVt5OpndLSngIBqMsENamgLAHk0pZyqFNCfCCb202P24rBDDJv9eEPdkVv8nNO+rnneuIO+xNudWJPk1966Nx9PyvbucZw9XjVse0pWz/NPvCNGnvaQDh15jFME+FwL+tUBymig3Cwl3J0VnhphH16Ung5cDs+WEICEgGwFwJLfkifBdDqENqw4FEueJST1roNL9wPlyQu+rQLHu2UTTyHKBZ8moUmrd+rmnbKJlDRFCoFHgNwm5YcatDmmNc1Aki1ZJEBrxk020GzDXgtAUQf9FhaZZWTbvNUB+JF9I+/+Ojh2DN1HdZ0hwzXcLu8BXpmy1evHdqeBOt4zWZ6k4EEy273e+Kq8oub7FxISUeUDFhBgxWMvzj7kQ95YEimBhasSHTrWDYp1yJNhJQpDnUypOLoGzOc+ke3ffEV9lKKz8hH1QxIxrM0liHKq7gL33z8ao+kyMeLXcqhLnGvhsiRQfIRkHJ5PvFsD+1YF/v8HcHN4w9jrDcODLKO3yHt6SHsmxJcHuNcEe35HPvc7y889Ku57IT5gtS+ZMZAFnusJHGwmD1alRBSZN38+BH+9jfMpMNe1kk4bo8rZncf9dgd/KFx1unZhIvB9ChQQgGNCaCBv1TPXVKmL9qqF1HxtL4cNGv+fD/mTl3GnKES+DQha33YIQo75SFUNgeL51zSYLMWdFgDqBp4zMBpmFTXAlgDEB3wWoBdBeyqsE2xCKkCdhVotYNWx6hZOo7qZjrdfZ2uZ99ceSTmVJahNs3YUNPuyEUNb57Ye+/GTzg+I8OtI9vlRE1tXU8Tqa6EBymZiJIFKxmwgulQ/M3l/pEiY0AysrmRZZfRDA18m1xgkZ1IY2ch+hSrkiqrxLz7QlaThWES8RAV1SrO8uml7Zavtq4+t3etOYV0hx/Tenn3IiECUA8Dyt4x7KYR5t4ezuGe5IvNSZf2PYIxxB/q5p7upB4WH/uE8sf7T96POf/Qz8t3fR0qTmtj4+aK0kayuQPZ9PEyzmQla6CIOFhO7a1lb3sKQ93wii/pSn9GtAt70B21a4xxZoJ2cpx6YpR2YpJ9firxylxmdKiQEKzkTDSmT8huL5qq5KSzZ996FJiqgLU2qCgAxkpgbwBOKXDKwrA4AEsWPErQZpxHVIteU8ChBm4TaLWHrHK/QQRQHfCYQJsDoDrQbB3XN4ZcetBiC7faZ5vsI81Qa5PlD4/9hpBKFzWbmQ1F2U5dxUDTJk78XV9/QIeUbEiV0+K498/vH+KReZCSBSs5DiXToVjOd9+v+REjg+VEYz1RV8uDFDyL9HJByn2fv59uUyUZJB+cObSHhS3ogAmqKh6iotulPEiW7ZBfoF775MMXbIUCB/VyN+HERPyBRerhKcKOQdK2DuZuQ9x6iHNMRYs4+fbvjZzzOQc+PPs05tAfMDk7PxhIJy1Ups2XpYcqsxZrcoOV6f5ygb+CHaplhero8zW4sUrCkCgBzsVdWfX4rocxtafW93Avt2CP+hOj5hOujZCOd9za14M9MsI6N554ZTjxanfS9fZM0mRd1rwk78a7j5ee3LgkzpqrSATqomBNCpDkAF0pMFUBc13YUh+GJItOVcClDni0C179ks8IvMYlt34R1S/AWoDqgdOw5NItunRLbn3Yow979CGvMdwGDzo0wz6LTlLx0IrfZNbnF8KqBEsjD1ZmtNm3sHC/+OzdTKeZJKrMgI2//vxPNxsKE5xajl1BNYmoJhFeX5faZqNaJX+PbPnO4AcX8K9ARoOkZKuIaZPSDA05zdY3ju5ce/NcukWZqBW9tGdDXE0+xyTmQQqmTUp3yJgOeaJLW9fjjLxxYv0nr1diz8LUC+2EY51xe4boh334bT72oebU80rqkfiNr715F+bDX2KOvfDL8jPrRosYofq02Ypkf1VqoCZzpjR5qS4jWJU4X84KVlJBNRnU4pcqo2fLbw1XssYb0kbL+fUXdpx7/GeH78EwXvt90VcvVax71RT5VRf2cA850hu3H47Z6yIeaeZcbE6KHyoUQPRr236NGckijWUSQBl3MgMXLmaB6iQgyQbqIqApW9JXA0vDEizzO+VzHmXQq11o0od9hrBHH3LpQ4g27NSHnfpFl2HBrVtw68IefdirW/DqF3ymGdQAurz+VoQcc/mBlfeXo6pES4PQo2VYxEXtyDZ89N1vvlzX05IC6VhGaZJTl9MBx8nKaUZRiteU3mqjWySJPuP3pwq+Q0aBf3gB/wpkJLuY6VLR7VK6WZSMaDAvPEqqL86wqhjiiic3fZ7tMhLlFQmomo0oiTYREVHetCviLHKOtoGey9+y9r3PV94T8+eXk7e9U3NiTfXJL7kbX7256vEtKzAvYDC7X360Kv68Uxg7XsGfr08dLGD2ZJOnyxMWGtKDVYkL1fxQGSNQQlgojgflcaA8CpRcDudfWyhljWfS5nKYgTzmCPem+8aB0rWvX70fc+G3mJO/xhy6G3PyAUzCmmeMcfs8/HMm8nGPIKYrg37pxQeqj26YzCB00s6N8q+BPGIwI24xnwKqBKAxDUhygbIY6KuArWEOaZxxi/1eRcinCfl0IY8u6NYHUG3IaQy59CGXfsFtWEa24NUvePWgBwGdcBDWzTgMk83o11+v2nbxYFmbKdWtTkY0KUZ5IWT+LPLom/t23W5ChE4jzdBIMzRmNFtxyqrsdgdOXc1HNX8zH/XXgbQfCTIKLOM1G8jmRoFTcypPgHnpsdsuU5Zdc6s486U9G4paHUxDI90sSmw2Yk11BFQZ67WSWmCctrHUbZSYGm3q8rh9X753F+abf8cQ//wi5ctX0g+uEcWfJW/94sT7rww1FPXmsfoySaN51EClYKk+OVjNmymmTRXg/YX42dzo2cwrgcxLS9kXQfYFkH5yQXhmITkOZNJANi0kjJ+gXxkinRomnxxjnO2nnfDE7LFc31p/4nPse/ftvBdz4717pdF7bfSrhx69h/7Z6z2Jcc7YiG7K6Q7s4WnuxRnepUDaTVBIAZW8pdqURVEWUBYuGSvm7NXTSP2cSxzwKkJedcijDbg0805tyGn8Nn9xtkxt1iYB7Xbgs04a5KC32aoV/ebJ37Hr8zLs8iSDpAAyFJj1t02GP6z+MELIyWyGmAaJENEmo7pXT+09VSBk2+Qsq4xl/+s3n3+MyJheDc2lpDtkApf2/UsRT+1aW+SzZdrUFzL4H5w6cLvZlmBXUE2NHK+WBEnwDvkts4zs0DEt8lKvqUJfe+bc7q/eevTahne8WdTZ6vTxgoTJIiEwNrZmcrY/9rveoqT+FPx8LmUhnzaVGTOedmMuN3axFAfKsBMpZ8cFJ8Y4RyY5EX5uZIh7LMA84qccWaBfGI+NXORcBckxE4Tjo/iISfqJ1ugdd8iHRwVne7mnPMSD7dzTHQkXbu99f/vvMB9hMMKdXzQnxNviTvRyrrqj980KLoES8gTruD/xYjg7brGEGqrgBmuFC5LskKZw1lQ8Y6/ww7UhpzjsUoRdqgVUE0C1C6hhATGFUXPYaQw7jYsuw6LLsOTSTetqAhYRaLIsea3TXutYt+fclRPPffS6vA0ttOmS5Q2ZGkUhZGWK6+79fFUqarzdijD0jUmw5mAaE/PhK0yLFKesSvIYftTI2K2GOHMdr0nPgGQrdn+9Nv7SbZcpzaw4l8b9+MLR2802hknEdarxlgZOs55kkwggTR5qStbUnWHeeuadpyIivkEV+VOmqhlR9vhtzkJp0lwerycJ351JO/bC/QP5DH8aPpQUNcu7NM46OcU7MSc8M8mP6KPuGGXtG6LuGiTuHCXsmSIdnCMenok/OBm9fx531I+NmMUemiVGzJCPjBL2DRH2jjMj2uO2u6M2NMVu72edHOScbScd7aKeHEyJO/H8/V/9GkP76m0343If//pMalQXbnNn7+gAACAASURBVN8U5/g48+hc4plQVtRCIT5QQpur5MzVC2dlmbO6vBlz4bytcgGuX0KlwKkKo5owogsjpjBiWoJNADEDxAwQI0BNANUBt37JJl50akCHY9RpGO1Ah/tbV3324dGr52shM6uqpMBhTjfrCtyONVGXX9q/I8tl4RglApsytxU6lZeIefvZtCYLG1Isr9T4e2Q/hr4/huJRxVrrmW51gkd338bV+wSkNLs6zaq8lJO4+uKxvCYrRVfHd2txlgZms45tl5TqJam5wshzB7/e8MEH7z9xJfKbFnFGazEz3JA6kRofSMMtZBLvcC6P5eLjVj9aFvGxn31xJv7g6M3tozFb+2+t7476aoy8BaQdm6BuGyFuGYzbPBq7Ywp7cDY2YvrmsfFrBwYubQqQ9k/id43Eb59jHOiJ3dBy46s5wdE+4o5+0u4RyoFxSsQE6egYLmIce6yPfL705K6jrzx6/o8r9j+Iifg9hvfRw6CGNs0/Mck96k8+vZBzLVQUN1tCmCqjT9bwJkTCOXXWnCE3aC5estcAWAwQOYA1ANYtQUbgMAGHBThMADYD2AhgI4B1wC4HzQbQ7wy0me4gqj6fdWlqyKAUP//ic+dio+WdzUKDgqeTc7WyHMj64OerrxVl5TTZ8JJypkGU1+bYK6Teu/GTJI/h75F9t2nDD47gn44sHhKRXYp4Y21en+vXX//paAojySRLs6uv5KesvhyZ5tIzTCKmTcpBVXSHLAuSRB7b+sHT9ybhTyOyLKQx6Z17MVVxewYLif48HCiiTjDPDpIi27AH2xiR7LUrBWseHyMeCBEOhimH5ikHRnHb+mM2DuC3jtH3jFL3DhJ392F3D2APjOGOTeCOj906PhR1cJ55sunCl30xW6cYB5uvf9l2c804Y09P/IauW98MYjeP4LYNxW4durll/NbOyejdfbGHbbiz+5749Z08Dky/hHvnwdiXfjGVcmk64dQ0PzKYcnYp7+piYXSwCDtTQpquZE7XJQQU6fOa7LChEFgrAdQAHHLgUANYAyA9gPTAYQIOE0CM3wbWArcOQDLQbOo3NSz2e0e9lnEfPNrscpp0r7z2IiGVX+Vz1Pe3M1SidLvl+u2ce1a9fdtny3AaEu2qTJ9FgGheOLbjnctH2TY52yb/rnNGdfyYkMWZ69heLdMhT/EZf/Hpm9dLMlLsKp5eFFNf8NjONakuvQBSCuyKFIc6C9F/eXDd+vcf7Zcm9TRwmoriB2qI3K3PxLyBAaVxw9SDftbx7hvbOm/u7KVEttOPp2x6mbX6oe74HdPU/ZOUA73xu+7gDw3QTrXhI6Eb+/zZpF7O1XbquWbCiWH+5UnhtQ784QHGqQ78kSHW2UHm6Q7cvjvEvVPco2P0PW03vhrEbRzGrh/DrhvHrZ/ArZ/Eb5jBbx4l7BkRRp9YcZfqyiE37bLs7Lbzj2LGk66Ock6N0g/PJ0SGkk7OCk740y+CUiKoYvkrWGFZelCZtaDOC+uKl4xVwFIPbBIAyQGqA6gOOA2LqH4R1S+gmgVUE0bVAFEBVLvk0i24TCGvNeC1B7z2OZ8djHbUF6f95r6f1ZvlWXpJokFF12vz2pvfOLJ7Jzm6sMnON0l4Vhnfocxottz96ZtnbifebrYl2ORCRJOAqlmoMkpdTnUq/tnIGLCCYpOwUBUNktEgGQtVUWwSBvy3UxH/5Vn+c8vBEO1ihlPJcShSPIbffP7u5YKUJIs8wSxNcxse3/uNAFGTVdVpDo3QKI0rynz+7aedJcyerOiO1Et24p5gWVz9oT/GPoGZ40WOEfZMEPb3RG1vj9njjTnQyjiXs3fV5ZfubmccGeAda2cchfEHnczzbRlEVypZx7wV9fnba/9w1zcP/HzLw3dt+j3m1Eu/jf3wccKqJ9I3vV269+PK/atKtr8pOviB98amQcreQcK2EfzmUfzGcdz6Cdw3E7hvpnBrp3BrR/BbR3iXSW8+kr/t427+LeutY0fuxQzzrw4yTgxTD82yjwR5EXPcw/PCsyA/BpRQAyW0sCglKE0PKXLC6nygLwfmGmATAUgKEBVANQDVhp3asFMbdKkDLnXQpV7+5ZLTsOgyLTptYbc17LaGvOZBiwgM+yL2rlmz+RORy5RiUCY7EQEMCQ0KzDMPFzbZkyEVyyhiWSQCSHmtIuue1W9mOLQZiC7LbaQbG9mIkuPT4e2iHwUyhktFcUg5DoXQpXt825dHhXShXZlgk7NN4rcuHLpSk8O1y9MQbZJBgivN+dPqtzrzeND53cOMy/NJt3riDtuPfxlzH2aCEDEcdyjIvtR8bY87+tBAcnxXGi7t0Jdn336wMzdWRTqgoEfWMk5G7//06/eeePf1Fc8+c9/ps4fy81O0ygZFXWlxInPvx+8+fxdm/+tPXn5nxY3X7r364i9xb/62dNdbLfi9I8yIXuz2cfKuCeKOScLWSdymyfgNk7HrJ2LWDcZsGWCcLdm5OvaVBwZT8K3MaycexCBRewcZpwbJByZo+2cY+yfpB6b5J4KZ1xbzCf4iynwtf64x2S/JCCpyl7SlwFQNrI0AkgKHYglWLMKqBad6wakOupQBtzLoUi46NQDVLqL67yNb8JinENV0s2GsC3rg4V/EcElVbigdsgut5iKv4xAL/9S2NUVdKN3YmOIzZjRbCrvQFw5s2kmPTXNoUhxqurGRZpPwmg0E2/9YZN8PhuXR0BA50yblO5SfXj/5+c0zWW4jzyJNRrVHsjmvnd3HskgSrfI0u5pSU/TsyytN9NiWW+daYk63xp5yXNijOPhV4ruPTfCjPLcOu+KOuqgX1fEnrn/64s5X/7D9zRVP34X59Km7Nvzx/tdXYJ55DLNhy59O34yg5bK0nVCFRWrqdBaLK3Yd2PbeGy8c3rAml4xvqS3sKuRMVnL8FezRnPih1GtTGdcD6VcCSWfHqQemyLunibsmsdunYreMR28cj9oweHNbNyESijp0/A+YTu6NLl4U7+Nnkj97ZoRzro+0b4i0Z5S4a4S0e4wVMZt8IZATO1tAmqlkT9bwZhuE89LMkDI/rC8D5rola8OSTRyGZAsOWQiWh1BF0KUMuVUht2rRqVl0ahdRfdhpXHDZFlyWBZcl7DGCVss4qprphkQ1ub955Dc5svosgzYHsnLktflu88PrPzmVJ0h261N8Roqhnm5sTDBLf7nqDbamPhXWsCwSPqpmulR0p/JHgYzuVrE9GqqpkW2VnszhP7Nn3e1mG9PQKHTpuA7FV6SrfERF09QmmWRcRe36/Vtitn+NcOK7s7lWelR/Af/0qw8k7FjlTsdpuddqyGf2vP/Ei/diNn3+CpN+hc6Kev71hwrLkoqq0hp1VUq3qg6RVqNySZtR3mmJSoxftfXjp176w6mjG2wNOQP66paKNG8eqykTO1BImS5jTheTJ3PipjKippIuTHAix6mHJsn7pwn7JrE7p2J2jt/cNn5j6+DN7e2xB+6wLl187Gf6K/vaGFfM1/aduBfTSz3eRzzQh9sxEL91EL9jmH5oIuH0bMZNfyFxupwxXsWaquXPNCb7pVkBVX5IWxY0VC2Y60LWxpBNFIQlQUQadMlDbkXYpQijyjCqWUYWcloXXJZFp2XRZQDtdr9LPYTI5wZ9dGb8H559VNHkytYqC2FToddKVVTFy8oKel0JTk2SR5+AqnOarU/tWruDEVvc7WSYRBltNkGTge3R/LMb+P8KZCRYyvHpyOZGlkXC1Dc8sO5jIaxmGhqxyopEty7ZZxR69DRtHVvXkOXQlhhEt65GrHn90ePr/pQSdyr26PrPXrovi3ExcsdHH7zxh5df+s2Bo2sbjeX6NmMtLMvVVj3x6RuNXlORSdzgMUqarUVmUbGhhphBeeuLV99Z9WxxPr1JX9IszRxVZPeU0vvySUCXB6Sp0+WMoaz4idw4UEYFZeQZ4fnu+J2j5APjxL2TuD2T2N2TsbsnYnZNRO8cvLW79dbeQe5l/qqnsta92UI5N5QUE/lbjOHUmkHK4V7s9p6YTQO47UO0g6PcE7NpUaFi4nQ5baKKOVXDma5LmGlMnZNkzsjyZhQFIWN10FgTsNYF7Q1BWBRySsJu2aJHvoQqlxB1GNGFncYwag6j5iWnaclpAG4daDUPGOum2izTg20bt3y99eDeBoc1QyMp8tmSbIqcdoikryOZGgRePQ9WcswSrLjknk/fSncblisZ26n6H4yMASu+CwZvFzFcKppNwrbLMr2mx7Z+EddYxLXL6RYxA5IJvHq8plqAqBNscq6mIQ+S17hkwuqkbWe2PP3B45j7ME9/8NirX76488qO47Qzt23V1R36DEjE1lamo5rCTuTxbV8KtOKqZrjQqr6tqOVl8d//4JU3nr0/l3alpSG9pyphsiZhsZ4/lRcDyrBAlRC+HQUq6YsVjKVS2mIBPpQV7RdemOGdnGUfHcHtGsXuGMfuGMfumIjfNRG/ayJuzwh2b0fs3m7KSemxr6Of/VUH41I/73ri6pWJf3pwhH60F7uz+9bmfvzOYerBEc7x2bTri2UUfyVluoY+XcOcruVO1yVO1gkn69PG6zNC+vKgoSpoqg5Z68KOxkW0EbjEwC1bRGRLqDKMahZQwzKyRdQInLolWBGG5Qse9SSqGmux9bU7Vzz2YEJuWjVqTrUoKnu9TLOYDckzuh1UuyStxZLqNea12l86tGUbMzYJVtPNIrK5kev+cSDDWhsosIwFK/iIKq/V/sLhLSdy+ElOLdXUmODTx6grqHZJWrOZY5Yw1LUpkExor2fri+r6rLup5z8+s8k425TnFBe3a4q6zXxURLbUJrWY+G6dwGMp6m17ZMvXN4sy61vgOki/fvfGFQ/8inj+yLCufrAmc64yBUiywrfJSznxoJgACmNBOQEUx4MyKiggLuXEgqzopfRrAf6pCfL+Yez24fgtw/FbxuK3juK2jWJ3jOF2juP3jBL2dcXvbY3b74s9GPlbTB/3mjv+mOHClrP3Y0ZZJ+7gdnXFbB4g7BqhHRpjH59Nuw7KqaEqqr+G5q9hzFYzp6rYk1X8iarEkaqkkLo4pC8NG8sXLJVL9hqA1ANXI3CLACwGsGy5mC2ixkXUCFA9QLRBsyhsF4MWw7xTNWhXLo500uKvv7/6PWWbO0ndmOHQZvrMDKskwadnwPKkJmN6kzm2sSjVqfvFp28KEY3AqWEjSo5L/aNAhreL6E4l16lmWMRCRMM2iu754l2BU0O3S2mQdHnbTpZdxrXLE2zyRKs0BVUm2UXJVtH7x7duiD5e5NWmWBpTYCkHkrJgRYy2muUypLQgVK08v8m76eaNc9R4PJfw+h+f+/jtFxS5ScPKmoGStJnS1KWSJFCUAAq4IJ8NirighAdKuKCQAbJxIOUGEF4BaVenSPsncDsXORETuG3Dt9YNxawdjPtmCLt+CL9pmLB5iLhtiLSrM3Z7D/7QpODKjScwtuv7fPgT7ZRTMU9jCtc8NcE62hG9sfPWplH64aabmwIZ10ENY6mKEqwmB6up81X0uSr2TCV7qpI/USWYaUyblmTNyXPnNQULhpJFawVwVAO4BjhFAJEChyIMKcIOzRKiA04dcOuBQwYQWdBSB5oMc27dEKwND3c98cSDiWW3q5vgXFifhmhTm0zxmioOqhJ6DQKnRohohLBaCKuTYDUfUXFQFdup4rg0bKea7VSzUBUTUS63yvdb67uBAKpdSrVL/9k4/quy/JyXjzF4u4iKyJkOOR9R8W1yrkX6Wdx5rkPBgP66QT/TIedA8gS7IsmmSIe1Qos0x656a//m3dhrRaghzapMhTVZHY44YwPbZ+b6bASdLNFuqenoPhgT8+TzT7772tOsW+dmvMbO+tvDNZnB2gx/PgvUpoKaFFDADAnjF5KxIJcBchj+hFuDsYdniRFBeuTorZ3zlAN+8t4AeU/nxdWjsetG478Zwn0zhF83SNw4SN7UT940QNnefmtLR+zuXkok570HEz99ppNxvp971X516/WHMb4b63ux20co+zpjt80mnplMPD+ddiVcgg2WYoOl+GAZKVBO81ew5ip501UJ0zVJ07XJM41pfmnWvDI3pMtfNBYtmUqAowbY6oCtYdEqWbDLFyEVQDXAqQEeLYClABLPmeuWmk0LrY7pFkTIprz9xeo6N5Sml6ZDmjS3QejRp7VYcrrgRFQjRDTJiCYJVgsQdQKq/n9B9n1n/xOQESAxCZJQbOJEt45pFgsgJV5ZybBKlreFoqByCipnwHKOQ8GDFEKrIteuzdRKK+zGV9d+cY5OLjbrciyaNEif4Dam3nHjYVVil4sNG4SQOdtm5RUU3vdLTFr81QGjaFhV3lbCac6IC9Zx/UU4UE1eyr3hF5yZZR2fop8YIxwdxR2bJJ4YxR4Zjt0/HLt3Artvnnp4Er9r8Oa6adLWScLmceLGMdL6UfL6QfKGfsqGPsqGPsqWXuzWPuzuO4TDpnMbLzyM6edf8+EiJ5Ovl6x//ubDmBlOZE/c1j7CnjH2sUD6lUHuSX/2tdnc6/7b0fMFcYFiYqicFqxgB6q4U6WciXL+VHXiTF3ynDh9Xp4RVGaFVTnAXAKMpcBQsWisWTCLFqyyJUgOEPmSrRGgUtCkAS7lok8/4VAN2NTtiPmtj97jlxbK2701bc4sp0EAKZO9Bq5DkeTUJqPaZEQjRDQCRM1H1VynmuNSc1yaZWfLyP4/nf3gev5PkFFQOc7SQLI0suwylkUiQNTpLRaaTUJD5BRUTnLKqU4FHVWwESUPVgrtyhybNkMjrUXtT37wXnxKcoFOk2czpCPGBK8p1ibmdTtYzaa0FnuKTV/jcX25ZdPbTzwSdts76m5789n9Fdypapq/AgeUTFByNZQZOcc/OMvaO0bY0Ru9eeDW9gni4ebrOwfJJ+5gD/fF73ef+9rPPTFO3jOI3TzN2D1F3zFJ2z5G2zJM3TJA2dxH2dRP3jJK2TVGOdiN3TeRcPn8A5h22llH1N4u6snJhAs3H8bkffrgFPfoAGnfOCeyh3xgWnh+QnhmMvnsTNolf9aNwO34UDFxoYwRquTMFDNnSlgz5by5ar6/TjjfKAyKUxZkKUCdBVRZQHU7pC6e11WGTPULNtEiJAFOGXDJ503VoEU3ZRMPGBvAUMfsnTYag/rp5k2FGnmWTpYNaQUWWV4blNVqS3HqklFtCqpNRrWJqCbBqeG5NN9H9p909oPr+T9BxvCocZYGslWE11TzIEUiqln+rKSjCqpTQXYpKG4l3alkoUoeokp0qJIhdZJeWuF1/PsbL9GKb+cYlNkOfarXFKOvEfTBsQ4Ry6PJa4MqfLZT+Ji77v75U//2s4/u/dXelx+TkS6G1VnTFURQhw3knxrhbhllrx+mrB3AfzFEWDtC2TJI2NoWt7WHc66Zca6ddWEw8Yojekczbs900pkxzpEZ/tFZ3qFpzoEJ5t5x+s5hyrZB0pZBwtYxwo4J8v6m65uGWWfin/+lLHLtHdaFZtyRbvKR5uitp3+BsZz8qAe7czbxjDd6yyjv5Ajn6BgvclJwajbl4nzmzVBefLiQHC5hBouZ86Ws+XJuoIobqBEE6wULjUmLoiQgEoDGxEVxalCS5VcWzesqQ6bakLUeoNIFe+24uhj4VH5UOWQVz/jsHZCxt6vznVWrcQI+MjZY04qmWJWpsCbDa0p16paTjGqTnFqBS8t1a9geDdet/X4x+3tn31H7742M7JBS7ZJ4ZUUCrEpENVhlBdMhpzuVFLeS7FaS3Uq6W8V0qXiIio+qOQ4l164oaIYwL61kN1RkmVTpkDaj2UJD5NwWHa9Fk9VmKvXo6dmCX//7LzLYjI+fWFFBiM29fPwdDCb6/Ufny8mB/Oud5C3Tgv2+m59YLrznw63r5h5s5RxpEZzszrnl4F8zMS+aGOcbru0oPvqZ4Otnh5Ivz2ZemU097086NZtwfIZzZJJ+YJy8a4SwfQS3rffmunHi7u6Y7b3EI/nfvMb94PHRpChn9F5X1Lb2uJ3uy1/vx2CQ81/AF78KZV5ridsxTD80yjw0wTk2nXBqLvlyID06kI0N5BIXCunBYmawlBUoYwcrucFqbqiGF67lghoGqGIsVPPm65NnJLkzqhK/vmLeVD1vrpy3VAGfch5uXGo1jaOaDp040Nc5OTCo0Rr/sHLlE++/fYQYKx/uTLLIkxFNmku/nBSnTujSCVxankfL8Wq5bu3fOFtG9r8raf9d8h+QkREZy6NhwHKqqZEHK5OcWqK2hmaTLCOjeFQUj4ruVjHd3/YhiIic7lZntNgwL67gyGtybJoUq/J2syWtWc9DxEKoUdoN87MSn3zwvipuQgBBP3visTJS3ISqwZlM3fZrTN3hL0a5F+4QDvdSjnrxBzyMM56UmFrSmSs7Pv7irSc+fuWh9x7GHF39zCe/x3z4a8y11U9mH/l0SZwYKCXOZEXNp10OJJ3zc0/M0COmSAfHcHvH4nb2R60bw+0cpRzqJx+Fruy8/uTPuxkXrJe3eqJ3DDOOdsfvaNjy3IV/xzTf3ARf/HqUdXSYtn+EfmCcGTHJPT4jOD8rvOJPvTmbHhPIJc/nkefzKf4Cqr+INldCnyuhB0opS2XEpTJioJw2V82fakifludPa8tmjZVhR33IXguaVEP60nmfNtBuX+xrnmz35SYlv/3me19u2FSqkN3/9qsvbVsrGmrPcOozXYZMlyHNpU916ZPcugSPju/VcX26ZWTLzv6mmH3f2Q+O5v8XMry1MaHVtLwXBssuS3TreIiKZGmkO5VUj2o5DI+a6VZzXGq2W4t3SJkefVqTDfP8Y1xlfTasE1oVt9ssyaiEbyw3DDrpKcQV92NKWfju6pLBxoobW77inNrfWZbZmkpHsOci7sYMUS52Yk824896OTfzz+/d+Npjr668d8+hLUlF6WJjgxuqE9+mfPgYJif6QMBUMlojGCumBsppc7mx81k3AikX5hNO+OmHZkm7ZuK3TcVtmsRtGojZMIjf1Y3d10c5ceMxTDfldFPMgS7CkVHG8UHygSnmMeX+d288gFEf/niEfbqPcaiXdWiQHTHKjZzin54RnPcnXg4Iry6k3Qqm3ZrPjJnLjp3JjZ3Oi5ssiJ/Oj1ssxoaLcMESkr+CNVebNCfJnFflz+tLgqbyCW3BmKFsBhUH280jbv2Qz7Lmw7dWvfmuqFYSBmA0tDAGwIcHdv353LGyFiQbNWY5DZkuQ6pLn+zWJ7p1fK+O79XxPLr/DLL/ds7+YyWzS8l2KQWS0f8ygMZElHREyXSqGa6/hulUM51qtlPNRQ0sq6qgyYV55cUCtyPbaRG6dAJUmutTSHr052MiXn7m7qqEa8Oa3J56Xp8oCbtv9bV1b3UVsfoziJ3Ec7jH7265HtEUc6aZjT359nNP/hyTnEhWoyrHRJt+vEnba5Pq8x7/PSaLenJAW+DJJgca0oAkI1hCm8+PHeRHjvEPTfJ2jWK/nCN8Achr56JXTeA/7775yShp6zBxzzjjBP/135qPfdUVc3CEehI9v34Ad3iUHDlKPW05to701D2stx5CaYfb0s70pJxtZxzqYxwKCs8Dwbk58uEg/dg845ifFTnFOz6WeGoo5XRf+pm+9HPz+bGB7LhAPm6ugBAspc+VM0dLaSFlRlB7u6OKD9pUk07x4qCr161/4YnfZaclggUAFsFcAPgB6PUHesPhV9auSWisvW035qGmJJM8y2tJceozWmxsSJHcYuG5tDyXluvULIeDqpfz3TEb+V+Pn/2T8g9tK/mfnN3HLAtb3hGEBn/7LyOXkf192E41HzHwLOpCN4p57cVClyPHaUl1a1MRSalXtmrb+6vfecRewu4tZ87Vc8YrCSMVpEb84QMv/mq0hKO+uns04Sb3vScYHzw7WZZ+5qM33nzkdxaLSus2Wwab822SujYrNpv224cwadyLbZp8awZhQZI7V8AChcz5tOhO4r4JQeQAfWc/cd0sY9NY9MfDF94GpLVh7o6umC8G8Fv74neGBFfKv3wR+zBmin6uH3vkTuz+3rh9A7iDIeGNBeEt5Mz2kk3vHH0SQ1yzQnRlbSvr2DD/5CgzYpSwbyxuZ5B2JEA/5GdGzHCOjgsih4UnB1JPD6SenUq+spAVO5N6A5TTQCVjPCsmWM1dUmTOyDMntAVzLmmwy+rU1r7x/EN6dQMAoYXgElgES0tgZh7MLoJZAPIl0gfe+qOuv6fAYcy0aXh6cTKsFSCaZI8xo83+DyH7Fzj7pyD7/t5G3yFjoKr/JTKmU81zaXmQMtdl/rc/vlDitBbAuhxYUWAXrT2ybvWq58x57P489ggvBqRgB7ER/qTrHaxr++7FuKiXmljXENrFgyt/UYE7vf/zN15/5bEqRXUdpK93QVV2E3Sni5+Xcc+9d5dksTp1FR01GXfyOIFcNshnzVLPzJGOLnFODMVt7or6eiB+0xhp5yRp1xRu11j89r747b3EvZ6rW7rjI0Zpl9DzO0lP/nKSebHlxo47uN138DuGqHu6sVvabm0coR3uIh30UI8lbXj1xArMpacw2euet1xcd4d8eJp3epRxbJQZMcaMHOEcH+GeGk44M5R4flRwdoZ3OpR4bpQWOcg4AcoZixWsgRwCMJR0VgiDiHzo/+HurqPiTLNF4TN9znRPy7ROT8ukk046rjgEQoSEeCCeEFeiSIyE4O7uEFwSPLgUUEBVAeXylru7UILLe/+ohE73TM+dPnfu991z1tprZYUV6p/6Ze/97ud5nwfTmxP5ZOOyvyL6u4wGzezsNDgPgnMguABOz4BT86BqfHIcBDe77jrhfRetlhSP9pcREUUAIhPbX8AYzSLDMkhD5kgnDppjEZnZmRnZ/2fJ7P8iMrMwM7IEIvQ3kQHQNMpQOqGviDD4ke3aBmC4BgutxvY0oju/WvZha3kKPjeGHfN0OjEIzAibDr6p9L8sDPcLrupAAQAAIABJREFUXvNtr/cFVMyD3hgfh68tNi7/2GbnxlYyrFNE7VEIWli0UaHoVUvbmuWr6vPy+fBuBbSJVZqmK08DyxLUz6+AKb5jj4+qHh/Wh50WBx/nBJ4Ux9zgRd3iRtxRZzyfrogjh92QpAWyox+SA+8JY5+csbBgBV+XJ3hxQ49xg/er4jyEwW6cZzsNCSd0CReoAWcFCT6G/EBh/J2m07Yxm/+U5fR1z9Wtkvgr0oSrsoSrisSbyqTbmqQ72uT7Y0m3wVy/meQbCzm+s/n+YF0i2FGoqclQt5ZOInsqI57ZLfnazd6KSwbmpqb1euPE5DS4AM5OzJidTU3NGIzjsyA4hMP8dd2qoq7WFgDTQMPmjPZmYvpyqYgkDCQT+MfO3k1s7841/rsiM//rXwlLAgb/QZAH0mnQbKC3ENP9hdP6ZgBRh+6twXS1Yjqcd65/EfMAkx4uTgwWP/ZS+l5eCPcW+ZzTxgff/evHXb5XuFVZXrstl33znvsNjz4ltVHNKRYz86jEV3Q6VijbsHbLlq+X7lu6wu3br+JP7JOWZcxWZ7AfnwczHi9EXBkPODEfe5n35Igw5qoky58Y/wifHNoXHpB4dP/ppZ95bVx64M/vRe1xxidEstLjAjf+0OPlzo25xg47pkk+oY7ZLwtxmUo8OBW3XxWw2xh9TfDkPMPvhDTi2njWA236bZL/ke4rtvy4c6K487LYi4q4S5rYq/qYa6aYmxMxV8eCThgiT8tDziwUPZekPZIXxYAoSEuE/yoLi6P2doj2DnAWBOdAlXJMZ5heAMGZ6UlwYRZcmAVnJsG5aXB+XqWUL4BgRX2N7Z5dfXRi6TAkG9aVjx/MAWDpxIEsEswcmcShTOLPzhZrqBnZorP/lsgWhS0iMyetf4gsBRjIpg4UkHsLhtu/276phTxci+l9ie16TegOTny8zepvsOxoVMQjSsBdfuAdSfhdboS3LC8x7+ShM8u+tPrIYteW5RttV40q2RmovmIJp0wty6FSuiXSgpr67z/9HJKVC02Kbwt5HOlmf+g9i0HvU2BxuCbi2kTcdb6/hyD0HDfuJpDiW3Dt0IGln1p9/uFZZ5dnV64QupthdWW45obnZ07t+fab18EBlbcv+m74KzfDjxN/fizjgjbuoDzIeSzURR/gNB12YCbs/HzUrZnI6+qgM6KnR8XBx2XRp+Vxp8VRxyWRx+VRJ9SRp/XhnuPh56bCLk5FXDBGeaojzoL1sby4u7LCSENr+RM3Z9sv/ixCosBpEJwFjWPTBsPM9Jw5eYFGgxacmwAXpsBJEzg3A87NLJiM4PQ0CIKHz5xILC2sx8Ib6Lh6PpBHQSwKy37HWQZhMJ04mEH6uVd7d3723xKZ+Q/zQ6X5f4x5iWNxfvNupAGD+eSBUmAgb7B16U7rFmC0GtNXjoe8ovS3UnqvP/J0c1pZEnq3Py0AkxPSGHy54sn5AI8ddl994Ljki/K0GJmYtdZuc3ZXS4tYUM7l1splrTJJG5l48+6NU7sclf3Nxp4aVWM+OFRDS3/qamFRenQLJeKKMMMXHXGZXxbWHnXjwKo/u1n+0NtWw2BSBkbRupk5Ao8u0EpIdDKNSq4rKtq3aePqP1j4uGzEpz6iJFynBHsoY47PppyeiDgwHbxvNviQ3m//pL/H9PNj48/dJ4LdpyKOGsIOK5+5qoP3akL2jYUcNIQcMoW4T4Ycmw0+ORF21pDqpc7yG/E/O9NWMJISvPXP/xlw7gw4Pgma5hZmwakpcA4EJ6bBORCcmgXnF8CpSQM4ZwRnDeCUEZybmlGrwNlZcGZWr9F2Qnr2nj7RTsI20vDVdGwhZSQdP5ADwHMAeC4Rlk2CZRGH3jh7W0DNzszIEojQ+P++yBYnF/9bZBmkoUIyopKEyO/vWO669TUZVY4bLCRBS5lD+bi2dtZQaln8gUN2Ljbf73Vetnv7Uo9Dmx/5XYwIeXT4wE6JlD+IQrh4eKQ3NTdSmK/o7BoqoxaHYWskPy35pCraR96SM9WZq29K5r8IEJWFdD07deZbC3F9YlfsrfS7R866rNi28euYMD+2kAqI2UMsOkIkaiTgERpJJ5uMEHIJYgmJyWFSacH3bv3NwuLsuq/bn18gxFzlJlwShp9kPXQzRnnKHx/SPXM3PvcwPj9ieHZA/3SvMWDveOD+8cD9hoA9huduxsADhqCDhpAjhtCjxrATqqjz8rwnwrJIZmmc386Nrku+gJQXg9NzYp7UOAEqdLP6aVA7CU6D4OQcODU3vwDOL4BTIDgBglOzJi04NwPOToMz83MG48L0PJnO2LhtW2F7S/zruvDW2kIyOhMPyyMN55HguUSYObKIQ2+oAbD/OciS8P3JBKg53n1+Nof5ATudDMugwDOpiBwyooyKeUXBPXtRsHzPzh4BuxJAZgPwYhGhTIJ7JUS1cUf7WYghJhzGGuznDfTx4FAuros0ssx20wiTShSJnsQl7bvkNSJUtZMZMB6/H49EoSHfWlgwGuK0jWHjdc9VxX7jtWH0XG9Uhvf2rywObvz8gMPyK+f35xYmD+LgPJOGMqaC8pi9fPaAQjSgEndKuQiDalin6qYzAbkGx+Bo1ZoD2+y9Du/Ys/RDzzWf5Jx3pqT5CrKfCNMfk0MuskJOsQPd+YEe8uBj+rCTE6Enx58fNfofnA87qXm8T+F/cDb1qjj4qCjiFD3QQ5B5fyjJL/3e2dXvW/idddcLOTMTk1OzoFg7KdLPCQxzAsOMamphHATHZycnp00L4Mz4jHEOnAHB2bnZyWmjEZyZASdmVVKlTmuaBsHY/CKLP324/thRC6tNwW1NL+iEDBS0goXLJ8KreMRMLDSfOpKK6Ysf6cqmILLI8AwKPA14M6c1t8tJb+Pd54B/45rm/wvIRkqohJcUkl9O7uqDB7sF/HIAm0lBFoqBHB7mBRtdzRhtpI200IabGIg6DvwVd+QVHdPOZyx32/VqGA6lsap7Bje7HRmg8fooDCgeJ5RzD+9cf2v3cm17HAiNm632nin346degUd69iXfsfqLRfCD82I5kybnY6SiYamkj8fvZLG6+ZxBuQgq43bwqRApG66TI9SqHjYXK9WgWCKeXHP95o3O169Y6N6i2If71n1h85mF317L1+G+/QmPidkPWHk+vGwfbpIXK9iT9fiE4PEJxbOzU7G3pAFnlTFeKD93ZsItft5DRPTlUPdNW/7yB89DO3ub62YnTTyReBIE6Qo91zAvmAS54/NKEFQvgCKdRj2hnQOnZsHpKXB+EgQnwIVZEJwDQaXGoFQaZkGwB4ZZ57hjs9uhyyGR0fXN1zKyPt61q4CEb5Hxkobay2ioQmA4bRSSDyDyAUQmYTCHjMimIDIo8HQyLAUYTHyL7N1Vgf+ZyLIpI4U0fDWdcj0x2fLEqW6BoBzA55IxhQJqDhP7go6pBjANJHQzCd1Exryio6oY2FIA1yEWrjt2NL6uvhOgEpXa76wd6uCjKB4fQcZCB15/+58W+LJgafkjdeb5+aLrstgzYy/8yJnedSGXf/jQYmS0B82mjoikON0EVKzpZomhfAlSIUcrxSMSFkxAGRYzkVIBRioZ5goxfAWKLSUJ5Nml5Vfu3QJYBK6EIpZRW1rLbl4/uWXDsi2rvz7msvLWwY1xV/bWBVwZTXjEzAgSpYWIk4OUmRHoZ17IMF9mYTwk7lHiTfd1H1vst1+BRfbzxHy5fmxsdp4klisXQKZhjjI2zZ8FBXMgRaPn6MdMIKiZGmOKWUKNRDo1JZqYE0/OCwzTihnQAILdI6R9Z699tdrWOzo9ua4juQUSUtMS09l/v7hqxdlz2aODhXhYGQVZQIBlYaC5RFgRDVlAG30XWSp5KOmts3++jfZ/CLJ8CvYli3YyKMjlyrUeAb8aIBRQcUU8ygsWqYxJrKMQmwFSOwC0Usj1DHINm1ZJpbTw+bYXLjzMyh7i88lj+s0HD8WWlbZhkSQh/fGT68dcVkq7spQVT9VpF/XJ5+VJ1xFPT+Cz/G/tXveRhUVOaTZGIuzniVto/G6WbFisI6qNZLWWIBVhRAysiIYT07ECOkEoxPLFaK4EzZGNMAVwGmvtdmeMiEWQswYZ6BEeUTI/RtVIkExCekFscNCtyydd99us2LX8S7e/feb+3Rcnvv/qxPdf5V0998L7Zm10sIfDpm2bf+pqqTaOK3XTUyYQFI1P01V65QJIUhnYkyB3GpSAIN00JZkH5fMLDLVSNmkygvMsrZo3BfJmQdYkSFBPZbf2r9936j9+3Gx36kZkZXtqGzymoT+wqj1zkBD2uj++B2l/29fF5263il9MQFQxsKVUZB4Blg8gcsmIPMqwuWKaFzeTgEHz+t4isl8ls/+nkaXg+lPxUHOkEQbMsTitMT/jZAKwLDI8m4LIISMKAFQth+p2/85hH+8+HvcVCVdGxZWyScVMQiWD2EAmtpHMyKj1DGoti/6KSm3n8o89eXLueQBWKR9iM/yS44/73mWYNCMswinPg+EPLyJehMEir0jT71ICT48GXobH+IYed/HycPE4sj2rMp89aehkMOES5YhYjRIoMDwpXiAiiASjLAoUGCWJ6Tg+mSTkEUUiDE+CFchhNC53atr57Mmi3jaEhE4ySfFGCUorhoo5jBkjZ1wumVQoxhUyJY/HItGwcMbwABs+0FNeHPPAZ/OS77/64IOw589FErF+cnICBKXjUxSZSg2CLK1JPguKJhf4plnRDEhW6ZUgKJkHuRMz0gWQrZ8A5Co5CFYhyGeCUpe4nvrD+m0W652tLj3wftEY1NAf/Br2vGEgeQDIgtNToUAiBO9d1Pq8tuurPbvShjqraJgaDrGCgSkgIfIBRCqmL48ynEMdzqYg0qnwd5H9b7dr/09Alk+EN3HJWy+cvhDo389l1AHoSjqmnI0rpCPLqJgaEqaRgG8iEurJQBUdqKSTK8jEbpEgqLho+/kzWKmwC49sx6E27NneTyMKJzQB4f426/+GqsmBJT8ZDblueJWKSQ9/sM/Zc4e1Qki6cOtMQHokUsHFaRUYpRwvU+AEEixbgOPwsXwugk3tISNxUipaBBBkHLxEiJXIsBIFnCPgzk7fiAwOKc5kzmmRKg6EB8BknAERZ1gq6GeT4VwAyafihDSSkE4VMJgCBlvAlMiE+YV5Ttuc8QB5egHEURkHjnvuOHwcSedo50GuxkASSAVj48rpBZFhUjo1x1IbxZPz0hmQoplkT4IqEBziKj18wiyWO68//eDgswzPxMr75T13K3u8KrqetqP825DhUPLT5pGwLnx4Oza8FRPXQSjGsHf5eltePtXEJVdS0cWk4WLySAkNlYqE5FNHFpGlUWDJ5KFE8mDCL7dr/98omv//I8slwwvxQ21cktXR/XejQwa45AZguJqBKmGjitjoYha6mo6tpRFqGcRqFlDMJxfzqZUMoFPAKUdAN+7biWRTB4hokpD3k711CwKGoJCQZMKRg7vP7XVOuHnq5cMrvk7rL2y1iX/6iM8GFCbp9cB7QUUJWAO/n09ASZloPoMo4NJkUkAmRQp5cLFgWC2AKSlwNQml48DlbKxGjlIqRiQSvFZR2t/heuk4oOHDuPgRHomqEbH1akAuoutkRDkXLaRjJXSiikvW8YlqDlZCo2kE247uG6WRVJPjAIvz46p1L2tbk9MLvv9pbX17j3TMYJwHJ0GQLZbylWrd1Pw4CKpnQb4JpGnnCjqRtidu/XnTHstTfseDi9xDS88k1Z9ObTiYUHW2sP3269FrDfBbLUifNmwB2xQD5yQMcWI6KdEt+BQI7vmrVxabfqogjRbh4UVERAlltISGysINmJHlUIffRZZIHvz77dr/o5DlkBH5ALwIC+3gAhsOunonRkJ55AZg+CUTXcZGVYoIVUJSnYDcIKA08Gm1YnqlnFElY9QLGE1MoJ1OXL3LCc4gjdBJaBZ94w6XOmgfgkGjycQ0PquoIDMp1D/oxtnqtGgeBZArZXg2haWXXAr2vhzuh9GxEFKKYFqFFVBH6ASSREBVK1Ay0YhSSpjSDapoMA0FbeANSZk4vRKjlmFU0iEeUzhvWmK/gSBnUdU8plaE51NJIg5ZwkPzGTg5B9AISVo+VsFCiMlDAuKQgMgalzeN9PiEB+oWZuMzsw56nDBNLkzPgZev3XkWHD45B/JkSqnGOAmCmqkFlsKQVf3a80Hw9w77LJZZf2x70Pqyv0dw7rGI0n3BJYdja/bHvnKLfXk4s/lUGeRCDexaE9KrFfuwlxI0xEpASUK7gJhu6gu0LLxxMKmn5xNnm+TetiI8vJQ8WkweKSAhCsjDedSRXNpIFm04k4owIzMvuiy2y+ahhnlDQxy+L/7tzd2LV3Aunob8u4Qt3nIX//Y2z8Vj1cyq3r3W81/8WIu/b/YXF2szSEOZxKFsAJ5DRuRShvOpIy/II8WYwU4e1e7iyVupMe08ShUw+pKBLaejqrj4Kg7hFZtQwyHWckl1PKCWD9Tzya851A4utY/P3HhkbxsRMyxgEpXSHWdPxleWYOWCfgZpiA1QNSKyksvSiYbpmCEqlijloYVMik58Pfjh5QAf1rgSJ+cQpebgEeV8vFyIUwgxKhFGJUIrOGglC6vg4BR8nEKIUwgJChFBIVKAM1ef+T1NiZLOG4lSDlbIwIs5RDkfp+BjlFyckotXsIkKNknOBmQsioxFFNKJAprD7h0cmZQuFG12dKLzJEMj2OXL1xEIdKnSqBkHu+AE77CUDW4nP1zr9McN2/+y6/Tma0/3hmQfTak6klK5K7LQ4XmWU3iJS0z1rqS63WmNbhmvD+R1nCyDXqhB3O8AHkNowQOsyEFmVD81GgLE9wGpA/haJvvTHVv9ygpfsUjF5JFyJraSi88BYDkUeDYFnkGBpZOHzL1/CjCYShrMJAxm4AfSCAPJpIF4EjQOgMYB0DhifxwWkoiGJKMgqcg3kYyCJKEgv+Xs3XcIFiOG2BdO6X+KaQ9BtiegejKRvXkoaHRbbSEeloLujcf1xuB7I99R+K8iMyfe30KWRYJlA3Dzw04+daSIMlqKHuoRMjef8fDOS61nEqrp2EoqupKOeckhvOQQajjEGg6xjkOq5wJNXPJrLrmFBbQzAYRcuP6gWw0KNshnYhTiYz53fJNih8VshJg9quAPCOgIBQ+pEw9IWQN8CkLEQIpZJI34cWLkqfs3OAYVWSEkSnlvhCn4eAUfrxRgVQK8UoCT8wgyHlHOJ8r5JIVgMTgmdW5jtfvNiwpwCitmY8VsskqElXExSj5GyccpuXgFlyRnU6RsqpRFl7BpQqZALS2prb5857ZxfiGvourbn9ZsctxeUdsyDYJdQ7hjV30+XLrl0w0utmd93AMz9j/PdAvNdY0o2h1Tuiu+fEd8+Y74cpf4CtuoEsf4apeUuh1pDbsyXu/L6zhW2n/+1fCdVsKjLkpQHyNigBHZB0T2EmL7ScmDuGICccmRA+6hgS0SbjGALKWjS5mYdFy/GVmWeaM2GZZKHkolDaYTB7Pxg1m4N8jiAGgMAI15iywJBUlFQtJG34TZ2e9FFkbpj6QPRuMgWcShuM6GKtxwGWooBwFJR/YmYHujCb0RxDfOzLnzd2Syd2cWb0okcSiT+AaZWVgBbbSIMlqGgfVJOGuO7vcvy3tJQdewCJVUdDUT94r9ThrjkBo5wGsuuYVDbmYQW6kE7JjS8uih7LYmGJ89KuT5pyV73PEaEXKQYh5OJe2mElEK0ahCiJByEBLmAJeMlnIIKmH0i6y9F09xjWqqQgRI+SQZ34yMoBTglQKcWkhQCYlyPknGB+QCc5AVQnMQJFyqSrxh51a6RkqQcIlSHlMnx0k4b3SqeCQFD1BwqDIOTcahyTgkHp0tF5tAcJ2DI5rBFoyNm0CQItUWv+45fM3b4oslX1vv3Hc3eNfdEOtLT7f5xDs9THZ4nObgn+0YmOcUWrw9umJXXPWuxFf2kSWOcRXbkmu3p9bvSGvck93qUdx3tgp2oxHt3UZ4BqEG91FDIUAEBB/TR0wexGchkJZXLznfv13Po2ejBoqpyALycC4ZkUuGLzrLBGBvvhfCL5C9m8nM1S0F3ZuG+jmS0b/p4B8iiyX0PRlpfjbSEoeFlDOxxZihvIGu+9nJQXVlZmTmTGZG9vvK5a+mYm+aMPPuAACeQ0bkUYYLaKMFtNFSKrICh+gVs1e57w2sLqqhYV/RsC8ZODOyxTTWyHmbxjjk1xRcBwMg6tV7b155nJ6MEgsGmbTizjarg/vwcskQnTrCZ0MZVIJGPioRDPGYw2I2TEDDyLgEpSDtZcnOU+58owaQ8gEpnywTAHIBSSEgqoQElZCgEhLVIpLiZ1sUpWgxcCK2HgSdPPZXdrew9UqqSkzXSAky3ptfVPEBJZ+s5FIUXJqcS5fxWUoJgkzkaDQ5Va9O3/LJr2/9fqO9xZc/WPxt1ZpDZzyeRLjef+5w46nD3VC7e9HW9+I23onZ4pPs8LTAJbRsV2T1jsjqbWEVjqElDhEljnEV2xJrtiXXuqTUu2Y2HyroPlU2ePHVyK1G1KMO4rMeUnA3MayHEN1PShokpg4g3IOCrK5dLiPh0uF9xQCygISo5BIKyIg8CiKHAs8mw7JIMPNSZiZxKBv/c7lMIELjSdB40htk5oYsGd2b8jb+CbLf6skicT35fFwOGRHW9qqRQVh+YJf1+RN/tFmXjuxNwvxXkf0qh2UCMHNkA/B3C2UBbbSIhiyjoaqJoz1C5mqPfUEvixtYxHLiSD0XeMnALQpbRNbMo7RyKQ1kfC+PhVErbkaGH/W+R1QpIQDQD5B/tLPHiyVDVNoAlYwRCPFyCVokgnNZCD4DK+dhZVyiSphdX7n9xGHRxBhOwCLLBGSZgKwQAkohUSUkqkVEtYikFpFVP8OiqsRUlZimltDUEopSJJ+feJoUfdXfVz4/wRpTkGR8iloMaITmoKiFVJWQphIylEKGUiw26UeYdDUI+oTHWnz8l89XW63ctt/tuo97QMSmi3csr/paefnbeofZ+kStuRmy/Gqww7M8h4BCp8CybcEVLiGV20OrXEIqnULK7MNLHWLLnRNebUus2ZZYuzO1cX9ux7GivtNlA5drhu834x51EAI6CcE9+Kh+UsIQMblv5GllzZc7XF/SaGUkXCFupIyMrmRiiwBEIRlmfuskB4BnkWCZRHgmEZ5JGEzHD6QR3mxmTHi7cG7+yhd7/1+dg/w7AgOJRXSkIrpqGXiPZ37bblzo5NM/ctyciexNRv/8ZPC7TlW2eDeHLQozI8t5R1ghHVlMR5XT0bUAGsJnrDriFl5b3swGSnDwZj71XWTmbmwRWROd1CfmIeTiyIpSm2MegEbdQyLhxZKNu1zrB4cIYskQjU6QyIeYTKRAhJGKEHwGQSXEyXkkhaCso8n+0B7xpB7DY1DkQor8Tboiq0SARkzSiAGNmKIWv2uLppbQNVK6RsrUySlKUScGYbN/l3TWxDNpCBIuQyujakTmoKlFdLWIrhYxVRK6SoYT8FTggs3+I+//sGrbyStOp6/tu/7A8uQ1+xsPbO8+dvAN2nzr2Y/nfKx8Y2wfp27xS9ngnbrBN8PqYZ6d/wvHgBKnwDLnoPKtwaUOYaVbY8q3xb90in+5Ne6lS1LdnsyWQwXdHi96zlYMeDUg/Vpxjztwz7vw4f1A/BCQ0DOcB8f+p5VDCQbfxOcUoEeqaLg8DLQEGC4CYIVkRD4AzyPBs0mwbCIii4TIIAymEQbMzlLx0GQCNIkINT9gxr29ZNN8O10y9h/chfjPIwnTmzTclTXaW4gaCK0ts/jxWw44/yerdUG1pWZk8b88H/5fdGaxuHVpMY0t5rCf+30aspiOKmGgy+noOjKmX8Retm9HQmtdPQ1XThx5zaO8YuJr2W/SmBmZWVgbj9rCofbK+INyUU5Pxwq3XRilvI/BJKrUZ3wf3I2I4hjGR/lCglwNZTARXCFeIUdLeeZaSZDxWkcH17rYS6YMeD6TrhBRFW+TlloMaMSAVkLWSmhqCV31JhhqKUMtZWpkTI2MphQTxVyWVr7exYGmFPONGopcyNDK6BoxXSuka4UMjZChETM0YoZaylDLlQvzRKnsiNc9W4+zble97U7dsPS4usvL3+6639Z7/huv+Gx9ELbJK8DpaZK1X/zKm+FbHqTbPMm1D3zhHFruHFruGFRi87Rgy+Nsh/Bix+gy57hq57hqx9hq54Qa1/TXB/I6D+a2nyzpvVaDuNeMftCG8+8ihEApcUPU2K6RrCH8gSdhJ8JiSjD4YgyymoLNR0NLScMlZHgxAHtBgucT4XkkuBlZOvENsgz8QDoOmoaDpuKhiYT+OPO11MS+WMIvqP3WF//uwcGLkYSC5KMHChC9NSTUysN7CqBdnuEBO+5eLUBCM5G9Keg3g4zfew+Bxa+E/VahNCOroKFrAfSglPfdrq0ZkNZq4uhLCrqRAywKW2z5F5G1CendMs6gWlI0PPDDLheYVDjE5+NV6ogXRbbuHtzJWaxUSVDrYDzhEF+IkkkIKukwnwYohTgJZ4hGWLJlnXRSTxSy6QqR2RlVJaaoxVSNhPwOMjOvRWFMjYwo5tKUYtHEmLXbjlEWhW/UMDUyulpkRsbQvItMTlcrqUoFyzj+cgBhsWSly7nbdqdvOl964HrrqfN13+WHzlissd104b7Vjadb/aLX3whafSPY6kGy1eN0K/9Mm2fZds/zbQNzbQPzbQPzHcKLt0aVbYutdoqt2hpdtTXu5a60pn057fuz2o4V9156hbjdhPZpwz3pIgVDaTEwekw3LrSh7xVVYrHGMqyhpQyPLSeiqynoctJwKQAvIcGKSEMvSIg8Ejz3HWQZ+IEs3EAWBpqFgabjoCm4/jh8XwyxL4rYF/XW2X8BWTIKkg+HlAz13kqI2n79QhMNb7F6aS4CkgHvTkf2pqB7zVdemJ39DmQLuHPnAAAgAElEQVRmWOYe/81I7G3kUYYLKSMvqKPFVGQJDVVKR1fSMXVkTDeXtmTPtszetnoa7hUV0yKgNXHJDTxyA4/8mkdp5lNbBbRWAa1DQO8Q0BvYpCYe0CFmtvNpf7bbhB5T1OFQA3zOSwTiOwcH3vx8P5vNnQdhQnELmYLXqbFyEVkrIch4eCmXqZMvtdpAkwvRTApTIWaaM5ZGStfJGGNyml7O1CtYYwq2TsHWKThjSnNw9Spz0FUSAwhefng/s7qUq1exdQqWTsoek7HHJCydmKUTc7RStkbC1CgYGhUgk9J0eubEzJ9Wb3Y+f3vL0csb3K/uuPLgx+0HvrHZUYOkfuN84K8u7ju9w2y8Ai1vh9r6xVk+TLB8nGj5NNkqIN0yMM0qKNM6OMsxosgh/IVDeLF9eKljVOW2uFfbkxvNndmRgq4TxX0XqmFejSM+bdhH3aRACDmiixDTgckboZ2KTPvxyIlWgaCKhK2hYStJIxUAohQwJzNELhGWS0RkEuEpuP4SHr5eSi8ChrOGIXUcUg4Gmo6DxuPezBfCCZAoPCQGC4lD98Shf/MUoKS3u4bMZ+Jl0BBJRGgaqrccNVTU0/HhupUjaonFuuV3cpNr2cSkofZFZIvJLPpfbv9/E1keZfhdZKV0dCkdXUXDNFCw3Wzq0t3bcqGdDVRcLQXTKqCZm7B3kbXzaZ18eoeA3sQhtfABqIoLkTC+d93aTMUPiDhYjRKpkL63Ynkfh43XaRvwBKRKjdRohqUivFJCVAmJcj5ezOEbNSvttqCZFJKAzVJKWEoJy5yxtDLGmJypVzD1vynM/HPxpL6ys9nj2oUxcJ4k4Ykn9WZkZmccrZSjlbI1MqZGwdGPkZRKxvj01tOXvnFwtTt90+rUzV1X/T5fbVP8upc3Dlb2Yy2WWp4Pz9pw1nvHozg730ibBzFWj2O3+MdZBiRYBiVZBidbBaVuDS/YGvbCMbTIIbzYMbLCOfalS1LDztTXblmt+3M7PAohZ8oHr9QibjWjfDrwTzqJYV1AQi8lvhsbUNP5qYtbHZ1VOIqoY+DNyMpJbypmHgmeTRzJJMJT8YPXyzIs7NauOHmgnoZL7Gh4gR6s4hAWh1ihREgEHhKNg8ShexJQPb/V+JtPXUwk9MdiesyboqNRXUnDXa0A7tCNqw/Tk84G+y8/vLtJQI3oqktH96Wh3jyuLiaz34Hs53cZzJvN3yIrIA8XkIdfkEeKKKPmNFbGwJiRdTLJS3Y5FSH6Gqi4Oiq2hU81I3vNozTzKC18ajuf1iGgd/LpXUJ6v5wNlTNfEWHUOd3m4/trUINIuRAu4gIGzdJtTh1kUi+bAeGw+3hcpEZDMuiIahleyiUrhFghSzZj2uji0Dk8yFHLWEoJWyVlmQui7o0wlkHJGVPyxpS8MSVfrzKHwKAWGNSyKQNFyhcY1HSFaKOLg2LGxNHKRSYtRy/n6OW8MTlXJ+NpZVydjKOVs7RKvslAkkvJGn3yqyaLH9Y4n/eyPnllx4W77325rKF7RLsAXvGPeu+HzYd9I449T1lx3MveO9zGL9LqYZSVf8yWZ7FbAuO3BCdYBSc7huU5hhY6hLywDytyiCh3iqnelli/I6VpR+rr3RnN+3M7jhZBzlYNXq5D3GxC3WtGB3dToiG08HZ09jDtm33HIprailAjr6iYKmC4AoCVk4aKAVgB8AZZFglRIaJ8fmS7V16y5fnjl6OCOxhA0XB/GrwrBdMXg+8NI/WGAr3hBEg0DpKIhiQifxNZNKrLfMZnDLo7kdAfg+4OQ7QmwTurEQPvL/keymVYfPt5KR6RBO9MQvYkoSB/Pxb5HY3/P0FWSBkpovxcK8sYmGo6tpGK66SRluzYWo2GN1Cw9TRcK5fSxAFe8yiveZQWPnURWZeA0S2gD4ooEBYGpWCilayLAd63IwLoetUgk0obUzsec0+oLBMszBF1GiiP28/lYFUKskaGEbGoKjFWyNKBM7ZuOypbG2UTerZKylZJ2RoZSytn6xSsMQXLoGTrldy3thZ5CQxqoVGjA2eoMgFNLtQsTDke2I1iUdTzk0yVhGtQcA0Kvl7BG5PzdXK+Ts7Tyrg6BVOjoCrlRKmMrNH/6OxqffSslYen48nLm3e6f/LduvXOhz75yWbnRV+320GWnt5b7wQ73Au39Ymw9ou2fBRl5R9jFRBn9Tze6nmiY0iuY3CBQ1ChQ8gLh7CyrdFVzgl1LsmNTgl1LsmNrhmtB/I6PYp7z1QOXKhBXKtBBPcwnjcT4qGMzBH23meRzvd8G1j0YsxQFTBcSYaXkWElZHgBYJ5ijGQCiJjhrqThrg/sNwpA8JN1q+Kry2uxIwWj/amYvlhCnxlZBLHXjOyfLCtFo7pSgMEoZGcUsjMB32c+xjFtFOJx//ad4KB9XldvJEcXk0cSR7tT8dB4DOTd8Zs5mf1uZNkkWM5bZOYdwC/II+Y0VkxFltFQFQxMBQNTTcc20fBtZPz3Lg4NJHQDBdvIILRwyGZkzXxqC59q7sa6BIxuAaOXTyXIWUgWHkZBiieUcXkpPiGPqRIuScDmapT+MdGe9+8OUsgEhZSoUmKVckCjBNRSrJhNU0twIrYRXHA+vLegplI7M8FTyThqGUcrN9dBtl7JNqo4BhX3l7YWQzZlUMyYsFy6CQQv+90trK9Wz0+yNTK+UcMzqAUGpcCgFOhl5uDr5By1jK6S0VRK0dT009TMr63sHI57Ohw/73Ly2t6L3sfvB9sd89p2+ZGbT9TGcw9svYJt70ZZ34+y8o2xfBBr9Sje+kmc7dMEm6dJTkE5joF59oEFdkEF9qGljlGVTvG125KaHOPqHBPrtqU27c5qOVDQebQUcrISeq5y0L+D8aiRkAgXxEHJz+q7P3Ta0cRh5Y1AqygjZmTFZHgBGZFLRmQBo5kAIp0IK6Yid/vcdDx7AkqnfL1h3Uv4QN5gdwaqLw7fFw70hZH7Igm9sbjeJNQ/W1aKw0JSgMHI0Y4oZKe5dGbQEHEDrcu3O9UNQj/esLqOgU9EdMahewqFhPDRjgRsbzL6FwsJ/x5kRZRRc60sp6MrGJhKJraajm2m4ltI2G+d7doYpAYKtolJbGYDjWxSM5+62PJ38t8gG+DRoHg4S0DBkEaPnj58+Pj+U+dOmKaNQyMwjkgQl57m7LZnHAQhWCxJKukjAcwxLUkhwku5NLWEJOEZwYWdHgcLX1Zopsf5ajlfLedpFVxzB2ZQcUxqrlHN+yUvkUlrDq5OoZ6f5OtV8mljZXvTuXs31fOTAoNaYNIKTFqhUSU0qoQGudAgF+vlYr1cZtKwlBKByYATCtB8wYfLf9p+5rzDcU/bY5d3XXtieeLWtmtPPQLS7W8EOd6NXnvpufWdWKu7sZb346x8EmweJNg+TLR7lGT/ONnpeY7D82yHgHzbwHy7kBKHyIqtsXVOCQ12cbUOCfXOKY07Mlr25XUcetF9tKTvVCnU5zXwqIUS2kOP7iOnIYCPt7sm90NKcMNVlJFyCryMCjcjyyEjMsijGeThXMpoJrIXKud/Y2vZNDjoee/etcBnBdCubHR/IqE/ktQXRu6LIvbF494sMS1egfj3yJJJA9GoLnNWS6PAshgjt0oyTj308U9KcDx/qoKCika0p9IRkbiedOZIPO7/AFk2CZb928jMtXIR2UsGroVGeE1Af+Nk28Oj15Mxr1mk1yxSI5vU8jaNtQnpZmQ9QuYgjybVSAZ6mxNjQ04d2+/q4vD5xx/kpCdPGsdEQj5AITvv2Nk1OGDx0UdQLHaAQKDIpQQJn6wS0dQSqkKkB+dcjx0urX+lGNfz1XKBRsHTKnjm7t6oNiMTGjUig0Zk0IiNWnNITDqJSScyaIR69Rg4w1SI2Sqp4z5X6fgYX68SjusEJq3IpBaZ1CKjQmJQSA1ysV4uNSo5aonAoCaK+ToQ3LR7l+2Bg1buJ609b2+/F7L86A0Xv+g15x+tPPd45fkAyzuxlrfjN9+Jt76baHMvyc47xcE71dE3xfFB6taAbPuALPtneTbP82yDi+0jyh1jarfG19vH1y0i25Pbvv9Fl3tJ7/GSPq9a/KNWmn8rIRxCzETTN127fT45oZ5LqaKMVFARZVR4ERWRb969SBnNIA9nEGCZyN6yYegIn2Px6WcDOPwKe7saJDwH1Z+E748C+heRpaF6zWtB//CLN1fJREJ/OhUeOdqRSh6Kx/Va372Y09q0afeu2Pqq+L7mTCoiDNv9bKQlnYtaRJb+dmD2b0BmTmO/QlZDx7VS8a/xyL9utYGIWLUUXCOL/JpFbmICbTx6G8/cjdG6BdRePnmQR0GzCM01L57dPHPzxD7v88fyYsN+/OrPm1YsvXjiGI2EF/N5a1f+tGzpkjNnTnkcPbR5y3qtUUPl07kKAUcp4ihFY+CM67HDFS0NIoOGp5UJtDKhTs7XyQVjKoFBzTNo+UadGdmvhMmMOvWUSaRTCTQKxZRRPKbee+ooIOTwdUrxuE48rhOPa8RGtdiolhgU5uAoRUK9ki6XyGentSB46eGjZbYO690O21+4s+H0LZe7wX918/zpxF2n+7F2t6OtvGIsb8VY3Yq3vp1gezfJ7l6yg3eqo0+a44NU52fZDs+y7J5l2wbk2QS9sAsvc4h5uTW+1j6+xjGx7i2yzv2F3UeKe48X99+oxXk3EZ+0E5+2orOx7IOhsY5373TL+VWUkSoqrIw6VESF5VOHc6ijmRR0OgUVPdJdQkOVoYZewgfuBAaev3M3JCN969kTBaP9adj+OGK/eU6WgO8z90+L5dK84rT412B4SzSmJ4UCy+OgY+DtGfiBqN6mT11sCnraV+/dVYkfToJ3xiC7QpDtKayR4NG22LcL8P+Vnsw8uXgzvwDgOQA8jwTPI8FfUEffnZCVM7GVTGwtHdtJQtcOQtYdduuRcGtZlEYeo4XNbGMx2xm0dgYFImH1yRgd9BG0FDjsuX/D6q/2rf3q7q4NnrYrHL7506YvP/zpsz89v3d7m9WW88eOLpiMO+2srFYufep16es/WFQkh8Y98eIRR8HJMQoJy+DSJ0Fw59Ejpa0NGnCKJGIIDTLVpIqr5HMVIt3MhGZ6Wjg2JpswSif1sgm9bEKvGH8TynG93KiT6jXqSaPUoJ0CwfDk+HtPH42DoGxCr5mbFOrVTIVQMKbg6+RslVhkUvP1KoZCKhof5xtM0mkwPKvwT9+vdDx8Zpfnze1nby5x3GvlfmnVXs8P1u+0O/fEzSfB4Uak7c1o61sx1nfibO4nWHsnWvsmWfsmOj/L2haQ4xSY6xRc4BhaaB9ebBtZZhtd7pDwyiGpZmtKw7b01zszW12z2/fmdB7K7bxci7xQAb3XiPRtgEdAcE9q2v7k6NQqZFaSENWUwWomvIo9UspE59MwmURMMgGZRkMWcDAlwEjxcP+okLfU2qplGPGTi1NG5+tSPCILNxCD7IpGdaXREOYVdLMDc0eV/PbZMBbXGzzaFgNAE8mDCdjeXDS0joy5HhZ0KfDplrNH7xSmZaP7k4a7zAtT2czRSFTXu5gWh2T/6gjjX0FWxsCUM7FVLFw9DdtDRNcNQNYeceuUcl9xKI0Cdgub1cFkdjLovXx2LXm0iT78k6slmouCDjQmPLuR5uUetN8y9/bJ+MseMV7nt/201OqHJd4XL679/vvE4KBv33/vtOvWzV9+EON15vCav9j95Q8vwv05GLjlmhUNjTVJ2RmXfe/HFmQJJzQ0GZun4oi0/LEp1eTCJEckEKjUMoNJNmE0C1tEphzXK8f12kmTdtIkM2jHwTnVhAEyPLTb45AJnBNqlcppk2LKKBhTCcYUIoNKaNRIJsa4eg1Lq+aOGSSTs8LxubCMF+9/u9Lp8FnrPe47jl38fpOzAgR50+D7KxzsTvnYnXvidD3U/ma47a0o6ztvOjNLv0RLv0TnZ1nOz7KcnudsDcp1CCmwCy+0iSy2iSqxT6i2T3q5NaXOOa1pR0bbnqzOfdnd+3O7PCsHz1VC7zUifZtGIyD44Ob+DxycX1IJL4Hhl9ShVwxYFXO4jIkuoOKyifhUAiadgU4mDRSQh0uwsIrhgYdJ8YdvXitofW3pcbCVBRRih6KhzelkWAIRGgdAE2gw81zejGwxt8XiekMxXXG0oWhCbxKmN2+krw3A2ezeHZaVufrkwQR4Rx5lOH64MxrWFjfalUsbicdA4nG/WFD6XXsx/hmyItrPw4tFZBASpm4Ass59b7uMW82lNAjZzRx2G5vVQiVD+IxeKXNIQcMoaEQ+Njsj/M7xnYFH7Hd+aHHwm/88vvq7Cw5bjtps2bt583d/fN91i9WnFhZWS7770sLirMPmiEtHXf/2UfjFIzkhj7dtWHnq0IF9e/cUlpV4eJ4trq0WaGW6aS1XTJ9ZGNMaxGKFcHx2UjqmE4+NKSdMygmDOVTvhGl+Zmx6QjVhmAQXJGNqw/z05q12FAFHpNPITQbN3KRiyigYU0hMGuWsUTqp5xm0PMMYS6ORTc8LTLPPk3Le/3alk7un6+nLn6+2OvcwRAWCchA8fC/so41ue+7HOFwPsfUKt74dZXU32vJ+nKV3/BbfOEu/+K3+GU5PMx2fZW4NzHYIzrULLbANL7KKKLKLr7JPqHZMrHFOqd+Z1rw7s21vVte+nM5jL7o9K/pvN44+bEGHdWMT+jF/cnDJGITUUEZfUode0ocqGYhSBqqAiskm4tOI2AwqMo0wkEuEvcDBsnrbmvCoVa7b60bh6/bvTu9oyodD8nCDyeje8NGONA4yDN8T+Utki5ksAg9JoMGicZAUTF8BEppYV227d++j+Njt969V80mZhMHE0e4YeHsUvC2NMJCE7/8Vsuh/C7IiGvLvkTXQcRASpm6od43H3nYFp4pLqRUxG3msVg6rjUV9TSfUU1G9AsKoAMeUkKODvA9u+uHYj595/PU/Dnz9wcXNK09uWPW9hYX9d38Lvu71jcV7X1hYnN3uYvnVZ4l3rqy1sIjyPJD38OY5V8dln3942HXnDmenuYX5yzdvhkVFyjUyg0F51N01Jys26Lm3RMaeXpiUjKlN4MLf8zLH+MKsyqQ3Lswox/XqSeMUCB6/6FlQVTYOglLDmGxCr56dEBvVEpNGNWeSTGhFJi3PoOXodKLxSdkMeD805uMf1ji5e27Yc2jnxZufbbCvG6VWDdPeX+ey42bQFs+H9jdCbL3CrW5FLiKz8o2z8o1zfJzm+CR9q3+GQ0CmXWC2TXCOdWi+ZVihfWylXXyVQ8KrrUm121OadqW37MnocMtqP5DTcqas16t++FE7PqgDkzlK/8J13+PykhoapoY+/JIOq2AMFdNG8ynoXICYRcKn4+HFLEwGpj8H1V+Cg1dg4N5pCU6eJ0v6u7d4HHxFGC3CDMUNtcVhIYlMxJORZvM44939P2ZkUXhIHACNw/elYvvLCMOu1y5G5GRvPe7xtPpFAW00arAlGd2bRYLFjnTGILsWM1nsL2vlvxNZORNbwcJVs/ENdFw3CVM31Lv26L42JaeST62RsBr4jFYOo0fA7hMyuwRAHwcXlB6GxkIzwh4X+N9tfH4///Kx0AMunmuXH1/905E1qzd/+tmtA4fcrezsvv3ea//+DR9+YPXRf1xz2Jxz+/w523XfWViEPfL+5pOPejs6+Czezu27ivILxlRyeHe73YYVEc/ur1zy2fysjs2jCpQSqUGrnjSqJ42aiZ/D/BPt9LhqwqCbGpfq1NpJk25q/EVV+YVb1ydBUGoY46lkqkmjbEInNqplEzrxuEY2ZeCPaUTj40y1Vg+C5+8//vKnTVuPnLZyP73p6OnNRz0tftxo8aPlphNeVucfOFwPsrsRYn0zzOpWpOWdqC33oi19Yi19Yq184+wfJtk/TrZ/lGr3NN3uWaZNYJZVcK5lcL5dVLldTIVDXLVTYo1LcuOO1Neu6S17Mlt2ZzaeKoNcrRl63EF41jKahWSsPnPpRHhoHQNXyxh5SYeV0weLqCP5FHQehZBHIaQjB0rp6HR0XxZuoJiKTB5sr6NiP7FaP8RjLd/ulNnSkN3XnoXqy2UigzGdzzDt0e8gM4eZSxQeEoPvjcNCUtC9FcSRpdu3vuyD/OjkUE5GRg40xyE6ktG9uZThZGxfDLIraqTjXWSLzv5PG3/zzovFNGZG1sjA9wD4mqHeNcf2tSk5FQLyKymjUcBs49GbGcQOBmlATO8iD7cMNCfEPF/2gcVZy7Xu3/854sD2On+fiofel20s9//448r3/mPVH/90YN1Gp+9/cPj6L2ftrHYv+br40X3vXfY2f37v8cVT333yfsijB8f3H1jx3VK7jVY7bBxYaPRuy40PLp5+cPmEq+2ahSn11IzOtDAu1im0k6axiTdh7sO0kybNlEk5rjfMT4vUCu2kSa7XSnVqpoi/Y7/bFAhK9DqOQiI3jSmm9BKTRmRQiY1qxYyJP6aRTU5Q5XIDCB65dPObtZYO7qetT5zbfOrChhPnt3v5bb/tb3n+vv31Z063w6xvBJuRWd0xV8wYK+9YK984W78EuweJdg9TbB+n2vinWz/LsHyevSUw2y6i2C6q3CGmyjH+pXNi/faUpl1pza7pr10zGo6XdF+ogD5sxz9sHE6CU1wfB9teu9bAItYxUS/psFLK4AsKPJ+CzKfiC6mEHORAzmhfDmEolzKciIZkk2BFRMSN5Oij3ncqeru37HerRSGKsbBMABZDGQjEd5k34//q6TIW1xuNg8Th+6IR7akjPfGdDXZnjz9Kij909+ZLBi60rzGHjEgY7U5EQ8y7IyOH280fsojs9+3C+C1kxXTUu8gq2fhFZLWwvjXH9rWquJVC4JWU1iigt/Go7XRiN53QxyEAKk5uSUZtaY6X285A9/03rNcd//HrVRYW/gd2VwcH+B7Yv+6Pf7x/+MiGjz/5zsLC5ovPHnocOrR6adw1zy0fWAScOeLw47euNhudN23c4+h02/PShu9/dFm7afuqtTf2uxVHBu3esCwv5hkW1jk1oVQb5EK12DBpNE2MGybGDRPj+slx3dTbmJkwzE+LNUr9zKTGqFfpdbMg6OZ+iCURi7UamVEnN42ppw2qKf2bojkzLjbpxSYjS6UygOA+z4vfrN3i6HFq5QGPVcfPbPS8vPncTctL3nY3/K2v+W+89MTqZvCWm8FbboVZ3YmwuhdpeT/Kyjvayjvaxjfexjfe5kGC9cNE68cpNv7pVv6ZVs+y7MKK7CKKHaLKHWOrnBNqtifX70x9vSutaXdWs0dJ1+lSiF8rzqcWHtGNvZz+4m/7DzWyyPVMbDUNXkIeKAJghRRkAY1QTCO+QMNyEJBiOiqbPhKH78thIRPgHTU07HeONniJaK2TU2ZDbRkGFgNry5EQArAdf/9a0eIrk6mkwajBljzc4LGgR5cjguyOuyfWVeeg+lMwfVkkWNxoV+xIZzpxMJU0GIvqfvd3F539O5FVsHCVbPxLDqGeSegm42vgfauP7WtXcaqEQL2U3syndnEofWwyTsGHMjAN0NZPPv2Pr96z+JuFxdEfl+z95rPT65c92Ouyb+m3u5d8E3fz6oYPP3Be8p37lo0r//ie85JvDqxdfu/Azn2r/hZx6fjVXfZfWlh8bGHx01++sF7xk+1P6667n7L7fpmns8sFJ0f/U+6O338eeP2Mw7olZYWpE9Nj4zOm8XHjhGl8fHzc9Etnk+CCetKomxpXGsdmwAWtyTALgmcvXeiBDYk0asPCnGJcr5426ObGFRM66bhWNTOumDLydGqeTmsCwX2e579es8Hx2Om1x06tO3d55YnzGy94WV31tbz6cOv9UGuvwC1vkVneDre6F2l9P8LKJ9LKJ9LaJ8baJ87aL97mQYLNoxSbJ6lmZ/ZhRfbhxY6R5U6xVdviXrkk1e1IadqZ2uiW0+pe3H28uOt+C+ZezVBAy7BfWdPHzjsaObQ61htkL0hDBeThAhq+hE4sRsPL8IgKDj6NAssT4aNxkBwy4gUOdu75kzvBQYV1dW7nPWtJqGhocxYPHYjtfBfZr17KzQRg8YNtlVT0soO7HuWlr9qzo46ATBxsK2ShI2Gt8cjuZGxfOnEwAdtrbvzf/YR/XVg8rtfi3beS3t1/UcrElDIx5jRmLpdVLFwtHdfPoua3NW05d7TPKGmSM0rJI90C+hCfPkgnDFGxFBmrqqny7OmDFw+4Xra33ffN14dXLvHZ77LKwiLgzJEz9pu2//BX+28/t/v2c++j++2+/dx52V9svv7I7/i+3au/zQ+4/8MfLH785A/rvv3c58LZo9u379xguexPn3odOOLyw1LHL79w+fbLgDPujku+2GO9+uTBnR0d9TduXs7PzpoYM0wYjLPTM7Pzc8bJicn5WYlWpTCNaaZMuqlx/cykckw7MTM9ZjLWNjacvHhhCgRFGrVUr+EqRPqFSaFOKh9X68Fp2YReZNBIxg2q2dmQ5DSLjz91OX1uxSGPZcdPrzl7eeOlO5ZXfTdffbjpyqMNlx9vvhG05WbwZq/QzV6hm2+HmGPLnVBrnxizMyvfOCufhC2+CZt9Ezf5JW7wS17/IHn94/TNATk2YcVOsVU7UhpcM5tdc1r25bWeqRy4WT/q04j0fdkf34O0+GldBQnzkoYuBwYqGYgi8mA2fjCPjMpAwkqxw6U4eC4RlkaBJdBg8dShNGCoADdUPAj5Ys0q6cTEl2tX5/V1ZKP74wn9qezReNzPJfLd9JOC6w/vb8rHDuaN9K0/cej4U7+gkvyS0QHzIsHiu8G/GuH+Suo/QfbufRe/G1kHBZ/T2rjt1kXUgr5JRG3mEDrIGLyQTWBRRkmozsGOcxeP225YsWv9ypMb1oUe9zhludb6yw+ib56z+uJ9n6NuhzatWP/JH7w99uxc8c3V3Y53Dm8frS+m9zaKkV1Ax6voO+evHnJZ9cX7n1pYLPv4I7tly486OByWtR4AACAASURBVNv89dsnJ447fvmZ3wHXg6uWnLDbcHyb1dYNK3787ovDB/bcuXIV0QsFZ+enxyfUarV+3KQ1GabABc2UST83Ze7YtAb97Pzc7PwcCod1cdunm54xzs9JxtQK05gJnBbqpNpZg3raoJjSm9cMlDPTtT09ny1b5nzizGqPEz8e91xx8uIaz/9F3H2/RZmleQOv7umZbrung7ahzZlc5BwEzCIYSCqCkoOYAyogAkrOOYOCEQM5FxRUoHKuIoNIDpVz5Hl/KHV6Z2dmd9+dmb2u8yd8rnOe55z7/t6B+hevGvjf0veL0L14Rz8wWj8wWj/4oX7wA/3QGP3QaPUyvBJvePmx4eVEw8uJhpeTDS4ng6+k6F1J0buWrns9Q+9Wjv69ApOYCqvEZ/sy3jrm1u0vbjpS1nKissO7pu9GA+FeIzajl/KNmW0OFPJiAFs/TX0xinoyiCgk95UN4qpHqU8I/VX/CVkJCfYCh7DxcC159zYoJsrrwd1SfF8msSeN2vuFyO+/1lOIkCRkawGhtwjTc6uywDXqlvkFz+yW96VISDb2r3n95070/x9kX0p91LWK6iKfv4ns9RAR+mEk4+1L04setSPEMgwEx5ntIWHoIwPjY0Pup529vFx1NLfZGmsHuhzxNjHat+bnQ7s3nbU23P4VyMvWSP+nr6K9XbS+AxXfD3lwwRn7pmS85y2wODiHaVsidC2ReoBZOrAwzB7EFMfdN9qy4bc/fO2gqxMbHGK67teg/fsct6z1MNT0c7A4pq951MzAUkfzWlCgi+MB8RJ7RSRdnJ5VKZRSuUy6ohQoZTylVAyo2BIhRyQQSiUqYAUAAL5QYGhmOb3MEigVQpWcq5Bw5MJlMZujFMwJlpgy7qyQNSfizon4H1gsq2PHtB0P6Ll57XQ9t+3E2Z1uF3TOXzLwv2Xgf1fPN+Izsgf6wQ/AIQ/0Q6P1wqL1wqLBlx6CLz0Eh8WBw+LAYY/AYY/AYQl6YYngy2ngq+l6N7INIvKNH5RbJtTYpdc65Ly3zX13pKLdpbzTowpyvYEU2UTMgjHAPiH+2Zltc2PPh1DllO4X49inY9jyYeyzCWoFCVFBQhRQ4dkMeMYAPJ0By6bBikiwZwRk4vMn4CMHcQszP+hr1VBQaci2dGyXusxQXWP45QY1hQhJQrQUYnteDxLML56JeVGpdepoRX9PUT9E3Sn+v1//YTz0F2FfkJUxUP8AWcfYQNzT8vMJUb3LH3tmhkmLk6FXwiwMwIfMzMDbNn8LAm346Y+71v6wGgSyWbfm+K4d/vZWWt+D9u/aYLFulYve1rxrFx9fdEnwdWGimpmo5nlE/WT3a+kgQjqMFDLgggHEAq5jrK9e8oEmmhioTEvQ/W3tahDojI2F7vd/8LM3v3xkn+P29UFH9+/X0tRetz78/AXfkx7XfINQkF5ABbCZLIVKucRlywCAr5JJAYArE3PFQplKqVAoVAolAAAurh59GNwinycDAI5cPM9nigEZU8KZFy4vilmzQtaChPuBvSgCgPspyX/eo2Ho4bP7pNcWpzPbXby1zoQY+t429r+n73vXMDBaPzAaHBStH/wAHBIFDo3UC4vSC4vSCYnUCYnWCY7RCY7RC4rVC4rVC4rXCY4HX0rSC0/Vu5oJvp1rFFlq8bjaLvXVvqy3ZukvD5a1ulR2nauGXa0jXa3tT+mm+maX63l7t89/KCX0lBA7a0ZQVSPoIjqyYphQRkGUURAFVHgO/dNcpjwKrIgEK8f2Ng6SfzXRh02Nb7K3vFdTWkFCZMBbM3+HLJ4Ciad8QpaD605oe9s4SvvNwTK+ttou+EIlprcQ25PxL0L2pfBa3Tnyj5FBp8bOR0X4pcS+Y+C7R2mdGMSN0LCTNnaeVnahx10CTjkb7twE3rLWbNtvJ/R0Tmtr7t+6IXC/pdW6VbtAoPizR+e6apPPH404YsLufb3U/UJCaFNQISxUo2IALqT0AONYYI4qGoAJh7BLdBRrhDaOR94Lurj+a5CzkdZZa0PTNasi3FxsNm6w37nby/6w14Hj9jpGhtv3ep1wZc3Mi3h8Pp+/xGVLgRWuQiIBVkQrCoFMogQAqVTK43ABACitqr77ME60opIAKrZEuMhn8VWiJRGLJefO8ObnhctMGX9kcYatkndi+kE//2Jw2mvPCa/tx87scvbWdg8y8L5hdDHC0PeuQUAUOCAKHBQNDorWC44Eh0bqhkbqhkZqB9/XDo7SDYrSDYrSC3ygF/hQLyBONzAOHJqoF5aoezkVfDPLMLLILL7SNuWlXeYbq+w3+wrqDxW3ej1HXK0nhz3vi2vBxTX2WoSE3X1R+WIY+2ocU0HvK6RASwdRZUOYYuqnNkx1x28eBVZIhpWQYEWYnqckpF9q/LEbYfG11XucD3bPTaR11Km/sZKIkEdkSCwVEkuFPCJDUoiQXGx3BqTx8dtntn5eXvGRIdnJ5djevL9ftfE3z9D/bkzBF2G/R1Y+gP57yIgC5uGwgIcvK7s+MOpRfTfv3fY+djzs2Ak/a3uTn1c77t0VftZVb+Mae9094J9+8DI1euB5Wu8bUKCVof7XoIb4mwJYQ2fijbM7/wxgmheay8WIdwCpQ4CoBxgwJa1PTu9TDkC5hDYOtVcySeVO0mYGCILZsZzYiO2rQOA138b7nTVb89NxTU3LdZuDD51aD/rGYqtGREDYDyBQ6sNHSqlMJBIpAGCWvcxVSESAUgqsiBQyJQDI5XLm0rJULJtdZBpZ2cgAYHJxjiMV8eSiOd4iR87nrQhnePMLIuaylDO2PDPJWZoRcL/bslXrmOve42c1nS9onfDTdg3W87xs4H3L0PeuoX/UJ2fBkXoh93VC7uuG3dMNjVTvZHrB0XrB0eCgGHBQDDgoFhwYDw5+rBuaoBOeons9Q/9egVlshXXSc6uM1/vLW82za22z3nlWw67UUa7VoiPr0ckdqLiGJl0v1yxYU90M+fkYpmqk/8UkJZsIzacj8ukIdQlgEQVeRIIVkWAlJFg+tjsT1vqMhvnByuAFCbXWyrgWi8zpaMhHf0IWT4E8pEEe0j4hS+lrfjWAt/M/f7+80MDdJaP1fSUBngZv/Wch+30T1F+QFTH61cjUT+N/E9nLYWLf4kcDV+ekuhftw+TMpxUmxoZ2uzQ99EwDTG0fn/H2P+C4+4dv/U4cAW9cc8baXPtPX989cTT61JEzmltf3AlhPMmefVs2+6rAX+MnQUvlwtv8FcR7gNQG0KEAoVNFhMjwHTJSG8CiKcZQH9CtcwMoKhpy2NbQaO9GzXWrNn0N0lz1lcYfQOZr1mp8tUrnT2tjvC9fPHBSd/3WdV9/d+rg0e62DgAABDKJUCUXAgohoJABgEAmkSsVAAAI+QKpWKYEAH0T8+ll1jyXxRTxBUrJHG+RvyLkrwiXJSymjDvLX5wTsSc5S3xgxeyY0077Y3uPndE/HWjgHqJ7OljrdIju2WtGF+8a+0UZBESBA+/rBd3/gkwnLFIvLFov7PPPZkisYXCsYXC8QfBjvaBHusGPdcKS9a6lG0Tkm8SUWSU+s0x/daCizSLnjUNeg1sV1O8F6sZ73P061KNmeA1t0OFamMPN4Jdj2DdThKdj6GcTpDRsR84AImcAkU+FF1HgpWR4KRFWSoSVkGD5eGgutrt6CHfk/lXPuHteD+76REZUw7oLUJAMHCSR9NfIknsa3gwQtu+3za5/s/uo43MyqgAFSUW0fomISvqvkP3j9nR1Pbd6/QdkJQOov4fs+Wdk3bNjph7OVT2tpJnx8qcVtvpg6w2bDb7+1mHNOt2vvna3MLl65vSun/541ePEdhDo/iknm1Wgl1f86m4Est6UTVVlTlakjpQnBGr9wm4uV8DfSnpqgeF+AN8OkLo50DcADQIM97HQ7+Wj/eJxzPII1sFk9+ULp7nTNOYIfhjearT2z6a//hTj7XPBxjHs0EnbzRrmv+0wWL/J0/Gw8W6N4qxsYAVgsllCuVQGAEKVXAYAPIlIKpcBAACoVlSKFYFEftrz3Pu2VhkAzHNZHKmApxTyVSKOnM9VCLgq4QfmLFclnhfzuIDc59q1rZb22kdczTz8Tc+G6p0O2HvCX9sz3NA3wsDvnlqYbtB9nRD1BnZfNzRSPzxGPzzW8FKsUVisUVi8cWi8cehjo7DHuoFxOkGPtEOTdK+m6d/JM4kps0yosUp9aVtYb1NQ51zV7VYFdS/pvPoGe+89Oq4BmdDck93TAwJrVtPRNUPoTGRjMaW3mAHPZfw1shISrIgEK6QhCqjwzP6O3P7OP+jtqehu32Nt+R6NLO6HZOIg6h6TGBrkIQ2SQIZk4CDZsLaSvg7dE0djasp13Z3rJ+jJkPpMdOd/H9k/3sn+AzL19lvAQBYO9BcPoIoHUKWD6PIB9NNRgrqG7BOvUdLLUVLtCBHBntzpYIQaxGdlJRG72lJDQ7KCgm8fPWS19if73b/tN9ips2GVi7H24b3bPLU1Qgy1A3evfnn+oKA8WVjyeCb99mxxDLMuz0vrR+LTVOrLfE5vPTCEBQjdAAmiILXKqe0SWpdksFc8CJONoyHVOR779FRzA7PEnmV6P5uGnujrMFr7044/gA5p7vW0tPQ9eMBo3doTpiaHwOBDJiah3t4iDkciEq8AgEy1Il1ZkaoAmWpFoVxRKlcAhVKlUPLFkme1tWcveCsAQAKo5rksGaBiiXksKZ+rELGk/HkBZ17AmeEyyWNDLUgE6E+rLE97ah88buZ50eiMv467v8GFqxaXHmj73tbyj9AMvKsVFKkTEq0XFgO+9NAg7CE4JAocEqX+6/x0ixYcpx8cBw5+pD4udT7vZJYJT61Sn1tmvrbKfuOYW3+8qO1cJTTkBSriHf5hAz6hGZ0Hxe9wcQ3IyXo3QnszSqimwqoG4AV0eC4DUUBDFFDhxWR4EQlWSIblU2Cp6I6SAVTNKLGChLAJOH89I2W7kVHqk8qSvo4MZPsjfEcsvTuK1hVD7cobQKZBm0phncGJcYfDA22Cfc5nxNcM49P6mvMI0L93XP5vFiiXgchl/DWy0kG0egNTI3sxQnwxQlQj65yl6xy26EZ2psdF7fnjH4KsLEuvXCq5Glpy/6qrDXj3mq+9j1mbb/rZas0P53U0XNf/lH1IfyAuEKh6PP0gUFESAzTkKXqqnLaCEE+SecSuZWijCterwnQBw0hgDC4kNXPJHRxyF4/aDUwTOeSe3pqclY+U93nxPdWF8gnqNAoyCGky3vDLpZNHHfbssNi84abH6aN6WidMTZwtLZ7k5gBKhUQgFAqFCiUgU31aSuWKUrmiUihVCiVPJByZnDC2NFcAAFPElwHAh4VZlliwKOSyZSKmRDDNXvrIWpzjs+f47AnW0nYjo10W1tZuZ+wvBOw+esrwfOBuNz+w/00tv5taAXc0A+9rBkXqBMfohjw0CIv7e8jAn5A9/j0y64Rq69TnlpmvrbPfOObWOxW2nq3oCX7ef/st4UE9KaGJUABjHL75wMwv8BWVWMvAvR3FVQ/CC9XRqjTEp28yyqdhOSmYjnRsV/UIoRgLjawqNj1x3PfmTdfgoFoCKh8NyRpCPqB23SG1xpA7C6jw9M76OhJW7/jhxDfPNh6xS+1tyiNA8/HQNGTb/w2yZyMENbIXI8TaEeL7QZTdOad+InzvprURZzzMf/zh2JaN0aePp1/2y4m8fMh4t6eD8WkTbcvV35v94evSC56CVzncsmhx0X2gKl5WGs0siVL0VD04ZZQV7sbBdyz1NAFjNCW6S9LfAlC7FAMQMa1bSIeKB/oUo/0sfBeXAl3Cdj1LuqvxHYhFQkhHyMDiRGNBxjoQyP+Q/fl9lvqrfzyso3HFw81yz25AwAcUcmAFAADgbyJTKpViuUyiUtgfOkAbHuTKxDIAmFpemOeymBKB+ll9lsuc47M5CokIUPGBlfjc3FVbdhz08dN3cTU+c3Gns8ced/+9Xpe0/G5q+t/WCLinFRSpFxwNDnlgEBJjGPp3kemHPFYj072eYXi3wPRhuXVCtU3aCzUyh5w6p8LWM2U9Qc9QN2sJ998TEpqJWRDKraq335lZv2JQn9PQb0aw1YPIL8jUE5nUQ5nyKLBkdHsaprOA1JeH7KylYn8zMyqsfb3VxKiejCvGQjMZ8AeUzkhqZwy5MxMHyepsaGGQf9DZ+wTZs/6gdRUDXUiG5WK7M9Gd/1ZkT4fxT4fxamTPhz85ez1MQLM/aB0wJQ0Q71wKNF2/9qTGHn8zY8f1v+zbssbVUjfC13XTH0De+0ytf/2zj64OOT99pvwRszhiJOo8UBGzUvUQaMqT95QnnLXKv35WOdzPgbcDRNTU+5oVQg8wiuTjWyS0bgm9VzGEUA73M9HtsiGUYgTHp8LP2+i/Sn4ATA6OQ1uAhcnmwsyNIJDNtt8iznnc9zlnsX0rGdIF8HmAUq6Uyjgczu+RKX6HTKpUiBSymMfxucWFQpV8lr0sA4AZ1hJPKWVJherHKCGgFAMrbLn4I5c1wWaDHQ7utXPUPXrC7mLotmOuGp6BGufDNH1vaPrf1vKP0AqK1A2K+u8g0wtL+M/IrLJq1ciOFbR4lHX7PUVceYWNeINL6qDHNyDTOvpBOgYv6ZRXA/hKPLSS1ldERxQwkAWfX5k/Tf6iwlMwHcUDqARoQz4aUkvDHQ0NiC8uNDx8MPlVTSUBHodoiiF3Ph6GxZI6UxGtJYiuyu72PQf2RVYVG/i4PRnA5OJ7slCduaTe/3HU1P8embp/5PnwJ2e1Q4SeKbqZi31OYZap9m6/Q/uD99k6rF19fMcmJ61tdjvX6a79k+W21Q7b1/tZm5zV0ph8UTacGyF9EbucES7KvamqeiCuiZt9nVQc7hxgr+lrq+drpjf+9iVAQAIfaUpKDzCMUA7AZfQ+CbVXMYBQDqJkDCQwQQam6RIGBvhAE9OxKxO0BVSPfJgc5eVms2XDIa09h3U0JvoRgEQMyKSARCQTiRUqpUwFSFWA9D8h4wj4MkDVAe0+5enOk0uWhTwpsMIU8dky0aKQuyjk8lUyCQDwV+TTnGXGzEchAGTXvAT9tuWAb6Cui6epd/CuUz46Fy5rfUamHXBXLzAKHBRtGBxjEBLzj5HpXk7Vu5GpRmaTWGOb/tIqq9Y66+2+nLqj+c2nS7suPIFdeoG++RqdAhmMa0Dl9pL+bGX/uL6uYWKwBAUpJnQXfc66/1LKoEaWQeguH8MnwptLSLDc3taUty9s3E8/LC6w8z7zkoGLhzXGETvjaN3xhI5MdOdzMio8NeFcxE27IB+Px5EvJigPIe9ycN3pf7/j/F+C7FP9xTC+ZhivRvZ8mPB6EA/9SDM+avu2odbrtNNxY/1z5qah9nbuupomP/1p+1cg7R+/0v7xqx0g0JXD9oMvnxPyU+arHxGj3cXFtyUFN/n511kVkQDm5ds4vx0gUOGdQEZtDUDGL7fWr+D75CSoiAQBRtHACEpFg4uI3UpGPw8PkdH6l1EdCgZWSkfLGXgOAQ58GFxE9Yy0120EgTRW/aGrqgyQihcG6K8qyupfvQBWALFU8gWZVAUolOpvf6VSqWTxuAoAWGAzd2js4cklPLlE/Yg+x2OpXzM5cjFbLp4XcKY5y7M8zjSPP87hbTY0sT3rrevsYewVqHM2aJdnoObFq5q+N7T87mgH3NUNiAQHRRsEPTAMjtH/O8gMQhO+IDO6V2gWW6FGZp31Vo3sUH7TydJOr8q+oGeoyy9RjzoYaT20bCjJ4ELwkTt3Gj+MPCEiinA9RYx+NbIiOlIdKVVMRRTQELlUmPr+rJSKTOusr8bCVuvrNBNxq/V1nmJheeS+eFz73f6GOGxbEQlWS8NZuJ9KqK782cIgG9pSwUAnIVoS4c0J8OZ/N7InQzg1smdD+C/IGmnoQ+dOtPW0uh4/dMzIwM3IINDWeicI5KK1w2bT6k0gkP3ODYd2bTH7adU1R8fa26Gi+qzxdD/g2QN+7mVu/jWgOYuYf23/BtAZsy0z8EYhBibDIJUYpIoAV1DgfFwnwEDKSFBgECUjQVU05MogGhgjAGN4KRkBTFCASQaP0AeMUGZ721aGySmhF7eCQHq//mS6fYvJzu2O5qZvn1UDK8AKAPxNZAqVUqKQi5VyBQA4HjnUg0JwZWK2RMgSCz59jfFYLKmQKRWqP/yZUvHo4iIPAI54XdhkYmnm6bPr6Gkjn9Bdbn7aFz4h0wm4qxdwTz8o0igoyjAk+h8gA19K/JvIbLLf7ctpOJDX7Fzcebay168GGfYCea+OkAZlZPSQLpU+23j42FMS/ikRVUaCFzH68wf71chKqcgvyLLJvbkMRNEgqoDUl9XX+oKEAp9yynlfa+LiFFtTUUbrTyZ0PcS2PsK2l5Lhz/AIzYMOCdWV6+zM3oyQszBdBTTEo77GVHTH/wGyTx2Xv0PWPkSwPnGANEBikLFZ0ff0V/9o/PMPh3duPrJnm8O2dY47Nlj99vPh3VsvWJkEWFue3PYLJPIss+z6fJq/rOQG0JoD1KXGHdmVHXTIfus3LHzXREvddFMdMMRQ4ZHAIEZK6QUYyIXudzJij4LcKyX2AgNoPrpTyegHhgkCHFRAgAFTg8z+LjEZqRoiLaJ6LDatDXI+UhT/8KbvBRWfC6woVlZWxHKZ9HfIPt9iKBUqpRIARAoZRyQoriwPuX5FBgAssWCRzxEDqnk+e4q1yJIKBYCCJRPN8ljTHNasQMBSqU74Bf2ooQs+7rbnmOueU+d1zofp+FzV8r2h7Xtbxy/iCzKD4Kh/jEzvStoXZLZJzz7tZDnv7LLr1cg8KvsuVCODXvRffomMbSclQfCV5NFVVnYZXR2lKNgTGlaNrIjRX0JDllI/bWYFNEQarqv8AzGd1JOO7cpBdb4awF9IjDl17dL1lMTzkXcKMN3ppJ7s4f5kXGchursSDjE/5RLyOPZAeEAOvL1kAJWC6cijwbNI0P9LZGpnrwfxnSMkTRtDyigtNvaexoY1pyxND2rudtHb67fPMuTgPi8r46CDdg+8z3gY6zvt2emy/Rd0ctB88RVewWXgyT3gfQrQlOmn+TXpRaL5ehCXAs0Mumjzw7fs7g4Zug+YICsZCGAUx4I1AgwkwEACwxhgFMeENSsocDkNISJCgRGigoZio7uAKYaYjAQm6PFBF9eCQLt+/L4qI03OYS1MTwIAIFHIJUpApAJEKkCsWBHLFRKpXCqViqUSnkgoB1aEcunY1KSBpRlbIlzkc/gKKUsqVDcHLIv5iyLegpC7IOTOC3hzfP6yTF76tn7Vzr1mrmf3OrnquPtqeAZqnAnWOH9F58Itff+7RkFRxsHRJkHRRkFR4OBIveBI9cO5uqTRMPSRYdhjg9AE/fAkg+uZRhF5ZtGlFvFVNok11qnPzdNeWee8c8hrOlTQeqSg41Rpt3c1IuQ1JqKJHN1KfNiGrqJN2ly+4XjtWu0gvRADK6Sj8gaQBTREEeXTPVkBqS+P3JeOh+QNIFMJkKJBVB4BWoCC1BCRoN1buyikrRamT0jI5P62BGx7CqYjD9ae21Jn4uJ0PDQwLCelBNebTehJI3YnYTsS0G3/LFjqB6X/T2TtQwQH9+NvWt+v+fVHO1MDrQ2/rAGBbLdvdDfROwHW8He0dtyxUfNPX1n89qvD9k3XD1t+ePJgKi+UV3CVm31JWn5X9iYhw8MQX/Mo8KDu24yoGUjzsY3r8vx9gAn6IqxJToOxEc0Kci8wTgDoCDGuS0rskZNhwCCG/Lr0xcPrLRlxwOwwHw+V0fpXhnDSAWxDfrrmL99H+F0I9z7HX5gDVhQAAEiVCjUyoXJFqFwRKRQimVwslYilEq5QIANUPImIyedaONgNT31Y4LGFKrla2H9Cxpnj85eksvL39d9t3WXh7rX3yCmwh5+mR6DGmWCNc5d0L9xQIzMJ+l8hs89Xt/t2nCjtOVeNDHyNvdlEuddMjOskZCOol8qqNxw5Xjc+no/6C7JiKuLTZSzxE7JsBjydAs1lIDJxkBwMpJwI33XEoeTdW3Nnp9SWtxmojnQ8JBXdUYruefCk1CnQz/GC1+3y/CIcNIvQk0zoSsJ2JOH/bmjevxUZYnp0pzl4i94uTX2Nzb+t3rt5zY0LZ8Jdj1/cb31Uc4fjjo22m9earP3Zw9LYxQgcst/4Q00cLdGbU3B9KT2UX3wLaMwcexa31Pf0iovps4RbCgZ+vP7Nx/rXAB0FLI8s9zepaHCAgRSg26WEbhUNrqTCVDTkMqJluLHG+tdvXj26BczQgQkin9ANjBMkDMzKx+GtfwJp/PpzcUqijMNSSISLi4sKABCpAOEKIFCtCBSq3yPjCPgSlYIjEigAwM37XG1TPUssEK0ovgj7gkx99T/P4y+JJE/qGv+4aauNp8/ugy4GZ/y03P00PII0zl3S8bmu73fbKPC+aWCkaWCkcVDk/xSZRfrrL8gOFbQ7FUM8n8D9XmLC3xHut1KjWjDJ3YQ8JPk7C7tcKKyMiClgoHIHkYV05BdkRSRYHrkvjdidToFmMuAZ1N5kdHsGtqsQD/V4cCfgzp2AW7e8H0cXE/sy8d1ZmK5npH6fB/eupySanjie+P5FIbYnk9jzGNeRiOtIp0D/6Wfl/w+y/tlxJ79zgXeu/LJljbWdqaO1sYXWzk1/Aq0FgYx+/UHjjyD9X747barvqLXTaNPahECPqZdJE9lhwtK7goJbwtK74tpEEbRsCV6dEOJy79yRBVibgogGBgk8eLOI1CkgdQgwHcA4ARhETba+INTk0d6WjTY/p9SWndbZfMZ4l3IQJaHCJFSYagQFfKQsoDu4DPxJS2MXa/Ow82fzU5PlYsEKAEwvzotUgEC1IlCt8JUqoVwukMmEUolQKmEL+WKlXI0sMSv98p2bUmCFJ5d8Ebb0u21sQcBZ4HGXhKKndfV//G3LvjMXdh1wNvT003TzQEKB6QAAIABJREFU3eseqHk2TPf8NX2/2yYB900DI03975sE3NcP+tvIDMMSDS4nq5GZPyizfPTENumZTdqLL8gcCpod81uPFHW6VcG9n/cHvEJFdg7cqkem9FFLsEPmQVeO3omsHRsuHEDnDfV/QVZKhheRYPkUWDqpJ5nUnT3cn0zqftTfop5Oktzw2uLIkdwnT7WdD78YIqT3t+fhet4NEG28PArev9lrb1sEbSvAdKuRPcK2ZzLg/3RhqaTu/zGyl2io3mG7eiTkfLjfhm3rt2xZo7l1rcGWdcEuhzW//+aMpYm7hZHV1o12Gjtsdfd42RmMP0tkVkYuZF3h5t0UlUfynj9abMoaa8nvrkq4sB8MDOM/tryV4XoABnIZ+R6YwgJjuJVBNBPW/D7p3pvHt1BPsrLDzp7S3Xh458+zsDrZAFxC71sZRStG+3nk7kVMJzAzesPHc+1XoHESXspmshbnODyuHFgRKj8J+4JMIBELJGKOSCBWynkSkRxY6cOirA84yACAKeJ/Ebb0+22Mz57ncpZF4qp377/dtM3G/ZzGQWcDt4tarr573fw1zoTqeF01uHjLxD/CNOCuqV+Esf+9f4zM8EaW8d383yOzzKi1znm3r6DJPq/FPq/tQGH7ifLes9VI35eo2y2U+y2EBAg5u48UVdu8ytz21chwIQOrRlZCQ5ZREF+QZVH7koiQrCFkErk7FtmUjoekoTteUNA6llZvW9tXG+o+p2OToI2FeGj9EHm3g219P2KTqdETTF8eBpJO6kkgdsVh2zIG4P/9ERD/HV6fihb/p8haB4kGTo6oCfqz9ndZ5bk2+0ycD9mEnXfV+fUHHwdr842/elgah506vmf190esjQ/pbsHnRfBr4mfSwnn5d1TPHivrsxebcsZbC7qrEvbt+lFCQYixUCURKsS0qoahAkqriNytGkABw9inkeFHdvxsvhq0f+sPd90dmZhW4CNxpu+9fLgfmCbyKJAlbAuT1A3Mjz8MDzTevnm/qdH8hzFgRbECABKV4gsynkIpkMm+IBPIJGKlXCCTsIX8ZSFP38J0mrn4e2SLn4XN8dnzfPYch80WS0tfvf5x+25zFzedo6f0Tnlru/ntdfPX8AjS8bqqf+Gmsd8dE/8IU78II787/wCZ4ZUUNTKLmHKrx09tk57ZpL6yzKi1zqmzy2u2y2u2y2lxzGt3Ku12fwLzfYkKe4uJgw5FNvWnQQlVxKE/W9nHNjYUDeDyhj79XaqRFZPh6kLZZFJ3Gr0vhd77sL85jdyTiu54M0w65u5ZVvNC+/D+pJY3aX3NBZjud1TcRnPjLgppvSG4Bo/IRXdlkKGptN5YXFsqrfefheyLsDRyz/8YWT0da+R8ADZGIUwP4scoi7yZS6Hexnu3RIdedNi7zfDXH9eCQOD1v7jYmmpuXRt80j7vvMN45jV+SZS0NEZSGSt5kzbfkDVYnzPc9VT3ZxAXD1FQ4ApCt4rWLWV0APM4Gb1vsusNE9WmGkIDHwiKAQQX1wF8JK6Mokc7XwJLDNkwYhHTLGT0KsfRC7gO0TjtdUGm5rrVMdevjNEpPNYSm8sRK+VC5adtTI2ML5UKJGK+WCQDVEK5VCCTzLOWZQBw5JRLW2+3QCn7so0tfvreZ6uRzbCYfLmy8GnNmj0ahkdcDFw8tFw89dx997j6aXgEaZ+7Ava5YeR729jvjonvnX+AzOhSkuGVFKOb2Sb3CtTI7JKf26a9tsyotcmtt8trts1tss1uts9pPVYCOVXVe+ElOvw9LrKdEtOGS+7Cl+EGnSIeOty8VTSAyx9GfUFWRkGokeUP9qdQoQlkSMYQIhbTmkbtTcV2PiUho5NSrtyMCI594P4wopQIy4G3P8PANluadpKJ6w3BT7GwHFRnOqknawj5ENuaQOz65yL71Ejy90p9qob/guzLVdnrQTx8ZtjQyb6TjKhufhWddD8m9lZjbZXOxp+3/RGk+f03R7R2hzgddtLX0Vv7i8avP3vvMzUBgSrcLBfy7zEL7s9kXWc+ieW15k815y3AX7kbbR6oq1zqaRCh2rnwehGhWTXYy8O1qwZQCjpSQUfKqHAJFQaMYJWDKCkdAYziuIROYAInpENlwwjxABSYJq1MDxXERW5a9fUkjSBiLQGAgiviscQCvlLBU6l4KhVXKefJZVyZlC8V8yQiBQDwpWKBTDK7vCgFVgKvXMorL5EBwF+dlWpkczzWDGtJqFLmVVWt19LRO3jU+NTZvU5uOu6+e1z99ngEanuF/x6Zoe9tffV7eVC0fvBDNTID9Yd/eJLhlVSjm5lm9wosYsqt1cjUOT+59Xb5jba5TTZZDfa5zUeLu05XQM8/Q9xuo4e97E1HDj9qRWX24BPrIasdD5UwcEWD/cUM5Jd7siIKPJ8Kzx/CpNHh8fiu7BFMPK4zg45IwXXn9XdXNDXYHXcubao3dHN5O0jM7W4u7+vcYWfVRsBtMNKvREGzUJ1p5J7cUXQcuvURtv2fe1Z+QvaXzt7PyerqlrhSen/5APpLEMazEUL1EO4FHYWcY1i62D5vqv5pzR/W//KN0e7fwBv+fFB7R8gxx5unna8eP2b7228e+kYnNfQc1m07+Ot6x29B6cfMqak350oeTOXdZtXEsmsTuM25MsTzILNtnWn3JZjO5a46gI5WEfqAAbQc3w1MkoFh/AoVCUxQgTGaENMrJaOFeJiIAJeSESIiFBhCyelQHq5ZQIbIxilvC9N+AYEQbe95S1MAIBfIBctiPkspYSpl6sVRyDgKCVchUXeTS1QKjlTElgglgKq2qd7J47QEWFkUcud4rPHFWaZUyJKJxpbnZoWcGS5z4MOYDABSi4tBq38xdnaxOuuz9eDx3SfP7nH33eMRoHEmWNsrHOx91eDCdeOLN038I/R8I3T8o3QDosFBseDgOIPQR/qXEvXDk/TDk/WvphreyDC9m2sVXWITW7Ev4ald8nPztFcWOW9t8+ps8xrschsc8xudyzo9n/YG1KIDnvU+ggwmdFDSukj5ffTUBtj3ZraRdc+fjmBysB2Z6I7qMWIeuS+T2JvHQGVSkek0ZCoVkUqBp5BhqcS+VHxvBgb6ikHcYG36rh++2cgAPjmW1/S+jorfc9C+HovaYW/9epCQ2Nv4mND5ENuaiu0sG8am/Csm9/4Vsi99l3+FrPozsq4xjMlxs/GloZi468fsTQ4a7j2mv9dx92aDn7613rjW08ToyuFj1qs3BJjZH1q389TWPdogUOJxuzeXPNMO6S5VPfxQcH2u8p6qo3Cl71nEvr3vo0Il/e18WDtAQABENEDBAIMYMboDGMYrKEg+vm9lmCyiYfkU9CyyE5geFtFQyiG0nAHn4zuAj7jl/ibVJLWxPGf9N6C42+HAiniZOSNUCMWAkqmSLKkkSyoZUyljKSUspYSrkHAVkln2svprTKCUSQAVfXzE+pDjFGtxmr00uTw/y2MtCLnzYt4Ea2FezJtiL00tzy3w2LUdrd9v22pwzMngtJv2qTM7nD12u/ns8fTTOBOsdS5U7/wVQ5/rphdvGvvd0fO9p+MfpRsQ81fI9C5/QmYWkWsVXWIXW7Hv0RO7pGcWaS8/I6vbl1N34DMyn2ro5bfox91DcS2ElDZi1IuOxqHlP+iaFaKhJSRoKRn2epqehu4oHkIXDmGz6ah0GjKdikqj9KeSkWkkRCqxLxUPS8NCywew6w5YPelo1d+37xWkq7K9pRaL3L7f9h22f89B+5cD+AR4czyhIw7fnoGD5FNgv6+M/ecj+9LcW0JD/j1kzxmod/Q+zYP6uAlcB6whJyPO86idi7l+8PGDV08fv3T8qPXmjZa/bYzwPHd4t/bR3boOGzaf3L75+bWAs1t/SDoEXn76eCz32mJV9GzVA6CnOsvVrvCCixTRJkd3S9EQgIIGiHCAigCG0MAYQURHiscIY5hO+dKonDW+wvu4MIT+SOyWThCW8Z3AR6KE2Cmj9nHp6PLkB6fszS64O3GZ00IRhyVkLYjYTIV4WSFVL6ZCzFSIOXIhRy6cZi4u8jlLAq5QJV8W8iSAyt7pcA8GOcdnjy3MsOXiac7yrJAzxWMuSgUfWYvLYu7k8jxpYvT7bVstXd20j7vouXltP+6+x81nt4fvXs8gzbMhul6XDbyvmVy4YeR7+zOyaHBQzO+Rga8kG1xLNbqZaRaRaxlVaPuw1D6+yjaxxiL1lXnWO9u8Btu8Brvs+i/Izj/pvtGAj2ohxLfik1qxCfXwUgT9JysHv9z0VxPk1x+oGaiOAgoyCdWRP4BNI8HSach0GjKNikilwNNIsFQiNBXfm4brLqIjtc64xBQXuAYG3kpKfA3vfdoH2eZo8wrZB3Y5+oyGSUG1P8C2xhE7M4k9qaj2fwmy3/dd/j4z9m8iqxlAvR1GajhbtJC7eyl9WXkJJro7dv70rc2urXY7tx4Da/sedHSzsjTZuMlqx+59e7VdDI11vvnK/HuQn94WWmEcI/sWq/oRuzp+piRS0VLWcN377j6wor9diuqQoDoAMkxFgCrIvQo6EhgnSEaw4+g2gDtJ7W+NvOV3bL/hjSAPBrJFOk1d+UhSDfXLKVAZHQEsjKZHXt9vqjs1RFLJBZPTYxypgKeSLcslS5/XslzEkonYMgFbJljkc7gy8bKQx5GKJuZnJIDq5oP7aYW5YmBlkrnAlosnluYWJPxZIWdBwp/kLC2LuQsCzkcua522lumJk3onTu11dtvp7LHr9Pndbhf3ugdqegbrng3XP3/V2Oe64cVbfxOZQXiS4ZUUw+tpxmpk9wtsYkrsYiusHz81T3lpnlVnk9Nom91ol924P7fpeGmHxxOo99OeG02Euw2YxG5qSgcht5ec1YECaRnkwnufD5Ey4V0lVEwmtje5vyuX0p9JRqiPyzQqIpXSl0bqTSV1p+J71LE/J+MiXEICU8vL7T3cGnDo4vYmTaeDFZ2tluc9qij96XhIFLblEbU7gwyNg9b/S47LvxoWUUhD/ANk1QOY9x/wu1ysez+Su2n9Z/w8167+zhq813znFo0fVx3R1zHdssl67y6LvbsNdu44dfDg+j/96TBY28/e3GHttwF6v809S2WkXONUPWZVxAtf59Kzo/z2rFEhW/l9jTJspxwPkRG7gWG0gASd6H7Po/erpgem8D1mu9Yes9BOuhMSE+5jtWvtR2QbEw9VDWIFmK6VETywOObl7Hjh9FExZ5bPWVgB5EsC9ryAsygVLXxei1LBskTAlPCYkk+n5CKfs8Bjz3CW53isbjTipJenBAAWRbxZIWd0aXZZLpoTcaeF7I/c5Wn2wpKY/4HD9Llx/RcdXcOTrnudXPc4e+4+6bXrlM8eV39NjyCdM5cMvK4Yn79m6HMTfPGert9nZCEPDcLi9C89NghPML6WZnQj3eRWptndHMv7BdZRRTYxJRZxleYpry0y6m2zm/8KmU819GYzMboVn9hNyYHR8mGUpIZu0MYdP9vbX31SUT1ATYZ2Vo/Ss4nwogFcJhmRSYVnUuEZFFg6BZpO6kkjQtLxkDRcVy65L6quZpe9TQsGvdXEqA6Pzm2pM/I8mfyy+mh4UDkRnkWC3se1PGJAM6i9D6F1/xJkX2IK8j8HYKurR/4msqeDmJcjuO0nbCFTtO5B7L2EKF29PccdrN0dbZxNDA7qahpsWOegp7vf1MTd+ZiFiWF4cMB+E0ObXVuDHM3MvgFln7RCxwSxyh4B7wqWyhO5L/PPb1wl7n7L7qqVYtqkuHYpqYuJaQU+Ulk4KBvfK6PjXMF7Ys6cAvjLSgYx5swp8LegEEdLYGZ0Ed4upaJ4lH7+JP2AlYGh5raFmVFgRbbIXhid+SAAFAsS4fzn9TmNkbss5ooBpUApm+eyZtnLghX5R+YCVyExdbAdmZviKqUTrIUJ1sKiVDAjYE9wFj9yl0cXPn5Ynh9Zmu+hU7/Ztl3z8DGD0167j3vsOnFu50nv3af9NNwDdT3DwGfDjbyuGnjfUCPT848GB8XoBz80CItTp+SZXE83vZFhcivT7E62xb18q8hC6wfFlg8rLJJeWWTU22Q12WY322Y27c9tcSnpcq/qCXiFvNVCulmHeNRJLMEOV5FGNx9xdbx6+8XAyLZTp4OLSyoZ1BIqvnyY8rCnqWSUlEmFZ9L6Mqi96ZSedFJ3GhGSju9Kw3VmkaBFOOhGS5MWHGa1juZzWE920ztLH8+rGcnnoiPKCLAMMjQS3/posDeF3BOPbP5XIftLHAYV/l8hw5biezXcj8AWxvs+MPqo6Ku3Lp896eRkYXLphMvuP/7R7LdNZju2g7dv+wYE2r1n+6bN692OHztmYbLrG5DJH0FHvgPlHTXqvXp2NjNyJvcB0Fztt+3H+bel3K7XAuR7OaFVRGrn0qEzmHYuEQYMEPrSk+1AoLabd65r6Z389gffzdtKvc57btsqRPQCEwwmtneBjBjB9+lrbiXj4fHxkSuAfGx6TAqolsT8ebFg7vP6HFjMWRJx2DLRkojHlommWItcheQjc0ECAGcCLhbVVLFV0rHluSke8yOfOclbHlmeHWcvDM1PMmY+DC7NzasUp8MvbzC3MnQ9v/OI6y7ns7tOnN9z0lfTNUDXPVT/TLjhuSv656+DL0bo+t3X84/8dIsRFmd4Kd4g/JHpzTTTm2mmt7PM7mSb38u1jMy3iiw0f1BmkVRrmd5gm9lsm9m0L7PJMUdd8NMTVIu62Uy89rYvtgOf20+/XP4KtMegHE151NiZ3g0D7dJ8PjqegYTFQ9vzqJhMMiyT1pdJ682gQtMpkHRyVxqpM53QkYbrTMV2lpLhxq4u6dVPNhiCC5vqspvemZ9zO3vnRnDKo1J8XwYZGkVqjx/s/RTE8q9D9inY579CVj2AzYA0bj26D8uZryMgkcNk6jB1dnykNDHhnJ2tl6XVKUMj842bN377R1tjQy3NXeYWxju2bP4eBNr+DSjq9IHTa7+ONdtRc8JK+jTjY/o9oOPV5T3rxivThd2vOdBXKlKbkNTConYrJklSOhoYJAdra7h99+ebW/cU7ztS5+5Td84/88BRB9BXQ8+rVQOkRVyfcmG8/lXF6ROHAEDa1dM2MMpY5LOWRDyWTPQFmToee1HMUSNTVyZKAWByeX5yeV6d65lenH/hSihTIR5nzs+IOMNLM+PshaHF6ZHl2aHFj/TZD8PMhWEOq5VM+UFLT9vJbcfBU3ucz+52Ob/3hK/W6QAdtxCw5yWDs5cNzl0zuBgB9ruv5x+pHxhtEPTQMDROnZJndiPN7Fa6+a0sszvZFndzLe7nWUUWmkeVWib+B2T7sz8hu1DTe7OZGNVOeNiOe9zeDzKwvlRSU4ailuMYxSiKzeVbh6MeFhDw+SRMBhZWOoLPoqqRdf8HZPj2x6jWbHTXyWuXAu7f3W5plvbqWW7jO2NXF6eQgOvZaaX4vnRSzwNKZ/xg72NSVxYd9i9BlkvuyyX3qZ2pkX2aSDKArhrGVY8Qngzh1EHrryYo9VODUS+qjl4OhYwNQscG++hEBLHfytTQYu9u/4MHnXZrWP2y1llLZ7+WpvGObX8CgX747g+/rf1192/rb545dWz7r/dt9O6BNy3mP5xMucMseqR8U/zc+3j2SRtuW40IXivDvhfgGrh0KJ+BBEYIH949O/QNqDXkUumBYy+Ou1Y6Hmvw8q/29ArV0u5KTZRQ8fxB4hwD53TYpvZNzfzSx6nFj2wJf3J5fpqzvCQWzgmFc0LhnIg/J+LPibhzIvaCiL0gYqsL+Rd+93Y0x2fPCNhbdDXmRNwP3KUFmYAHKIeWZxkLU7S5SfLM6AhrfpA5T19aWAQAc7cz6y0ctI+f0Tx+TtPZW+uEn86pAD3XEH33MAOPS+AzV/S8b+pcuK3ne0/PP9Ig6IFh6EPjS4+MLz82u5GmHo1jejtD7cz8Xq7p/UKT+BqzpLd2GY0O2S0O2S0Hc1udizvdK7r9XyJ8qyFR7YRM1IhxyF2TwJtlmIHHTd2ZHZiEJlgWFPez49FyKr1qZCCHhEjDdWdSerOovflD8HRyVx699zGyIRXTGg+vSyf1FJPh17PTjvtdPHDuzKOK0sTnT/b5nD136/qN7LRCZFcOpe82uuE2pjEW15ZG7vk/Q6aesPRynNz4cfBWUcGpq5fhHz+8wyJpS1Nm+62cjh28Fxao9f330e4eecFh/pbWJqt/WQMC7V3/8w9fg9b++XsHY6M9q77WBoECNNZ+KIqbzLzHLX20VBArfp7ddfNilouFqvcNs7WcA6mS4RpkAzDJAJKPgxSFnL9sqFXtc7bK/fQzT/csR0e/Db95rl9r86evC8ODVGMMYPHDIKbHwgJMGiAK5PwPix/V3WwsmWRRJPgdMu5nZMwFEXNBwFlQP37/Ttg0n2V20L62q+UjnzktZE+JOKPsBdrc5ODSDHVunL44NcxeZCwvTsoVjj5+P4MtwC5e2k7ntJy9tVx8tU/6654OBruFGnhc0vO8/AWZvn+kfmC0UchDo7B440uPzK+lmt1IU8cWW9zONo/Isbiba3KvwDT2iUVSrV1GvX1Wo0N204HcJufidrdyiFcV5F4n/fpbRGwH/lvbEzdfNKd0INM7Uelt6OQmxBPi+G9OblENTdk4VDYRnkuF5VL7knEdeYOwwhFkJqkrHd+ViGzOIEAe9NblYCDJr2p2WpgdOn/OL/JubEWJg8+5Yxd9AuMe5Pa25tHgqWP9kaT2ZBo0nQL9tyIrY6Aqh7BPh/FVg9i/IJscuJScfDr8Uucgo51BrsfBXnbVHzt9eNPq7zNuXL20f7/5H7/zNTA2WfW9t7Wl7pofd6/54ezRY3t+Wd2Yk96SFFnkdaT5svtsQbToadJMbuR8STwmLjxc8xdpZw2vpUzYVbmCqxeimhd63gPMscuORmFWuvGuB503/2i1CnRs44/3nO2LrgV15KetjNNlY3TJB0ZeQrTLicNsOZevEk0uz87yWCyZhKtUzgoEn5aQpx6EMytkzQuX54XLn96L+OxZ3qehTFM85hSPGXjn2tmwgHkpf4Q1T5//OMZZpM1NjnEW6YuTpJnxEc4SY3lxWCA87B/8Zy0ToxPe2sfOajud13b21Tnpr3cqWN81VN89TI1M1+e27sU7+v739AOjDYNjjMJijS/FmV1LMr2e/OnQvJ1hdifTPCLL7F6e6cNK84QXdunv7DPrHLLq9+c0OhW2upZ1eddAb7aQH3TRHSIzVx/1LkAPJ7Ygc6CkrE5cRjvmGfWjkV/4qUeJ+XhMGqq7gIGM7a1LRDUVDyOLh5GP4Y3lI7gcIjQN05mAbMnD9Tztg6zeu8fnxvUjPufjy0sOXfT2u3M7prjgKR6egmq/h2pMGkXkj2MTsO3/B8ieDOGqBrHldFTlAObFGKnhA+NaSupxXz/84nzPhyHIOLWOCN1jqnntWoCTuYHTnp01t265bNoYZGZy4+hBnVVfH9HVPGigv19LMyXwgs33oGQns9mKx7MFkWNpV2fy73NqUrivss+tBzFrc6XtFfLOSnHnEzmyaRnyVortfOBqf2jLd6fBGzLDPSCVicAcmUmBTPa3qOYGpnDd8qmBOSLi9AHrooq8RRlnRsD8yF1mKWVMhXReJJrm8Wb4/Bk+f0bA/Tx2iTknWJoTLM3yl2d5rBkuc4bL/MhdVq9J3vLTxrdb9bUWFCLGwhRlZmKYOcdYmBrlLtIXJ4mz44PsBdLC7KhIbOd5fp2hjcHxc7pHz2of9dJxuqjj4qd3Mgh8OgTsFqrrEa7ndUPH+5buxTtgv7uGgdGGwTHGobHGl+JMryaaXUsyuZbye2cmEdnGD0rNHlfbpL7al/FmX8bbA1l1TgXNp0rb/F+jvKs6E+Bj3zqeOxSdkw0fSO7A5vRS86HUgl5KJX706P1Yi0tXXk6OJCM6c0i9CcjmZExLHr23fAyXgmrPIcFyiYhERFsmsTe7v6MG1r3N0DAiOdn2xImyhjon3wspJSXnb1wr7ut4Mk58iG9/PND7mNCZzYD/W5GV0vvVOf6VA5gyWn8FA/18lNg4Tr+dnukfcZewvFgG7yxDtdYNI18hGyrflIb5nH6ZEue49uerNpbp5z1tf17lBt5zx93FYef20wbgzqzk/py47JNWPutBfXc82NWxxEeBE/l3VW0VPptAtOwIQX2BtKVY2FgMIBq5XW8AUk/sabu7JyyZ2IaZ/lr+KITW8xTXWZl42zvszAHeBIE5jAOYH+0MNT8uTA4tfpwSLE/ylpfkkhk+f5LNmWRzpnm8aR5vlseZ5bFmeaxZ/vK0YHFasDjNXZzmLH/kLk9yliY5S+rZhhOcRcbc5FrNnYNLM4yFqYHlGdrCxyHW3DB7nrr4gbQ4SV6cxk5PTilVOgeO7nU4rn3ITefIGe2jXtrHLmg7++qeCNQ7FQx2C9Vxv6TndUPH56auz22w312DgPuGIeoTM9bkyiOTK4+MryaaXEv6MrfQ5E6W0YMik0eVVinPbNNf2qfXOma+PZrXeLKk9UwlxKui/fo7DMjYxbfwfTZs+HEzNqUdnwMhFfRSqsnjh+/GHL4f+XJyOAPTnUXoqZwgpBM6klCtZaPY0iHcw+7GfDI6h9gfD2t+2PKqrL35Ny2tsLv3NuvqvoNCLY4da+rpdXRze0PG5OF6olFNUdiWBHznl8kj/yZknz7LBrEVDHQZrb+cjlIju3j3fkJJaesApW6E/H6a9OYDupbaSV6gLi0OetgbB9mZvYu+47zp1wcuB+zWrLrlcjDi1MkbRw87bfpF0PmakXe//cbp2bJ7M6V35iqi6RlXll6mhmv92HbjjKg+T9lYIK4vnKrJkUPrAHSbBP5ehmtuSLp63cXovpddTsS5E+abtn4LelMYtzTYL5iklCTeu+hxXAJIafMTSyrJGGd5jLk8xlyeZHM+sNgfOZyPHM40hzXNWZ7mLE9zP81PneJ8HmkW3n02AAAgAElEQVTIXlTfio2zF8ZY88srUtuTx2q720bZC+P8Zcrch2H2/ABrlrY0SVqcJMxNoibHZ1aA7ZZ2hkfdNRxO6hzy1DlyTvuoj47TRR2XAPVmpuseqnvuurb3DV2f2+CLEQYB942CooxCHhqHxpqExxtfjje6kmB8NdH4eor6RsP4dqZBVJ5xfIllcpVN2jO71GcOGa+P5Da4FDUfyXzrVdEZVA0FaR8Of9qV0EFJbCdFvoKmNGEyO7DPyOOaZ30uP6nMJ/QXU/tzKb35tN5sSncSqjW2t76Qjskh9lcM0dNRfU8mKM+G8P2T47ZOx28/jNMxs0AyGEc9z/SgsZZHj7YO05J7GnJH0ffRTWnknkRM+78bWRkDVTmAKaejSqnIcjrq2QihYYx2MzU9PDauY2Lw1Sj++TT+zTzh/SS8dRDSh2nselOW4OdxYO33Mc4HTm37NcXH1WHdn7MD/dw1dzn8+avE41aK9orpiihJXQr+sTf71eORwlvst+k5J4zK3C0l73JV9fncFxmCxkpB6zNFz9vl92VKaC085dYl481BBhs8NX7ODHRWDcMlQ4gZbAdnjGC0cw0J0zXLXxjlzs/I+KPc5YHFeTWySTZnisWZYrOn2Mwp9tIUe2mKMzfJnZvkzk2w5tS2JlgL48z5ceb8KHNulDk3JxPcTooLj7k3LeaO8ZYYS9NDrLkB1iyDOYWdGSUtTPV/GBsXSfbY7dc9cFJr/2mdQ57ah8/+HpneqWAdtxDdc9d1z9/QvXAL7HvnE7LQB8ZhMcaX4ozC49Rx/8bXk0xuJJveTDO6lWYQmWMSV2SVVGGT8sQ25f/xdpdfbadr3/C59p7pnj3adrSuOESQ4lCKFXd3h+DugRASQgR3d3cKxd3jIYEgQZLgVp+2I7lfpNPdZ19yX/ebZ61zZeUP+KzjPH+nHN8aVUyddla7QX6PBrrRNLfLsWxAQFDdr2Y0vGES2b8UXj2Y0j6NfTqH6Br+m7R8Sn9f+tx4IW06jz6FnOnGEPqzqeNRvY3YhYmiZbJ3daUpFvUYGWeBjAtAwm+LSz54+Ojy9Zs+kVE3RcUTU9FXRUQj8jLjO2sLd0ixcz3xY+15jJn/X5EV0qY/RVayNFu7RuxgLWk4OiUWFHSv0RpWibm0kZZjauP2TC2ll7xLwuCiFYV/gTqY2ADu2kncshW/6flAAmVrrn/1e6yNnrSAgA/4+zxnlfZoq9FUnzgt8XJvM3ZDXo2HWaTUtaPylD9a01/WIk/rMn59UvX6SSVvvJk33sxb7OVRR3iD9bypTh5x8GCg4Qzff7Yyl5kc8UgR+PrXE8r2MuftOT/TfvPl2fqLE+bZ8ebzc87p2d7x2d7JCefsaOvZEev5Aev5Huv53vr5Hr90bZzus072+dHmfGflHU0qJnqHv7/hT5TLp7vM8/3lZ7szW8vUI+7cNot+ciaprX9PSUdcy0JU01JU20ZEx54/Y4oZu0mYeoiZe0vYBorbh0g6hkm6RABdo8GecdLeCWCfBP7KTIqPLBDJb/QvFYoBRadLJ+YrIEqVUZVKqGpVTJ1mVptufrdmeotBTpcWuklAztIyuyuwaS60aT6mdQ7ePZs5hLdPzRa4cQ83NFROJeQujBVQJ8s28EnjHfn0mfTF0TzCLLz3yVfySj88evSTjvo9A00J9UdK2o+VtfS0Tc11re1U9A2UtfR0LK1U7W1/UpcXdrXELAymzw4hR7tw+FE0cRhN+PffNCJ/Jh1FkoeR5FEkeRhBHv0YEvCfm5Z9+n7zA7KPzvjU8mhT/OmSvzirZOKLqNPFtJkeNlPX2xteUfl0faVxmdC4vVSxQajfITawZkf2qXEFsERkuOD1ryyVAGGGD21Fb6CtdBUvCMDNNIzvfpVgo6Qn8aXYJYGrnwn88jcBPRD4sSi4HY7rhSHc7115115wVBj6W2PSu0bMm+bs847cs+78570lb56U8rrKeZ0VvKbi3zsr3453cMc7tylTokI3ngz0vvjzPXV3g/v2lM5ibh/vMs65S6/3ya8PWL89P335/OTg8MXZ+enL55z3LxYON5ffHC6/Olh+tss8310921095a6fcDeOuetHnPUjzhJ7nf386DZYlH6wRWSvUvZZy8928btr9DMO+XCbeLAzubHKevPePDDie6CSpJ4NwMjxvpaViL6ThKm7kL6jmKkbyNpLyMRFxNJH2NpP1DZAzDFY0iUC6B7Nf1ku5ZME9k3mB+RIBaKkgzAywVjpYCw/50susVA+uUwptUoJU6+Ka1HNaNXI7dLM61FLb1NANDxMazUvGnGtW/RpmIX3L8K7Rj8HKjkj0r+Tki8aG68hLhQuThQtzaVM9uaQp5CjvZ1rq8aBYZeFwF5RMJvgcIfwcKfgcFtviLmLlwMkIBSGROYVljR3pBaVYKtqC3t7BG7eiCktrJ+dyR3qK8RPF1BncLMjsKGOlJEn2NlBzNwIenYQPT8SP9qJJI6lLU0mLA4mkYfh9CnYX8I+Bjd9zAD4tA/jf4uMn0bIR1axsshH1sle0fByS6mufrq+0swgNbPolWuE2h1q7Ra+fnUW/2KrZrDR3E5PS15E5pcvzcRuPrr8WbqdQegjgKXoxco4J9CPAq6GMuK3LmkqK1oY2NLn1qWuAdtSsw1/urRdBN/P9X9fEfZHJfRtbfKzZtRpO+ZZV+bbrjxeWwGvpZBXjvuzpej505rdyfZCbLyiihT79JC8tUk/5mw822Xvc/ZO9zZeHi79ejh1xlo82Vznbq2vLJ8en5y8fjG9tUx5dUA5426+PWc832U831054zJPucwTztoxZ/2IwzrirHBZu69OJVRkR6jz1D0W5WiLdrJDPOT/4dBO96Y314mHJ/DK+r/fkZCz9gCZOAs/thU1cBYzdr2vayts5AiwchM0dRKx8hKx9hW1DZBwCJZ0iQC6RYE8Yv9amSVLQRBSfkhp/zSpQLR0EEY6GCsXlfMgJlcuvkgOVsrvWKaMa1bKaFHN6lDMaFXEtalkdmtm9+sXjVlWzrnUzQbUD/iW1H+vopvS+CS7Z/iKolrtIr6Ggs/HT7XubhRR53v32Jj2zstCQAf3MDuXQFuvQHtIkKN/mJ1/sFNAuG9cIjQjH1dZm1nTVNTaWdTaXdzRHZeZd+Hm7dym9k4SKWd8BNHflb8wXb9KKyLMZEwPFxJniqjzOeSZdOJkOm0Gjh+Jme1LYUyj1hfi8f2p/xWyj9Q+IMuiTmRR/wtk+UvTRctz/POlipXFQsoUH5mam1NaQ13f2nIzg9S4TqtaJdRtUeo2idWM6b4tYsNkl76NzvcX/0P82tceeiql0ZAcbzvDm99mOuqZ3foyUhukc/s7PSkRE01NY2Nb1s5pf9+U2JVbj2/8tIgK5TUgdhOtf8v3f1cU9KIq8rw+7kUL7H0zgteI4jVgeE3pvO7C4+6844V2ZdAv+UXI5+/ONk/3Vp/t0Q+3D06Odzjb9N0t8tHO0q/Ha+/Pd54dHz8/Z2xvrB3vLj8/mNhY2j45YB1wmad79PO95dPdlZNd5vHu6hF37ZC7dshl7rP33zzXsjLJbahinu6RD7dJB1vUEw7pcJt0uE092SXscaa22E/pawI3hBVsvaTMXMUNHEUNHYUNHG5rWd7TsxUzcxI2dRa29BS28hGx8Re3D5JwDge4/mv5D/aG8dO+pPxQfGdSQRjZiCyZqGzZ2AI5aLECvFIxtUYJ3aiY3qyU3vogrUEe06KR36dfNKKTN2BYOGZXNRHTM6cVkypm4926zE5t6/PCZX/7QN4Zg3bEoMzgifoxkeZxsXceagh8/rWqnpWYzEOAspaY0iNRxUciSuoSKlrS2gbKxlbqVvaPrByNPXzdo6A2weGhaRkXbt0zhwRnd3Yj29vrlii1NEre1HgllVi/slRKXiyjEVLHn2YQJ7Pps2mU8YS5PihxMHlpPJE0kPpfTZf/1unz/xmZgpN1entL7yqjZZncsEqpYZLqWJTGTUoVfaZpaYbybAdZgoWlxe5ylpsqs1AR3noi112kBHGWj92Ef/aSuOn1QEzh6o/mOjquPoHk7QPq9m5UROQNAYE6P+vnBfEnKc5vca5vsl2fFXqdV/i/rAl9VxfDq4HyauC86pTjUuhhXwEu1MJAR+zsJWuFTVvcoNCecQl7rM39vZ1dLufsiL6/w/nz9dIpd2VvZ/1od+P8cHiZuHiwyXn/Ymll+fT8jHm8Sz/bZZxwGSfc5UPO8iGHechZPeBsHO+xX576QaM9YkJ33pwTOOukg62ls13y0Q5+j7XA3aKdH89y9wiH5/cfGdxQeQwycZY0chYzchLUtb2laXFby1LY2F7U3FXIwkPI0lvY2k/MLvDjygzoHsPv+QPy4TtLlfJDgQPSwIFo6bAMqYhM2eg82fhCOVi5PKJKAVWvgG5QxrXwkalndWvl9Wvn9uvnj1iWDgc0Tdy29NaJxcQ296ePzGWOTH0jr3pNU1vN21vczNQwJMQoIMg3OTUwOc0pKMolMMoxMNLKN9jY1c/Q1cfEzd/Ew8/QFfLY2VPZ3F5G3/SRresDY4tb8mpSRmYXRUGi2gZ3dPQ+kwR+K6dwRePR50DAVW0tt0xc9sx43uJkAWUugziesTSdRpuIme1OIDxNpY/zQ3T+5++AD8iyqBPZtH+dlPMPy/nIipZmylYWCqhThbTpdvYy2NY0r7ezh0ltZRDrGcTaZWLjOq2JRe3ZXevcID9lUeb3mQPkyRHSaHxqlK6WgpWSVPhjtUdf/w1jqv3oHwJ5Ho4SF7+WBoi3jo5Pb3O6CUTqBlP856/D1QHHRbBzjO8bjPObdPvzXOfzYo8Xpb5vyoN5ZZG88rjT/OizlnRWX4H0/X/0D9esH9A5z9nLJ9uUN4eLZ1zy1ib36OjkxQsCg05cXSlsqK1ubz58/2qevbr85ph0zl17fshmb3M5O8xDDu2EQz/m0I85jAM244C9vL+zvL/DPxEvaq1XNTdg//pslsWgHrNpJ5w59irpcHuWs0k82ls8OFjcPw7JKBC4cldU10rC0IGP7LaW5S1NC0E9OwlzD0Fzd0ELL2ErHxFbiLh9kIRzKMA1kr/7z89iAvnAQH/VM5A/ChSMBYbipCIypeNyZaBFcvAyeUSVHKpOCduskt6qhGmVS21URLdp5j7VLxoxKui3K+y67xiiHIGC9s1FNPenDc1qBseImljHlVbF5BUFINIC4ajMuub0mkZ0dX1WU1tx+9Pcxq6MmvaM+vbC1qeFHU9zm3tx9W1ZTT05rT3p9Z1l/WNZrb05nX0Vg1O5XQPIhk5MWx+0qiG2og5a02QRDxU0NrprbFC0OF2/vpSBH8PghzIZU3BCP4IyhFoa/TQx7t/AfRz/E7JCxmwBdYqPLJ8yyUcmZqFXNNzbyaS0LZNqqYv1DGLjGrWFRW9ap/Vx12pI031b1JEt6uzuMqo2T+yBSICDhdr1n+A2pnJfCEToPrSVBxqqysXD4vDcnYH1tVkue+OYq68mHaorxy5PfVYQ9Qrn8Wu68/Mcl7N8j2eFPi8L/d8Whr4ujNnICNtrz3N4JOrjZfyW95ywQ1nirpH3NilvT0lvz/Dc7dXd3Y1dLm15ZZu7S6BQHd1d1U30m2eGKa8OCC92Cfub+6eHaxurKwds6jF76YhNO9xZOtih7+8s7W0v7W2vn+wRtlYn6CSAhjLjhDvLYiydckkHW6OrFOr5Pul4b2J7fW53d5rN7V/ZELgpdEPlsYielbiBvZCenZCe3R1tq3uPbSQtPAVNXO+bewpZeotY+4rbBUo6hki6RPAnTUn3OIAHFOCV+PGRHNAvFRCIBgRhQGHp4KgsmbgC2cTiB/AKWUSlYlqDakabEqZVGl4ri2h8lN37uHDocU6PY/ngD2Z+eqgK3+bhgNYh+MiCDSr3ktwjp1iES2g8JBqWhMuD55Yk5RUjq2ui8wtx9W2oymZESSOyvDG9tiurqSejoSettg1R2ZLXPQgvb0qpaspsfRqAyUFWtyFr21PrOuFVrfCq1oSSOkRNW9noTGxZ1V09PTV/3/Txp8XkGezCII44jMT3oWnDCHI/kjz0aZAvP7vp38wJZNAm+CNzaTKbNplN+9cdxgLGLH/eLGEu5FInC2nTbZxlQRPtkqnBjhVy2zKpmjxfzyA2MWktG8sNTFrh4kQTk9S5TW9m4rs3yZX4wR7iuKOVUV06qiUPba4mk5kc8e1XAuQ1wuo5Z5rD6mVQ5tis7dO9mCB3sa8EWC25+5UpL3JD3+RAXuRBTvN9T/P9znKDznIiD/MSTpoKKyM8b17+rKS+cP+P5zvvXy0f7k+vMWfPdqfPuJTnR0uHe6sHu6cvX+7vH7779T2Px5smEiwCPWVtDfGv9pZeHa6f7DG520sHHMohh3bIoR1yqAds2j6burdD3dthHHCnV+mrZ4fgx4/GlikEDot6xF3c3ZzYWlk42KacH07ubMxwdkZZW7Tnb7Tc/S6CFe9pGYsb2ooa2osbOwvq2t5/bAOw9BI0cb1v5iZk7iVs5SNmGyDhECzhHC7pEgFwi5b0iJF0j/vXe0zfFAAkBeCXKhGIAoZgwOHp0jE5DxKKHiSVySVXKCBrFVD1CuhGRUyTMrZNLaPzYWbPo/ROPWyrKAQJisywqewL7J2LGyHGd00IXJdElrUFxWMT4FnRUHRgHDy1tCqlujqurBzT2ImqaUeUNsNKGxClzYjKFmRlW0plC7yiBdfSi67vji+uTSpvwrT2RudXoeq70mq6M+r7UBUdyMo2bEM3vLIRXt1QMDAkcOtmRHVJKWkma2E4HT+EnOvBUoYQxKcfkcE/yW76N3D/LbIc6uS/ISugTrVxGHeMNUtnB9uZpDYmuYo0V79E4COrXiLWMamtW8y6NUrtGrGdu9zGpg1sUZjs1SXKHI02i8ImaJqqlfdUTu+Qe1fmJvc2xrdW5lnL7BOujprMzc8ERgqSqXlxzwtjf80Nf5Ufep4f+Cw36Dw75CQzipuVSMqEg776m5Od6eU7V4VV5V3Cw9hHp0ev3lD3uaMbdMarE8rZHvWAzeBuRcfEhQaHzc7On755vf76JLuvWcxcq2SsZ/31CWV3k3bIoRxyqAds/qDs73wYu9sTTBrn/SsFE732mbGlIy75gD3P2SAec4bXlwjHu/ij3bl97uDaKv7oFNfa9YUo6La6nrihtaSxPdDcVVjf/p6ONcjSW9DY+Z6pq6CZp4ilj5htgKRDMMApnL8yA7hFS7rH8bPl+O8xAZAUSQhSwj8VEIyWCk+Xicp+EJ8vBy2Wg5XLw6tlYBXyqfUaud2aub2KuLYHaS3KmFbzoiGlpAqDgieGJd0ubRPe7ePQp4s/P7L8EaAprWqmqGJibObqGRqXmFuU1tSYWFOT0dKHre9BVXcgKloRFa2pNR3YxicZLU+xzb3I2o6Mtn5cWz+0vAnd3JvW9ARR3ZnZMJBW3oWp7Mmqf4qubE8urk+paEyrb/5ZQTG5qT5vcihr6mkJfSaHNJxNHUaTBlI/qWTw/0TtA7J06vjHwdfGp/YxnzCfPlPEf/G7uljBXLhjqlVDnqzET7SskuuXCA10YhOT1sCkl5PxHez1qmVS1Sqpeo1YSJ2s3iA2rxHGN2kjS7ODjGniydrw1kLf5mzXxnwrY2pkZ2mey+ydGZIACl29eOH+NwJNqKiNxuzdjMh3uZEvs0MOUZ7PMyAvMoKOUSGn+Yi+6AC5y1/WlhWY2VtFwWHmtrbA+yI+1o4T/QOcAy7tcGv1t9MBFrl/eXHv9bPcsmJxMNDUxX711TGL97p3lXhNGZzRWL37+5u5TSb9eHdhew3P3iDt7zDODgi7W/M76wQOa5HDWj4/zGistg2GEDgsxsneAntjhrsxxV2f4rImORsTOxvj26zR7a3R7R2B24JAE+sbarr3tEzva1ko2vvf1bACW/kIm7oKm7kJWXiIWnuL2fpJOgRKOoZIOIfKeMdLecWDvKBAzwRJT6iER4K4e7yYR7yIV6Kwd5Kob4p4QCowGAsOzwBH5kjF5CmmVCmk1PDjpBXSmhWwrYq4NhVcu1ZGt252j1Zuj2Zep3HVgHPLpG/DqF9R59UHRq2D9DhYQVB4qrymyU9i4MSKcmh1NbK6LS6vVsbEKa2uB13/JCKrAlndmVzRBi1pSixthpa3JFW2warak2s74XVdqbXd6KoeXEVPeuWT9Kru9KpOXE0nrqYdXd/89zv3YkqK68kLRXPDpaTJcvp0AWUEM9+XvzqXOPsklTSct4lHLY3FL/Qmk4eSqR+c/d+R8Z19RFbCXOAjqyJPluHHm1aJdXRCPYPYwKTVMZdqlqlZs6PtnPXmLUYJdbphm1q3Se7cZZQvDk2fsjrW5qqJA5XE/qdc4sj+0tONxaktinOI+zc/ftlUV7xNnvlBQKAKFk4oQj0rTfm9IOaPoqg3mZAXSJc/s4J5BQmnmVBmbmoTLMbTxqSyojgDm8p7cT5TXhGjb3RLQMBe/RGRsch4xZ17zpo6Yi5u01lHHNYRJyg5/mdZcfzJDvmcSz7auXDtp9axoZWT/VnWCnlve35rdelkj3F2QNzbntpcwXM38dxN4t5268yYoqn+8un+4s46aX9nmrM+xV2f5Gz8hWx9ZHtjZGsTaGouaWR+TUVbzMBG2sL9uoqRmL7TdTUzIRMXIVNXIQsPESsvcRs/CfsAgGMIwClU2itOyjMW7BkH8IgHeEAlPBIkPBI+RSbhnwoMwoBD06UisqWicpWSK+XhlQrIWvnUejl0szyuVSG9TSm9XTu7TyOj52Fml1Zhn3HNiE3dmGvNCKSs/5aGY0x60/lvPPYpb/c17478Q5uo2PjyyqTShlBsyRVZDWR1J7K6E1XbjarthpW3Jle0JVe0waraYVXtydUdfGTImi50VQ+msgdX0cNHllHdiatpx9W2Cly7dU1R2SY+unRmpIo8jepvzpx6UkKdiB1oLGYRshnT8RMdKcTBFPJQ1HQnjDTIr2cfkOFo4x/Hx3kzc2mS/ynwIQeTMVu0Ml/MXChbmb9lqlVJmSwljDesEqvp+GoGoY5JrV2l1q5SK+iEOia1bWu5boXQvkkbPNpo2sD3Hq31HjFHTllzL9lPNwlVU90ts71+SUH/+P5z3wBnM4OHi8NdvNfHLmrywbqP9juqD/PiXmcFnae68MpCebnevyOdeEXRe0neL+pyslxM3Q1Ul2cHxC5fMLx7xff+jdCb17OUNF3uiX0tIOAS4ZbanDtzvEzaZbBf7M+sktZfHyWUZQtqK5EP2Cv73KGZWWGw1O7rV+vnp4zjg7Vnp5TD3QXu1vLzk7GNFfzeDn5vZ2pzlbjHvv1AmrLHmWYuUw53pzmscc7GOGdjjL0+urM2uvMBmQM08Yaa+q2HOvI27sI6VvceWQAMXW88tBA0dhY0cRE2cxO29BCz8RG3g/CLGdgjBuwRA/KIBXjGSvKTv9wTJDwSxLySxHxg4r7JEv4IYBAaFIqVCsuQishWSCqXT66Qh1fLp9bJoRvlcc0Kma1KmR2auU+VsR2K6Z3aJYNGNePGFYNWZQMelcPJnYuCuu5m/nAC+1fawRtzv4hHjh7Yhvb4gupgdMGX98Ho2i5oYV12+2BKZSusrAlR084f8E8GoroTVd3Dd4at6sZWd2KrOzJq2nG1rV/dF33k5Pq9tNQX4sKhRbk9G/Q6ylz+7GDOwjBq8knqTB+WMIwmj6RRRhGU4fiF3v8VskzKeBZ1Ioc6+SGlcHmuaGW+bGXhhqlmGWWiCD9Wt0qsZOCrlglVq5SqVUoji1G7Qupkr5YujlcsjI3tb4xyV4a4yyVzg+0bZEgu6ooK+MLdn34UvfHd1a9Dgz1e7K3x3p+/WiYoX73Ee3WebGt5Q0CgLzlqrxB2hPPj1caeI61/T7PjlYWex1i+zQg9r8K0RnnaqwJ2SaOCAgJPIr0nPWwGDHQWHTyTgXKJ7jZl1ekyOuA7Mrd9/ZzGxp6yD3coOyus387jSjIFLn61urt7ePbc0c3TPz5u5/VLEndnkbM1x2ZNbK4uPTtePOQs7rPnuFvjLOba62fimg/rhweIO1t47vYU+1/CRrZXR7ZXh7dWh7fWMW2tX0oA5G1dQCb2N1QMpM08xPWchLTthQyd7hs7C5m6ipi7i1p7i9v6StgHSDoEglzCgW5R/JUZP14O4AGV9ITykUlA4JJ+KUB/FDAIDQ7BgUJwcvH8L4CqB4iaB2kNcunNclmtilkdKlk9SrhupYwujYKBx2XD+qWDJiX99uVDttlt8F4SyDZIytKXfPSbmpWHpp13JLYAml8dkVF6UUwuvbE3NrcK1/AkqbghqbQRVduZWteJrO3gjw/IatqR1Z2pVZ2o6i50VQempgNb3YGtbsNWt31zX+KRvYtrQpKijc1/3LkNMjfO6u2qxs9UU+dy54cLKVNZpLGk8U4MZTR/iwAj9H9cmSHJwwIY2jjmL2TpSxPpSx+QZZDHPjhb+lDMCpfnSpfnr5tolJImC/BjNauEMsZi2Qq+bJVYsUqsZBJbt+m5k0+7VknDLFrD1NOhpdnOmWErP69/3rwiq6eFLMp5MjGoo6cx09/dV5Tj9UDKXeQ+VFHB7srPGGPjhfw8TxUVxW/+sZSXtJ0XwUQ6nWd78Ur9eVmevOyAZ7jgtez4llhfx0fAs6VJg1tfl5o/6tdTWLYz6VfXajQyUf3py+NNPO/3I9Jwu+Lli7LffFuXmcHZXp9do3J5bwKSE+S1tQ+fv6Ktse5JSzeNDDOOD0eWl6jHB/O7OzPcLfzx3vw+e5qzOcPepJ0cOkdHeCfErZ+fTa4zJ9jroxx+DVsb2VkZ3mIOba4MbTKHN1nXVdWU7V0ENQyBBnaSeg5AfZfbDy0FDRzvGzn8Vcw8xWx8xO38xe38AU6hEs7hks6Rkq5RALdY0F/Bv+LeieK+SXxkAL9UoD8KFIAGBmHkYicLbvgAACAASURBVAtk4wtlk8pkEZWymHq59Cb57DaF7E5ZTKtydo9aTq9q9hP13D7dokHD0iGjoj6r8qe2JT1eFT3y3nE/yOkJq5upm7gnoEuS82rCsYU/A5XQ1e2wojpUTTu8vCmppB5R2ZJS2YKoak2p/jAQNW2ImjbEB2rtqTXtqJp2dHUrH9kXt4Qt/UONvfx13bwcY+Il9PR+lntgGRWZ2tlcNDeSPt6LGGrPo03l0qcRi/38/kIfl///EzK+s2za5KcxcteMHxWTJvLwo5VMfBFjoWhlsXSNWLpGzMKPNG6Qx443+zcotUNdM8uEnrFeYdH7wd7+U/3j7G0OmUI7Pj1ZGBv5UUDA+MoVrKJqDki2REqhw8DU/9odp7v33dXUVga61H/6nFIM3W+Ac4uCXuZDTtKc/yyO3s+M2GvIizFTTw1xZ832yXwuMB7mOqQtO6+tMKSn3e1o4yp9ry0rvh4a6ikmVG1gWaptLifweW5U3Dp7fYRO2PvjV2kdbY+wSM6L1/mNjXKG+uPLdNLBLvX4YIa7RTk/Gttam9ndntjZWNhjT26tl/Z2Sxvorhwfja7Qx3fWRth/1bDt5aEtxtDmyiBref543z4B+rU4SMrEDmzkIGXsCjZ0E9S2FdRzuGdo/1cx8xC19ha1gYjZ+kk4BEs4BIs7hUk6R/KRAT0TgN5QCZ8kPjIJyIe35gA/lGRAmmx0nnRsvjS0RCalQgZdJ5vRJJfdppDbAUirV8zpUc97qpzRpYLr1Mrr1yke1Cx8Ylg1pJnXbJDTENQ8bBKD++yGdHhiXnRSXmJWhQ807ZKwTEJeBbK8GVXZjKpsjcuvgBbVJhbXJJXUw8rr4RXN8KomPrLkmlZ4bRu8tg1R05Za24qqaeU7uywElHlsauYbZBscaeYX7JqQ5BAdf1Ve8bqakn8utnxhHDf2JPFpM3ZxKHdlFkOf+C+Q8cenyLDkURzlk2LG+BCIyUeWgx+tWMUXMObzVhYK1wjFa4QaFrmUMjW8u1I52r20u1rZWCbwNwFjNTVCZcfBAPGMvsNd2Xx5es57/x7n7oFV125T0mq+DZwGa0yrGDRpGNn+fE1T6D7v1cl0e6XMjwKZ3robtTBmujevJfUwN4qGDqfX5otf/HxrhRAf6G5w/5cOTxuCjf4TeYlKVWnvu98b3P1a+gsByL0b3XrmQ2C9RTWHIUs/gIBAVUH+8e9v+pdIpNODq/IPygb7ue/fyurrNowM4XfZE+vMURaT+ux4Ymdjks2a2NmY424PrzJmNtdvycuO0qgTayvj2+sj7PXhndWhbebgNmNwmzG4SR9kLT9dWy4bG/1WUkrssZmQhqmsmQfIwBVg7HZf1/6ugd19IwdBUydhMzcRKy9RG4ioDUTMLlDcPkjMMVTCORzgFg3yiOUjk/SFSUBgHzPLARCkJCRV3C9VJiJHOjpPKqFYGl4ug657kNksn9Mun98piWmQy2xXzX6imtWjiu1WTe96mNv3sLhXMb/DpGXUoKzzESLfN7/lopi6T1BaXFJ+NKrAKxZ+SRAUnVEQn10Wk10Un1sekZ4XlVEUlV0Uk1uWUFgBK62DV9Yja1qQta2w2ubE2ubkuhZ4bQuypgVV04quacZUNwtcvmbtF27tF65u6WQbHO0aDXWOhAZh0t2SoD/KS93VexRdX1pCnsrCj6QRhlLwA0jyJ1+Xn67J+Mgy6B+QYcmjn86Y+fSZYvrsVSP1QtJENmG0dI2Yuzyfy1woWCcUri/mLk0275DK5nomV+dw6DiZK9+6gkTjZRWcL/zi972ov4RiprNnLsQv09m+0cnRSUBgVsdkUfnxBEhtWt2439oNpqn7vYBAY1057/0z5txTkwe3TMQvDqF8WVWIvabcvZ5qWyWQodoDHu+tsqykws0fHUVvRt3+OfbuL4nqMjUxvqtjnY7ywHwjsyo5rX6AzpiCaauBnb2QxLef/Z3GYeG5OzO72/lDT/4ucmdye5N6fLR0fDzCYCzs7Mxub7XjF2Z22WPszfHdzZEd1sDG8tKzs9sKD+oHBxa2WONba8M7q8M7q0M7y/3bjKfbtKfbtL7Npe4V8vD2hllkpMD1OyK6ZjeVdAH69oKaVvd1be/o2woa2AuZOImYuYhaeIhae4na+IjZ+onZ+/P3ZvkR5lJeULA3DOgLA/rAgb4w/pD0hUtA4GIQhHREhlR0tlR8gWxyqRyqRiGjWSm7TSmvUxrbLINpUkrv1Mjpf5j+RB7VppDR/ahsWDavHZherZ7frJ9da4UsvaloYmQTloKuDIGlQ6CIXyRkE7KKA2Boz/gUv2R0ABIXgs4Kw+ZEZRbE5pUmFlfBy+tSq5tS69qSa5phtc3w2hZEDR9ZM7qmGVPd+N09iUdWzjb+EXaBUTb+EebewbbB0Q5hMZ6w5OB0rIqj3dcgCY1A7xLSTP02PX64/dObZwIY0giGNIIlj/L7lWGpY/yRQZ9Mp47nL89mUsbz6TOZxNGipRnkaNcNU62KlcWiVXwacTyLuZi9RshbJRRvEbGUgQbOQi21+8lEndS3AqWa8j2iwuuqWuMApXFl3U41jVIZcLm0ZKuCVKukcMEvlzE/fNulrlKjpoJ+8ACqou73SPsLAYG/fyYwO9z9isvg/XrQkg9Xvf+9zJUvFG5dvvK5gJulwRFnvbGx8tKlf1YUZj5nr/POD3jvnvP+ePPu/av3f/Ios2Sl724XW3kWaRhg1VWN7v8y3d8YlhB+X056cWOTcXbct0FMbittXSJ10xn4/aPpjW3Szu4IhT7OXJtk70we7z/hrPdwN59w1id2OUZ+vvYBQVvPn4+zmFP764PbS/071NFD5lMOrWeL1MOmdG+Smxn4hRcnV9VVvwVLi+oZS5vaijw2F9a3FzJ0EjF0FjF2EjVxFjFzEjV3FrFwlbSHSNj7ARyDgM5hYNdosHu8lEeilGcy2AMO9IADPWEgrySQDwwESQL4JUkEwMDhqeAItHRspgy0QD6lXAlVq4xpUklvlUc1KaS1KqLaldGdKphuJVyPYsYT+awe2cw25Zx2hbTKx9gqc2TJt2Ad2wCEd2SaPxQVi8sRuHzFOxYWlJzmm5ASiswISMFCYGkQWJp/Mi4YlR2ZXpiQV5FSWo+saoVXNMMrmlOqmhDVzaiaZkxtE7auGVvX9Pn1uxZ+IbqOHoauEDOvIPugWJfwRO8EVHBaul1YVGRGjmtC0hU5hWtqavDOlpSBLszCaCp+OIUwmkIaEcARR3DEEX7d4iNDU8fQ1LEM+iSONp7HmMmiTuQvTWcSR0uWZlMG2+5aPK5eXixZwWPx4zkMfD6TVMgglq2TKjbxZYzhnrURJ1dtW8GLfTqqTKAU9ftbtHsyS7IaZE3dRU0NuqbGlu5jlob6vOKD5O+/tP+HgOGlCx5yYISra2Zswo1frtfU1AjevpqfgXh5wub9+eq3VycU/MzTJ2072+s83m883m8XL32Nxqb9yftjZ5fL3tt98fbN1vH+8bt3Z7/x3r/lteOqxQQuuIiJBWgpnB+S3/JOX/Hem7g4A6Tl5shU9tvjoXXC2P7W9PHRwMrq7CabeXQ2tbw2zlyb298b3t/u5Ky1sZldnLXFl6dZHW2yunpkDntghTy8TR/lrvRtkZ+yqQO79M4tYsc28QmX3szE92zSy2bHBS5fBJiY3lLVENO3ENa3F9J3EjZwEjF0FDV1FDNzErVwFLFwBth5S9pDJB38gU6hIJcoKdc4KY9EKXcY2C1Zyh0O9oCBvJLA3nxkUEAAFByaIhWBkonGPYjPU4AVKyEqVVF1augmpdQmZVSrMqpVNa1TBdOtgu1RyniimNkjn9GmnN0mn1KqlVpmnFzwFVDLOhjpE4f1h6KiMVn/8cNVnzhYUHKaHxQRiswITMb8CxkyKwJXEJ9bDi9pSK1oSaloTqloRlQ2Iasa06qbMLVNmNpGbF3ThZt3zSCBek6ehq4+Zl4hdoExLmEw7wSUQ1icV2IKBIrwSoCHoNJBhqYS5mZ1y7T0uVHU4mgKYTSFNPYB2afFjI+M370jlz6dRZ3Io01lEEZK6XPQ7joJO8NG+lzN0lzBwngZZaGCQqikEuvopJLFyeKp3pGlWTU5sRidhz3mFjMKj9ZktXblTNjKFjR1E7zaY4qi9rKizprC40VVHcSdO8VOVn/sMHi/v+T9/p73/k/AfYnRgfGzFy+VNDU0DPTprI13PN5vPN7bP3jv/uT9zuNpaOubWti+fcs7PX399i3vzz95589e/8n749mzM87OHu8dj/eMZ34PWOgfwHt9+PI3Lv1kee2M85bHa69pufXtTynxsZzD3Tk2a5q7M7G5MbG6it/emd7YGNtgju6s9++s9nHXundWerdX5p8d0J6fXJMBdy7MDK4u9TKpE3ub3WvkjlXi4N5K2wahdR3ftkEYPFjvZi3NPz9WcLT/FgS+raYpZWInomsnrPcBmYiJg6ipo4iZk4iFs6Stl4Sdr4S9H8AxBOgcAXaJlXJNkHZLArslg92SPyID+iYC/KCS/lBQCBwUhpSKxMjE5ny4N4uoVkLWKSHrlFMbVFKbVVFtamntKpgu/o6GYkarUkaTdEK+amKeXmzmPyUe2ocgAxMz/KGoCFT633+6DkmAByWn+SciQxDpATD0R2RBiMxwbH5sdimsqC6ltBFe3vQpMnRNIx/ZP+8IGnr6Grh4G7r6mHuH2gZEu4TBfKBp7rHJHgnJQXC0Z3xyJC5Hz9vvusajlg3m/wcZljDMR4YhfejwmUYZRVPH+Ku0bNpkFnUilzqZQRgpX16IaCqV9TBrZkzXU6bL5seqCfNVJHwNmVRLIdeRiV1UUvvo0KV/XnB8IOfw81X3v30F++ePdTfAVdeBJcJSjQ8ejj8yIenYULVtp/XtsrX1PFTk12hz1BUilUo+PzxVlVZ60tb7lsd7xuOll5f/LCh0DyDlHRwREB7r6uV/546oibH18cFL3nven294z/devdh//cezd7wXZ7x3z3ns7SdobIisivY/L5rcvMV7e/7iNfcl7+yPP9/8fnLyfIFmLSyt/sttaw0tKmt9eJU+v7s9xFwaXV8eXmcMrtOH2SsDO8xBLnNkn/V0i/5klcr687WClWlcYc788W7PytIIe72TSW5nkob215qZ+NY1Yt3S7Mjx9iBnvY4w14BfELhxU87KFmhoLaJrJ6TrIKRvL2zgIGJkL2LiIGzqKGLmJG7tIWbD3zYLAjiEAZ0j+c7AbklgtySwBwzskQjygoJ8EkEQKMAPCg5OBoUgQOFp4KhMmdjcBwlF/O1ZxZQqRXiNCrxONaVeBdmkimpRQrcoYVoVcE2K6BpgVIZ8JEYzLPWCqLJjaGpYSq4/FBWSgr5w5VZAEjIQhgqEoUIQ6X6JKD4yPxg2MCUjFJ0bnVkMza+GFdXBy5vg5U0pFY2IyoaPyDC1jd8Iiuo4uxu7QwxdfSx8wqz9IvnIwtDZrrGJYanp3tAUu5Aoq7AoRVeXKhrp35Hxb8piSB86yaZRRtMoo1jqGI42zt/CyKFMpOOHK5l434oMtWD75pWpBspk5eJ4FWGmnLBQTiGXUcllROKTtfW85pbLP1152tgyUFLGHR6hVVbNY7Gd4WEZDjZIA32smhYapBx7XcLt8i1XGbl7l74hEOe2uJvPTo55v/HQCSn+3gGv/uStHB0cvnu7fXJS19EJQ6bFxiUmQeEzozPvzl7xfuW93zvnnb3lveHxzt6zx2aeoBIDZIVsfvhHtMitUlXlAWdnw88vlAdCeO/PeW9OeNtrJe5ulhe+7rB2r7Fy0f7xWkV5KeWQ079MGt9hju2uda2SOpnEhRfcEQ6zf5M6sbs+xllpIk7NHm3GVxfIOVgQXz3vY230bqx2MGndLHofd7VxGd+2TmlmEtvWKT0b9FYGeYi99cDO7q6mtoiuifBja0FdWyE9OyEDW2FDOxETByETB2FTRzErdxEr/rZZoKR9KNAxAugUDXKOA7kmgt2SQO5JH5EBfRMkIQnAgGRAEBwYkgoKw4GjsqRjcmRjC2TjC+WgxfIJxUoJZcrQcqWkKuXkWoWUWgVkrVxqtRy8RCwEIRuc/DAg6YKwvEsoMhKZ55+I9E9E/PP63aBkVEBSakgKJjgF55uA5CODJGEC4OnBqOwIXEFcTgU0v/pTZKiqxrTqBnRNA6a28ZKo5EMbB1NPf0NXHytIhKVvuHNokm8iOiAFG5iK9YhO9IenReJyjP2DAZYW9StL/zUyNPFDx2I+MjR5BEcbzyCPZdMms0hjuMWhqlWCUwFSM86jbnWymjpWQRwvJk7nE+fy6eQ8GrGSRu2iL9v7BBobmK/haVsE0iv29jZ1kfeK++cbDu/tPu/9Oe/Vc97x2e94MqOrJzUmUllBZmJ4YItMeb28wTt+QR8as9HS+ePFsz9enfN+f8v77S3v9IT37g3v1zc87u77Jfr+yNjRwMhcTkGeg1uyjqHNtbs6Fz6LFr/WbCI/Z6eFN1NbszMmmBnWqD8yu/AFb5P1eqA/9YE07MaNfk2dQR2DHmNrjJ7R1YvfjjNIvUsLY7vMJ9vU9k1S9w515jl7hLPcv0oa2aDP7K51MfA965SeLdr36g86Vlf6tre61lc715b7OBudm/TGZUIbi9q0QmhmErs2GE+2mE+3N1I72gWuXhM1srj/2OL+YytBXWshPRthQzt+MRMycRA1dxW18BCx8hKzhvCdAZwiAI5RILcEkFsCyB0K9kz4cHvWNwHomwDwSwL4wwBBCEAwChiKBYdnSEVkSkdmSUdmykRlPYjKkY/Kl48pko8tfpBQIgMtkYEWycTnivhBpf0T1P0TLgjJOofCoxDZAVCkTxzsq5v3QxGYgKTUMCQuOAXnHZfyEZkfDBuIzAzD5EVnlsblVCSXNf5nZOiahh8kQIpmVhY+QYauPtZ+kebeoXxkPompEek5zmGxvklIaF6JpquntJ3tv6/JMPghDH7oU2Qo8giKPMJHhiOOZNMmM4mj2IXBmnWSVSZMExFQtjVdwBjPX5rKpE2jabO4VWI6fbGMTGianFWSVStNwi619e8MTx0SCby3p7/zjt7yDl79yTk+XXl1sMZ7cfjrr8cHzziveW/NrQwVrt1wFQFHicoF3gX4PJC7LSAQoSwLEbvjefeqy7UffG5d8br2o80X/+Hy1QXPry84/00g8sfvMkQFi8GAcikg0dVp3tZo1kyJbARmqN9bV7710kSFKifJdfOAfvk95o542GdfVV+7NQUGMx+pz6ur4p0dk9RURK/9Yh/oM7653MOiNq4TmrcpPQfMbjZ9YIs+vrUysEyd2FoZ2GB0rlHGX+yBPeyDyoq7N1lPdja7Nlf7dlmNK8TmVXLzBrWRSWhZJ7ezGFWU+Sc7G21rK9cf61zV0Lr32FTosYWgrqWQnhW/mAkbOQqZOImYuYmYuwtbeopa+YrZBkjYhQAcwiQdw0FucSC3OJBHPH97FuQdD/JJBPomSkISJf2SAP5wyQAkMAgFDMGAQrHgMBwgGAUMRkoFp0kHY2VDM2TCsmUicsCROcCIdKlIjKhP7AO/OI2AhC8EpZ2Dk8KTMwKgSI+ohG/vCIen4vwTkeGp6UFwrGdMMgSW5puE8k1E+8GwAYiMkLScyPTi6MzS5LLG5LJGeHlDSkX9p8h+BkrLGppaQUIMXX1s/KPMvEKcQ5MgSRgILM0fgYZAEe6xSRBYqqq9s3aAfylx4b9FlkYa/ogsjTTMR5azNPURmQkuQQMTVrAzn70ymb0yg2FMI5am0jYIOPps5eJsQUX1PYFvLH8Sdrx42/IfP/iLA9H25g1ZsbNDZScbk7/tUXln27w/Tn/jPdt7t3vw52FmOsxVEpinpFMhoZJ1B4hWVLL76kKlnHSNhNCAmuJTZblmSeFBJdkFrYd4bTWKjvqyviZDW5X2SHFDV/3M1oymKrNtoLqqC54H/3CuLXyicnMN8MuKgiRJ+3GNICha4MthKXUy4MEKAEyVAS6bPi5SknYSvr1KWhS4IDCxtdK2gn9yuFqzgW9l09o3ab1rNPwRd3h5aWCZ1r/O6FijDpzueJdmK/l6da4xB/e5Pdvrvez1Gtp82wateY3UzV4uJU1W0uaq6fgi/GTH9hqir1vg3v17j02EHlvcf2whpGclrG8rbGgnYugobOQobOoqYuouauEtYukjbhMgbhco6RAMcAiTcosBucUA3eP4j5pA3vF/TZqJkpBEACQZ4A8HBiABganAIBQoOE3cPwngDwP6waX9U2UC0NKBWOlgHDgEBwhGgUNRYp5RcpA47YD4L4VknIKhYTBsABTpHhn/3V2RCFS6fyIyApURBMd6RMM+IoMkYfxT0oNR2eHYwqiMkk+RpVY2pFU3pFXXo2safgHJSOsbW/uF8pGZegbzkXklIDwSkgOT09xjk6LScxWt7R84OlRSif/tdMm/9s+/MovED6SRhnHEkXTSaAF9Jps8XseiSELsLUvR6aszuSxCCnEYTp1IpIzlsSnY2f4JJk3mxr1EWe1mFYvphzZETZtRVcP8eyKp929GXr8Udu2Swz//w+XH73AW+qO1eW+erfF4R7UZULvvL/VqGE7KaM7IaBQLiaZdujgnLsEQFl0WEV2XBDBFRIg3bmwDJNggCcbdm+si9/bAYueK0i9VZV+pyD5XlDpUAm0oS+zpSJ1rSewq3WEo3CNpyk0YGw8a20YLfD8I1Jy6A5q/L87U084Vue584xJvZ/nty3N7iLeanfnE/kbb1lL/2Xb9GrF1jTLCXm/Hz81tbY2vrXZSiB1rS0WEqeyZ0UuqClMney10UgeT0szA19NmOjfIdUuzA/tr5aTxZhapjDzVuEYtoywMnOzeNNC7rKAqYWQjYWRz/7HFXW0LSXOXmxrmdx5bC5u6Cpu4CZt5Cpl7CVt4i1j6iFr5itr4SziEijmGSjhF8HtnAL3iPiz/fT5szwIgyQBIsqRfMsAfDvCHS/pDAX4JYAgU7JsE9k0B+yBBvkgABCnqnSTukwDyjZd0CtL0jflKWNYlNCkkER2SjPaISviPH64GJCF94+GBMBQEmhqCSIfA0vyS0X4wrB8M6wfH+cFxfvAMP3hGdE55QmFNcll9bF5pckl1amVdSllVXnv3PSU1aX1jc+9AY3eIFSSCX8n8YFhvKDIIhfNNSHGLSYzAZt9SfuiKSq2kEjMXxtGEcSRpHEEe/78jwxFHPiID+Nh51hXkMBbymYTMlYW0pemExX4kcahpgxicEKl2626Gkt6whhVewWgRqE6S056XV9+ysKYa6q862NEdHMeNjErk5Lxv/mxz96d4ay2ktU6cyP1mOeUxsMqYpPyYuma8gABVSIJx9Q7z5j3WPZHVW3eXb97miIvvAQCbIsKbIoKbIvdZYvd2AMJ70hInClIHD+XW1JVoanIbGrJ7lporDnrtuioxAHGXn2+bClyoAz+eUTScVtaO+MeFFDkg72Dj1dE278/3O0f7Pwjf8UbE9W0uVZMm+nZWhrnrbYS5YQZtZIk6scIYWWM2ERcalwiNS4RvQKLN+MlO8tzcAWv+cHNoizp3zHrKIvVsEPp2KI30mbypvh42s3WTUUaZy5kYFbhxS87W7Ue5hw9s3AR1zK8/NBIzdhY2cBIxchU2cRM28RAx9xL9C5mItS//rInf1oB/3ATmr8y8kj4EmvjCQJBkPjWAX5IkJB4IiQX7xH94Y+cNB3kjgD5wMa8kSe8EsE88wPEDMufQpKAkdEgKxjs26bOfbwQkIf2giKDkNP+ktFBkhj8c4w/H+Cfj/GBYSDIWkoz1heF8YbhQXGF0TnlCYVVkVmFiYQWivCa5pCK3rUtQRV1Kz4iPzNI3/ON0+RGZe2xSOCbrjuojZyTif4sslTCIJo/wkfE3Y2vWSSBP+6j6ynL8fNb0GHpqELU4mrMyn02baGLOf3Xtouzta0437iAFAU1gpS6g3KS6Ns3QhKyjO6moOKaiMquuSdc0ZGgZzShrDmroFKrIO373edT967lyUsMG+jOGxi0KCpECAgQ5lQUR0KKYFFFSdlYMQADLkh8oUJWUF2Rl5x88mFeQXVSWxz9UImuqUB8/JOvr4M2sawAyGVeuJF35wfrbz7WvfpcaGnDCXIs1sE1SMkoDPXL/6kqulT3v7ITHe/8r793Z6SGP9z48LkxaQ36GRRnfoAyvkJ6QZvDb66NU4iiJSNneWmBtbLx+0UXBH/N4Jp4OKYXYpwsjsPxUhxA3b2iguZ99XD4ivii1hz41e7zWtjzburzYwFisZ+A7WUygpdU/xcBAE1tRfUsRPatbGqb3dW2lbSDChi5Cxvxi5i5i7iFq4Sli5SVs5SVq5ydiHyjm+OG4CegeA+L3AfVKBnklfzgG8EkE+iaCIEkgCBQIieUjk/ZOlPaCSXvBwV4IkA9cwvNTZHFfCss5hsECk7ChCKwfNOWLa3f8oCmBMFQwHB0AQ4ciMwIRuIAULB+ZLwzjk4T2TsR4QdEQRGYwJj8yqzgYkx2bU5xUVA4tKMlsahN5qAnU0bfwCTJ2h1j4hFn4hDmFJHonoLwSEIGpWAgU4RmfHIbOvK+u5QBP/t8iQxGHPiLjb8ZWrRKArjbI5sa6uflqwmIVnVixTq5kkYqXpgMK0jQs9Pra6uuTEgrs7TIfPYy6dSPoh0tRP14uAUq2qin3mxoMG+jNqz9eUTNgKRssqelPGJoE/3jR8YevbH/82lhAwO3rr3JVVdw/v9Agr9qjqt378HGXqlYFQKpYApjy89Xoi5diL38fefly+OVLwZe+C7j4FeS7L32++cLr229cvvkR+UB91C9iq6iKOzrCXacfvjp5y/sTYu8m/d2NaA3zP0kbvJfvOaytX3m8w7cvX54dzA12/fjd3y9f/MzOwTg9F5WahSxvrKhtr+sb72/qaZGQBck9UvUJC0rLy4GEBUo/EP/8HwJ6BqrervSykgAAIABJREFUvvYZ2bD84rQHahLiDwStPM1uAG/dUxJ3ivVvJY13LC10rJCKxofKxycE7ghJGlmK6VvcfmQAMnW5q20lbQMRMnAWMnAWNHL5y5m7sKWHkJWHsI23kC1ExN7/ozOAazzQLQHsAQN6woCeiSCvJP4nJ9gnAeQbD/CNAfjGgLzjpLyg0p5J0h7JUp4pIM8USc8kgFcC2Cde0ilIAxL3hcgHZGFIXFAy6pvbQt6xSSEpGD6y4BTcp8h8ktBeUJRnQppnQpo7NM03JSMInQNBYMNxuXG5RdFZeZjaRkktXQnNx5a+wcbuEDOvECtIhENQgntMikcc3B+B9ktE+iYhQ9MyRLR0bZMSKyiE/xWyNNIwhjKKI45gCcM5lAnc4lDFyqKks0Xu057K8bGyuam8udFC4lQRebJ7m6Hl6+wZG/bs/YutDcY6afaANseZG6Z21M2W51aGeEfpKGld+drg8j/SAJLT+mYsA3vSQ6NZa0eHr7446Gn5k0le62mviAz3lFdS+fqiwt8+dxISNv75F93vvze7fh2qr1fiC+lOTn6SktKDQDxBpQ5mZcxXlK12dRxNjj8nEnnP3vBe/ME75/FO//j9+OXR2enuu7NnvDdhgX7uJha8/Re8899enL99x+Ntn53/xvuDTV+QvfmtLvD2xszTOE9re10lNwsdb0dT7YdSmo9kv/hCoKoqz9/XRVUOGO7nlQmPm+ioertLf7tLP16bf7ZFfM4mTz6t01QR01QH1TcVDk/32vs63AALPbQ2zO1o7Cbjxza33WBIgSu3lRw8r6s+ljRylDR1vatjK6jvJKjvct/QWdDIhX/bTMTcXcjC/UOcuS1ExD7ww+LMOVbSJQ7k/mHzDOyRCPZMAPGfCHjHSfpES/pEA71iwZ4JHw6mPOBAD7ikZxLAKxHskyDpGKIOif+HiIJDGDwgKT0kBROKwFy8J+oSFhOKwAbCUH6JKP+kNL9ktF8yGpKE8U1EeyemeSemeUHRXlC0SxzSC4b1T830TEoNQmVEpOeEYjJSyqqk9IxE1bWsICHG7hATjyAb/yj7wHjniCT32GS/lDS/RKQ/PC0ElS6pZ2QZH/f/gAxLHeMjyyaPY+YHSulzoo6muP6Ooukh7PgTQ0S0Z3FmJWl6lMW8LHS/Y2iI31J6gUacJc7QGcQ1KmGLgn/JXue9On55soEfaMlzd4gQFMoSATY91IkSFI7VUN1bmGARZnjPnvFe/Mp7z8tPTXcxMV2entxYnD9Ypp9vs3ivXvHev+f99hvv/Xveu3e8X9/x3rzlvX3H++133u//h7T7DGsyW/cGzp493ZlRZ9TRcWz03gVEpfcSCCEhARJKSE8oofeeQAhdkCb2gl1QKSGhE0ilgwV7R+kdwno/4Jk955w9++xz3udaH3Ll8+9a677u537+SwZksvUN2cr8KvgIwDwAy2BtaXl5YxaAmbyUaFtdLbACVqdXljbAg1fvZheXmuuu75aTw1tpvuLUPL17frKjbrWvdX2sZ/GRYOaJGMg+uDscHpPyLHQV5sYHZoYkq2NS2VjPYh/3cf3FaWHj6N2zdwoSB+9fWH4uvVnJUt27hRjouQEWPs5N5JYV/Kp8KIbNOt/Sel0o2WV87JCVsyYEqWQH13T3/90cpuTop+jkp+CCUXT1U3TzU4JilD38lGD+ip6BinCsohdRGUVV9QlV943UQMdoYmJ1ApN1sSm62CTdoAQ9XKIeLl4PF6eDj9MkRGsSorXwcbpBCXrYJL3AFF1smjY2TSsoTRufrEdI1kKHW5KTvlE94h2RSUnNp6WyNpGhqPSwjBxyYgYhPoMQn4FPzCQkMQiJWcSkbGIKi5jC2qzJAhOzCGm5VGZBUDKDmskOY+XTGKykk5VGEA9lM6tNZJBAGooW402L9wlLCIhJIadnUVOYIQx2KDNXD+IBjYmulgr/LWQsKZfd35In4eUIOUXSVha/oXKwWxHjFnv/UuloR/Ejvg7d3yUj+tqg8DqH9+uu/S42bomRKbW1zX2j433Dj8ZGx58NPZl99nHxxcTq9Mz7ybdzK5/A2tTMiLAuK9VbX13r528yY0KePhwalEqm3s4uz4O5ZVBzh2dmZb24NLu0tLCxsS6Tra2trS0vL89MzW6sAyD7j7UOwBpYmZN9ml34AFYngWz50xp4sQjmAZhdEtw8F+Vl7am222bPNpKry8bU/PzCyvz8fAkjXf5ruUQviw/cM48u5k7cqVxquvzh1qmppisvGy5+FDfUFMdH4lzO5sey6QHg05O3nNvL3ZyVzruLLddAX8uHe+fPhfiGmmvb7Pm2KjJo7aFw/cWwsdIemKNFclzEteuXT5SXyH31xVlO8w2RNOHUuS2ah7XdvZXs4MqOvodskIoOGAVHjLwzWsEFowDBKEExSlCMooefAixAwTNQEY5XRpCVUcGq3uHqvtHqPrG6Acm6Acm6gYl62AQ9bIIeNk4fF6eHj/mXyFL1CKkamHALStJXqkdREUxKaj4pkRGWwdoqrwoNIoekZeNikrHRKYFRyQExKYGxqUFxmfgEJjGFRU5jUzMKaJmF+FQ2hVEYnF0UlMwgp7NojBxiamZsUampB0LxmIUXhQ4JJLn4U3xC4lDUOGRwrH90MimNSU1hhmXlhTDYhz0QkMiIf4Lsv8Rj/IEst68lT8JjCziFkpacrvqKga5DGEhq1232SEvpc5FWZIB5LOWsoLNBILp8+VZaTLrKXqVft/2qckjBSF3T7egxN01diLq2o47u+ZKiBw+kH6ZfrIMZAGbA/BvezbO6B3ZOPx17Ozw8/fzdxNNPy/NgdhXcbhYcUFRd2VidWVqYWV+eWlv6uLy4BMD88sry4sr64ipY3ABLACwDsAI2VsDCxtorMPNybQKsycCs7P2NxkJH15BDv2boHbqFcrrk62a740eKuyPvTs3+rd9qfv+3mnjq45q8wdLopdtFk6dTVy+xFy+wX59mfLpX9b7zKpuOOpMfiYOaNJSlP6urXmy8BHg1CzcrVutOPS5JHitMnLpxcqnxAs3wkI6c3PXMiPkhfho1YOvf5HRV5F0d7VRUlEjh9Lo+0QVhz42hQSVnyE5TC0VHD12ov6IDUtHeW8nBR8kJreSCVoRglNz8lN0xSlCMvIe/gkegIgyrhCAoIWkqqFA1nwg1dKROQMLnPm1grAE2zgAba4CN1sfFaOFjNQmxWvg4bVycblCCLjZlU5gmLk0Ln65LTNVAR1iSk75RPeobnklLySPEpYamZ2+VV3X1xwenZgVGJgRGJGHo8f4RiX5RSYEx6bh4BimZRc3IC2YUhWadoGYUhDCL6awThBQmJY1Fy2Dhk9Ki84uPe3gpmZpvInP2I/uGxiMpsV60GP/oZFIKg5bKisjKD87MMYJ5uUaEn5II/hOyP/P6c8oeS8plS3mM7vtsAYfRcbdIxDv7QLTL3SqJdyO1+y5L0uKYk6hG8K1785R9+/plbtPY88dqivuvVeaN3L/84PrJbha9JdK3LRmXg3VEW6sa7PvaXHdvgJ9TS/O1V2OiCC+o+dc/UFT0Sz39H5y/87prYOntPFgD71/PqR1QeTI8srA0vwRkM0D2ASwuANkqWAML82BqGiyugpk5sLIMFmcWZt48ezUsfdRxu7aKSUFHGOvH7d7DMTV7bO84ZnFcbHX0jrnhfQpSU05O/ye5DD+Xp1er3tWUvTnPmDqbuHYqGlSEg/JwUBm9ejpl4lL2k7tVeFfjcQnHw0K9+xxrqfXc+4pYcCkDXGXLruTMVqasXsgGN0ruUTzgO+UGqrPsDm45sv9Hc52Dt6+cQiHcUpITJRKJYGSodkxc1tNcLe64OCCUU1H43cpa2dFVz8NH2Q6mZOt50NLjoDXCAEnR8STss0ZqeOJVYUHKnkGbMS3KXkQlJEURRVHwoapjwtX9wjT96Dp+4Xr+EQb+kUb+UYaBsTrYWC1cgjYuTgcftxlI+3nUkcTQJDH0iAxtdLQ1Kel7JRNMaFJIYlZwQmYkI/e73w7B8TRvSrgHjoqiRHriQ31o0T4hMRh6on9UalBcJjEpm5KaR0svoKTmkZLZ1LRcUiKDlpxNTszARSXGs4uNHdwUDx/zxNGcMTg3bLBvaDyUEOEdmoiLZxDiMwjxDHxcekJxpbYTBBYXe25Q+rkZK25Ok3Ll/qmwzzWZlMfk17MFnKz2u0Ui3pmR3j1Qm8Sma8X97WUjvZSa6i0OFgzevZqxvgre3druJl29Qxkh3uN1FR+usT+diluuiJqvipq8mTN+nf2m6WxTRToZZau0+9udcnIWv2y76YOrMLQqUjHG/n079jcl913y7gc1kdomun//3lFJxdXksJOlqYOzBcoXSsKjU0KIWThsSQC2FOmTbe+YZGGJ1Vb1UNnvcGiby77vkPu/T9VXuGp1RGJj88baYc7c4aXh0RGz4wMoSK2/s92PchfDkavdN4dPpC1eK5s8z1g4mwhORYLyEFBCAUWUhSL6i9KE1/fP+Vkffi7twDiYXkujjlYlzZ+Jl52OfcMmv80LBTcLZeezbiLMcDvlHpelPjiXK7lS3Hnt5NybkReP+mdnPiqpKKZnMBp7uiq7Gk8NtVUPduS13kVlxG83Ndpnaann4aUF8VJ3gP1m6qhsj1Sy9Za39dFHBCs4YlSh2M2mhgocp4QgKHoRFVEkRRRJDROshgnWwIRo+4XqYcIM/ehGfpFG/jE62HjNoHhtXJw2LlYHH6dDjNciJ2uS09VImRrETD0iQxsda0NM2qJk5B+aGJrICE7MiP4TMljQZ2RIcoQ3Nco3ND4gMmUTGTUtn5ZesOksJD2PkpwVksKiJGQQohIT2cVGti6qxmZwfLAzBuceGOwTEgclRKBCEoJi0vFxmeSELGICMz6/TMfZDRIReWG4P4/PYwr/DWQ5Em5WTwNbwMnuuFco5FYNdO33tD/R05zdUls52FM53LvF5mjq/ZvlPa1XRO0tgz16BkolKbTxusqX55mz51IXy6JAVSI4nwNuVU7drJpuuQmeSCU3z+t8IVeORFQds7hlZN5hbFWvpNuoZXRX3/SayfFbds70n3dV2Tud9kGy4K75BHSKt5uSnJz5l3KkPb+V6BuXHFK/pG54Q8f0qo7h7WPmbbbW77w8XtpYfLCzfWl6/MMR63Etk2eGVgJd024H54s2x2nqe2y2yZ0L9fp499SzkxmvT6a/KkuZqEhYrYoDVdGgIhKURc2Xxr0sS394qdxNSxG8eoa2MLmVEfHhZumHyoSls0kfKxMnKlNeF0Z/Kk99W5T4oSpr9mZlub+ryVa5Y4e2HdeRJwahGhrrXn9487u8/FVu44WBrnzB/VODHedHBTce9f9uZ7VFX0/NxV3FwU3DGaHl6qvq6K3pEnDQ2mvnETcdGEnNLVDNPWCTmrJnkDIcp+yFV0TiVX2oqj5UNV+aJjpYFx1qgAk7jKHr+0XoBMRoBsbpYGN1g2J1cdE6+DhtYpIGKUWVmK5OyNAlZGr5RtkQk35QNg4IS6InZ/0VMk98KIJIR9FiMPTEwJj0TWTBGYUhmUW09IKwzAJqSnZoag41MXMTmZ6FvYapJYIQ4ozBQbEh3sGxUEIEMjjeLzwJG51GS84hJWZFsYoN3GA2ZMrlsaF/FxlL3MwSNOUKm3O66gsEzSfFrYpIl3N93ZW9LaU9LVXS7ujrF/ZAbEq7uGe6OXd6my3sTOgBbm/bro+fZkyfyVypSgTVaRsV6eB62VrTJdDX8qHj7upAT01MuPsvP1VDnW9BHO4dMe6zMO9QUhaqavQbG3N1tOPl5M4eNmhCI9sjKZdJvs7b/34rBMs2N844eFAARbYYmA0Y2w7oWfZpH39oYvvazPajkcHiUaMVS/PX+kZPD5s9sXJ74Y0fDqDGHlRE/LxdWF4AU9tzKZ44cJr1+krJ2MnUZ+dyXpxhvK9KmqyImauImatKmj6f/f7yyUnufYiG2urjxxFw2Olo2uOa0lfnmZ+uZL86zxzMj1mrO/W0KOV1WdbHM0VT16qXW+suJQRrbvsyluIfQsXu2rsjiEZU1tdNLjtx/Wkfq6eufKDtwkNRbsvdu88f6/mgvtPRPYoJ2nPURtcDo+His13fVtnRVx9OkrdFqbn4qUH81SD+my83lWBYJc8gRXiQKoqsiiKreVM0vKla3jRdn+DNqw61/aM1AqO1A6O1sZE6QVHa+GgtQrwGIVkVl6qOT9MhpGn5RtmSkn9QMQmkJ4enZP8VMiiWBsOFIMiRvqHx/lGp+AQmOSWXll4QnFFITcsPzcinJGf9GZmGqaWOma0XMdQZg4PhwpDUaCghAkGN3ZzDDk5hk5OyQzNyTRHeJhi/Kw+G/y1kWWJOtojDFjXnCpvZ3Q35vZxCfpO6LzS4NC+39tpZQWce996lBwO/Q+29czOujQrKG2oYxWnbv5XjXyp+db3kXXUmuMRePZ0mu1O43lr9qrH8Pf/66kj3rLgTvH2aQ/Hf943c0b1fmMjJnbM1uK+rxFdX6tNQe2lrdWLbD5eO6A9GUmqDvEjqe86REGC4GzTexsjJ1ZnZ3Fc/3Kt1tE/t6CNty/cmTq+PWUuMVMdcDj/ysHqAcm+HQC5a2QcfUnPYujsdGQBevAXvJ44e2Ku1/Ss2zYdXnd1/q7TvasnD22Xv66tmuadmm8rf3Soau5AnqMrPJeBVv/vp4+CD2vKqnXJy3kaqjflRz++eHLjAfl17WliUOn/v0pOK/AelufHHDK5FU6cFLc0XyhR/29bNb7lw67JfKNmTFHRT2pPfda/iQfeJ/rbc7vrrL4ZzeQ13njwy8vf7m6qWkQ9W3t5d291X09V3p5G9ngdOyQ6l4eSr7uyr4YJWdUVvUlOGBijBAlXgOGU4TgVBVPciayEp2iiqjjdNyztEyz9SPSBK0z9SOyBCJzBSJyhKExeriU9QwSaqY1N0cKnavhG25MQf1YyxEUmRaay/QuYeSPUICoaTIryDY9HhSYEx6fiEbGJSDjEph5DIoqbkEBMyg5OzKQkZxOikpNwTCvpHDK2dkKQwZwzOE0/3okRBCRFwSgyKFuMbGk9NYpESs6gp2Tb+QRpQj393J2OKmrJFnDwJL1fYnMtvzOtpYrff0/NHmAf6YhJjbg73lXY0F3e3FPS0bHc0YzXfvtrXdrXl5t7fv/ex0R+/XfnyHPtdWerHsoTZqxkvrybPii6/4te87bn/XtyeGYy3PaJ1/U7Fhw8SsPiIorWb8esPUhtLvo52i452wb5d8ft+KXU4GqJ7gGyqvN7fOt9d//zK6cBfd1xxdK23hrQdd+YfcZSaOD4wcxeY27R4WtzwOJyjuy9aYbf3L1tpRkeqElJfSsfAKvjw5AOY3zBSVjtblBtK9DlwaIu65g4LEwV7EwWXY/Luxw9Aj+1zNdnraLDfVkcxMiDQ0cRs8sk7cVuX1oHfizKij2ntghxXyA71pUGOmf+6BaOteC8p+n3ttRjr44pycumBqI8P++JjaWiCL6e/q66f3/7y4cn2hrLBthxRQ9UjQflId34vN7e9gcW5d+PhqDU1WO6AoqobQscTreQIN0QEbte31HT11XBAajgg1Z1Q6s6+aq5oVVe0qpu/sru/isdmrYZX8ySow4maXmRNL7IGkqaBCdfwi9D0o+v4h+kG0HUCw7UDozWD4lUDEtQCE7WDkrR8wm3JiT+pmwRFpURnsP8KmUdQMAwXAidFIKnR3qHxmIjkgOiMwJhMTEQqJiI1KCYdG51CSWCQ49OJ0Ukp+aX7NA1M7CHelHBnDA5OCIeTItzx4TBSFIoW40WJIsRmEuIZpEQGlBZ20M7+363JmKKmLGFTvrQlV9ic19OUy2/M4t0xxKKCMpNsgzA3RyQlnc3nHvazBS32mTHQnISaB70nGy4nZEfv2/lFXojPk2tlT05lfzydCXjln85Evb7DmpbeHm29GUvxP6qvJVtfWgOLAiFXd/cPngf2OMnJ5SmoVWsZMA8e8t/+/bG/ycU6mXZdKN54O/qyv2Pp9SOqu4uinJz1Dz/77DyI3rIH++2vGLmf8F//7Ld1m/2ur+wVtpDNdWpZaXNDA2B6dn5qYWEZzMyB5XkAFsAxXdNrNdf5o+L290NXBppuCe9dbrpQfJmdWRGfVRlfcTW3tuVau6ht/PkzA6OjT56/+zA1d0BV4XrD1abe2pyTybRg3wCko4OhRtuFKpPtP1xKjG09Waz30/fGB3+D2B67VX/9oJHaVRGvkHPjbH9HoYBz5pm0cKSjcKg9iXejuL+zakRQ3NNaJe6t6OkmlZTK7Zf/StNAB4Heb+2iBw9QtPNQt4er28M1HBDqTih1J5S6s/d/ouYeqOKB3XSmgSCpISgamHB1TLgWOkwHE6rrF6Yb8DnJUdU/Vi0gQRebpOVDt6MkbtUwxsUkRzNy/goZnBAGJ4QhyJFIajQyOBYVEucTluRLT/YkR3uSo31D49FhcYSYNFJcGikmObXg5G4V7aNOUB9qhDMGhyBGeBLD3fHhHsRIn5A4GIEeGJESFJNOTMj0jUnYbWa+OerzbyFjChoL+lr/QMZovmWE8yltrN1xWPuipLuYz0nj1bJErRlCThr/XrGk+aykqX6gxdLBaN9Pcu1nC57XnhkrS16/kCK7mDx5M+dJ7clzWdHWRtpgdUm2snzt0vkDP2750N0t4/OfllVdgHun6hqVe7ifo/q/bL42N9g580g8IuAtT70pycvysLPrvdvIr7nzitf7qrHjQ3P3+M37bxp5EyLB5KuxteX3YH0eLM2D9bWZT5MTMzOLaxuLCzLZjAy8XdDZo5yelNE21HduoP3s4+4rox3XRzuuPmy99ril5mHzlZGmK9LmqwIu/9n4UVfoqet1swDEsFlm3pCm8d4LnTfaRviiEaGGhgJYX1T5eavKlm+7ai45GGhfPVvh6e3+46GdW/UOFbfX3nw7ktZ2u/yxgN3PS+m5my3hnHomLX8gTG+7e7KPXyrsKBfxrzwYSbl5c+vRY3K7f5d3hKi5eyk6QtXsoeoOMHUHmIYDQt3JS8PZW93ZW9XFV9UVrQLxU4UEqEKxah6f9zNVOFHTN1QdHaqNDtHFBOv5hej5hej6R2j7R6ujY9T8YnUD47V9Qu0p8Vs1jHAxSTHMv9zJvEjhXqRwL0qUFyUKQY32osV40eK8aHGu2FBIUJgXJQpFi8JFpRBjU0kxyWmFZTsVNY67wDaReZEiYQS6Oz4cSohAhyVAcaF+YYmBUanEhExscvovR0xPSQT/FjKWlJst4uSKubnC5kIhN7+Xk9F0Qxnp2vh8zMDHA5IYfmq4J0fckiFuThI2pogbI5sul0g4p3vvXe+4ZeNgrH7gx5aLpY9ulD7MoU6fjP5QzXh4Nk9/29dTD4fBzMzck5fGP+95fO3ObD0HCISgox0MS8D4KBgRgWeDH7rvvxNy1189HG5vNtVQPbDtl5zkdDCzBlYAWAGrE7NgZQ3I1tZX5jfA2hIAk6vLMpkMbMjWl+YW5z6ur8+C9VkwP8m/eMFln0KgoZm9pt7gYP+9EWGJoKl6qPP8E1G+tL50tOXcW2Hlo46q4c4KAe/O8KAjjogMifwAAGd46GuVg6e675e23Lgh6Wh/PKhooNkj7vX3QSJdnc0N9S+crjQ8oi94MpBQncfiXCnq4+QN8hj9zeyHnTlDbezBtrzBtrz+1lxpW56kNV/cWihoKxF3lgg6zwxKKoQ96Jyc7cfNvtLWVXGDGsJ91Z09daHeWhAvBWuIgrW7kq2HmhNK3g6h4IBUcvJVdfPX9MBpe5F0UTQ93xB1FE0NRdNAkbRRJG0UScebrOVN0/AJU/IK1UBHaWMiDf3oFkH0Laq6cDINHxNHT2VEZuR8/et+WBDFA0uBBpL/2MbghLDNeQqPzyvSgxgJCQqDEiLgpAg4ie5FpGNCoilxqRHpLOXDx4ztXNHBUbZIPy9SpAc+zIMYCSNFwQh0KC40IDzZixJFZ+Q7BBGVXVz/3Z3sr5DVPRlKuHr6CyP18hF+dl9rmpSbMdyeKOFUvhkoGGphtVyr7qq92VUH83U+uH/rGVbkx8aqV+czV+svMFyt8kgBYHkeLC54Ghldi4j9ePX62wvVU3cuzHRcn+6+Md1+dbHn9kTrDfC4F4xLF4YFb0Vdb6Xi0Y6uyECio6nl6aLy9bllsCFbWJpdA8vLYHEKzM8DMLu+sTg7B+ZnweocWP04M9TeXJrur7EP8cv3l1Gochgco6XLiopsH+i5Oth1UthSMdZbPNJVMNZ5Yrz3xKPe0pHuUmHbjdHhrMs1ek6QtwB8BEDb1cE/PeHqAL+qk3Nd2nscCWsW9aZlMZKTE0NDg7/d+i0lIeJ2X0dJZ+2VN/3sIR5zpDXzQVv2eDdruG3za8LcgVZ2Xxtb0porbskVt2R1NhX0thb2tp7o7Tg9IC5o47rGx3ylo73D9LieJ1LBzknR3lXXw0fDGaENQW2m0aq5otVc/FRd/dQgAaqQAFUIVskduxl6oOlF0EbitZF4HRRJG0XVRAWreAVroSO0fcP10aHm2LAtqroISjAhNj4sJTMyI+fbPQehgSRYENUDS/m/IdM6Zq1jZosi0x19sUhyFIxAh5GioISIzwOMYYm+ofFhmXl2gXgtmOf/FzIllGtpT/OlR0KzGNL3TqaZEi5juD2y+15EV210d11K7/2KB91FXXdP8q7fFHBCM6N+3vutmem+W9Vpj+ovm+7YAl6Og/evbp8sCHa0mKu/8fZC8Uh5wuDp6OfcnHEe821ztkx8GvTfWeq5uSZqWBA0rvTzFwfFU30SMPFBVH8fh4DBnWym3z8FssmFpRcLqy83wNTy0hxYWgGTn1423ztDxkToHYxQ+ClNeXsj5NgIzuvm8cO1UOcKuPuRn7fcr73U1NdRzW8p7++pfth3YrCH3ddRMiosHegpF3Wd6e06w+Pt1tLtfTSJQphRAAAgAElEQVQ+C0B5Tc1udfWBiXfnutvvjz/UdnHKu3Bu8PlzMwf77n5xQ2/b1R7eRWlbxWBr9QsxY6iZ+agjYag5daQlZ6jtPy6cb2H3teVIW1mSFpakJZF7K1fIKxS3sbuaiwRtp4dEJ/itCTcu/01b42ttbQ0YTNHJdfdxaxVHj/0WTqpOCC0IWguCVodgVF39lJ0xik5oBUfMISeMKpyogsBrIPCaiCAdzyBdOE4HTtT0Iit7UjS96RqoUD1v6vEA2vcqWp5UKiE+LiQ1MzIj54d9iq4YHBwf7ImjwXAh/wdkRxzcFPSPeOJo7lgyihINI9A9ydHu+HAULQZOivChxWKj02ipLBv/ICNf9Ok+0f8dmaK3y4WHoujbp6+8HlbAemhFBJW96E8UckpeDuaM9STx77PEzRVDXXlttWdE3PuPxRWNl9NKkvce/F5z/04WPRgszYHlOaiBWk089cPlE28rU1+fiX5RE/GsPvZBHf3lvej395PnuaVAfHup7TIYaZtqu3M7K+Ep795bUdfc45GZ8SFWDBVpa3StNP16afJA0zlOVVZlCJV62MT5u+8xW7/P1jh03cKg3d5EYGv0EGJZr6PQ7WTViUaUw5zdVfdv/Vqutv1e7ai0Wio8N9pfKu3JFbSXDgpLpT2n+npL25q637y0QXsHRUQsA/BmYurX3w7EM1i3JZK60VFDd+g9gXAegMPW1mlF+XeE7VdErecG2vNFTQmdt7NGWrPHu2MljWnDbezBjs3YSnZ/S3Zfa5a0ZXNli3ksKTdf2lYobWX3NrE67xcJuGeGhYz6O5Yh1C+0tdQ9YaaBQfL2rtown4NWLhrOSA1n7837KNRdA9QgAeqQIBX3zXdQWDVYgKanv7aHvw4Mqw3DaXgSVT3IGsgQNQRFC0E0xZC/UdaA02ikxITglIyoTPZ2eTV7pJ8XMRRBCPm/IbP2QO1R1YEGkuHEEG9qDIxAh1Ni3HB039B4BDkSSY4iJjCJCZnWftijAYH/v8iqBjovPZVE1p4rG+02TQj+1cclu689inc7XdCcIeQWD/dmdTeWSNsq+zvS7tecE/FudTVer7t2aN9vS58+rk9+6r551dtQ49O9Sx+qslZOZ0wW0ZbOR7w7T312nvzpXtzr69EvLyaNVyd+uHNiqePasqQh3P34wS/ljqvsyYunTY0KwavR8pAAm61ymN9/iNHYS/7p7yeVVe+ZmnfaOfVY2/Xb2jxzcnzn4PDK0uqVg+NkYEC/v2+hmYnDri2FcVR6aIAd0on3/OHlof5qqbBMwC8R8UulvSUS/plh4ZkB/nlxR0ndNdWjxh8X5ic/zojahd98+WNO9bn2J8/3Gxi1D43MAtAiFptBXRuHxCe5tRViXnZPfWrvvYJHfMZwe85DfvZIZ25/e0Ffe760LVfaltPHy5JyN5NtUnrvZ4gbs8QclphTPNh+cqQru/t+9J3zOR0NZ0ck4RfOfKGrLaepoYP03mfloAnx0nL11nL11Xb104L4abphNdyxmtAgDWiQknuAMjRAzd1P3R2t7YbRdsNougVqQPEq7nh1T6qqB1ENhjX2xX2tpAoPplCSE2nJ6dGM3F0q2lYwbxSZjiSFeQQFI4j0/y0yO7jvDgV1DywFSaF7U2M8ieGe5GgoIcI3NN6TGI4gRuDjMgMik2z8g4zRmP+v41LR2yW3u75I2MTqvJfZXntykO9Tzs4TtzO6mrJ7WnKlXamt9Wxha8lgT56opVDanttylzM26BGASc/KATIAZhcDLSxNvvriXiTleWn69Om0t8Uh4HrGck3Km8rwd+fjHpSEzl9jzVxlPzuTudx+dUXauDjcLnszEoZx2y4nZyH/a0kQmm1vkaKw/ymNyjM58sTFddze8ZGtndjcTGhpPgaFPPbwkFjatxqbnVFQ85OTQ239KdbRtr3mHJDNz8y8/eXgr5cFnVcfDJYLussE/MoBaaGou2RAUPlAxGy/XdXfcnOU/4Pq72Mvn26syMACyIjJ+P6X31r7x3SOWfUMji4DML2+fhTi4p8UdXtMfKqvjdF1t2C4gzXYninhVr8ZSxc0F/S1F0rbCyRtbEkrS8pl9nE3M7oSe+rSJY2ZkqaUntrU7jtZovo8KSdfwi2StOd2c0+P9J0eEB/GBsgpyKu4QRUc3LXdvXXcfLUhaC0XjLozRsUJo+yIVnRCK0D8FCAYFQhazdVHwxWl5eqr6eqv5opVdsOpehCV3HDK7v5GyMCvFFXgIVRaajI1KS2akbtX0+CYq6cPNcKbEg7F0v4PyGxg3jsVNZCkMCSFjiRHeRLDPYiRnuRo7+BYKC7UE0/H0BN9QmIcgojq7tDzQ33/X8iuPOkr5NefHutlddxNrr9eMcBnd3Lcs5I1gtAn+noy2hpZva1lo5L0Lk7l+CC7q7mIc+9nHY2xd+9mPs7KHrx23n4g3vAY8udtkF1fhVoqnQuDclNxjwrin+elLJ6vBHcuv2DHL18q/Hi+6Om5gnMRuDuFGe8Hu8H8BOdcpcOBvf6/72MqaHAPW0tVTV/Jm75XPfLW1noIYsVzPV7jeIRloum3a6vbd9957z9YTgnmnrmwsbD4aWZ6GYCPs7Nzn2bsnFyDi/IuPOgvl/ScEPMrRwZyBO0nHokLH/LzxlqyJbU1z3tgcQR0cNDq6urim2kwB7S0jEn0eE9kQGuXcA2AmbV16dMnGnbmjOtny0XcXH5DrpjL7OXkiNvKRiXMrqYiSXuhuK1A0pYnaWVJuZsxXWlSTt7j7vR+TrL4XtZgc9YAJ5l/K5V/i93HKRpozxXyUrl1Wa3154b7CCXF3+kbbjU8pmjnrmTroWTrqWSDULRFytsi5W1Rh+xQh1x85SE+Sq4oFWevzSNV3dlXzcVfxTVIxR0v7xKo4Io2gGO+VFCCh1Jo6SmUxNQYZt4BXWMTR3dfWqQvLRKKpXmRwv+3yI67wH5T0/ULjYETQzb7ZG44OjI4HkmNdvGneOLpnsRwOInuQqTutbTa/IL8H8j+6ZU4TElzlpSbJebkSLhsUXO+iFvQ8xlZkbC5pI+X39tUJOKW9nWekLTn97TkC9ty+C3Z3byi/h5Wb2tmJydH3JYjbisWt0VWlxlCnCfXZWAN8IovuG07dN6HUIH0ddz3s7+FRjbOzXH3N+7ff0HZues23HfuZBW4fqmFFhCnq/TifEUZEaP1rZy5/G93y4vAi/EXtbft5b686eRZq2Mu1bUb+P3wtI1nr435BTOdUPmf0Ad/Skc6cKuK34pFYHJ6YWpuBYAZAF6urX0CYBEAIAPB9EizQMzpIVHFQG+RpLN8TMwQcEufSXPGOjMHuayB5rLBlrymmr//tm1i5hNYl4H51f6+ke079lpYOFRWnZ2eWXzy8s082GgQ92zVVmbfrTk/3JvXWV8k4pX2dTJa71aOCgvFbQWSlnxpG1v6+azcRJYkup8qbcwc5DAHOJnShgzJPdZAc9Foe2pnHUvEKxnqLe7vZnfxToq6y7q7wyqqdxiZ7zay/N3E7uAxJ0Vzd2VrmJodUtXRW9ERpeiCVHJGKDsh1Jy91Jy91JxQKi4YZRc/FfcgeWe0orO3vif67/JKsNBgakbGJrJD+keM7CHo4Ch0cNS/RuaKC4MS6DBSBJxER2wii03bLPz3axniwhM8cTRPfCicRN8c+EGQIx3RRBiB7hxIhhCCXakh20xMLo8N5fFbswS8zM3oqM04vM+zPX++QW6ghdnHTRc0ZEua2QJOPr+pTNDyq7PZicF2lqQxd6AlZ7AltachTdiU1deeJuBl93flDfWy+zqyhVwmvzFfzCsb7r76uM8jhJxbXg4AAJOL9wpPHf5qe4orgumJcpY/WEQJAnMfQ0wNo/V0Ttra03fuu+zsvnDx0lTNZafvvoo5fuRjfV0FGe9yaK/l7h2hNpZTLZxMVxfsIfnLSPRZBwhTQSP4l92QH7/BGqjdZqXKno6C5XkwM7nwfmL2/eTs9MI6ACsALAMwK1tZWFuaX5xpE3X/pKd148lYmaQtq6uu8mlPwVhr9lBL7mg3a6A7R9RdLu69/WBY29GKEh/2emJ8fvH9BpA5ObvKyX1RU3MNbID19Y2FleUVANr7Rbu0lAiMpLpHfWckbdX97dktt4pE3DwJl93PS+6szRQ35o60Z0ib2KPtqaL6zD7OH4sh5TD6GplSDlPKyRJzskRcpqSVKWnNFrfmijqKejvKujvz7tyT23toh/rhL3fJ/+2XQwqHrfUd4DpOcA0HhI6br4ar1yFrV22YrwbUe4+5k753kCLEW8nNR9PTX9nFSwfq87cDas7EUEpGDiUpMzIj5xdFDRu472bhD8XS4IQwBJGOINLhpAg4KQL2eUV5kKM8aFFu5DA3YgiUGIqiRAZFJoYkMqIycg0sHDSPWKLJdBQxBEUM8SKGQANJMDzNJyTGDo2DEkPdKXQXSigsNu4Lba2Sno6C3vZcYStL1JotbpXbDPb8L7cWZkuas/p5jH5umrCBKWlmCzgFPZwT3Zw9rhanxkUZkvoEfm2GtCmjvyW9j5fZ35k1xI/tuJ8z2JUlaknvqMvqul891ntSzD0j4P2irnijrg7IwManufNZhRa/KzsoaPgYHbf4fX9mQACYeO+we1eEiUk1AlVoaoHf8Vs5ynviXh3eQP/wV3+PcXZYEQt8DHVINmYUOwsHhX1GW7+nWJm5KRw0/OZLupXF9Yy0hcejYG0erC3Pf3i/8HEKrAGwATY2wJsPi28+Lo+Mv+178Gzw8fOXnyYXwMazuZmfDY3K+V2FXY3VD7py+u4WPGjOf9iRIW5m9LafevCgqIN/mt97ltPw46Gdg89Ekwsv18FqS1vrDz/8cPv27fnpmbWlZbABNgBYBRujL5/uUJM38/W4Mdh9Vswr7W3I499l8u8XPuhiDfBi2m7EddzKHetI4NcWP+n9r8iknM/IRFyGmLs5QcqQtLIkbfnCjlJ+R9bNWzt0DSOYeVEZucr6ZjvktRQPm/+ion/E00/TwVPB0kXfA63qilBw9NCCo7cfsVRx81Jyhau4IuTt3bUhqC/ltdypMaFZJ/47Mo+g4L9GFgGlRrpT6O6kUA9SGIoWhY1MDklkRKazdY/baplaocl0FD4YSaB6kWgeQUQYngrD02CEUAgh2CMk0pkWYk2hfGOgXyHqLexpzxO05wpb2cK/Rsbs4zL6uemiRoaYk9PbVCTgsnl1+z1sCwbbsgY4jP5m1nBr9mB7cm9DbMf9lJ7mhPb6EyOCjPb6QiGX1VqX13r30hD/LL/5oJHB9OrK/PwiWANhvtiLrMJ3goFMIk3z51+uFuSDpflje35FaWhQ9QxSj5mHGxgekpMTXbuQgEa66qorb/kyjYJ9xOfJb/va0UjHVOUg5IhhbJDfBXbW3MMRMDcNFmbA6hKQrS7OzszPLa+vA6FknByWrqxnv/PQkZ0Kx7/eof31Lq1thw7vUDqyT9tir5653Hc7a0YeVfeLUjnXz74QMUS1OYNcpqT53KuH6ZyG09L+ugcPG/olSkaaaCJyHcy/+/R2A4Dk5OQvvvhicXYOrMvmZ+cWFhZWN2SzspXhdy/2Gmkd8XY7K2jObbxaImioeTOS3n03vfvuyce9DElTQtedTElTBLfmv/P6T8ikvEwp78/IEi+c32tsmnqikhKbZmjpVHz2Kkc0ctTN+7tDWgrmTirWEG0XhLID9HdLR22YjwoEruzqqegIVXLyULCFGEB9vlXUcadG0zLzqcmMqEz2f0f2T49LKCl8ExmUHOZJCfcJiQmKStlEpmFioXvcFk2mI3E0JIGKIFJhOBKcGOyMwfmFxUNwFM/QCNeQMENf3y0mh6v7Rf8WMoa0mdHPzRA3bSIrEbem1l1RQrkUj3QWPOxgDnBThPczJdys/lb2AP/EmDi7pyWHz60Y6C3t4V4Y6ImoPvG7lfEXh/Y4B2A+LC7OL6+tLqwc0zGS8jrHBX3vhh8YKip+evoYLM2aKBwkOTvm4nDZXt7nIqIikJ4kpHt6JFXt91/qas44Wx3B+8H37dkm5PMAWAYbq0tTH5c+TYD11bl3b8DK0vLi0psPn9YAGHj42hriL/eTkuJh2HH3MGtEkktgDgSX50OvxCdfhoeccPBnOBGYPx92Ng6glXb3nBmTZnbWFQ7zCoZaGL31rB5u9bA04/adm339FgjP4y72ipqHZpY+Tc5NzS0tbgBgYWEBg3rMTU2DDQAAmJyeWgFgYnXh9eqcqt2xn3QUq9rvnZG25HbX54mbT42Lkttv5w+1ZfU15492ZIgbGdL/HbL0qzVyu/aEZeSwK84fdYBGZeROAvBiEWRV13x9SHO3gZmKNUTNHnrUF7fb1FrN2VPN2VPZAarmBFO1czfyQH+nqONGCMcnMGlJjKhM9g4lTRu4L5IU5kUM/dfIPMgR7hS6B4WOoEVi6PH4mLTQJGZEWo6i3hFDS0dfUhg8iIIgUmF4sieBgiCFQPwImJBYKI7qTgp2D6Ebevt8b2x4pl9c2NOeJ2j9H5BliJsY/dxMCSdT1MTqaTwpbY+6ckrTH3byYQ9zgJMquJ8paWL1t2WLeVl8XnYXt6JfWCHuzm+u981I2KKtaoqCtTwcVLE4dreHPw/AMgBiycCB3w4Oi/rfPX1158o1I3299bWl9bVFi6PGlQV5y69efujr/zQ8OPlyPJgcYGNpcuPG+aXl6fml6au3rpSeKn3x7tX7qYmP01PrAMg2wAYAC/Mrc4trs2vg8YclbHj6lzs0lEwQkKBsp8A8N0qlMTzHDF3qQDyLir1LzOrwTbgHDbvqn3rXP+PKj0Yuh9x8L449OCHuzBE0nhzpYPXePyltL2hvrHv0EJeerm52fHJ1WU1bvX+wb3F15d3HiaWV5VevXv28bbugpxdsgLmZ2c3NbGJx9tnMxAwAiDDiTgO1wvqr18b7kxuvlo90p7ffSW65Wf5YwB5qzRvt2OT1Z2TZEk625D8jk/JYkpZ8YVspvy2s7OR2Ld243OLIjBw9M/sEVvG7FdA99mLw7azw+aShk5fcrwp7jSzlzRytAyjqDh767t7aLghtJ7iqNcTA2eurfWqu2FBSYlZwMjOakbtDSdMWgd5EBsOF/FULA0oKh5LC3Sl0T1oEKjTGPyKREJsemsQMT2X9rqFvZOviQw6DBZIQRKoHjoQg0ZCUMBQhFBFEgxNDHALw7sGhZoGBWw4bnO4TFfa25gla2cJWloj3l8jShA2Mfi5D2ryJrGKgi3KqSB+PKhnrThXezR7glT4R5EhbU9vqcvgt5ZKeKgG/oqPlgKWFCwX/eGH2EwD9z5/Ibds6C8C7pdU3U/Ov3n/a+tMOHS39irJT7u4euYUFcytLa0Cmb2KYnpkm6OUPCUV8XsuLJ49evno6NT0xPfvp48yndQDmVlZWAJheXl0AYGJ2eRmA6XnZGgBrAAw9fo+mpu7Vcdipbm/tkwglF5v75JiiCsz8Tx1GVhj6nLGh3IZG83zTen3S+MjkTnKBxCuhxp95ZYcZ4oCbz9nhwZP9XdkddyuGO0oF3JzGW4yrl/YeNuRK+599+Hj5yvVLl65sALAOwMLS4szcrFQsmZuZla2sriwsriwtLy4vrQEws768AMAsAAFRISq2R5m1V2rG+9IarlYNdzM772b3NrCkzQmdt/8SmZjzT5H5Mxm/Ghgl5JdEM3KNbVzDkrPG3s/0PHw1+Hpm8M388LvF/Iu1eo7wL35T/lHVwJUYrufipeuM0HdCqJg7a1q5/W2HPDSIHp5Z+F+QIUlhm8g2J7BhBDqMQId+XhHuRLo7ke5OocODI33ocdjoFFJ8ZnAyk56SvUtJ09TR3Ycc5uZPgBOp7jiiFzXEmxbmR4tyQ+O9yGH2/jgXMvWYv/82U5NTkp7PyES8f4UsVVDP6Ocy+7gZwkZWT2PVEB9bwjKmYKqeijOlDeyh1rzB1pTW2kJx240Xjy8PD6RcubzD0CAshz0+M/12YXEJgCt3bqvrGy4B8HFpbQWAjh7Rrl9/P2JyfNv2nd/+sPX91NSryU/vFxYOamqWnD3b/2hcMvJAJB3idwvHRh70SQYH+0fm51aWFtdnZ1c/fFqcmpGtb4DFZbC8CvoHX5wovWhj6/XdVqUdiraqZjg7vyx7bNERr1wzTLll0CVteIWB90V93ysuUe2eKUJYssArXeSRxPfN5CMTa31Tr0WfaZXbp38YT7v+7DGr5V6ltL2c39Qx8Uze8ijrTHV9Vw+ntfvNm+npqYXZuYWJqckNACanp8AGABsArK3LVlY3f6+ur60D8H526vX0xyUA8PERW/U1eO+fVgh4Wc23yvrbc3oacsXN+UNtzH+FjPMfqfebyFpKe1qoxQW/GRlHZuWFp2Wb2LqGp2U/m1kZeDU58m6+/+WU+OlE98PXoxOLd7r6jnmg5bb+ts/ATNXM0cTFy8Dew8gJ/tWvCp54ekx2cWgSM5qRu1NZyxaB3uz4w3AhXqTwv0LmRghzp9C9QqPREQm42DRyAiM4mRmSkrX1oMpRFxiSFOrqj4cTqW5BBERwqHcIHUWmu/kTvahhbkSqXRBew81tn711lZhf2NuaK+T9D8hSeu//gSyb33BquMevkGEaHFA00JbeU5cjac7ubWC23Ts3KmY13NNDIVXsHHhjD8Y+TD58/XZ4/Nk6AHfv3ldSVl8D4PXH+Zn5tYnJhb9/+Z29g+vBQ0owL++FVdkyAPMA/CKvVHL52vC7yestXTzhIL93WNw7+nx84uXTyZfPp1aXAVgHz59NDw2+vnGzNTKKZXLEVU7ul23blfUNHGwcCcYO4cc8MozcMg97sKz8qy0CLujCq9TcK/V8Lut4X3GP7/VME7smdHoxJJ7pvciMLkxmKzGvxSPhAiy5Su6AXviFmkujQyc6OBelHYlnT2o7Wt1sa6m529ArHhkdfvHuzczC4urS2ur84sIGAJ+RbQAgA2ADbKyuLS0sAgBW1lY/TH6aW1laAMAnJny/9dHKLs6lod6CzvrygY6SoQ5Gb/3/Fpk/M+NnbZ1YdlFCTtFhKydybMr45KLwyeuh11ODL6cHXkyNvl8YeTM3PrUmff4pq+LS17sV9+seM3P3tYYH2CGwP+5Th+PoEZn5fyCz88L8j8igBLobIcyDQkeGRGMiEwmx6X8g+2Gf4jFXTy9yqLM/zpNEdQnCI0LDUGHhHjgKDE+D08IQ9EiLQOweC3NlGKRK2lMg4P3PyNJFjcmC+9kDLdl9vDwRt2KgC5oeA0mLPPVQUDjAY3bfY3fXl4s6WPW3fzE9QspicYcfdI0+4g+MPXjy4u27T/Nzy+erzx3WNQIysLoMpqeWXr2c0FDXNdA3/ubrLQKhdG5x7dX7T4sAaJlambmhKm42Vta1XOH0NvIGTpZci4liB/hFo7xCTE3ct/6osGOn+hdf/Pb1twcUlY9r69pb2aOPWXqZ2/ocsQrQtQjTsU4ycMw0hRVb+p4+7nP2sNdpPa8zxpgaY+x1C+o9SHyLN1OAzun1ymxzT2zwzWhDZ3Ddoq8El7VqIiPl1I6En7lUN/7oTBcPnRBh7Ys4c/vG/dZ2bmtvd+fAi2ef3r3/NDk7s7q+9hnZZj24AcD6BpBtANnGxrpMJpOtr6+vydYXwfoMAKiosOMYr8vS7pzGm+XStuzu+2wRJ1vCYf4JWbaEwxJzWOI//v98f0e2pDlPwCvh8yIqy/YcNkouKiVExZs5wyhxqc9nVx5+mhc/edf37NPQq5mhVzOCsdd9TyZaJY+eT60Lxl4fsff8esehn+V1TB3gcj/t9QtJCEtjU+PSY5h5qkcs9Kwc4fhgFJkOxdKQ5IjNFsYfNdkfyCD4UK/Q6ICYFEISg5zA2EQWmpq9U1nLCuYNCSDYevv5hEfCaMFQCtUhEOtGoLjiyfCwiN+OHP2bqhIyLelEV0uZuCtPwGOLeJtBxP8KWYqwPquf9wcySEqkR0ZMxWBnVlfd+cfiUgE39eblL9QUT9TdO9/cWtslbBUPCgcevnj94cP7qU/vJk+Xn7I0tQRr4NPr6fVFAGRAU0NXW0sf7RuwsixbXQHz8+trAOia2H67W0Vup/JXB/XkfpL/6hftr3/Q/OFn/e2/GitpOuoae2obuFs5YuG+UaY26MMWCDsPopkzRtfcw8GLfBxCPmwbpWkep2ebZutd6Rx0+SiySs+j3AR94bDPOaOAS2akGy4x9cjMVjSrA8XkwFLqQytGbGlXycVCZModainPkV4gt1M1uLjyhlSyU1/rcnP9xbt37ja3tHdJno5PPHsy8fbdx38gA39CJvuMDKzLNtZlG+sy2dr6imz98YcP0wBoO9p4x0ecFbZl1l87Py5h8u//GdnmHvbvIItm5SXnFdvBfMwh8HcrQPT0df+Ljy/nwKtZMPZmbkoGxt8vzcjAm1nw6tP6AgDc3tGAkITtBzS//PlAamF1UGQyLT4jKpOtccxa29wOSQrbnML4F8jciXRkWExgbCohiUFJZFISmSEpWfT0nJ3KWno2ToHRCRA82ZVA9AwNg4fRYWFh8PBIT3qE3CF5LU9YfuO9KmHXpUeD/9jGpP8TsjRxY1Y/L0vKzRU2Vw52O8SFeLOSzo8KCrvvl3Y3Vfe27DY3ZV29XF3PqRf0NXZLOkSDor4Hr99MTHyYXpxfkfSKq09WL7yf25jdWJ1bAzKgrqq1e/dvI0OjQAaWZlcWp1cn3i8ekDewcg0wdQm0D4xWNPc2gtCPQmPMoLF6tmQDe7KJC83ALsjUjewcEOscEHPAxOXLg9o7Dcy+UdH/m7zG7yauZtAEXfMoU6fMY+45WrbpR+Cl9vjLBogyA1TFYd9TZvjzjuE34Cn3fJgNPsz7yPT7KEabD7Mbw+zCsjth8TfRade94sq+UDA87IHUtLHpfDB0o7nx5v2G1g7Bs2cfHz588/bdx+k/IdvY+G/IZBtgXba51tfXFzfA+Bkm6bUAACAASURBVMTEk9lpud9/re7gVPbyTgia09pus8T/Gtlmg6M5W9KcJ2wu4TfHnqn8VkmBnpkdkZ5Fjk78ascePWt7WgqDmsjEhMTS4hnexPDgOIYjPADqQ/AjRfoRIly9sJTodGxIvL6Fs6Wbt3sAJYpZGJyQGZHO0rGwVz9q5UuL9MBSEES6Fyn8r5DBKJHe4XHYuDRiMpOSyKQmZYWmsyKYeT8eVDZ2ckfTo+G0MHts0DFvb4/QUAciQcXZUW7/Xnx+TllXa1EH9+LDgQxebTa/iS3i/ZEO+6+QbdZkm8iqhviW4URsIeOMpOOstP36iOioPxIRFc4bG+VIhmoaWvj9D0WDj6QDj16/mfg4MQM2gGxtY31JBlbByqclsAaWFpYJBBKFQgEbYHluCawCsAaejb6Tk/vZysHfxCFA3QatA6Ep2YQq20WqOUSpO0YaweItMBkWfkkWfvHW2DhbfKzcHhVjNL7l3WReEwfFZH6lYfizmuMRpyh9mwjVYyEWXrnHEPm6EJYd8aI+4oShd5lp4Ckb2nlI9DVESq13xl3vzAZIQn1Q4YBbfLNXSisqhYNJu08vbrbAxMl9/YsHOfgKp/FGc/21u3X1zS0C8cijRy/fvvs4NTO9srb6D2Sbz8Z/bGz/cWiCdZlMJpucXVgB4O3CQsGl8yYoj5ohQVF3Ywr3xh+e/qjG2KLPzv4pssKGOrndu9JLK/CRcTGZOcl5xX5hkbrWjloW9k4+OBUTK30LZ1so+piDJyog2NIR4eCONnPwVNU3c/bC+pAiQlNz0opPBUUmBidk0lOz9K2dlI3N/MNi3QNIfwj7p8jgtGifiHhsXBo+MZOcwKAmZYVl5ERlF+xU1da0tHMJIrrgSFYYP0cSERZO/0pN5Udjg/LutjJ+W0b97WJhe05XY8lgd0Z3wz/egP9rZNlDrZuvNdkCTtUQ/wjFP7g8v/bxQGVHQ8Lpst+OGNT399Xxe9r7x9qEQ719DwdHn40+fPlxan5yan5xaW1uaRkAMPd+BqyB+dmFDQBu3b1NCiavr6+CDQBWAJgDz4fefPflb/pGUHM30qGjCAN4jBYsQwXCVHfLMECxTNAsUzTzmH+GqV/C0YCYH43tjQIplmGRFaLevA5ubldTau2tXXo2v+u4qh3H6DnSDN1jLPxy7fDlh5F5+ogCQ59SE/9KM8Jp2+ALkOgbiOQ6JKMJwWzzyu5GMHqgCa2UouEgRpcT+VT8yWZrX/pBQ/MbXO7luls1d2/Xc7lt3YJnL9+9eft+enp6dXUVfK7EZDLwGdof7D4/6zKZTLa4sLoOwNTK6tPZ6Z36Wiea67K5t6se9P4lMkkjU/qPVm22hLOJLP3a+Z80VOgMZlB4FC0uBR8ZR0lMjcstTiw4GcksJMdnhqey0/IqUthlEQnZMSm5ycwT8ZmFqTkn45nFscwicnwmLTkbG5VITfxfI/MOjwuIScHGpeFj0kjxmaHprKjsgm/3yWtbOyCC6WbeaHR8vKEn7EtFBX9mRoWwi9VSXyRoK+htLZC0FQ92MXs5RaNdTEkzQ9rM7Gtm9jX/K2S5Y50MaTNDzGELOKeGe/SDUFFnT17obbsp/X+knXVYnGfW/9luu9t2t5qmSRpplHiCE9w1wQnu7u4O4zPA4CQECwGCy7i7u+DEPWkbI5AQZH5/kHa7u6/0/e1zfa9r7mv+m7k+z3nO/b3POQ9Pa+e3lzHjeLGEpZySzNxmS6alyhtzNx7evPP05dK750tvXy6/++nVq3WNRrOhWVt5r9FoXr97807z/uGLx0vLLzWbG5o1jWZVMye88e3nB7/89rS+bbiJd8bx85mmkW3nIq+aRnXZJ/daxVw2DkbYxFRbRAL2OoSZx+c3MnjWWZkNfHqLglUvo11flHfR2McsL2j9cPKMa4Sue8pB2wRDf6B9Qpt+UL1BSKtxePu5qE6L2B77tCHPAqwfgBZUy3cD0H1BgmCIzLuAGQkQ5dRLg/OuJZS2fbT98DiNOYBB9Y4PkjlMnkRy58HjR4+fvnjxYguyDc3mb5Bt/tNe8x+kvX+3sbmhebWy+kajMfPzCqoq7J0RtSiYv+X+fxCyFhruy5NHc6CwtNKKUnhdeW1jJgACaGmPyCmOLwaW118pQjSXVbcm5FSk5wOrm66m5wMLAcgyaFMRtDEPUh+aXphWhSiubU4pBf6fHpe+KXkBmQWhOSUROaWR2aWx+ZVpldBcKPLzHw+beF10jY4PKyo96eLyyZHD5Ve7O/nsGhYJIaQ1qwU1EiZcQmucFYCl5ALm2Fap5v8CGVBKQi7wQDLy1rFS54zwVJhP2UBnJ53gmhARXpRLm1KOMVgMmZLElvBlc1LljRu3nyzcevzL65VXq+srGs2L1XdrGs2rV0sajWZdo3m1vrKsWX21+WZN8/796tv3L5Y1qxrUNZyzpb/zhfi/bNc75RRrHFBpGtphFnHdLKzHJvqaeUireXC9fXT9GY8srb3G3fy5gu4BbV/vvjl5Gaa3/7YEQRvt49EpM7MBuYVa2/dv03c2DMg54ZlvEAQzDGswimgzCu/SD+82DO0xjR10ycR5ldH9a/n2JXgvIM+rlBdapUqAzYTkk9JhFNewyq8O6nePY4ZwmOuoERyTzJWJF+/effz48cvnL1ZXVzc3N7cgW9Nsrms0/6INzeYH1FY1S69W1jWaZY2muKnuuLsj+v4shIn6XyBTEEEK4q+QkZv55GYq9jPtgxlAUFJhSUZZ5Wlzq7/vO2js6pkNqU0qA+06pX/CzC4yvSC7AhaTkr9tt7a7X2QppD4uo2jvSYNvDp5Iq4SmVcFiCyuSSwD/p8TfOyH7YkpOUFp+cHpBSFpBZHZpUikwC1T9/Umd0w4uQdn5X586e+bChS46bUQmvcymIwV0pJJbzkTXKFkN88ISLgYgI1XPsrfOaj9ABvo3yLZKfYBSUt0iHyQjQyQkhJDUPSM8GeQJHLw6JubtOnvqGh5LkkmxHP4kjUNgiXF0AVs0NX3j0czNh89evX2zrlnVaH5aWl5eW9NoNMvLy+uajVXNxk8rz99oVpbevdZo1tZeL2vea6L9YztaBtY2NT8cMdt21MopHOAYccUuotfIp9nQB2nkg7AMrTYPAXyp63GxuKFPfhOCIe5xc7mi5FxWMWGciTYlBYbt7RMzJmZVaU3NX+lbfXLcStcnzzQUYh7RYB7RZhLeaRDcqRvYZRQxYJuGvVBMt85DBdQJAxDSUMRMBGg6pFSSApEklhOSyq79advRayhi3+QkmkYaw2O4YvGNO/cfPnry4sWL1dW1Dc3mxqZmbWP9/ebGb2z9PphtaDY1G5urS28165qNdc3S2kYXevIHE/02LvmKkl3zOxfjVwuDApeSYXI8TI6FyfEwGREiJ2+NIKkTUarJk387c6ygtjoHCNSztrN08xxj8rW27ayqb9l3UjckMdM3MtHEzq0IWPvtHu0hDO3PX+zKqYR/f+hU07WhqOyiw8Zm2WB4BhCUVFKWB4UfM7XcsjACknK8otP9k/O26i+8E3K9E7K9ErO3vH6vhAzPhBSf5FT/5Cz/5KzA5NywjKLEImBmFfyzHw7o2Dl9e+qkrpd7v4jXpxDWMvB1Amqjig8UEOvnBNVqdh59rEJIgE0xgHLyP0H2234HLiVXSz7cXhA5GTHFQC5wK0U4sBDfqmRdn5ce8XCoRw1fiAiLzc0hi8XtYxP9BFI/gTJC5VBEaoZsVjB9c+bu4we/vH79dmN1/UPKotnUbM1H/HUntvZhXOLGumZTk5mSsbmu2dzQzC3e+3bHXj1Tt7DUSxZeYAsfkJU/yC2xXs8nxzgkf59LSId0vpEngtHp+/w9L00JYAI8XIirlRIalaRmObFJQB6aV+e2X9X6XvuUa9xJ+xTrAKhNUINNaLtFeJdxSLdhRK9x3IhZ2rhdEfoCgOILEV4ESsIAyniYOhksTKzABaU1av39ELK9bxCNHcHgiDSWUDI9PXf3xs17jx4/XXrzbnVj8/2m5t36xur79fdrG5u/5mRb+f8HbWo0G5rVpbeaDc3yyjv5/NwRU8M+Hr1TwkQKyS2LQqiaDlBQSgUYoJRUq2JDpQSAaKR+Bl/FuA5ij9VIqWVcbJmYCFbQY3obtU7uyUFCM8rK8quAP57S26Fj6BwalZlTGB4UceTwiePHdZNTC1Ozyw0sXXcd1Ttj7pJRiTB0dNM+Z65rZ2dywbkQDkwuycsGVwBbG3edPGnnFxSVW+IZk+4ek+mfWuyfVuaXWuqTWuSVku+RlO2WkH4+PtktPs45Mjg4KykwMzMgNSskrcAvLjs0Mb+gqvrAKT2tzz7LQ8JGVNw2KQUhIZSJ8UA1DSyn/dfN4b+T1u+9wd/vd2AqGkRFrRRiISJCg5hyVck97uVcNzpw2toS1tw8SWddnUAPkGh9BMoghU0QKmnyWf7MzZk7Tx/88ubVyvraumZz49fb/B9zOP+hjfX3K8tLb1feaDbXHz96sLmxxuOy//r5tqM6Xq7+AP/EeqfQKhPfLMuIwo9PW+X1o1olKqRQBOezdvq7N6g4CDEZLiXDpASEHNd1mw+gDMPIqD6J8quzlkesgnSdUiw8ym18q22DWqxCO0xCOvXDevRjrhslDlnljbtUEC+CBcEQWThIEVUlji5nxBSPp1X1af1lb/cobpJEHxidJFLYDLqUz1fP37h///GzV8vvVrfSyA3N2vrm+obmn6/fINvQrG5oNjSbqxsrK+9er7zde+p4JxnXKaTDmJgqPhakoJTLiFVyaiEbBZXTkVNMuBoHEI00T9G7b0ohfGIFn4i8IQGpGL7NlX/WP1TSgqhAQHJKyioQyPgyYGFtY05BMRQMKy4qz84rBcCbSsANycXQ4prLIRnFwEtX44urAtMyI3Kyw7LTMoFlGcDifERVeUP1tqNHzDw8wzLzvePSPWKzLiYXeicWeicWeible6XkeqZme6ZmeqVmeKWluCfGeCTEXohN9ErI8E8tCkgqCEsrTSuB/PX7vdXdXf1cajN9sv+utFKITmMNAedZIMW/llX/u/5byCAKSrkIWynEQsVEBAfbLmGc8j1ffKnx++NHJ6nUXhS2H0sYJtGvE6kDRCaGK92KZLN3nj78+c3r5fX3a79C9j9e7969e/Xq1dZieXmZQhdoae2xupDuGlRi6ZMVVtTw8VHTHTYel0XKRqG4Tiysk/K2+7ogxNRqOa1GQYMIMPUKMpQ93sgn9amkgWVgrS/3a207a3Ihx9Cp0NQNZOXfaBnaYRzaqRvSfSa8Rye61yp71LkE6w/hRyAUEWBpaBk7rBgfWzIWW9im9ecdwwQmhsq6PjLBYIu4XKVINDMzf+fOw6cvlla2IHu/+cGO/e8g23y3vrXXef9+fV2jsfVyT4WDeuXcag4eLCaW8NHgaUapiFA7ywPwCWApGTHHAappcBWnkksqYxIaZ6TNs2IoF5fSXq3141dF8PLUrJSsnOyCiqq00qrkMmB4WmZ2FSgPWp1aAY4vqgzOKgrPr8xGNIfkV0SXQeIrIOEFpckAUGJlZXBmenJlWTYUkA2t/O7oEUMnJ//EZK+YJK+YZO+YNJ/4LO+4TI+4NLe4VNe4JJfYBKfYWMfoeOuQBMfILL+MyoAsgEt0lmtMdngeMBlc//fjZ2smJ5EkdA0dgxSSKhjjcBWtjI/+99r9/xtkpQI0SEqEiolwNuaqknv64gWvtERtE2OuUnltDDVEII+SGCNkxgiJjWIIGdIZ0dTNudtPHz1bevNmfe39h3z4f76Wl5e3FisrK2tra+sazfVRttZHPxo7RHjFln531va4W3A7X9YqktbyuEgJt2Vass3bqYqDQ6qYdWommItpkdPgtMkepTASBtPa/uNuo/NfaTt+vMPmjHWWoSvA3K/RMrTjXFiXbmjn6bCrpyO6bHPGXYuxAWBOFEIaARKGl9FjywlpYIxXHGjb4XMkvgJFZgyMonFEBoMm5nAUyqnFG3cf/vxyaeX9xvvN/xWyX5drmvX1zeW1tfbhAW07y0G1sF5IaZrnIxd4YDW9UkxqWBTBpLQyLhaoYuVwcQA5u/mmqm1RXcOjIsjjmHkBqB1+4MSOksKEjITgqsKMjOTY7OzMgrKytPy8lLzc1Py8jJKivIrKQhCoCAQpAkHKYYj8SkAJEFJQUQWta6hpbi2pqqptaigqLyipKjAxN/Tx80hJTYiLi4mPj4+Pj09MTExITI5NTIpJSopMTopISYpISQpLSY/IqPCKyL8Ylesfk+MTmRSWnheYlq3j7nnIyamVw+yQS2p49DoJq2Ne2qBgIuW0fxkH+3+GrEKMg6toUDGxlk8YnJeevnjhsI25Z0Q4Uyrtn8SOEihjRPoYmTlJ46MoPJZkRqS+MXvryaNnS0tLa2vvNZtr/ztkGo1mfX19Y2Njy+R8/OSXtxuaMvBlrU93fX1IT+eCP2ICV0Mmd08panj0GhGrfVHxjY9DGW2sQcVqVLOgLHQTj9wj5eV1dnx89PQ+s/PWAVm6DglfHrhw1jrH0BVg4d9kHd5tFtljGNmjG9GrG93jUoT1LicFA1lhYE4EgB0NoCWDyVkIzAmrEPfwTLJAOYjCj0ziRyeIbKZMJJoRStRT8zcfPnv+cnl15f3Gu3XN+81/pPz/em3+g7e3b1dfrqzce/3iL4f2dQpoNVxCtZxWv8AvFeHgU+xSHrZhigcSUmDTgmIhBajgQGSMBhF1dEbQ1N/i6W3hYaVtcehTh2OfW+z76NjftfR2faL91Z+Obvv08LbP9n/1yaFvPz26/TPtb/96cvvnp3d8fuLbv9gd+9FGe6/Rrm/0v//aYv8eq4P7zv2w02jXNotD3zuf+fHYF1qme79wOPK92Q9/s97zpc3er2z2fmXz4zbbw7scju91OnvI1eD4hXOnL5ieC3AN9HbwD/EICHJ393Wxi4vyuxjque34HuhIzyUhu4KMh/LYQAYNwqIgGIRGMWPLi/j/h6xKSqiZZkJEhEYJdQuy73RPxeRkE1js/knsMI40TmKMEmhoKh9N5rHFM2LVjfmbTx4/W1paWnu/+r9DtrGx8e7du3fv3mk0mtXV1dXV1U2N5peXq+80mpjMoo++39vH5g7IZZcFrEsKfrWAAuET228ptl10KqGM1MsZjSomgo1rppN7eLz9Ns7f6Vm4x5eetY/Wd0wzdsk3cC419YRbBbdZR/VYxPSZxl03TRoxTxnxLCEGAWlhYHZwFTW8ihIHocQBxsML2786YlFW3z1G4V4dmhxDkUfGCTyeSqG4wWCLJMrpm/cePXux9Gr53Zt3a2/XNt9v/jeQaT7Qt7muefX6zapG80qzuctIF44ZQvJJ5axJh9piyBSjQkSsneVBhGSElF5IxzTdkJXxcUgZuVOM94z2MD79HSTG+WqyC77QG5V/fjTHabL0IgkeJ75UrOgEsBty2A2Z3MYsdm0KBRhJqgimVARTy4PIxf5cUBQu9yI+L4BcHI7PDyMUhF+LvdAW6TiQ7t2beH4s03si3aM/xnY4zmEk3nEg2rYnwvpSoCnCXbfETjvDdH+c3g9hp/cYf/5X1z174oxOBJ/cbvOdlsuRP9mc+eLrb7Qah1paGJhqLv3q3bs1IjGISe9fmGmSsLeOj/4/IQPLyRViHEJNh4qJzTJ6p4x1xs9N287SIyoCy2R2Do4OYgiTJOYgijhJ5OAoArZwWqq8Mb/4+MmT129+hWxz/be//V+1salZebu6tV56s7K2vrmxqXmz/Hbl7drrt+9frq9rfft19XD/FTa5RUBpktFrxJQKNqrjjnxHkEsxebhWQm2U0uvYpHYWu2Ecr7X90CmHQAOXGGvffNuL5cdMU8y9oFb+jfYRXXaxfdbxA9Ypo3bZWOcCglcRIQrGiYazgyvwoZXoWDDaO7vFyDfjkLlnP5E/QGT2jKL7RjDXh9AYDINA4uEpLJZQPrN4+8HTX356+ebFmw+c/d7C+KfA/H5jc12j2dSsvF1d1Wh+Xl89c94RONbbJKFXcTFfBzoibwjyGOOdD6chfGKNmFInpeVjepBS3PgDQVR5pLODdneuz0CEKTvOlBx0hJdyhpZ0QlRsTUk3mYcG3kOG3kW4P651fVzt8KTa7gXS4UWtzQuExVKt9VOg0etqmxcwq6Va5zf17q+Q7i/rfO5WOd+GXHyIjHjWEPGiOfJlQ8hP1b5Ldf4vqn1+hnn+hPD6pTbgl4bQ5y0xL9uSX7anverMe3MV8PJKybv27OXW6KdIr2dtwepLYV3l7rt2aQHaYZj7N6sFghqZokGlAjHpQAYB/p9ABpQSSwVoqIICl5KbpLQGFk4nwMMy2E/PwY7I5TZ39w6g8Sgyq3cUM4qmE2girnBaKl9cXHz85Mnrpdfv369q1te2bIr/Vu9W17YI29RotkyBtY31Tc3Gumbj/vMnJu4OHukxfXJmu5KOEOBqZKRSxljHHfnu4PMlpGGkkNwkpLewaaPi6TRQ89faZqbuiQZOCXr2KSbnC8+HN9gG1NuFtjnG9NrHX7dLGrXPmHQpJHuXMzwLcHFwXmItN6QCFVI5GgkatIku227gfPZ8YD9N0DGBvzqB7x5EjU6SJlA0DJ6BJtBoXLFqdvHOw6dPfnn186vlV29Wl1fX/wfIXr9+o9Fo1jWaNxvrrzSbZy84wTFDDSIqREQ8lRsFkJGqxKQyLvbyvLheRgdQhrtnWV0LtG7pWGiGp5vVnrEsN0Ko7nT0WYHnd5LQ7xdzT5JDt98oNbtZaPGkzPZlpfl7mMU7oPGb8rOrVTrLpUdfFR5cqzr+pvjg64KD78pPrVbpLFfpLQPPva4wflFh9nOV/eNKu19Ajr8AbV+BrZcglu/htq8qjd8ATZeA5q9AFi+A1r8AbX8GOvwEdHkKvPCowuN+gf3zYvO3ZcZvik+9Ahg8rneWNQZWJtvqmR9GYkZqeewqDrtpcbacRa5XC2HS/wwygIwIU1JhElKrgtnEIRxwsc5Awj7ZtWOcSh0mUjoHR8cJdCpPOoZhYEg8kWxBrrw5O3v/zp1nz569Xnqz+n7tH3Uxf1wazftVzfIbzQqy79JXugd6lVQEaxQmQFdwxgECbN+T2Z0BzqGtiGomHskg9UmlfXSZrW/K90ftztpGGTimnLBIMHItcQiqtw5sMAtoMg28bBXV45KB9iql+QE4AUB2SBXTLWMoHs4ILBuOhAw7JIG09uv18dUhRcDIEkAfkdE1gZ8gsbsHUVgii0Tjo0kMIoPHEspl04sLdx8/+PnFL69XXi6vLr19v7y6vrrxT5bspkazvPx2c1Ozvr75bn3j2dLr1xrNPjOjZjq2XkhpmuU51ZX6diGqxCSImIKUMqqFpBoetn2GMXhf1K/GuYSYZ0fbtAYaSFPtpsJOKby3q0O3q2J2TKUelMTsvZF+ZiHu5ONk45dZVk9TjN7kW62X2f+cofciW3+twkIDtntfYfGy0PhNmeWzPJMXpTavyhzegi/8VG75ptrhWZXJC5DJo5IzT8tOvQTpvwLqPi05vgQ1eg7QX4ab/1xl9KzC6OdKs0elZs8qrV9WWL4pOqupOKMpPLhRfuJO3ilFpSMGHnVwz8d9TGwDl1YtF+QwMNXzwgox/j/aXVaJ8QAZsW6Og5BRqrm4Rjb+gIt1C3b8o53b6692Xx4Y7kVhr46geoZRFJZsBEUTyRZkihvTs/dv3nn6+NmrF6/frqx+yF1+XxTzW13Mv3z5QZrNtfWV5bUXbzXvmkc7vjI42CkltihICAkOIsHDlNRLiyLd9Ki0a1euT6tID+7lX+r6/oTtDm2Hk2ahRs5purZplj5VFyJbTH0QlsHNpkGtxkFtFtG9LhlonxKaP4ATBGD7FRIjANTQSnRcNdootOjj01bNVG47W3CFxtprbjXA5F0Zx13HUa9PknB03giajCYx8DQOjSvmy6ZU87dvPni2Fc9evH77emV1i7ONX3/m+oZmdXVtKzC/3dh4sfruydrb/RbnLrOJNVxCtYSSRbx+MieycUEE4BNqJfQaIbVligvhoUGc8YEFpmuUs4P5j2PFIYMXdTmBJ2WBh4SBO4Sh24XRu4VRP84mn5SHacsCTkwH60l8jqlCzizEGc7F6N5JN76TaXIrw3Aq/tRimv58iv69XAtV7On7udY30o1lUYdv5ug9LjN/CjC7V2p4p0T3dvHZhbxjT4BG98v17xbr3Ck4e79AZyH9+L1cvftF59SZOrcKjB7nn36Ysncp59Dt2J33Co2VlRfwiLjd32hdHu/pkLAuLUjAaiZ8gVkmw4Ll5P8okm0l/lAxEcZCI+lobXcH4pxqh86p6PzcfgKpD4PvHJ4cI9LH8SyWYEogmZMoFlUzdxduPb7/5PlPL9+8Wnm//H5jdUPzm7YsgP9RG6vry89Xnr7WLCOHLu+11+1UUVqm6LUqapUIB5KQmmYE3oiqABhoaEpd0tn9l/2njZ1jDO0SLN3yzN0Kz9hlmXkBzse024RdMg+5bBx82SjkikVMn0sWxreUHljFCa5i+xUSE6Dsi4WDdok1Wicsrkpn2kUiJIXYJ5daxcUmQODtWNIEW3QNRewYmkBR2SgyC01h4+g8ClfCk6pV87dv3H96/6fnz14s/fJ65fXK6sr7ja2ftra+ueXTbmo0q+/X325svNNoRLcXjthbdgrpUAYaKiC03pJ86W/fMC+EiakwLrFWyqoS0TIo4y23FDAevqSncf/xnf2IAqS/ZZ+fITnCgBl9Vp1jyk04PeHzAz7gID3spCBKTxRtxAo7zY83FCQZsRJ1GUm648E/ivLOUROPE6IPEsP3UyP3o32/U6afEcefXMgwn0kxVySZsCLPsGN1BWkm/AxTboaxMNuUGnNKkGTAjzs7m24qjzkzl2S8mGeLi9HjFzuxUw3kmQaKFB1W1DFCnMFAkl0fIN7g7O4r6GttQiJEgAEqcFVqVIVy0/et1QAAIABJREFUAqwg/ke7S6CcVCXCAXiYJimtbKxHJ8CDcnMmKDfjbwf2Maamm/oHJhncCSobTeZxRDNs4bRAMitT3ZxavH/j/tN7Pz9/8vrNz29WVtY2361r3q1/gGyry2hd82Hx71rXrD178/TZ+suYikybpICrM6waCRE5xUSoGOU8XOuM2BNSqR8eNjk1Z+wd/I22cUACzMw118Ah09KzwsSj0tAdaOqPNAtuMQm9YhjcZhjS8RtkQQBuKIATUcXySB9KqCF+Y+rnXVFzWSwCESa7VfwaCqaDz/7W0LiXzWubxLeNYlAcQc84doLMHCfQxwl0FJlFYvJ5UrVy7tbc7YePfnrx9PnrF0srW/uArZOA346bllffL6+tvdVo+sk4XU/XazIOmDaJEJPb7sp3R3kWUscap/lgFg4pY5dJ6DV3p/LYZBCP1i0Xmvu57dn5BTw9jFGbSyrwGww2wEYbEGIMKQkm5HgTTKQhOcUGE28xGGE4kWyDynJE5ToTKjxG8h16kg3HssyHk/R4Zfa0NH1Wyll+6hla+FFWpDEzwood58BIcaWmuZFzfVAZbpOZbgMJ9r0RZuhEe0KcNTvRnhZiyAoypEWYopJsR9PsesMNu/xOjsaY4LLOo0oChsGJrmbaXkEuA0JCzzSrVo6Hz+IB0+PF0sH/CLIqMR42Ra8UYoF8bPe8KKy2yiI2ZFwhbEaNau3+PiQnZ5LH75rEopg8FIU3imVQ2XIGX8mVzIinFtU37s4/eHTr6U/3fv7l1er60rv1N6sbK2uat+ua1c2takXN6uZ/rTXNxov3r19rNvaYn81or2mWUWukFLiSDlOyQUJax4L6IgTskJLZSWZvP2Zk7RGnZx2rY5mq75Br4Fqie77snF+1ZVircXDrubAOw5AOw7BOi7gB10yMXykjuIodCuD45GLTavnJdaRvzX1NktJbJZxWKb2Oh2sR0arJ2OJr13Zb2nYSGb1k5gCZfh1HHCPSR3HUYQx5BEuZJDHJHDFPqpao5+8+evbg6S9Pn79+vvR26e37lfcbW9oKya9X3r56+/atRlPehLSPDu1T8BBsHFxEqp1m6xclRF+/1KjmIoVUhIheKmcWyllApbBGLkaw6JNz0xG5GWd0jpzZ9ZcLh/9WYnOgynxnwem/gM99A7HcXmr+fZnL8RJP/TwPvZJAixw/8yjn05EuZ4PtjgZbH0x1PZHjeDDfYkeVxbZ6622tVl8hjT5vtjpcbaadfWJHkdnxeL39cWYnUl1MKsLdC/wdK4Odq0NdmkMdO4KsLzmf7fcw6PcyuOSli/Q4NZrpAfXSq4t0KPa3SPA1d3cxtHE3h/Q3dclIDVI8cooAm8GBZtFl0lGI/D+ArJSHqp5lwVU0uJR8dUHslJ/skpkwKGL3cWjJUIDWl1+0jI0NUZmDZHo/mjKMpWOpAgJTROXJWVK1cGpOunhDdefu9P37j1+8fvZi6edXy8+X3r5cXn39du3N6sby+82ld+v/ldZeLC8tazYery9r7fq6mY0D0ScapjkgGRUgpiNVwo65qYi6htByaEBGyZe7TxlaBRnbpxk65Bm6lOi7lum5AY0Dak3DLhmHXjEK7zII7TAM67aIGzifhfUrZYRUsSMA3MxGtXvmYAwC9VcDl/i2KzVcQinuWr0Y2ygk17GIw7Mz5lGxJgGh19n8luGxSTZ3EEcZxpCH0KRhDHkMT8NQORS2kMGXTi/cmr917/aDJw+fPX/2/NUvr948f738/PXy65W3L98sP3+99NOrV281mtCs1OCinF45t1FMg/DxNVMsw5KkqP5WuIjSquSCeYRKFR20wK+bl1UxyPV8PhA10cmiEaScy21wZ73dEbo74rU/LTj9BcDku3y9v6Wc23Z2h5a16UEri2OWNmcc3C3cAs8n5iZWIErTMqLS431LY9x1PtWKOflF6tFPIOe+ARp9m6GzI+bsXsttfwbHBZYmh2clRgQGeXv5eVjYmjk6mjubnzlvcNj71K7TWlqBuz+K2K0V+71W/G6tyP0fee778z4tLXvjw74BTmG50fW4PvQDJYwzlke6CpZjAHI0aJoAVBEg/2FOhphh1s6wahS0NjXHozzbryx3UMLtYVNGpLwjttZ7jY168KS6nv5REnucyB7FMydIbAyNT+KK6VIFZ2qKNzcnWpifv//w5r1Htx882br1H/304skvr54+f/3kl1f/lV7efPRwRaNpmxzeZ2PaNyUCMbE1Sg5YxoKr+PVT0mapJKG5Tc8n5KChvZGlj6NbkqFt2nHTtJPWuaYX4TYRrcZBDad9kaf9Gw0iuvTCuvTD/wFZKIATAeCeTx3NapZGwSa0jhjXcOggxlidBA1hDzXLqG1SDpyAm5hb0PcNNA8MxckU9X391zGkQTRlGEMexVG3HppYCgtHZXMlKoF8WjE9P3vjzs27D+48eHz34ZN7j54+/eX5gydPn718ef/nn16uv7cP9M1AwrrFzBYJHS4i1c/xtFOD44fba2WMBgkDzMUU8kfB04Qy2tjVeUWLkDMwo+6UsOrRfZO0EWuDPS1JHiPJbuR0N0yc9XCcOa46xtB8b0UPfEBOGZrhjt5WX5uRXpHxO6X8PgFzlI2XyBhe1qc6CsL60z3Hk50Hk1y6SiMBucHn9PdOEPsxEgpqTtyt4FySMScfzo8vykZl1EHKAAbX6W1/tK0yaqjAhxFrcrvInZLqyIInxp/Xh0KyJvjo6yp6q5KMVFOqRKgKCap6gVW9yAVPM8olhD+0u9z62GLr1xJhIlhBrL/BhajIcDUdLiU3yejRzbAQSNmQSthMQl0XMJOhQK3P/37U1HqIwBxA0QbG6UOTzFEsa5LIwTGERIGUIpMxplTsGZVsYUE5v6hevDl98/bC7fs37z26c//J3QdPb997/Ds9vXX/8a37j288eLx478lLjcY6ICC0qrhvXtqoZJWw0Qg1t4JHhvBoV5RKwBhWa++pvx8wMnEIN7aPO+daYORWqe9WoeNepecD1Q+oMQxpPBfdZhjVoRd2RT+83Sy+3zUb7VdKCwHwwoDsaDAjHIC2ToRpnbHsmlG3qDkIEbZOQWhfFNTwiQ18OpyMvyoWmkSEH3SwGZeI+jDEQQxpFEcdJ1BRRCaKSEcTaGgCjczg0TkirkgmUU4rZ+anF27OLN6au3H74aNnt+/ce/rixa0nj5+8fWN4wbGoo6VdRK8XUhoUzKZ5/r5or/ihyx2LEhAdDRPgAVJMpXiiSU2r5+MbuaR6DrleyOiRMeGXICZHv2IgEvFJ1qRwPVqc0WSiSV+F3zGzHwH4q53z3ErmRBkLW8omlrLJAB4dzme0CWhoIUX/zA+gaOfxQv+xOEtigfvVIh9kVcQZi/0TM9QWKa6KjylgoUvFVJiaU8nDVIvQdazrk3L0Md1vm4BRY8WerMhTs7FnFWlWk4l2kCiHkCA72k1xOaa3Uc3OpQ033uKDZ8j5/DGAklwloZZwcH/IJ6sRb3UvUT4Y/QoiQImvUuER8/Rc9iByngWTkRvk9MB64IXyvB4Fr4kyWXH1ktZnnxw0Nt1xROfAMdOr10gjIzwqdRaDkQxPsFEUAZ4nHmUyBlkUrJxHlgmoEr5oZkqxMM+XKyUK9fTMolo1p1YtzKhvLMzfvbF4f2bmjlw1r5y5MXvr0cL91wzVnb8fPdMt5AKIIxABpnGOXcabaJriXJkSN7K5FrGZWrv1DluEnLZL0HHKNPAsN7wINguuto6qs4putIxqMI1AGobWGoTVGUc0WSZ2G0W3e5YQk1qmfSuYkQhuDAybjBz/VMclpLrt6twihEdrmZMARISaaWbjHBcho4K42CYZo15ICaiu2G5p1Eck9Y6icFR23+jE4BgGT2GgsCQ0jkxj8qgMLoXJZXCFHIlcoFDzlWqBVMHniefnbt558Fh9+/bMsye7zum10LDNfHItn9A6wy2jjW7zswewUfUKOpA20TLFL+eTy4WE+hkSXDhSx0e1TnGBYnYdl15YnpvirHM97KQg9qA8aPtUvDY5xWAEFLL9wN9a2RgYa7xWTkQqKEg5DcAnwVW8MhEVwsdPTjH09Xc1JjhScl1EOSbKfBNpiUN/vou2wdedU5hKyWiZGlcsIVbIaIhpDlhBBCnGG2fQnQq0jZdBRYjpeOw5RtiPi8nH76Ya3Cy+gC286Gywe0xAvjojqxZywBIWWE4GqLBVajRYRaiVMJHiP3asVPuhRY4Ck5FBCiJASaxS4SvU+GLxBHKRWc6f7LqnaJ8XOZXnOBZmDUyrctsva+0/sNfEQsfe46iBw+ETtt/v0IdCe3FoRV8ffWCYNopl9aFIAyTSGJfeR8FMcGloDo0k5NHFQjpfyBFKJVKVRKyWSacZdD6JwGYyxRy+gs1X8GVTysUHnJl7O/XNi7qvXVPKavhkuIhUwZ7suqeoFpLquPT9Fzy09p7Wdog08i04Zpd20rXQ0A9hFFxnEdVql9DulNJtn9Jlm9RhldCuH1JnkdDhmjPmmD3mVkjwLKFG1ChcskcvFnfFwbs/1bWrpghaZcrLs1NVAhpyVljMQ0FUVKiKXClEwySkBhWznDIa04L48ujh61hcz+j4MBY/iiVc6e4dGkcTKcyunutoHJnK4k0SKQMozBiBRGBzaTyhgC9hM3l8iZw3NbX45uU2g9NQ9GCbjFkvIgNYk2Au5i+Oho0qZr2C3qxiwUWUMj6jQkJHThPh4sE60WSjilkh5bbIxKkp8WnWx/DRR2fifrgX/d2TrBOSEpsBQOApw4PtPBKCh6qR4WplOKSMCBLgEWpuqYIBFBMH1XRd3R0tcbbsTJvpbL3beXr3S63QubanTba1z+JLFGNF07giKbFCxoCrWWAFHraIr5RevzxN9Iw5X+x+FhdtLE05div96GaF3e10CxU00vrgp1cmexu5rGqBACriQeRkkBJdpUZBlLh6Mb1J+Mcg+1AELNuKYcQqFbFCTaxSEculWJiKBhERs8ev9S+qQxFQ25TkGETdR9pGe8y9bEKzzzqFW3slW1+IMzDz1/p4T2BYTt8AmcGeGp6kTuCZeAZ3AI29Mjg0SqWMMemTTCaGxSZxeEQGD0dmYgnMCTSFK1DyxVNoEmsUR6bwxUy5CiMUfWNwxjEnqWdaBqTimpQiCJdRJ+eDGKQutTyqrk7rx2MmoalnPJMP2MYa+lVahjcYBbWYhHfbxA84p6PccvDu+cTzeSSXPKJ16oRjNs4pC+9RRPcr4wRW8sOAUvfciZwrpK+NnR0yyzrlMwg259KMsoAyiZzjlwmxEBUVPkUFSnBgIb5OQW+d4rbJWMVtzV9rH4Z1tGN4vCuDQ30TqAkSpXdkfJJI6Rsa6x0ZR5NpWDpzBEcYJZBoPCGJTGdzBHy5kjOl7qUSPz+tjbqphlEnuuaEEB72WLyfV33FwOMZ95qSAmzf5XlxuYAOVLBr1HiEZKRJhq2TkiskrJ55dZC/e6GrDjNFfzH14M9pB1+UGt2svVibbHc+yKlDSq8W4+AKHEKCqZUTISJi7TS/UsWGSsn9YqLOqW1tsXbcdOvFbIMnxed+ArriClyMbH7sWqBUKVEl08RSGbVCwoAoWUA5qfY2PY99rXWallyVFm12EJ9gJUk/dTv7mAbqfC/b8nZTiuPRz4trSutZlBoBDyrmgOVkgApdpUaBVTikmN7wByGDyD8kYb8RtgUZREWtVTNqROTrN1QNVJxnTtZfjxz95rTJOf+8k+ezTjim7jYM0HdNOWMT7uCbaWgf/Ndvtf/y5QEXz4j2ngksgY8hcHAk3tAkeYTMGKGxBki0QQJ1gspGUdljeNoEkTGIIg6gidfGMAN4Ck2hwonEiWXlfzupnd5T3zJFb5niV9Bx5VQSUixslUuQTBpofPhPRw4dsXc86uBhFpTulAA74pRzwLHYMPiyWUSvXdL4hRySRzHLs5zvUc73KBd6lPO9KoVO2SS/Mk4IQJDePOOdi01r4LhmIbSO60Hx1HoOH8ZhwAT0cjYGKqdClVSQggyU4cEyAkJGQcppdTJ6q5SBxI8Dr3Vu1zsTXphHkEkYU+peDKZ7bLx/Ej1BoqCp9BEcoX8SPYDGDmJwAygMlkTliWUUgYCqkB21tTAL87+uEsDI4yDaeIOcrqW7v/2GOG20Xev4TqSEghBTK4QM+BQfrsYhZKPNchxSRACIGYOLKkdrg5ZoZ17mucV07ec5J58VGz1uj42225MOymhTsxBKIkSJA0tQNTISXESpnxbAVPxaCb2PidI98tW1GAdRstX9TMNXZVZLCD9swQUr55O9C2yIklCpplbImJUiNkzJA0po8DlGIXukScWGXWtxPvo9NsWFGnnwVtbx1wXGr6pcb9bFpLocD07w65FykHwOVPz/+7gEKYggJX4rD/tAmJIMUpBrppll1JEmAblTQOumEw+bGmsbGfpEZx02TzjhVH4+ruO4Q+5x+3TLgNLTjrFnnSL1ncKPmbhpfbH/478f8PZNRiKvX++j4omyfgyzF8foxTGuE1hDZPYojTdJF6BZQpJYNcrgYfjiPio9ICvzmzOnLIIDL3PILbPMEsEYVMmAybltc9NIHhuKHbtEmbjGGNt5du9H339+PjJM29rjiH30CfeyUz7VBsFNJlFttikDLvlY93KmJ4DrDhS5A0UeYKEvXORVSQ+DssIAhFgwMR6KDSzu1DpwOr2jo4HDruUyGmQ8qIAEl1PhKhpYTq4QoSsEGIicXKdm1SuZdTJ6g4R2TSW4xCY1UTAnPV12mxkFF+QMsui9JEI3CtU5NtYzMTlKpkzQ6IN4Qi8K3YfGoCjUMRKJKBQ4hQZ9q3vyEhWLuzvbKqR2zQmPRHl71Ja2znCD22AmBfFNahZCSq8S0atnhHA1oVo+0STDIgVYqIjWI2UbHPthJC+InqQ/k3b0p9yzD4pNn/ak2R3/uHa4uUHFBE9RAGoCUIJByEkIIaVRyatR8FuEjH7CiOn+ryZjz6vjrJ6nGr0vsX1bEzqZ5eHkanh9WoCQUSFKDkQmAvAFNXIZVMSrEJBAEhpSLOymks1/3DWa5IkO2jeXeuRh2okVqNvNmpDGBAcHV4MRFbeOz4RKmCDFB8iAKkKNhFkr5vyhKoytPGwrjFWpiAAlGaQgQ+REhAiP5KDoT2ZKLsH26xw6dHLfd9997uDsYeycZ+KFPGVfYewNO3Oh7KBN6iG7JB33rFMuiSfsIu39c229Mr7aaaL1p4OnTrp5X8xpukZoHiIPUSUo7lQ/kd+FZXTj6a1jmJr+oRQoQtfD4xtdHbPwYNjEcL9ciKCjQQpyiYIIUnMv3ZoqwY638RnYKVZaVdyB059cHSgzMP1OW2fnGUtLS98UPfcyA98ak1CkeUyzfXrP+SKUexXNHcS9ABKcBwt8aqRuIJZ7JSEURoqF4/zzOyo7ad/oOlolp/WopbVsMpJPqZcy4SISVEqqnmLA1BSoigxTUuEqGkJGhUspdTJ6s4rdIKL2zIk75JzBWWn6pbqjFxy+OnsirxE5KeKPsBh9RELX5OSloaHWwcGraPQIjdY1PtZHwPkkxmn9sB0x0tfBpUCwQ818cvgl2C4f++6bUqSMWientS+KSshDrfNigJhRPcOHqUkIBbpBiKoXYGvFFCS6T3f/15jCYGzE8anUE08LjB5VOc63xtqf+ew6H4UQk0BqMkBNAEmxtXIyQkhBSllwKadZxOjEXDc+8g0u3UeZZPMk3ehNmfWL2sDeVHsHd/1eNb1aiocoqDCFACjkIGR8qIyTz5xATHPAQtaAXGStd7Q53A4Xc0KRdPBRts6zMut7yOChQi9To72DAmIDnwqV0EEKcpUKX6XCAlUkuIyNkPwxyMBy8r/MzIXJyDUSfDVreHKRW34FeEh3JwrbJmFddzXZe+j7L53Opxk7lhq5VJ60LzrhXGLoh/jBMuu0D/C0D9A8stbQt0rPtcA1FOoVBtczi/tur/2ne4w/2nl211n7H42cP953+rMjOgcsHXebWnylq6fj6xuHRDQziN1SXjOHgmQSkGJmqZgKXpCW8BkwPqtdzB4Q4nSsd/v676cTMpS8fBmnRO+U1lndPQbmLjpWSU5hDXZRtQ7JDedzuj3LJrxBNE8o1w0mOA8VelaLXauo7lUYf+BYcj02BtAVml/7xelzY4szMPpkvYhcJyIjRESIiACR4GFKMkRJqp1j1s9zEWo6WEgACwnVIjJSSquRUjtvyepl9CrSaPeUoIVDyu1sOepqf8DaLKe+BiMVYaSiST6XolKMsBigK5c9EmK+PH5Ya/vX1aP9TfiJViZ+cFaSP9jx0bkTzXJG2yy/Sc2qV9DL6WMNKiZIgAeI6fApLmyaXK3EVrNHmgXYJhGpqBV0Qf9HTK4fLvLkdKb+01KrX2r9ULnOPlb7iFNMMHMcLMNBlDiYFFMnp8AFZIiYViFhIKT0OnzvaZ3to+XBzFw7VaHhHbDpzcYLDSlnLHyOtM9MQBUDwKlx6CypUo6vlGMhs6QcQT9gDl8kwV5b4HoGmmd6HsWnGwjiD93L1budZ3gPcZGJCDc+/uUAfbSJR4JKqADlFmR4sJIClbHhUs4fsjB+7VuigeU0iIwGk1FqJORGEXZgmlZwuWzn8c9giLgFWb8QBb7LbDj345/0T5tZOSSaOKTq2mWedMjTdirVdgXrBLYaRnbrhrabRnU5JPQ4Rl9xDG92i2xyj671TUaY+KRYBWac803ca3HBPi4DOoq+wmZ3iwQdEt4VKeeyhH1ZxmmRsWu4pFIKukzMzOMzgGI+gkO7TMeU1eW5uu58OF8vxvjdF4TfZkcIUTGmJ7VOHdltaxt03rfYMx7mmdbgm98VUDEZCKb7wwTeMIkHVGpbSPGC8MPrBIEAdAJiMqdx4nsdJ4/0onYxu0VOgbLH22a51VIiTEqon2FC5MQi1ghQhkeo6XA5BSombb3AAMjHVauZOdShcg6qRkqFsbGdU/xrKsEVHtW3JOdHW/O/HNl/2M7SLMD3sI3Fxwf2au3YtsNIxyMjETUtayJOdnApE4vKspGrWnraMPokiDbeKKVBuVi4kHBlUQRgo+rULKCEBlUxYVNUhBILYwxeFmEvi7BpwPRUNyN8lhctwXCuwPxxufPPTVHVF0+FnD9NvyGoIA+CJSioElMtxTYoyAgBEcqnlAspcCmlDnvtrN6OCXAYvcBWVqS3ADGZbnSBJBwz8z7cphqGy/og6lHEHAEgR5eJxuDzxBLZUJlqolCM7bzBj8zx87fZOZlhyozVnk47eSvPeKHSaeFKusnhT8Zpw61cwq+QEQFKIlhJgcjZUNkfg2xrTNnWux1qJEyklNEooV4WYeMRmQdMdmzfo9VcG7TIRShGU19zK+VDucd2/NXU0NzlfJDthXgDh4zj9oU63g0WMeMO2Uy7LJZLIdeznO9RQHJIHrRP7HZP67AJr/TNqjULzAwsqvnomCEcRbrCFzVymE18Vr2QUSeibXkoNWJajZgBl7BgKmExi9J9Y+Eyj01Qce2cT8BLHecpKfNo518YLj/RXB7RAxaIWRmBOjv/qmVr5RoSVx6QXB2S3RFZOh4FZEZAJIEghU+l3KWA510hdiughIOZcRBSInjii6OuJR0TTXxarQRbK8HWSPDVUjxcttVVS/x9b/eWL73V8w1SUAC/vuqgWkKpE1EahZRmPuWakt8r5zWQUIm1EIeEKNfU+KKO1gEpr5NH7RYx2jikBioad3c2thH6mcnpkrGe7in+1VlhBWkYISCAOOh6JQPIx1byMNVqLkTJqJDhwHJMHX/iEneiR4IzsD0ODrMfj3NQlZyfzrd5APR61ppc7HI4Jdp+REVumKGDlOhyyQiAOwTnjNXxCPVCWp2M3cQjNQ9dObXnE0yuNzVS51Gp2ZuG87daA1NcfwhNutCrIDaL0VD2KEJErJZQWmf5cBExn9wPk1EAIk67WppUkhZgf3wiz5mVaiBJOvkIYPsY7nX7SorJD1poQm8dZRgkwNcscisU+EoxpnqKARDTwTLWVmD6d20NjUIoaAgFTWtrRHGNiFUjYdeK2Q1iVouI2i7E6vuawK/kJyabR/nsvMUsfkRNm77qppmCEa6km57YdnjPN24XvMxsQ/QdM5xjr1pEDdokU70rpgOgN5wLeRapWIdcrEcpwbtkJLi0xzUFElJx6W96dhbx2bVUdh2b0yoT1or+Me4RLqHBpDSYlAGTMgAiStOMBMEgtbNpYwyMzpntjaXnH9JzllghTybN39Ltn+LsbqP8X4ohQzWRZ/d9vmvHDxb2fkk5yELIUGLZaHDuWHgZPaV2OhwojoLKo6DCODgnvAKdWU/S+rtOLZpbL6TVSNE1Umy1FAuX4eEyIkxG/JcBAr+HDKCgVCk/cAaTUWrEv3ImpDbzKa08ymU+tUNA7xQyOoWMdhHjqpLbwCEAsIN1DIxRXNAhH6dOGatNRIORx2vY2HLC4KcOhiAOGi4i1irpRfRRuJIJVtAr5ESgDNskxrXxxgckKAPTfZcSz9Oy3CV5TvPl5+fLvNTQiCyHw2lJblfl2OpZImAWC5ieRMjG60SoJj6hmU8pRQ10Candw1eM9nzCLPBXJps9zTN8WHLubltUtM3u9ILYa3xyl5iCZGKhVHQ1h1zLozZLWUg+qUHGg4ulncopWHvL8R8+Gci6gEswni+3u1NhN51n+eRKqtX3WuOjl9q5aJAAXzPHBqooQCGmRkUHSf8wZHVCRq2IUSNi1Yo5SBGnXsRuETLaBfjw8ngDhwN4HHjnp1o3KJkv2ClvqBGP0EFv5FBaX6qP9ff7vtWytrRyu5h0IRyeVc2/mE/3yONeKBL4AORBCEUATOwDYnhXoXxLumLgVw+eDz/uH3dFPH11dh7CotWK2dWSD91UEBkNIqNBZAyIlAWT0jruiirIfS1CUg+PcmWk5+M/aTme/WJF3vIEE/meHrxB93yFtVtm+K3jo61KAAAgAElEQVQIku5TU+7z4LCiQEdrva/+/tedu/Z6ByYC6kfAl2hZUHx0+WQSnOqZ1RMFnMxoIrhlIX+wChyYvVsrplTL0P9C2L/+QdIPUyr+HTK49ANnTRJ6nYBcxyM2CMiX5awONa9dxb2kYFeRR0C08a45YVgTOBhZ1TsjauWTG9n4LiW3joPX0t4ZdgnWdUsKk5CgUhJYSobIaEAZtUxBAsjwlxXkDu7oAPe6ge7X2IqI0WDDuSqf2xD/qXK/B92lYcY/NDcXXhKNgqexgHkMeBGDnEa3yjGXRfhLAlLvnBiJ7W9shwVaHiJmnmeHnVgGWj6H2U23RPia7iiFF45IeZgbysEpUYuA3iblDd5Q9y/ILkuZtVw6gMFG0Jj9DPyBH/56Jc3japAOOuKEKN1oodB+6WpWjP42WFnSsIIOFhLg00zYFB0qxNbKqHAlGyxj/M+QbXGmVSOkVouoNSJWtZhdI+YhRbwGIfsyn9LDntD6WqurJ9fb7tNAM60lYfbtoQtrvLiFSf9ZXPwUPheaZXN095/OGepkF1VnVfVmw8gRZaSAYmpgBdu3gu5WiPOuIEciGTHIccuEsm+tPYdvPqnnSSoppM6b00glFyajbE0XAstpYBkDLGOBZSyYjAJgD9SJR1sF2E4OvqK52trunL+zbsC5b+5hClbo6avU0J8mnH/GuS6zAn+ih9wkRt4VgW9ILnFxCHBxsLnhwa+//nTbzn2HdSztLiZfTAV5poGtogvNY/O1TppaphXU8/nVEjJMjt16Sv6DMCntH9qCTEbcQhCkIG/NpPkNsmoJpUZMgfMJdVJas4rdoGAihCQwBwvm4WBC4qU5PoiDbpDTGyTUJhEFycaB8MOoezP+sFItfe3c4Y7Las6lWV7LPL9+hg2UEEASEkBKKVeSATJixxS9izvWiWsx0f0CleeNCjV6XBc9C7hISXHqjXW0+fHjOnhO/fUG0GhzxWQTYLKpeqSpcehS60Bn02B303j/BIfQ1gQMMtzNyfGYTjZ+lHN6MfvEq/7UYN3Pztvr+kb4Ol10tLvo4Bzh7ZcZFV6UGJwTGVeeUtZWXX7tal5zXef1FmudHRW+ZkNJTpOxBlOlTk8gvnOVvs0hVtHelpNqNkxIhCpp1dMshIBQKybXqrggKf2/g+z3nGkhJASYhAQTU2FSFkzChYv5tSJBk5B9XcGKK0/U1vliQXXV/pRWS8aRFV7m7RHPn6jBs+Mec5iwx8JKSl+6r/3+k4e/9bnoG5danlLcllI1HFsxHgvAp1ZzE2GcoLKJgqv07fZ+7uU19QJprUAI5lILqRNtd+XgD5PfKKBfIYNI2TApDcIfAbN7G4SYNiGxg4bV+vufmWxsWoSj5T6tpiSd+5MJGlnBpjD5F4rfQ4LXHaL3XWbIHV7sI0nuMzXkrrSOjQVfbswsLIh28rDerr3vb8cOnfZys8lIKhi93jYja5kRbFUA/B4vuITxO23FVzJMRoTJ8TD51kDhf7zj7LexNFABAS4iIWTUaiUdoWLAFDSwnAKUkopYYw2zHAAPUyulXFKxr84KaxkYbT/X7+zPpXQ2dM8IIExUrZRSxUXDlFSEmg4QEQASYrmKBpAR29W0a7wxcFu+q/l2bI77dIlvu8POkL9pgU1/8Nv7UdIFA+czP3oc0XY/cNju4F6b/bsc9u52O3DQ4/+1953BURxb26MsgZAQIHLGYKLB5AzGYBMNxmCyQNoclHPcMDszOxsVABEtcg6Km3OOM7OrACLZGAw4YPM63tf2tb4fK7Au2Nf1Vb3+56qnntK2evb06X62Z/Z07+kJU9dNfXPh5CmvJfddMqJf0dKJ3sy12O4JP5TN+p4769+HtoBzw8lzk2HqRvb6WaTVU+gfzKdvWZC6ftrKGYkLxgALJsROGZs0fnDUqtejFicCa4ZEkCf32zcMKH4daM1e/kRCcgnZs0fGXXCrpF4dShhkrWa5S13t0lYGbZDP8JcP/iJcDyD+BhhvhjCNADNCmBPyexCvR+ZxHfPaL7o1fUZE1Oxnt1nlayYD9qPvt53b9LVh+69+0iPNtsCV9x9YcjtNFVWcDeveGjliUMySZUsp7LJiwalCQX16eQO1oCGl6PLqbGn4rLckFp/AYELslsO3A7BfX2i5ChFqiFBDhPa5yKyI3476LTJczbdcOhA0HfDqa+3a5eSdo94c73ArMOMpHnnh6jGAOGXo5xrmj87Mh4rt9xUbPjOsemJ/92vvtmd+ytd4/tNW9GnnR1983PDsmU9hOr8qZY3mY6zs+on9AXN1m0MUMP5+Gkj3BGYS+Sw9YOoW2e/Jdroz7YTwIrtWZatFhOt5LkWpraHY0VjhVwk6TOJb9pPfdBYYL8vbzLU3HMWKc7MYu4BpYxax9tZYlafb3aixQWRrkfl1OS2nD9x1871K2KsGfWpuq5GHaWox7Xl3A63wA8rmifqijZ6MVTvCAVv+e53ynLvn5arjQl/j2eCJk8Ejx2211cb9Mmul1FNz0H+kznvqQkvdScvVC9zdmwoWjrVQlwVJUx7njP8OfPNLeIVsaZxg4wzXKbHpUIX1I57nssxyFjGd5pnqypxnua7LYu2lg9aGw64z3Pst1bZaAXFc5EYp/NmRii3jP+bv8KEZ80f0qmk8JfcbRAGz2G+sdmhq7JpKwiLw/vVmMhTTASBxBSSu8QIKDqGvwB1c3Af6CdSDyWy2U25bvqQseRhgUciOw5uXjQAe67OfqLZ81rjqYcuaR9oPHhp2PbazPsfKPyPktmYwl75+ymvDx4yYsnzZ3p27xBTKydSMU71nrNu3v+5Y+53a1lY54ZEQ1jJ7owBXhSLAYEALEbrfReazc6wqoc8Ie/TH7+JSj/agW7Ojgh07Mm7j5nmKi8ht0wE47Y1Vw4Aj6ZN+8fM/btz6P7Z3f3Iv/1/fhp/9O/+FMX8Mlv1088B3987/+3vvvQfWQZMHfGRtPNPhEVhVCG6r8Bhg3NCdnw0zoH4L6rOKvM/xByJrEfm1PbXVM7uWpNUs67SjHRZuUFeKq8qDWl6HscjZUHnbIW41zi2mxa6as1lcdthvOuo3H3RoTgQdUnNztVdX22FHfRrIrwZ9KsSnFvg1IZFVuVou+ZrWbH2Tx1yuy13rSV959cMp22KAXQOBBVHArKHRy+ePnzFt+KQ3ho6a2m/4pMRxY/tMHJM4ZcygSeOHT575+sKl0ycMCk9fMVbDXhrMmPEVb/qXwjkPj+9NeTNm0YSklQvfeH1Y77FDY14f33fi6/3Gjo4ZNyp80tio0SNjEockvDZ91NSJvd+ZlUxdOT9z2ZuMab03hgOH5vXqKHgvgGatnjKktFZYQ5jlrTahS7PfoT1g08h8RtjzpyIT+rVCv/Z5xB+/IsDrBYSCR2grCBuHcHMxDPL7YJtV0HL9ose4K2Pn4mVjH91RCXNXrxoPfNqy7zvL7i/UHzxs2fCNdfuXlh1PLHt/6eT+cnf/rw8uP25tbDp1JJ9RuGrxrteGr4tNWrgPqj3kD4B6Qw3hhWw6acAmaTVXuJtDKw0QoQ3lr4dDD/4+q5Rw1nTifJdB2uo60OmRejSHfdoT9qZsJOfdDbPmz+x3sTa7TSneMT9qy3TgC2vRV4aNT/XLvtav/NH2fleA1nWrtOuu9N/3jnd9o+/quptC3/Rhdpry/o0ql0WMOWHM+kJkMN79bQPxW9BumJ5P/t23SxGmfFVkoSkN8WlCuZu5fjWP0HJadZxWXUVQW+FXCnCNMKCHPEqJT3uo3V7t1YlMjTVurcTSfAAz8o3XqwIm2KuStptD20ohnw4MmEG/TmRtvIIpFi4ddqjwvWbaIoy9pD3v3c/3szoO5At2v13I3qmwNlz2Np8mmj4K1B/Hrp1xXTlrvXzacPWE7upB7cWWgJZCWste+/pV8rzW3LmfC2Y/ki65e4JGWzNOKMq/oLl21dxS79CcMzSc0ly5aLpyXn+u2XGl3tFwoOVSddMF9KwckhXPHzOEtWRG5sz+53ZMayt6t7V0w+2D+ZQVU7PB3KO4tarNy7frqp3GaodG7NWAXuWrX5v+QGRV3pZKr1Li06KYDsItfMLKx+0gbkdxm8SjP+hQXSNMCzcufnv9vNagPp/y9jtjgW/N+d/oGE8at/+Pdtvnzet/cezuakv/wcXquiP9ylfz86eGrh8ed/3SdSP4aOCYWUdM5gMeC2pW1RJOxKou1zXUtDsr7C0I9mKwu89/DO3RFfkMIp8J9VueD79J6jXVuHXnA9aLLoX8pHjxiombN0x/0N5YTFk+fwTwha341vUP/o2nf2/f87+uvb/6KV03SrvuybseXel65nz2JDB55ngGv0z34B6sbpZ6TRxbI+hTlTkb4YBegGuRoEHcYSmxN4Qe7WFc93sgo/vZX/uHCN1zX5z/8IfHDPaMhrzI/fafyWN1VQGrHLPCbpOEsKNOFXr9yPzp/c4XvGfOWHw7Z8FXhSsecTf5qtm7Vk/Oh/Pq3NpKt0LsUwixZrFPUelWVLtUlS6t3K1FHE1nCV1Owd59i0YaMlffyF32BFx0D1z88FTGrkUDuNLMM15FpU0psxsPOWwHLPqDlpZa2/XD9ktHndeOuJWHfMb9hO2s17R51TLxzvXnUldomYvshQtcvLc6DlGq2avXrltQ3+oH7TY+hvEtZqnPDPoa4EDTixDjfwGw362u8qhlXp3Ir4NxA0iY+ISFT5gKzfUopoOM9cd9uoOqSwveX7li86rOTvPed4fsnA18YSx5Zs6+fWnDF4pNP1k//MGytSvI7uoo+T4o7PpG+dvXnh+/vv3dsy9PXr0cN23cuQ7XQZcONTbWeE3HO/1ijzF01iaCGRBMF9oGguBKBFeiuFLk14p8BtRvQvwWGLPAmBXxWyVei8yhrjY1NXfYr9rqV29ZvH7j7Mef2nJIC7ctBH67VYlf3PK1g/qzn/qrn/K9g9wVLO96cKLrZ8+z+5aurq9Gzxg/e/PaxlvBj4IOGabnexSH7/uLLdfggA4itFxMVf2JJ7Ro+9Jm9Bc5OP8mRjFdTcAm81pFTovMa6vCTUWHBevmDqvPWmtjzfosb/53OQuectYTRzKWzBsEnqmRu/WoTwthWgGuhTAt6jWiXjPktwgwM8ejqGs3pOenpC0Za8hYczN32SPBkjuCJY9PZuxZlMyRs47jjZBbw/c4ZB6v1G6TODRSV6PMc63KV1/jV1bhJqTNdxhzpWzdVL5mcSNljY4815I9w12xsLNm+/mCDRuXTlZ5nSKbQ+BvhRwusd8qxBqRQD2CK//SU6DSq5Z51aHcLBBu4AcM3ICJT5iOPG4XeNUSt1qov1rn1sobTs7e9NbYGYMw+7H8fZPefQO4oc3+zMq+pfjw51b255Yd3+KML/3pz25AXT/Ud/3m7urq7Op68vUvj4v2QxGThp90G04R1gNOLaSvr211VgWsqN/wQmS/35ue355QvwHBTBBugXALjFlQv0ni0R/06ar1l847G6+Yzo+ellRcse9W+1Xqh8MWjQM+teffNZDuqLY9Mu36rSPvt05u1ycHf3147uenps8+s/6r62nFQTj8tYGMWtHZjwmOpV6C6zm2Bo6zie9RQJhG2mHpeVbIS3knQy//Dhb5dfvbHGKXSWQ3yl3Gkzece4vSyKsmtaSvctKmfV4w79usuc/4G4kjGVPGR52wNIhsCunzVJgIppN4TRKvBfFbIdxS7lHUdRipuTtIK8bos97pyF34UDD/DrzoyYmMlEXJXBnzONEAeVSgzyr2esQuK+pWi7xNYuy6FKuX+xVSwgi3emt9jqJMOn3GODNrk2nXmy7yxPbcmffBDR7+zg9mDNfolActdqkHr3Z6q1yWGkwl9TeKMOVfegqIMLXIr0UxHYzrQMLADxj4hIlPmHL1VySt5oMdDrlHdQw3NN7HT7iV2dKCvoMAVTOCctbOGg+c37/6CV56x0K5Z9n7xMf64Q6n66uD3z86+u0XF//1k/Hrb00ff+74vuu7gkpw/NvzLmEWufbafpdW7tbCDtULkYXiUhK/WupTS31qif9FewwQbgJxC4hbYMwkIcyIrbnWo6xzN9UZz193XU4cG1km2HP/ztm1i4D1C4HPg/x7Jvp9E+mWcsdX7syu+7JfHhzt+qb5p+9sT78LfPbD7Zvf3E2eN2lfjeDIDafIqawJmhGnQoLrZa0mIaFDXlGY1KeV9rjH/T3QyTsckFuHOgwyl+7CbdfK7UtKt81TsZZ56FMe5836Nm/Bt8ItalHK9BkJF9tMQodS5lVLfWoRphb5dVKvSeqxIn47iFsrvOq6TnNqxmbaO+P0WSvacuY8EMy8h8z/4mRG6oJkUM6oI+phr4LnN4sxp9BthnwaCFfAeANKNEoxlQgz8oPOaq9NJhNsHJNkzdmq/3CKY/fozvRp94veeiCj7JyafPXiR8fsZpnHc9Dnq3FZDgb0El9jaLz+O4Df41WEDiQMIGEACRNImGDCKAoYiw1XIEcj6mwU2a+f6rTVeZtZfOqgMcDpC1yLSf72QmD5m8DZ6lW37VnPbvLvODM+I8p/elLb9fP1X36q/5+nV7u6Wn/85eFPXT+t2rFh7NIZliedqPpiLWEWWJrQ5wlFUUwn8WmlPnWlV135vAdRTAvjOgjvbgxImModLWJMX+VTHQ9ozwZU+7UnLvuuT181hsFe8viTixvfjvlwZfgPd2uCTaSn3rwfgyVf+3J/+1j6VYe060ftj99Yf/3l7o8/f+69G4ieMVZsbqprd0rsCpFTKfFqOMZrVW2WHrNL9xz2QmR/HxBMJ7xhK/PrQI9G6lGd6dDPfHuMlLpMyVrgYU26lz31u/IlTyu3ydOXrNkxu67DiGA6mVdd5VFKfWqpT1vp/g+Rnbhl2c3YwF4/QZe1rDV7xmf8aZ8ic5/WZVAWDBTIGKfwa4i3WYAZUdwOeU0goeMHlWCwCQo0obgSwQxcwi71mo5cP7FofEJL7vstOyZbdg7rYEy4lznv6QEafcGw6qryo169ELPJCY/UZ5W3GYVYswhT/6WbABjQggEtSOhAQgfhBgg3hA7DRoPmCnvLsQeBQ3c92YqTKK488dAvMl+qD+jyhTnxQ4Hsog9vd9arGyvWLQ5bMhk4X7n2E1dF15d1T9rR+wH4l6dnfn524dHHF7q6Hn3z7eNnvz4LG9SrsvHURx51pVslw/Rod7i/W2Qyr7bKo63yqEPr1qFU0M91bwIJk7jdVmZtEDhbagI6nvLER4TyqPvqCevp0VOjd+2e8Unn1X1bxi6ZCNwylH9qKX5iz/0xWPLUm/djp/jXBye7vrP963PP949v/PLbD1vymfMYe45hFqm1RWxrkbjViKNF5Hn549izj178WPD/nBFMx283lxM6yKM6gKsP2S+8MT/5KOttLWMexp5yN2fqd+Dbj6p2Mt4blSNMqwlohEGz3K+q9ilkfpXMr6vymOUem8jvgHFHhVd75rZtB2l1znuTjZlL2zOnPeJPfYjM++ajTOr8gUIZ8zR+BfXWQ5gWJSyQ38hr1XHaVZy2Jn6wBcZUsF/P9VuFHsNpR+OieUPrWO807HnDumdUB/W128w3vpSngB9Mz8vbfhRXQ7hBSNhFQQcS1Auwlp4/pvwzBviB7rW5UCghtJKI+g01N1yigBn2a8vsDXBAJ+wwFNqvIq7mA8aGJr+p0amasWTSpGkDjtQWfHFPVX88h7xh2KY5QMpbMaeR1Z84oZ8fnOj69nrX94Znj7w/fPfoq+8/SxqXzDkhP40bTnS6OJb60JFVL7K7S33dIpP5upeuUUwdqhOaX5E2W7lTcexBQILrQcvVKp+Crztz1HntuvXS8nemLl08zqqrOwCRlowHCraNNH207bEl+xtv4Y9BwQ9tVV/6jnd9iXc97Oz6+V8H6i8OWb30RNB5st1d7dLWBqzHb/sQp/KltJQvoq+h8r+JYVzHIfSCgFHsUp3CNVXXqhfO7neevdJKm4szpjwsnPutYM3Hku2bFybUXED2Yyo0aJb5VXK/QoqppH6d3GuWe2winwvBHDy39vwt5/Y97xRtnG5OX9bBfuMJZ+oTZOGzuhzqvCFCGfMccUXirYcxlYQwQ5ie164v71CVdyg4bUoI00A+HddngT36022Gt96bAe9bdD1tti1tfCt1/C361AfQ5rrMd3fsXHgs0MInNHyfXtzu4PrVXEz1Ii38f2GAG9Rxgzp+4HeRhbZFlJsbZe12vlclbDUiHeZ8d2NZQANimgNeQ4228bih6apTU3myav3W5VOnDhDxyB7tkfv+C8YLFfl7pi19HfhgcbQ4fzFauAYqTSuvyBoxcXCvUQmHtZdqXS1HblplHZbQwnPIbmgXjcyrk3nVL/ZHvJjMINwAEoYSp1J801XuVEjaLYfv+7n2RllQL3c0nHMo9QE7q5A15vUhOZm73YYT5/ZTV0wF9q4CFEfXP3SX/dB5qOtba9eXRNf3X312+9ZrKxbOoe2uf3jzgNcAGRtELrXQqxG4ld3HtDznnuhZ/n/NBp5XJ8XNB+zK65hBflzwzqz+1+jvOMkLMer0R2UrvgY33kR2rpne64zy6FFMj/oNYlwlIhRIQCUkdFKfWeqziXwuIebgufWXbru27VxV8v4cM3tVO3PmI87MR8IVT+uKKQtGIrL0M8RVifcajCkkAQOEabkd+tKb2pIbqoo2NYipBV4tz2OE3Lqzt21rUpYVbZt7jbbERpkeIE/qpM64U7a+mbtjw+qJJwJNMKYAnSp5h4vrVvB8yueR7f/GALfVyAsawaBREDCGjusSY/rQMYVCXA8TRjBo5LYay9uNJR1GTpsRcmsOErZql1asvnbOY9B3eg9dOrYt7f1RYxPf3zj/cE3xDez6V58aO/3nr54sRrl7eWB6BVp0ounEG+sWlJytquswQ+7mCp+C26bntBk5bUbec9MiXC/GdGJcJcYVYlwlwjVCQgcH9DBhFASMYMDcjaBREAhBL8L1BzymY07TZb/vI61yZwbltTdHbU9ZrFGjVy4wVq8E5kwFtqzt88G7IyjblpC2bBg1ZmTkpDFF9WdrA3bEqoQdqgpLkzBgEgbNgkB3J/R4/270LH/BPEzHxXWv8p/VD32peokh3AB79JV2bUPQXW9qodI/oK2Z3kRfp98x70bOyjsF73wJ7/bz9r43Z1CL9cpBk6ISs8IBDa9NxW3TgEGdEDeKMKsQcyCYg+fWfxQwLV85K3vdbFPWRpy5+BH01g3eyluHCtZO7g8fKKh1nIGdFxF/U80NS4WzqaJVV9ShLerQlrVpQUKHYAYIt6B+Q12bqVCcs3nWoOuMd41pc3373rzHWnqrcJNRQF41b+hp51XQcElkUcoc+qM33ZBLGVLIn3kdYqA8qC8P6isCeg6h5+PdAZgQBLiWR+grAvqSVmNhm7Gg3VzYZiwm9BzCCBIGyKeTuDX7PbrjLsNJp+a8XV0g4y7dtHz60inrdqzIqaBC8gKwqiiTn7Fs16p521dN/GAZqDl9qNMKBrTQLWtJq76wXV/Upi9p1ZcH9RxCzyO0fEIjIBQQroBwhQBX8QkNH9fyCD2H0HMIY0XAWBEwlgd/R0XAzPPZQZcdtllrvJ4z7fghS/NuLnXU0uSFW0dXHNyu8EjPqfmVJ4rrrtYUCYr6Thr3PlQsD1hlQSvo0QiDZi6ug2/YeG2m8qC+tFVf2qoPdUhPhApfYm67qaLD9Cr/Wf2ygK4kqHuJywkd36Or8ptrjYoGt25r6oZC2ntX83aY87cq0lc6uVuCIvKZ7M3LF4285mmudRsEHmNpq7bghqrghqqkTcPH9ZDfKPBb+JhFQFhPdLpW71hTtHddfdZWZ/5GP3+NW7TlztWqNfNfK9xfUEtcr7qp4XnrEZ+S71eVBDX57ZrcDk1Bm6YC14F+HQ8zCPy6o522yvrDK2cOvVaacvyDqeq0eZa0xdbcTb467rpVU3gX5RJPSy1u2e8zSzx60KXgEH/sb08GCgldIaErJDRFhKYEV5XiqlJcWYorS3FVCa4qJDR5AV1u0JDVashoM6a3G9g39CSskeZvyeswFgT12Y6mMo9m/x0Mcqpr2+ynbnrllibWUel75elrCyibyhkbSiis44Ki64eEjusorswwnKWbLmT4mrNbNVltuqw2XXarLjeoyQtq8gOqwoCyKNBSQoSgLCGUJbiqBNcUEZoiXFdI6PIJQ17AkBcw5AYNuUFDdtBccq+t7JOb+W0Y3aJmG1vKfWoYbwadp3Yey5jKnBfzVkL/dcOnkZdM3LNs9JalUylbuM4W6R13oaulwKsobdVn+VryW7WZmCK7VRNCbvBlhApf4mxClRlQvcp/Vj8noM4Kql/inIA6L6Arw7V5zafFhsszdq7YTFmTsXdFacpSadGGY+K952syigu2LkpZLvM0lNhaaJaG9HYN46aKeUOZ1a4swVVlmKoU05VghkxHE+RXv03ZymRsq2LvUECUZvEe+7mihjrkrbXzqLUlXM9FqENR4L7KcTciHeY8Qp3epma3qTNb1QW4usSvLsbUJZgy13wZ1p2dvXxiLcwUkJeeLdmkEuw1H8y7cLjsne1Lt8jyK9yNIswoCpiL7E2luCo/8Mf+9mRgNIcxmsMYyaWN5NJGcymjueTRXPJIHnkkjzKCRxnGpw3lMwbz2YP5GYP4GQME7CQhMwZMjeGmJsL0gcKMAXxGn8LU+Jw9I0oZwwupI/MpE4qY07nZc8D8udzcWWWsZUjm29KckezNQ9ibhmR+OIHPmCLN61e0bzDIGPQcg0HaYJA2GKQMBSnD+OQRfPIIPnkkjzKSRxnNpYzm0EZzaKM5jJFcxgguaxiPNZTHHsxnDwLZA8CsPmBuZFlWbEXWAKRglKR4GJQxtCJtePnuQfmbZsupc6SUsUXvD8/ZODx707iC7W8IGOPKyWO59MGFe0dyaUN51KTilMEgbQCPPB8poVMAAAlmSURBVEhAGyigDRKEWkIbyqcN5Xf/HSp8iQdwSP25pFf5z+oP4lMHgtSXOBmk9hfQE0tTR5ekTijYA6yeHL1s1NhlY0bN7Bc3GYh/M2rMW0OT3x4VsWHqBJCaXEoZAmf2RVh9hIy+QsogAXkMhzy+nDy2gjKaQxuHZs9Ac/usnjt03vjXJw6cPa3/sNHApDmJs1ZNj5w0aDRj3YiircNKto8s3T21gjYTyRrOpQ/kM/sJmMkgfTiXOqqCOopDHsUhvw5nzBWwo2cOGb941Mg3YoaPA96YHDXjzaQpKyZEzx8RtmX+0JK9owpTx1fQh3NII/7I01cZGMijDeTRkvmUAXzKAJDUT5DWT5CWBO1LgtISIVIiREkU0BIFzESQncTPSBCwe4nZsTJWnIQZI6LHiRm9paxESUaiKL0Xn9YPSR8syk2GMhPLGH1LGcPBnAmSwgFFu5NLdo6GaGNR1lA+bQCHMgRKHyrM7MdnJIGMRAEjUUBLgCgJECUBJvWBSQkwKQEmJUKkJAGlH0gZwKckh8CjJfNoA/iMfnxGooCZIGD2gdi94Ayggt5LVphYVRwhoANFu8PL9/Xmk+N55IEou1fp3iQOeaQkc5iI2Y+f0p+3MxlM6Vue0p9HTQbpQ8WZAxBmX4g+pDInWZbZB6b1gWkJEC0BoiUKaEnPkSjoLnmJ+yHMJCHzVf6z+n/IvWFa76qsCJg8+kDRKEn6cJQxkrN7MUKfU7ZzjiRtMrRzJrJvKkIeuz9ryMG8KAGtX01hJMqORpmxQloiRBrC2zeSkzKMuy+ZnxbNSUkWsl7nMmcXUjaWMtcXpMzKXLeg+MOp1E3jmVunVmUno2l9+SmDBWnjeLSxXHoyj5EgYPaCmb1hRj+QlswnDQDTkqC0/qKM4cKMsfk7xlDfnZa3djJr+Rz2qmWFW8ZQ14wq2tlfQE0UMvqBtD7c1HghqZcwrQ9M+UtPgUQ+pQ+fEg+SegtS46DUaGRflDAlEk2JFO6LFKZGIaRoiBYroMcK2HFgRqyAHS/PChdRw0XU2Ep2XFV6uIQeJWXE788CEGq0hJVQlZNYmddHnBuP5PRBchKE2fEIPbx0+wApO467r4+AGg/S4nm0AaKseD69N0iPE9BiIUo0TIlCSJHC1HA0NQwlhaGkcCElCiFFw6Q4iNRbQIoHSfEgJR6k9AZpcQJarIAeBdMjYWY4wgQEjHCUFS6kAYLUWAktuTa3f3VeFMjqLyuJ4eXEw4XxSG5YeWqChDb4ED1WuL03QuoN03rDtDiYGoNQ48SMPpUZvaSsSIQShVCiEEo0TImFKHGCboSa9yp3X/4K/3/VjxJSo6szAZTWR8ROQOhR/LT+KGOUgDpOyIzl7IiF9vTh7Iku2xknYcZWZ8dIcxIPlADCDABlhgtpcVBqf97ugdyd/fg7e0MpAH8HAKUOEGUNLKNO5WWMLto3gJsyUJA6jkMfVk7tK2VFV9HjpJREhDSwgjSgjJQAMqIRVjjKihAy4mBqPJTWC9kbI0wF+KTICsowkDmkbE+/si3DBDuSs9e/xkkZwSUNgphxknQAoSXJssI5ewB0LyBJjUJIf+hvTwbiEWZvIT1WRI0RkyMl5DAZCahMBapSgUoSICcDMmq4hBkpTo9BM2OF2XFIdqIsN0JAAcDUeHl6wv7MSAkZgHYDyB5AkhYho0VIGQBMBTipQHlaGMiKkWQDnD2AhJZwqADgp4bxyTEwKw5i9UEy4uH03ggrTsiMEdGjxPRwKTVMRgbkZKCSDlTRATkTkNPDpPRICT1GTI0VUeNQehxKj0WZUWJmpJgVLmGFSVjhEhbAS4sUkOKl1KRqRh85KRJKieCTY+GsBBEHKM4LKyvsK+ElVRX1kTOiRdsBzoZYCTlKTI8U0cJQSoSYBqAUAE4Nk9LDJfRwCT1SQo8S02NE9FgRPWQx1LxXORKhhAspr/Kf1Y8VM6IljJc4VsyIEtIjQUoij5bApUWWpfZHM/sVk4dBmWFcUi95Vm+QHllGArhkAGLG8NMjeKwwcQ4gzQ6XMONE5P7w3mR4V6JwV5R0L1BDBmqYgCwdELCjuSygggJUZQE1WfECVnQFBUBSgVomUE0Nh/f25ZGSePR4YUaEJAuQZQHyjCgpI1pKiZLti5KRw2BWOJc1CMkeIcvpJSQlyRn9IfIIUXoylN6LzwAgNgDSEiUZcTAZEO2JrKFESqh/6G9PBmIRRoyQESmiRYgpgJQEyEiAPA2oTAPkJEBOAWQ0QMIIE7Ej0IxoYUYMkhENMWNgejRCj0QoEUhauJAUKSFHyChhMjIgIgFwGoBQIkTMaGlmrCw3Wp4dWZUZdzgfkLIAMTOuMisGTY+Cmb3QjFiEHYswY4SMSBEjQkwDJBRARgJkFKCSBsgZgJwByBiAlAZIaBFiWqSIFo3SolFapIgRIWKEiZmAmAlImGFiBsBNTRAzBlSzE6TkWFFKLzE5XpweK8yOR0uj+CVAWV60oKiXJAfg7wE4m2LkewA4JUJMi6lKj6vJjN2fCcCpQMWO6Op0QEILE9PCxP9hLhqlRYq6S17iWBkrRs56lf+sfpS4W8E9OUpM7yVmxyPMkTXFSTA7SZwTD6dH5aXGltEADjlOntdLmJUkzY9C0iMgVhzIjuIxwkRZgDgjTMyMFlES4H2JcEovNCVMug+Q7AEOsIGqjPijnAhpHiDJBmpyAAkzAs2Ik2UD1WzgeA4gSQO4O3uB5HiQFoOmh0nSAVk6IGOFSenhUmq4lBQuJcdXFURBGf1E2UmSrCgxHSjb3lvEjuKSB8kLkuSFvauKAIgZJaD2kTIBdG9EJSVCTPlDf3syECNkRKOMaJQRKeouinje1xFiWoSIESFiRKLMSJQZjTKjUWaMkPnikhfD0AOMbqDMEELvEPG8vMebMHuYZvQwzQjhP6/6HS9MRDz/VwxKi0FpMSglBqXEoLQYISMaZcYgGdHCrGhhVrQwIxplRqO0aBElWkT6j0b+CXqaC1n8mziEGCEjFmHEIoxQt/SCmbEIMxplRj7vqJ6dFokyI0TMSBEjGqXFCimxQkoMSokUUQAJDZAwwsTMCBEzEmVHiNiAhA1IugcuTMwAJIwwMS1SRAvZiu4eHebzTu4ewZCt0Oc/1M4YYaiF3dYjUWaMkBHzH+P+F54CL3XoP/gH/+f4R2T/4G/HPyL7B387/hHZP/jb8Y/I/sHfjn9E9g/+dvw/ELbxDXiMJSgAAAAASUVORK5CYII=" 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/&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-language: PT-BR; mso-no-proof: yes;"&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;&lt;/span&gt;&lt;div&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;A publicidade quer atingir a um público que ainda não consegue diferenciar o que é necessário do que é exagero, as crianças estão sendo usadas sem ao menos perceber, isso é um jogo sujo, usam a moda para ditar regras e da vontade desmedida que as crianças costumam ter para vender seus produtos.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;É terrível pensar que o “futuro” pode ser perdido, ele esta sendo corrompido, pensando apenas em alimentos industrializados cheios de gorduras e açúcares, produtos eletrônicos, sapatos, roupas e passear em centros de compras, as brincadeiras simples que divertiam tanto não existem mais, a cultura esta sendo esquecida.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Em um teste feito por uma psicóloga é visível perceber que as crianças não reconhecem mais os animais e menos ainda os vegetais, mas se colocados os “salgadinhos”, os “MP4”, os “Tablets”, são rápidos e certeiros em suas respostas.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;É difícil reconhecer, mas a “infância” esta se perdendo, querem se tornar adultos cada vez mais cedo. Muitas meninas utilizam salto, maquiagem e roupas inadequadas, segundo uma pedagoga.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;&lt;b&gt;Trabalho realizado por:&lt;/b&gt;&amp;nbsp; &lt;b&gt;&lt;span style="color: red;"&gt;Fernanda Ferreira, Jocasta Lima, Keli Calixto, Noemi Souza e Ronaldo Ferreira.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4499922251997266137-186969216486990526?l=admtrajanocosmopolis.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://admtrajanocosmopolis.blogspot.com/feeds/186969216486990526/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/11/consumo-logo-existo.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/186969216486990526'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4499922251997266137/posts/default/186969216486990526'/><link rel='alternate' type='text/html' href='http://admtrajanocosmopolis.blogspot.com/2011/11/consumo-logo-existo.html' title='“CONSUMO. LOGO EXISTO”'/><author><name>Roberson Marcomini</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://4.bp.blogspot.com/_FVTr2RP_kaA/TEXDAaDDddI/AAAAAAAAAwk/zcQclxcugDU/S220/2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4499922251997266137.post-2210238823648534131</id><published>2011-10-31T15:41:00.000-07:00</published><updated>2011-10-31T15:41:51.316-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ética e cidadania organizacional'/><title type='text'>Quando a brincadeira de boneca vira realidade</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt; 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  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;   &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;   &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium G
