<?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-9042229907315140441</id><updated>2012-01-26T07:48:30.360-03:00</updated><category term='este coordenador e Danilo nos abalos da alegria do vestibular.'/><category term='Eliomar'/><category term='Coordenação do Pólo'/><category term='Pólo Universitário de Marcelino Vieira'/><category term='Ana Cristina'/><category term='ROMUALDO CARNEIRO (COORDENADOR DO PÓLO)'/><title type='text'>Pólo de Marcelino Vieira - Universidade Aberta do Brasil (UFRN / CEFET)</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default?start-index=101&amp;max-results=100'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>537</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-954218605539440866</id><published>2012-01-26T07:48:00.000-03:00</published><updated>2012-01-26T07:48:30.369-03:00</updated><title type='text'>Comunicado: Eleição para Reitor do Instituto Federal do Rio Grande do Norte - IFRN</title><content type='html'>&lt;i&gt;"Ola Coordenadores de Pólo/ EaD / Curso,&lt;br /&gt;&lt;br /&gt;Venho informar, como presidente da comissão eleitoral do Campus EaD, que  ocorrerá no dia 01/02 das 09h as 21h a eleição no IFRN, e nessa eleição  os alunos do Campus EaD irão votar para Reitor.&lt;/i&gt; &lt;i&gt;&lt;br /&gt;&lt;br /&gt;A votação será presencial em uma urna convencional que será  disponibilizada no Pólo. A comissão central da eleição ainda está  resolvendo como será o envio das urnas, se o TRE irá entrega-las ou  teremos que disponibilizar o envio a cada um dos pólos, isso estaremos  resolvendo no inicio da próxima semana.&lt;/i&gt; &lt;i&gt;&lt;br /&gt;&lt;br /&gt;Para organizar a eleição iremos precisar de três pessoas para compor a  mesa de votação, que como sugestão da comissão serão o coordenador do  Pólo / EaD (Presidente), um tutor presencial e um aluno. Segue em anexo o  nome dos alunos que estão a priore eleitos  para a comissão, mas caso eles não possam outro aluno pode ser  escolhido para compor a mesa. As responsabilidades dessa equipe são:&lt;/i&gt; &lt;i&gt;&lt;br /&gt;&lt;/i&gt; &lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;i&gt;Receber a urna (O envio ainda está sendo definido);&lt;/i&gt; &lt;/li&gt;&lt;li&gt;&lt;i&gt;Orientar os alunos como votar (09h as 21h do dia 01/02), lembrando que os votos serão em cedulas de papel;&lt;/i&gt; &lt;/li&gt;&lt;li&gt;&lt;i&gt;Logo após a eleição fazer a contagem dos votos e enviar para o email (wagner.oliveira@ifrn.edu.br)&lt;/i&gt; &lt;/li&gt;&lt;li&gt;&lt;i&gt;Entregar a urna. ( A entrega ainda será definida)".&lt;/i&gt; &lt;/li&gt;&lt;/ul&gt;&lt;i&gt; &lt;/i&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="color: black; font-family: Tahoma; font-size: x-small;"&gt;&lt;span dir="ltr" style="font-size: 10pt;"&gt;&lt;span style="font-size: xx-small;"&gt;&lt;span style="font-size: 13px;"&gt;Att,&lt;br /&gt;Wagner de Oliveira&lt;br /&gt;Professor de Sistema de Informação do IFRN&lt;br /&gt;Coordenador de Tecnologias de Informação e Comunicação&lt;br /&gt;Campus EaD - IFRN&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-954218605539440866?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/954218605539440866/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=954218605539440866' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/954218605539440866'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/954218605539440866'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2012/01/comunicado-eleicao-para-reitor-do.html' title='Comunicado: Eleição para Reitor do Instituto Federal do Rio Grande do Norte - IFRN'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-281019745445618664</id><published>2012-01-26T07:29:00.000-03:00</published><updated>2012-01-26T07:29:08.999-03:00</updated><title type='text'>Avaliação Presencial - Disciplina de Férias</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" 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" /&gt; &lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Prezados alunos,&lt;br /&gt;&lt;br /&gt;Informamos que a avaliação presencial das  disciplinas de férias acontecerá no dia 05 de fevereiro, na sede do Polo UAB de Marcelino Vieira. Quaisquer  dúvidas entrem em contato conosco.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Atenciosamente,&lt;br /&gt;&lt;br /&gt;Coordenação do Polo&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-281019745445618664?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/281019745445618664/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=281019745445618664' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/281019745445618664'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/281019745445618664'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2012/01/avaliacao-presencial-disciplina-de.html' title='Avaliação Presencial - Disciplina de Férias'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-7827591224607383025</id><published>2012-01-26T07:26:00.000-03:00</published><updated>2012-01-26T07:26:27.410-03:00</updated><title type='text'>ustiça intima Inep sobre pedido de pré-teste do Enem pelo MPF-CE</title><content type='html'>&lt;div style="text-align: justify;"&gt;  A Justiça Federal no &lt;a class="premium-tip" href="http://g1.globo.com/topico/ceara.html" style="color: black;"&gt;Ceará&lt;/a&gt;  intimou nesta quarta-feira (25) o Instituto Nacional de Educação  Profissional (Inep) e a União Federal para se manifestarem no prazo de  cinco dias sobre o pedido do Ministério Público Federal no Ceará para  liberar 30 cadernos de pré-teste do Exame Nacional do Ensino Médio  (Enem).&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;  O pedido para liberar o acesso aos cadernos foi feito pelo procurador  da república no Ceará Oscar Costa Filho. O procurador suspeita que mais  de 14 questões foram antecipadas pelo Colégio Christus, de Fortaleza. O  Inep informou que, caso a Justiça determine pela liberação dos  pré-testes, o órgão cumprirá o que for decidido pela Justiça.&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;  O Inep confirma que 14 questões usadas no Enem foram antecipadas pela  escola no Ceará. Por conta do vazamento, dois funcionários da escola, um  professor e uma coordenadora, foram indiciados por estelionato.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  O advogado da escola, Sérgio Rebouças, diz que os funcionários "não têm  qualquer participação" no vazamento das questões. Em depoimento à  Polícia Federal, o professor indiciado afirmou que encontrou o caderno  do pré-teste sobre um mesa, de acordo com o Fantástico, que teve acesso  ao inquérito policial.&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;  A escola Christus foi uma das selecionadas para sediar o pré-teste,  realizado um ano antes do Enem para avaliar o nível das questões. O  pré-teste usa, inclusive, questões semelhantes às usadas na prova do  Enem.&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;strong&gt;PF pede informações sobre banco de itens&lt;/strong&gt;&lt;br /&gt;O procurador Costa Filho afirma ter se baseado em depoimentos de  pessoas que fizeram a prova e disse que a maioria das questões do Enem  2011 foram usadas no pré-teste de 2010. "O MEC não estava em condições  de fazer a prova porque não tinham itens suficientes no banco  pré-testado. O que aconteceu? Eles tiveram de usar aqueles itens que  foram pré-testados em 2010, que estavam disponíveis", afirmou.&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;  Ainda segundo o procurador, em qualquer caderno que fosse copiado havia  questões coincidentes com a prova. "Isso está no relatório da Polícia  Federal e isso está favorecendo a fraude. Quem tem acesso ao pré-teste,  tem acesso à prova".&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;  Nesta quarta-feira (25), a Polícia Federal solicitou ao Inep  informações sobre a quantidade de questões que formam o banco de itens  do Enem, quantas foram pré-testadas e em que ano. A polícia também pediu  que sejam apresentados todos os cadernos de prova do pré-teste aplicado  em 2010.&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;strong&gt;Acesso a redações do Enem&lt;/strong&gt;&lt;br /&gt;Na terça-feira (24), o presidente do Tribunal Regional Federal da 5ª  Região (TRF-5), Paulo Roberto de Oliveira, suspendeu a liminar da  Justiça Federal no Ceará que determinava ao MEC o acesso às provas e  espelhos de correção das redações do Enem 2011 para todos os candidatos  do País que participaram do Sistema de Seleção Unificada (Sisu). O  pedido foi feito pelo Ministério Público Federal.&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;  Na decisão, o presidente do TRF-5 sublinha “saltar aos olhos a mais  aparente politização das questões relativas ao Enem. Se, de um lado, o  exame ainda não ostenta – é fato a se lamentar – a qualidade operacional  desejada, de outro não pode ser ignorado o descuido – inexiste palavra  mais amena para dizê-lo – com que vem sendo judicialmente combatido”. A  decisão cabe recurso ao Pleno do TRF-5.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Fonte: G1 &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-7827591224607383025?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/7827591224607383025/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=7827591224607383025' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/7827591224607383025'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/7827591224607383025'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2012/01/ustica-intima-inep-sobre-pedido-de-pre.html' title='ustiça intima Inep sobre pedido de pré-teste do Enem pelo MPF-CE'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-7043921175203281094</id><published>2012-01-16T09:11:00.000-03:00</published><updated>2012-01-16T09:11:05.399-03:00</updated><title type='text'>Período de matrícula para o semestre de 2012.1</title><content type='html'>Caros alunos,&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Informamos que o período de matrícula já teve início desde do dia 11 de janeiro e se estenderá até o dia 05 de fevereiro. Nesse sentido, a matrícula, neste semestre, será de total responsabilidade do aluno, mas pedimos que observem a proposta curricular que está sendo oferecida pelas coordenações de cursos e no sigaa.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Aquele aluno que tiver dificuldade em efetivar a sua matrícula, comunicamos que o mesmo poderá fazê-la na sede do Polo UAB de Marcelino Vieira pela manhã, de&amp;nbsp; segunda a sexta.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Contato: (84) 9650 4849 - Romualdo Carneiro (Coordenador).&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A coordenação.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-7043921175203281094?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/7043921175203281094/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=7043921175203281094' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/7043921175203281094'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/7043921175203281094'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2012/01/periodo-de-matricula-para-o-semestre-de.html' title='Período de matrícula para o semestre de 2012.1'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-2437960126383802064</id><published>2012-01-16T08:58:00.000-03:00</published><updated>2012-01-16T08:58:29.875-03:00</updated><title type='text'>Coordenador do PUAP  e do Polo UAB de Marcelino Vieira visitam Polo UAB de Simões e Canto do Buriti/PI</title><content type='html'>&lt;div align="center" style="margin: 0cm; text-align: center;"&gt; &lt;span style="font-size: 16pt;"&gt;&lt;br /&gt;&lt;o:p _moz-userdefined=""&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" style="margin: 0cm; text-align: center;"&gt; &lt;/div&gt;&lt;span class="Apple-style-span" style="color: #c00000; font-size: 15px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt; &lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt;Durante os dias 04 e 05 de janeiro o coordenador do Polo Universitário de Luís Gomes / PUAP, Prof. Franklin Miguel Fernandes e o Coordenador do Polo UAB de Marcelino Vieira, Prof. Romualdo Carneiro estiveram visitando os &amp;nbsp;Polos Universitários integrantes do Sistema Universidade Aberta do Brasil / UAB dos municípios de Simões e Canto do Buriti no estado do Piauí.&lt;o:p _moz-userdefined=""&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt; &lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt;Essa visita in loco aos dois polos é parte integrante de um Projeto de Pesquisa Participativa que envolve polos do Sistema UAB dos estados do Rio Grande do Norte, Piauí e Maranhão e, que é coordenado pelo Prof. Celso Costa, ex-diretor da UAB.&lt;o:p _moz-userdefined=""&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt; &lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt;A primeira parte dessa pesquisa ocorreu em dezembro próximo passado em São Luís / MA, onde todos os coordenadores foram entrevistados pelo Prof. Celso Costa e sua equipe com o intuito de compreender melhor a formação de cada coordenador de polo, o que representa um polo do Sistema UAB e, sobretudo dos impactos proporcionados no município sede e vizinhanças a partir da chegada do ensino superior público e gratuito e na modalidade de EaD.&lt;o:p _moz-userdefined=""&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt; &lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt;Em Canto do Buriti o coordenador do Polo Universitário de Luís Gomes / PUAP, Prof. Franklin Miguel Fernandes e o coordenador do Polo UAB de Marcelino Vieira, Prof. Romualdo Carneiro foram recebidos pelo coordenador do Polo, Prof. Paulo Chaves &lt;span&gt;&amp;nbsp;&lt;/span&gt;e sua equipe, que com muita satisfação apresentou todo o polo, contou a experiência de ser um Polo UAB financiado pelo estado e, em seguida respondeu ao questionário detalhando todos os cursos ofertados no polo, seu raio de abrangência e sua relevância para o desenvolvimento da cidade e região.&lt;o:p _moz-userdefined=""&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"&gt; &lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; No município de Simões foram recebidos pela &amp;nbsp;dinâmica coordenadora do Polo, Profª. Maria do Socorro e, por uma feliz coincidência a natureza nos presenteou com uma rápida chuva que deixou o clima da cidade hospitaleira de Simões ainda mais charmoso. No polo tivemos a oportunidade de encontrar uma boa estrutura física, bons e modernos equipamentos e, uma equipe formada por pessoas que acreditam na força transformadora da educação.&lt;o:p _moz-userdefined=""&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"&gt; &lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; No encerramento da visita o Prof. Franklin Miguel Fernandes, coordenador do Polo Universitário de Luís Gomes, destacou a relevância da pesquisa “ Fiquei maravilhado com as experiências exitosas que vi, com tamanha grandeza do Sistema UAB, pois é a UAB que está de fato garantindo com qualidade a interiorização do ensino superior em nosso país e, sobretudo nos municípios mais pobres e distantes dos grandes centros, promovendo uma verdadeira revolução, a escrita de uma nova história na história da educação de nossa região”.&lt;o:p _moz-userdefined=""&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Prof. Romualdo Carneiro, coordenador do Polo UAB de Marcelino Vieira, também destacou a relevância da pesquisa e afirmou “ Com essa&amp;nbsp; pesquisa estamos tendo a oportunidade de conhecer outras realidades do Sistema UAB, trocar experiências e, sobretudo ver o que de fato representa a UAB, para além fronteiras do RN”.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;"&gt;Postado por&lt;a href="http://uabluisgomes.blogspot.com/"&gt; http://uabluisgomes.blogspot.com/ &lt;/a&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/9042229907315140441-2437960126383802064?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/2437960126383802064/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=2437960126383802064' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/2437960126383802064'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/2437960126383802064'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2012/01/coordenador-do-puap-e-do-polo-uab-de.html' title='Coordenador do PUAP  e do Polo UAB de Marcelino Vieira visitam Polo UAB de Simões e Canto do Buriti/PI'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-2346613990981354439</id><published>2012-01-16T08:56:00.000-03:00</published><updated>2012-01-16T08:56:07.454-03:00</updated><title type='text'>Trancamento a posteriori</title><content type='html'>&lt;div class="MsoNormal" style="text-align: center;"&gt; &lt;b&gt;&lt;span style="font-size: 24pt; line-height: 115%;"&gt;Trancamento a posterior termina dia 16&lt;o:p _moz-userdefined=""&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt; &lt;a href="http://www.cartapotiguar.com.br/wp-content/uploads/2011/01/ufrn.jpg" style="background-color: white; color: #c56518; font-family: Arial,Helvetica,Tahoma,sans-serif; font-size: 14px; line-height: 20px; margin-left: 1em; margin-right: 1em; text-align: justify;"&gt;&lt;img alt="" class="aligncenter size-medium wp-image-4691" height="125" src="http://www.cartapotiguar.com.br/wp-content/uploads/2011/01/ufrn-300x125.jpg" style="border-width: 0px; margin-bottom: 14px;" title="ufrn" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt; &lt;span style="font-size: 20pt; line-height: 115%;"&gt;Período para solicitação de trancamento de programa a Posteriori (art. 264 do Regulamento dos cursos regulares de graduação) período 2011.2 termina nessa segunda, &lt;span style="color: red;"&gt;&lt;b&gt;dia 16 de janeiro.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 20pt; line-height: 115%;"&gt;&lt;span style="color: red;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;o:p _moz-userdefined=""&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: 20pt; line-height: 115%;"&gt;&lt;b&gt;A Coordenação&lt;/b&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-2346613990981354439?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/2346613990981354439/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=2346613990981354439' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/2346613990981354439'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/2346613990981354439'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2012/01/trancamento-posteriori.html' title='Trancamento a posteriori'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-2285610513796156063</id><published>2012-01-03T07:51:00.000-03:00</published><updated>2012-01-03T07:51:56.333-03:00</updated><title type='text'>Polo UAB de Marcelino Vieira realiza a sua primeira missão acadêmica no ano de 2012</title><content type='html'>&lt;div style="text-align: justify;"&gt;Nestes dias 03, 04 e 05 de janeiro o coordenador do Polo Universitário de Marcelino Vieira, professor Romualdo Carneiro, estará realizando uma visita de avaliação de polo no Estado do Piauí na cidade de Canto do Buriti. A visita faz parte do projeto Pesquisa Participativa, da Universidade Federal Fluminense, que objetiva a troca de experiências de gestão de polo entre coordenadores, através de visitas cruzadas. Nessa mesma missão, há participação do coordenador de Polo da cidade de Luís Gomes, professor Franklin Miguel, que estará visitando o Polo UAB de Simões-PI. A viagem está sendo realizada, em conjunto, pelas coordenações de polos de Marcelino Vieira e Luís Gomes.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Em breve, postaremos as fotos.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-2285610513796156063?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/2285610513796156063/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=2285610513796156063' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/2285610513796156063'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/2285610513796156063'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2012/01/polo-uab-de-marcelino-vieira-realiza.html' title='Polo UAB de Marcelino Vieira realiza a sua primeira missão acadêmica no ano de 2012'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-4500171259033806940</id><published>2012-01-03T07:36:00.001-03:00</published><updated>2012-01-03T07:37:40.690-03:00</updated><title type='text'>Ano novo e muitos votos de felicidade  e sucesso é o que deseja o Polo UAB de Marcelino Vieira a cada aluno.</title><content type='html'>&lt;div style="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://2.bp.blogspot.com/-JL9un6wX1SY/TwLZ3goTj9I/AAAAAAAAAis/EjhDtODiR8Q/s1600/ano+novo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-JL9un6wX1SY/TwLZ3goTj9I/AAAAAAAAAis/EjhDtODiR8Q/s1600/ano+novo.jpg" /&gt;&lt;/a&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;span style="font-size: large;"&gt;"Para sonhar um ano novo que mereça este nome, você, meu caro, tem de merecê-lo, tem de fazê-lo novo, eu sei que não é fácil, mas tente, experimente, consciente. É dentro de você que o Ano Novo cochila e espera desde sempre." (Carlos Drummond de Andrade)&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/9042229907315140441-4500171259033806940?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/4500171259033806940/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=4500171259033806940' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/4500171259033806940'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/4500171259033806940'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2012/01/ano-novo-e-muitos-votos-de-felicidade-e.html' title='Ano novo e muitos votos de felicidade  e sucesso é o que deseja o Polo UAB de Marcelino Vieira a cada aluno.'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-JL9un6wX1SY/TwLZ3goTj9I/AAAAAAAAAis/EjhDtODiR8Q/s72-c/ano+novo.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-4609665968290495045</id><published>2011-12-05T07:39:00.000-03:00</published><updated>2011-12-05T07:39:34.174-03:00</updated><title type='text'>Coordenadores de Polos do Estado do Piauí visitam o Polo Universitário de Marcelino Vieira</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;div style="text-align: justify;"&gt;Na manhã desta segunda-feira, 05/12, o Polo de Educação a Distância de Marcelino Vieira recebeu a visita de dois coordenadores de polos do estado do Piauí, das cidades de Simões (coordenadora Socorro) e Canto do Buriti (Coordenador Paulo Henrique). As visitas fazem parte de um projeto da Universidade Federal Fluminense, que conta com a participação de algumas Instituições de Ensino Superior da região Nordeste.&lt;/div&gt;&lt;div style="text-align: justify;"&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;/div&gt;&lt;div style="text-align: justify;"&gt;O coordenador do Polo UAB de Marcelino Vieira, professor Romualdo Carneiro, afirma que as visitas cruzadas, entre polos, possibilitarão uma troca de experiências sobre gestão de polo. Além de visitarem pela manhã o Polo de Marcelino Vieira, os dois coordenadores do Piauí farão visita ao Polo de Luís Gomes.&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Aguardem as fotos!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-4609665968290495045?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/4609665968290495045/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=4609665968290495045' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/4609665968290495045'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/4609665968290495045'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2011/12/coordenadores-de-polos-do-estado-do.html' title='Coordenadores de Polos do Estado do Piauí visitam o Polo Universitário de Marcelino Vieira'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-2376574516639636158</id><published>2011-11-29T08:49:00.000-03:00</published><updated>2011-11-29T08:49:49.001-03:00</updated><title type='text'>Socialização - projeto de intervenção  - IFRN</title><content type='html'>Caros alunos do curso de licenciatura em Letras Espanhol,&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;Nos dias 20, 21 e 22 de dezembro estaremos realizando a socialização dos projetos de intervenção.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Esta é uma ação do projeto integrador.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Os alunos deverão preparar sua apresentações que deverão ter no máximo dez minutos.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;As  mídias utilizadas serão escolhidas pelos grupos, os alunos deverão  solicitar previamente data show, aparelho de DVD, televisão, aparelho de  som, etc. conforme necessidade do grupo.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;As apresentações se darão nos seguintes dias e horários:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;20/12  - Parnamirim: 19 as 21 horas &amp;nbsp; &amp;nbsp; obs: horários de Natal e Parnamirim  poderão ser revistos em função das dificuldades dos alunos que moram no  interior&lt;/div&gt;&lt;div&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Natal: 15 as 17 horas&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;21/12 - Lajes: 9 as 11 horas&lt;/div&gt;&lt;div&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Grossos: 16 as 18 horas&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;22/12 - Caraúbas: 9 as 11 horas&lt;/div&gt;&lt;div&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;b&gt;&amp;nbsp; Marcelino Vieira: 16 as 18 horas&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;Agradece a coordenação do polo.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-2376574516639636158?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/2376574516639636158/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=2376574516639636158' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/2376574516639636158'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/2376574516639636158'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2011/11/socializacao-projeto-de-intervencao.html' title='Socialização - projeto de intervenção  - IFRN'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-5231132272740045048</id><published>2011-11-29T08:45:00.001-03:00</published><updated>2011-11-30T08:11:58.361-03:00</updated><title type='text'>Fotos da inauguração da Sede do Polo Universitário de Marcelino Vieira</title><content type='html'>Blogs da região noticiam a inauguração da sede do Polo UAB de Marcelino Vieira-RN:&lt;br /&gt;&lt;a href="http://www.blogger.com/goog_23162273"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.circulodefogo.net/"&gt;Por http://www.circulodefogo.net/&lt;/a&gt;&lt;br /&gt;O pólo UAB de Marcelino Vieira-RN foi inaugurado nesta quinta-feira  (24/11), na ocasião o blog Círculo de Fogo estava lá acompanhando todos  os passes da cerimônia de inauguração. O Coordenador Romualdo Carneiro  revelou emocionado que a construção do pólo foi uma conquista, mas não  foi fácil, foi uma batalha enfrentada pelo poder público municipal.&lt;br /&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;O  prefeito José Ferrari destacou na cerimônia que a construção do pólo  UAB de Marcelino Vieira-RN não foi uma despesa dos recursos públicos,  mas um investimento destes recursos na educação. Os convidados que  estavam presentes parabenizaram pela conquista da sede do pólo,  destacaram como sendo de primeiro mundo.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Veja as Fotos da cerimônia: &lt;/div&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="http://1.bp.blogspot.com/-8p6-HIuUqxk/TtFjvM3Vq3I/AAAAAAAAAZw/PVdQLt0acl0/s1600/SAM_2915.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679430267649239922" src="http://1.bp.blogspot.com/-8p6-HIuUqxk/TtFjvM3Vq3I/AAAAAAAAAZw/PVdQLt0acl0/s320/SAM_2915.JPG" style="cursor: pointer; display: block; height: 218px; margin: 0px auto 10px; text-align: center; width: 389px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://1.bp.blogspot.com/-SPVWanLYuIo/TtFqzYW4-tI/AAAAAAAAAaI/Lz1Dgg7Rz4U/s1600/SAM_2929.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679438036035238610" src="http://1.bp.blogspot.com/-SPVWanLYuIo/TtFqzYW4-tI/AAAAAAAAAaI/Lz1Dgg7Rz4U/s320/SAM_2929.JPG" style="cursor: pointer; display: block; height: 217px; margin: 0px auto 10px; text-align: center; width: 388px;" /&gt;&lt;/a&gt;&lt;a href="http://4.bp.blogspot.com/-Nl0Nb1vUgjI/TtFr0_DJChI/AAAAAAAAAaU/qLMhhEc3o6o/s1600/SAM_2940.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679439163112884754" src="http://4.bp.blogspot.com/-Nl0Nb1vUgjI/TtFr0_DJChI/AAAAAAAAAaU/qLMhhEc3o6o/s320/SAM_2940.JPG" style="cursor: pointer; display: block; height: 225px; margin: 0px auto 10px; text-align: center; width: 391px;" /&gt;&lt;/a&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a 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center; width: 396px;" /&gt;&lt;/a&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="http://2.bp.blogspot.com/-MWsm5KRYM94/TtF5pTl5kDI/AAAAAAAAAb0/OepERBzo2nw/s1600/SAM_2970.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679454355631738930" src="http://2.bp.blogspot.com/-MWsm5KRYM94/TtF5pTl5kDI/AAAAAAAAAb0/OepERBzo2nw/s320/SAM_2970.JPG" style="cursor: pointer; display: block; height: 221px; margin: 0px auto 10px; text-align: center; width: 395px;" /&gt;&lt;/a&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="http://4.bp.blogspot.com/-gzrxDh1RtWo/TtF7u83ps2I/AAAAAAAAAcM/_LPxJcalo3M/s1600/SAM_2981.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679456651634652002" 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underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="http://4.bp.blogspot.com/-GBOw5fD4wCc/TtF9Ne9fuiI/AAAAAAAAAcY/jNK7Dlf3syI/s1600/SAM_2994.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679458275693672994" src="http://4.bp.blogspot.com/-GBOw5fD4wCc/TtF9Ne9fuiI/AAAAAAAAAcY/jNK7Dlf3syI/s320/SAM_2994.JPG" style="cursor: pointer; display: block; height: 225px; margin: 0px auto 10px; text-align: center; width: 396px;" /&gt;&lt;/a&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="http://4.bp.blogspot.com/-x_QRRzaGWRQ/TtF-tpLKZ4I/AAAAAAAAAck/KGscCSmNomI/s1600/SAM_3002.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679459927702792066" src="http://4.bp.blogspot.com/-x_QRRzaGWRQ/TtF-tpLKZ4I/AAAAAAAAAck/KGscCSmNomI/s320/SAM_3002.JPG" style="cursor: pointer; display: block; height: 219px; margin: 0px auto 10px; text-align: center; width: 392px;" /&gt;&lt;/a&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="http://1.bp.blogspot.com/-AEYou-P961I/TtGBHKAVdzI/AAAAAAAAAc8/Tt-RGdlxMCI/s1600/SAM_3030.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679462565035734834" src="http://1.bp.blogspot.com/-AEYou-P961I/TtGBHKAVdzI/AAAAAAAAAc8/Tt-RGdlxMCI/s320/SAM_3030.JPG" style="cursor: pointer; display: block; height: 218px; margin: 0px auto 10px; text-align: center; width: 388px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a 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center; width: 412px;" /&gt;&lt;/a&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="http://4.bp.blogspot.com/-bYBi5Go6WAM/TtGIGjuyozI/AAAAAAAAAds/k7agYoqGZUM/s1600/SAM_3070.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679470251342996274" src="http://4.bp.blogspot.com/-bYBi5Go6WAM/TtGIGjuyozI/AAAAAAAAAds/k7agYoqGZUM/s320/SAM_3070.JPG" style="cursor: pointer; display: block; height: 233px; margin: 0px auto 10px; text-align: center; width: 418px;" /&gt;&lt;/a&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="http://1.bp.blogspot.com/-hPyNa--13Cw/TtGKLEv1cyI/AAAAAAAAAd4/IvVhdAh5fRs/s1600/SAM_3073.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679472527948477218" src="http://1.bp.blogspot.com/-hPyNa--13Cw/TtGKLEv1cyI/AAAAAAAAAd4/IvVhdAh5fRs/s320/SAM_3073.JPG" style="cursor: pointer; display: block; height: 237px; margin: 0px auto 10px; text-align: center; width: 424px;" /&gt;&lt;/a&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="http://4.bp.blogspot.com/-PBM9jjs2kEw/TtGK7OxghMI/AAAAAAAAAeE/z0czoAIzDjk/s1600/SAM_3081.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679473355273569474" src="http://4.bp.blogspot.com/-PBM9jjs2kEw/TtGK7OxghMI/AAAAAAAAAeE/z0czoAIzDjk/s320/SAM_3081.JPG" style="cursor: pointer; display: block; height: 237px; margin: 0px auto 10px; text-align: center; width: 422px;" /&gt;&lt;/a&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="http://2.bp.blogspot.com/-fUdOwk7mfSw/TtGMDLGGYLI/AAAAAAAAAeQ/1KA1Rbq3JIU/s1600/SAM_3077.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679474591236776114" src="http://2.bp.blogspot.com/-fUdOwk7mfSw/TtGMDLGGYLI/AAAAAAAAAeQ/1KA1Rbq3JIU/s320/SAM_3077.JPG" style="cursor: pointer; display: block; height: 236px; margin: 0px auto 10px; text-align: center; width: 422px;" /&gt;&lt;/a&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="http://1.bp.blogspot.com/-okeb5nM5j_4/TtGNdeUckFI/AAAAAAAAAeo/a3Orac4uM7k/s1600/SAM_3083.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679476142585450578" src="http://1.bp.blogspot.com/-okeb5nM5j_4/TtGNdeUckFI/AAAAAAAAAeo/a3Orac4uM7k/s320/SAM_3083.JPG" style="cursor: pointer; display: block; height: 236px; margin: 0px auto 10px; text-align: center; width: 422px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="http://3.bp.blogspot.com/-pcCN2HdNMcs/TtGMw7Z4WpI/AAAAAAAAAec/5DxHIZ6Sdns/s1600/SAM_3091.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679475377298758290" src="http://3.bp.blogspot.com/-pcCN2HdNMcs/TtGMw7Z4WpI/AAAAAAAAAec/5DxHIZ6Sdns/s320/SAM_3091.JPG" style="cursor: pointer; display: block; height: 238px; margin: 0px auto 10px; text-align: center; width: 426px;" /&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="http://4.bp.blogspot.com/-B7zL2nQv2xw/TtGO4mdyDRI/AAAAAAAAAe0/cDXV30OwFeA/s1600/SAM_3085.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5679477708140186898" src="http://4.bp.blogspot.com/-B7zL2nQv2xw/TtGO4mdyDRI/AAAAAAAAAe0/cDXV30OwFeA/s320/SAM_3085.JPG" style="cursor: pointer; display: block; height: 242px; margin: 0px auto 10px; text-align: center; width: 432px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="text-decoration: underline;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-5231132272740045048?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/5231132272740045048/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=5231132272740045048' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/5231132272740045048'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/5231132272740045048'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2011/11/fotos-da-inauguracao-da-sede-do-polo.html' title='Fotos da inauguração da Sede do Polo Universitário de Marcelino Vieira'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-8p6-HIuUqxk/TtFjvM3Vq3I/AAAAAAAAAZw/PVdQLt0acl0/s72-c/SAM_2915.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-4481006361523746393</id><published>2011-11-29T08:40:00.000-03:00</published><updated>2011-11-29T08:40:22.254-03:00</updated><title type='text'>Resultado da seleção de tutor presencial para atuar no curso de aperfeiçoamento Produção de Materiais Didáticos - Cidades e Diversidades</title><content type='html'>Relação dos candidatos aprovados para Tutor Presencial do Curso Produção de Material Didático: Cidade e Diversidade&lt;br /&gt;&lt;div style="text-align: center;"&gt;PÓLO: Natal&lt;br /&gt;Frederico Augusto Luna Tavares&lt;br /&gt;Jorge Kleiton Medeiros Nascimento&lt;br /&gt;Rita de Lourdes Campos Feitoza&lt;br /&gt;PÓLO: Parnamirim&lt;br /&gt;Douglas Albert de Souza Lima&lt;br /&gt;&lt;b&gt;PÓLO: Luiz Gomes&lt;br /&gt;José Liomar Mendes de Oliveira&lt;/b&gt;&lt;br /&gt;PÓLO: Martins&lt;br /&gt;Maria Perpétua Lemos Cardoso&lt;br /&gt;PÓLO: Caraúbas&lt;/div&gt;Mônica Fernandes&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-4481006361523746393?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/4481006361523746393/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=4481006361523746393' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/4481006361523746393'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/4481006361523746393'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2011/11/resultado-da-selecao-de-tutor.html' title='Resultado da seleção de tutor presencial para atuar no curso de aperfeiçoamento Produção de Materiais Didáticos - Cidades e Diversidades'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-1024167578341504687</id><published>2011-11-29T08:37:00.000-03:00</published><updated>2011-11-29T08:37:11.273-03:00</updated><title type='text'>PLATAFORMA FREIRE: NOTA DE ESCLARECIMENTO AOS CANDIDATOS PRÉ-SELECIONADOS SOBRE PROCESSO SELETIVO PARA ADMISSÃO AOS CURSOS DE GRADUAÇÃO À DISTÂNCIA</title><content type='html'>&lt;div style="text-align: justify;"&gt;A Secretaria de Educação a Distância da UFRN esclarece aos candidatos pré-selecionados pela PLATAFORMA FREIRE que o processo de admissão de novos alunos para os cursos de graduação à distância será realizado em meados do primeiro semestre de 2012 e o edital que regulará o certame será disponibilizado na página eletrônica da SEDIS/UFRN no próximo mês de fevereiro.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Desta forma, orientamos que acompanhem informações na página eletrônica da SEDIS/UFRN (&lt;a href="http://www.sedis.ufrn.br/"&gt;www.sedis.ufrn.br&lt;/a&gt;) e em outros meios de comunicação oficiais da Universidade.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Secretaria de Educação à Distância da UFRN, em Natal, 28 de novembro de 2011.&lt;br /&gt;Profa. Maria Carmem Freire Diógenes Rêgo&lt;br /&gt;Secretária de Educação à Distância da UFRN&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-1024167578341504687?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/1024167578341504687/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=1024167578341504687' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/1024167578341504687'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/1024167578341504687'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2011/11/plataforma-freire-nota-de.html' title='PLATAFORMA FREIRE: NOTA DE ESCLARECIMENTO AOS CANDIDATOS PRÉ-SELECIONADOS SOBRE PROCESSO SELETIVO PARA ADMISSÃO AOS CURSOS DE GRADUAÇÃO À DISTÂNCIA'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-7967504882071609034</id><published>2011-11-17T18:48:00.001-03:00</published><updated>2011-11-17T18:49:27.488-03:00</updated><title type='text'>Nova sede do Polo UAB de Marcelino Vieira será inaugurada no dia 24</title><content type='html'>A nova sede do Polo Universitário da UAB de Marcelino Vieira será  inaugurada no próximo dia 24 de novembro, às 16h, dentro da programação  alusiva pelos 58 anos de emancipação política da cidade.&lt;br /&gt;&lt;br /&gt;Segue convite:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-3lNmq5b8r3E/TsWA_RCrEGI/AAAAAAAAAig/hUIYsqiGdxU/s1600/Convite+-+Inaugura%25C3%25A7%25C3%25A3o+do+Polo+UAB+de+arcelino+Vieira.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="326" src="http://2.bp.blogspot.com/-3lNmq5b8r3E/TsWA_RCrEGI/AAAAAAAAAig/hUIYsqiGdxU/s400/Convite+-+Inaugura%25C3%25A7%25C3%25A3o+do+Polo+UAB+de+arcelino+Vieira.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-7967504882071609034?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/7967504882071609034/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=7967504882071609034' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/7967504882071609034'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/7967504882071609034'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2011/11/nova-sede-do-polo-uab-de-marcelino.html' title='Nova sede do Polo UAB de Marcelino Vieira será inaugurada no dia 24'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-3lNmq5b8r3E/TsWA_RCrEGI/AAAAAAAAAig/hUIYsqiGdxU/s72-c/Convite+-+Inaugura%25C3%25A7%25C3%25A3o+do+Polo+UAB+de+arcelino+Vieira.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-1495187701296626680</id><published>2011-11-17T18:46:00.000-03:00</published><updated>2011-11-17T18:46:12.665-03:00</updated><title type='text'>Inauguração do Polo UAB de Marcelino Vieira ocorrerá dentro das festividades de emancipação política da cidade</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;Programação Oficial da Festa de Aniversário da Cidade de Marcelino Vieira-RN:&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-zFyBTScnl94/TsQMQPRJQCI/AAAAAAAAEMc/n_oQAC6zVx0/s1600/anivers%25C3%25A1rio.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="236" src="http://1.bp.blogspot.com/-zFyBTScnl94/TsQMQPRJQCI/AAAAAAAAEMc/n_oQAC6zVx0/s320/anivers%25C3%25A1rio.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-cRYzcFRKUi4/TsT12fX8VjI/AAAAAAAAENE/P3RkGx-Jahk/s1600/_Programa%25C3%25A7%25C3%25A3o+%25282%2529.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="226" src="http://2.bp.blogspot.com/-cRYzcFRKUi4/TsT12fX8VjI/AAAAAAAAENE/P3RkGx-Jahk/s320/_Programa%25C3%25A7%25C3%25A3o+%25282%2529.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;Confira a programação completa clicando &lt;a href="http://www.folhaemdia.com/2011/11/marcelino-vieira-vai-completar-58-anos_16.html"&gt;aqui&lt;/a&gt;:&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;br /&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/9042229907315140441-1495187701296626680?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/1495187701296626680/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=1495187701296626680' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/1495187701296626680'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/1495187701296626680'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2011/11/inauguracao-do-polo-uab-de-marcelino.html' title='Inauguração do Polo UAB de Marcelino Vieira ocorrerá dentro das festividades de emancipação política da cidade'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-zFyBTScnl94/TsQMQPRJQCI/AAAAAAAAEMc/n_oQAC6zVx0/s72-c/anivers%25C3%25A1rio.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-690023323445406889</id><published>2011-11-06T09:41:00.000-03:00</published><updated>2011-11-06T09:41:43.943-03:00</updated><title type='text'>Curso de Aperfeiçoamento - Produção de Materiais "Cidade e Diversidade"</title><content type='html'>&lt;div style="text-align: center;"&gt;MINISTÉRIO DA EDUCAÇÃO&lt;br /&gt;UNIVERSIDADE FEDERAL DO RIO GRANDE DO NORTE ‐ UFRN&lt;br /&gt;SECRETARIA DE EDUCAÇÃO A DISTÂNCIA ‐ SEDIS&lt;br /&gt;EDITAL Nº 13/2011 – UAB/UFRN&lt;br /&gt;PROCESSO SELETIVO SIMPLIFICADO PARA PROFESSOR BOLSISTA&lt;br /&gt;CONTEUDISTA PARA EDUCAÇÃO A DISTÂNCIA (FNDE/UAB)&lt;/div&gt;&lt;div style="text-align: center;"&gt;Resultado da Seleção&lt;br /&gt;Candidatos selecionados para as 4 (quatro) vagas de professor conteudista para o “Curso Produção de Materiais Didáticos: Cidade e Diversidade&lt;br /&gt;Disciplina/Módulo a ser elaborado&lt;/div&gt;Candidatos selecionados:&lt;br /&gt;&lt;b&gt;Disciplina 2 - Módulo 4: A infância e a cidade&lt;/b&gt;&lt;br /&gt;Yuma Ferreira&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Disciplina 3 - Módulo 3: Cidade e memória&lt;/b&gt;&lt;br /&gt;Helicarla Nyely Batista de Morais&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Disciplina 4 - Módulo 3: Uma história do material didático&lt;/b&gt;&lt;br /&gt;Circe Maria Fernandes Bittencourt&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Disciplina 4 - Módulo 4: Produção e uso de materiais didáticos&lt;/b&gt;&lt;br /&gt;Antonia Terra de Calazans Fernandes&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-690023323445406889?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/690023323445406889/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=690023323445406889' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/690023323445406889'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/690023323445406889'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2011/11/curso-de-aperfeicoamento-producao-de.html' title='Curso de Aperfeiçoamento - Produção de Materiais &quot;Cidade e Diversidade&quot;'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-3919070537918533214</id><published>2011-11-06T09:36:00.000-03:00</published><updated>2011-11-06T09:36:49.103-03:00</updated><title type='text'>Provas do Enade serão aplicadas neste domingo, a partir das 13 horas</title><content type='html'>&lt;div style="text-align: justify;"&gt;As provas do Exame Nacional de Desempenho dos Estudantes (Enade) ocorrem  neste domingo (6) a partir das 13 horas (horário de Brasília), em 1.356  municípios do país. Ao todo, foram inscritos 376.180 estudantes  concluintes de 8.800 mil cursos de graduação oferecidos por instituições  de educação superior públicas e privadas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  Neste ano, o Ministério da Educação (MEC) tornou obrigatório o  preenchimento do questionário do estudante, instrumento que colhe  informações socioeconômicas e acadêmicas do corpo discente participante  do Enade. O questionário deve ser preenchido pela internet.&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  Na edição de 2011, serão avaliados alunos concluintes dos cursos de  arquitetura e urbanismo, engenharia, biologia, ciências sociais,  computação, filosofia, física, geografia, história, letras, matemática,  química, pedagogia, educação física, artes visuais e música.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Fonte: G1 &lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  Também farão as provas os estudantes de cursos superiores de tecnologia  em alimentos, construção de edifícios, automação industrial, gestão da  produção industrial, manutenção industrial, processos químicos,  fabricação mecânica, análise e desenvolvimento de sistemas, redes de  computadores e saneamento ambiental.&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;  O Enade tem como objetivo avaliar os cursos por meio do desempenho dos  alunos em relação aos conteúdos desenvolvidos durante a graduação. A  participação dos inscritos é registrada no histórico escolar de cada um,  onde constará "situação regular" sobre essa obrigação. O estudante  cadastrado pela instituição de educação superior que não comparecer ao  exame estará em "situação irregular" junto ao Enade.&lt;/div&gt;&lt;div style="text-align: justify;"&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/9042229907315140441-3919070537918533214?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/3919070537918533214/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=3919070537918533214' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/3919070537918533214'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/3919070537918533214'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2011/11/provas-do-enade-serao-aplicadas-neste.html' title='Provas do Enade serão aplicadas neste domingo, a partir das 13 horas'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-3261773264002131150</id><published>2011-11-06T09:30:00.001-03:00</published><updated>2011-11-06T09:44:15.843-03:00</updated><title type='text'>Provas dos Grupos 1 e 2 de disciplinas / Matemática e Geografia / UFRN</title><content type='html'>&amp;nbsp;&lt;img alt="" 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tlR9c3zrtWpqIqfcxgKYV85GceLebJSIsASVikREETjGAJXMBQmCIKmaS5j00yNYmiKxvZIsHV6j0Sr1Wg0WJZlq9VqtVplWbbRaLRanW5v0Oxsse1Nut7mPJRxqoSRBQTPQWi6AseL5XCuEEhlfImMN5py+CMOb8jmDprsXp3ZqTbYFFqzXGPaECnWhfJVvnRhVTA5tzIyMXtlePzc1ZHjn5/7+OzFVbEqnCmWiSrGtrFqC2HYf4PE2GuPjL768PDLDw+99PD1lx+98eqjNw/+avLQw1Ov3Dtz8N7Fw79ae/8Z4ekjyuHPDfNjxo1Fm1rqMmt9TnPAbfW7bH6XLehzRgBvFPCHAF8ICISAQDgMcImCaxj2VGSz6VQqEYtFIpGQz+fx+Tx+v9fv9wYCvr3wB9xBwBsKBfeyTSaTyWazEATBMIwgGIYR3M8UQ9erTIOhGyTFwhhdhLB0AeRIeGMJiy9g9QcdgZALiARCcSCSjMbS8Vg6GU/FIlEgEHS5PGazVa3RSRRqgVSxIpSsCCVrEqVYY9Q6fCZ/xBKMWfwhdyDk8wd9Pp/P6/a7XX6XPeCw+u0Wj8XIkfA5bW67w2axGo1mLktIFUahULuyLJufE89MC2YmhTOT/JlJ/sTN5fGRhauXxq5eGhm5Pj4/tWDQGaPhSLlcrtVqzWaz0+lwmWFzc3OPBNdR9Hq9O3U5W2/WG61Gs9Nqb3Z7W5v9QX9re2uwvTXY3d4Z9Lc2u71Bf+v2zu7WZr9Vo2twkS7GKoA9qhNZlick10+vnX5/8dMjG6feW/3sPcGFT3STQ27+PKASpK3actANpeNoMUfDIImAOFTmSFAYCkMghsIkSVar1VqtVqvVOBIkTVAMTlcJpkbW6lW2UWs2681mvdFg6/UaW2OqDFVlKLbGNOq1RqPR6W41O1u1Vo9iWxjNQjhdRKg8RKRLSKoIx/JgOFP0J7OeWMoZTjqBmNkV4Jo9rcmh0ltlaqNEqRfJtetC+ZpAtrwhnl/h35pdvjE+c/n6zbNXbpy4OPT+qQsXR6aNHqBM1RG2hdc7IFnjSEAUA1E/ksDxCo7/DInxQ4+PHXrs+muPXXvl0auvPDb06q9HDj568+DDN1/+5dRr980ffmT12NMcCf3cqGF9waGVuy06v8sS9Ng4EiGfKxryRYK+SNAHBP1A0B8OBblu4e5Ekc9n7ybh9br3guPBCfH6nD6/KxDwhUJBLtukUql0Ol2pVCqVCgyjKIoTBMWRYOh6lWlSJItidKmCpQtgJJMPJtLeWMIWAOzBkDMY9gQjfiAWCici4WQskowCoZDf53W6zEaTWqkSiSRr64KFlfWldcEiT7gikou0Rp3TbwnGbKGELRhxBACXz+/xeT0el8ft9DptXofFb7e4zQav1bRHwm62GPUmrcaoVptlSpNYrN9YVy0tymZnhNO3BJPj65Pj6+NjSxOji8PXbt0YmhgfnVqaXTYbLbFItFKpsCzbarU4ElyZ1O/3ORVch32nl2DZeo1t1hvtZqvb7vR7m5yE2zu7u9s7X+ze3hlsb232d7d3vv7yq9s7u5vtVpNG61iRLiaQeKDgMgEqgW11Sjt1XXfrumbyunlx0ideB9TSoE4es+mzQTdWzOBQicYgGoNwqIxWSjj8NxIURdVqNZZlORIkTZE0QdLY3SQaDZYjwbLVWpXmSNSqdJ2tciQanc1ao0vWmihVq2BUESJyFTxZgOI5MJopBZM5bzTjDCftgZjNHzXZvQarW2d2qvRWucYkVuiEMg1fovpnWeLM0NgHpy9++PklqcHGkSCbvSJG/xsk5j88IDh9RHLpw7VTb88cf3Xy2AsTbz158/VHpw//auLV+6Zef3Dlg+cEp49Ihk5oZm6YBStGmcCmV/rsRsBtBVz2oMcR9rvjIX8k6AsHvCG/LxjwAUF/JAwk4tFUMp7JpLLZ9N5MKZNJcUNYv9/r83m8XrfH43K7nS6Xw+m0Oxw2u8Nss5vsdqvDYfN4XMGgPxKJxOPxXC6Xz+dLJRCCEC5RcFmCpliaYgmyihB0CcZSJTCSyQHJtD+W8ISjLj9gc/tsLq/L7fd6ggFfMOT1euwWo1otFQpWlpbn5uampmdvzczfml1c5AklWpPW4TF5QyZ/xBJKOiIpqz/g9Pvdfp/H5/Z4XC6n1Wkx2E06h0HrMuldVhNXONlMZoPOqFEbhELlOl+xsiKdnxdM3lobv7k8dmNpdHjx5sjyyPDc1YvjF88NX7l4Y2piTiFW2iz2crEEwzBN081ms9frbW5u9nq9brfb6/W4N91ut3PXajWaXIrodbr93iaXInYG21yi+GkM+r0226lTDaJCljJoAij6HVm7MW3WxHTKhEGdtupzLmsx4ClHAlAiWsnESQQk0B8DqWBoBUNhLggcpWmaq4JYlq3V6kytimAwSmFElWQa1Uar3mj9LUUwDEXgKIpAJArVGXKz3dge9Dc3t7q9fqu9WW20CYZFCLqCkGWEKFTwTBlN5CvhVMEfzTqBhN0XtXrCNnfQ6vCarC6d0abSmmRKnUSuEUlVArGCJ5StrAtnF1bHJ+eGR29dGRq9cHXkg5NnPjpz4dinZ66MTbpCcZhpwFQdqzVwtonVGmiVhekqTNAVjARRoozgd3vAGZao1u8RX/lIO3HWPHtVdfM8//Ina2eOzn/86tTRp+eP/u7W6w9NHHxw4b2nhWfekg1/pp4e1q3Nm+RCu0G1RyLkdkQCnnjIHwl4Q34P4PMCPi9HIh6L/IRELpfhJk6JRCwQ8HEqOBJ3PNitNrvJajNarWa73epyOXw+DwAAkUgknU5ns9l8vlguV2AYxXGSIms0xVJkjSJrJFFFMaoMY9lSJZYrhFIZjoTTF7Q6PVaby2pz2W1up91lMxhMKoVCwFtbnJudvDVxc3xsbGx0bHxydmGRJxSrDGqbS+8KGLwhM5Cwh5O2QNARDLiDfk/Q6/G5nS6r02a0m3R2vcZp1DktRpfV5LBYrUbTHokNgXJ1VTI/L5iaWrs5tjQyPHfj+uzYyMKN6zNXL41dOn/92uUbM1PzKqnSYbODpTKCIDRNt1qtn5Do/rj2PHC9xL9FYmvQ3ew12w2mTqBUOY+mE1AkCAK+gs9V8LvLQACMhuBkAsmmsUIOK+VJrIJjFe4VxyAcg3AM4YIkMJqmuSzBsmy1ytJMDcYxlMK4HaR6k220fiyZ2CpNkwSOoghIohBLE90mO+i1O51Oq9VqNBpMrUqQNIoREIyXKlgZwgsVPFOEE9lyKJb3htNuf9zpC1vsHpPVpTfZNXqLXKWXyDVCiZIvkm8IpGs88eIKb2p2aXR8+trwzYtXhs9dvPbpqXOfnr3w9ocff3jyFE+mzFYQnG3ibAOrNbBaHWFqHAkIp0CUAFHiZ0i4+XMRNS9lkAaVG7a1ac3UVdHl48snDq79/sXpI4/fPPjw/LGnBefelo18rpoeUi1PWuRCh14VsJvCblvI7Qh7nDG/JxEORALe8I8kwgF/LATEY5FkIpZOJ/c6ij0S8Xg0GPQHAj4uUXApwm632mwWm9VotRgsZqPVYrLbLC6n3efxBnz+WCSaiMXTyUwhVwRLFQRCcZQicYbEKYKgCIJCMQJE0BwIJoqFaC7rj8fc4ZDD5zPbHUaTRa836jR6g0arlYoVvHX+wtzCrfFbo8Njw9dv3LgxfGN0cnZhfp0vVOgUZrva5tE4gwZ/1BKM2UMhZwhwhQIewLdHwmbWmXUqi15tM+rsJr3NZLYYjHqtQasxisQKnlCxvi5ZWhJOT6+Ojy+NDM8OD02P3pi7cX3q+tWbVy8N37g+tji/pFOpPS43BFa4CWy73ebqpbsx/MTDnblms9lut7vd7ubm5t0t+M+u3S92tnf7/a3OZrvRqtFNAmcRiK2AdLFAFwtMqcSAIANVqijM4AiNIzhWwfAK94rhEIZDGIZgGILjKEnieyRqtRrD1Ci6CuMESpNEjaEbbK3ZqDUbbKPGbRvTFEFhMIFUKBSqkWizSrbr1Xa9WmertSpN0yRBECiKwjBagZBiCSoUoUy2FEvmQtGMF4i7fRGnJ2Syukxmu95gUWsMcoVGLFEIRTK+QLK+IVxd4y8srk5OzY2MTly9duPCxatnz1367PPTn58+9c6x9w4efuPy0HW3P4DTDF6t4gzL1UUIyewNuLitup+SKPrseDxIpaNQ2JuyG/zyDf3sdfGV46Izby69/+z0279Z+vB5/tl3JMMnFZNXVcuTVoXIaVAHHeaIxx72OCNeVzzgTYeDYb8n5HMHvZ6g1xPy+6JAMBYNJ+LRdDq511FwEyeOBAAEgkG/3+/lSDgcNpvNYrWaLWa92aQzGnRGg85k1FvMRrvV5rQ7Aj4/EAhGw7FUIp3PFspFkBuBYAiOowSOkyhGwAhWrEDZcjlRLAQScX8k4vL5LQ6nwWBSqTRyqUIulij5G9LVxY3Z6fmbo1MjwzdvDI2N3hi9OXZrZn5hdYMnVYt1JpnBqbB6NW7A4A/bwmFnJOSKBF0hn8vvtjstVoveYtQYNQqTVmnSqsw6tUmnN+n0eq1BpzNIZSqRTCkUyTc2pEtL/Onp1fGx+dEbM7fGFyfG58ZHp26O3pq6Nc3f4NlMxhAQQCCYIAiWZTudDtc//LP88K9JbP3c6g+2dr7a3f5yZ3t3MBj0B73uVru91Wj2640uU+0y1TbNtGmmQdMsTbE0VWUogkQIEv4xEIJECALjgqIIhmG43rpardJ0laQYhCBRmuZIVBv1aqNeZRmmRtMUQZEohcEkClFohUIrDA5XCaTBECyD12iMIREKg3EM4XYAc5l8OpVPxDORaCoIxLzeiMsFOJw+q81ltjgMRqtGa1QotRKpUiiSCYTS9Q3hyipvfmGFI3Hl6vD5C1fOnj1/8sQnJ098/P6xdw6+/vIHHxwTCHjZfA6jSIyiUXpv95oBCZqLnyFRA4sdHOnSZA2uoOlEzmPzSlf005eUQ8cFpw6t/f7F9ROv8s8fFV77RDl1Tb82a1OKXUYN4LREPPaoxxX1uBJBXyYChHxuwOsKut1BtxvweSPBQDwcisciHAkuUWSzaW5fIhaLhMMAAAQCAR9Hwm63Wq1ms9loMmoNerVOq9aolRq1UqtR6bU6o97gtDvcTpffGwgDkWQ8lcvkS4UKWIKxCorCGIriKEYgKF6GkQIE5UAwkkqFEgl/KOzweM1mq1qtlYplUr5QtrYiXJxenRqfHbs+cf3q2PWrN28Mj46OTk3Pzy2vrQrlPKVWqLaI9Ha51adxB2zhsCMMOEJ+e8Bt9zgsNqPRoDZoFXqVTKeU6pQynVKmU6n1ao1RY9BrDUqVRqHRKlU6uUIjEivW1yWLCxtzs6sry4KVZd7K0vry4srG2rpapQh4nOlUDMcQiqIajUav1+Nmr71er/P3a89Dq9X6d0ls7e70d7b7O9tb24Otra1Bf4vbx+i3OpvNdq/RatcbzRrXCTMMQ5EUStDInaBQgkJJEidJnKIImv7buIlhGIpicIJCaRqpMnidpRsNps7SbI2p0RRDEjhM4DCFwRQOkQhIVko4mENLmSoG0hhIoWUKLZMISCIgAYM4DOXTmUwqm0qkY5FkGIgF/BGvB/C4gza722J1Gk02rc6kVOmkMpVILBeKZHskbk3O3hgZ/5HE2VOffvjZR0c/fu/wmwcPHHrtwKXzp6wWA46jGIEjBAkTNEzQFZIBKQYka5W/763vkNhqNHd6vZ1ev1tv1nGCyKWzLmNAsmiZOa+5/qHk3BHJuSOiS8ckQ59opq+Z+fN2lYgjEfU6oh5XzOtOAv5MBAC8rqDHGXC5Ai5X0OsJB/x3SKQSe7XT3SQikVA4DASDfo6EzWYxm40mk8GgV+u0SrVKoZBL5TKJXCZRyORKucKoN1hMZofN6fP4ORXZdKGQK8MlCK4gKIxhGIFiRAXFSghShOFELhfPZiOJZBAIO51ug8GkkasVIpF4eV4wd2tpYnRy+MrNK5eGr1wcvnrl+vXrk1MzM4srSzIllHMAACAASURBVDzJikSxJtVtqExio0vp8JqDgBnwWwIei9dhtJv1Ro1aI1MqxBq5WCMXq2VilVSkliu0SpVBrTfojHqjQW82mS02s8VmNNnUGqNMqhaLFCqlXqXUqRRqpVyhUSsddnMqHgLLOYrEuX3rzc3NvXnrP3po/bj+XRK9wVZ3e6s32OoNtvpb21tb24P+9qC/vdXp99ubvWa33exwxX+1WmUYiqQxkkHvBI2RNEZRBOeBYe4aN9E0SdIYTmIMg9aqeJ0lmw26wVK1KsWQBIWjCIihFQqHGBymYRAr5cFsvJiKQPk4lI/CuShcSCD5BFJMI4UsVMwV0+l8OpNLpFLRZDyUCAWjIV8k4A2bTXajyabTm1VqvUyuFonlfIGExxcvLa8vLK5OzyyM3Zy8NjRy4eLV02cunPr85JnfHzv53sFjb7z4xoGnXnz68cOvvbgwe6uQT6MojOIYjBMgQf2NBMVCVPWnJL68/Yevv/r2i9vfDPq7m61el6GZbAx06wKCccvU56or7ykuHVVcP64aO2WYv2ETLDiUIo9RG3JZYz5nzOuO+zxJwJ+NhsIeV8j9dyRiISAWDf+EBDduisUi0WiYI+HzeZxOO0fCaNTrdSqdSq6Wy+RikVQokAj4UqFIJhLrVGqjVmc1WNw2F+ANxkOxTDybTxWgYqVShhAIxTACw0kYJ0AMK6NotlzOlEqpXD6eSAWDIYfDZdaZ9EqlkrcqW5lZnxmfHbt+a+jq6NCVkaFrw8PDk1Mz0wvL82vCRaF0SahalesFOrvU7tb5fHqf2+Bx6B1mrVmv0silMoFYtKGWiZQSgUIskIv4ColUo1ByJCw2q9Vl8/i8/gDgDwBuT8BmdZlNdrfL73Z73U6X02Fzu2zhkK9cSJIEzNB39q37/f4/krg7P3Cr0Wo2Wj+eo+tv9gdbW9uDwc725lb/H6O71d/c3e7e3t7c3e7vbA+2d7cGO4Ot24Ot2/3e9mZ30Otsdtu9drN15+RFvUYxOFHFuKAYnGJwiiEphmQYqlqlf5w11WiaJnEKxQiMrqFsnWjUyWaDqtfJKkPSBE5iMFRCEZAmYAaHaaSEFNPFRDgd8iQC9kTQlgra0yFXNuzORny5aDAXC6dCwTgAxP1A2BcAPAG/y+ez+zx2r0ZtUKp0MrlaLFHw+OK1dcHyysbi0trU9PzErRmuizh3/vLJz858/PuTH3/04cdHXvno0DNHXvjNa888+vwTDz37mwc/++Q9s0GNoCCMIhCGcyQqFAvSjZ8n8e2ffvjTd3/5wzd/vr379ReD27e7vS4OMalATLXqWLiquPah8uox3ehJ09R5++KwgzfjVol/QiIVCmSjoZDb+TcSbnfI74uFgEQknE4lMulkLpvmIpVKxONR7gRHJBICgABHwmo1m0wGg0Gn0yp1KrlSKpEKBWI+T8TbEPH4Yr5ALVfoVGqz3uC02gJufzQYSUWT2UQGzJcrZRCGYQzDMJzkVEAYXgArBbBSKJYz2XwslvD5AjaL3aIzmBUyvZAnXV1cm5maGx+bujkyMT42Pj4+OTUzNb80t8Zb4IkXBJJlqZqvM0stTo3Ho3W7tU671mZVGXRypUws4ol4ayqpSCEWyIQ8mUAgF4vUcoVWrTHqDXanw+31AKFINJaIxZPhSCwYiHi9/mg0Ho1GI2EgBPhCgC+VjKBQvlYlGIaq1+t7m3R3k2i3m1z7wG0Gc9Fs/hskNrf6g9u7W1/sDm7vDm7vbu/c3t65vbNze2fn9tbmztbmoN/b2uz2uaal3W63Ok2KIYkqzsWeB4ohq1W6VmNYtsqy1SrXHGM4iqIEUyVqNapepxsciRpGkRiBg2AJRUAGh1kCYuASmksUI96M3xa2yMMWadQmj9kVCacq5dakPfqMxxS2qUNWTdCk9hvUXp3SrVG6VCqHSqkRCVUigZy/IV5b4S8trM3NLE9Pzk9NTI0M3xy+NnL54uVzp8+d+OTT4+9//O47H731+tv7f/3BgccOP/Xgwd/d/8qTDz79yC+OvPLs/NQYBpURBKqgGITfIVGhGhBd/xkS33zz7ddff/PVV1/94auv//jV13/Y3tpp1vpEBYu4siaJlzdhmbpgnbrgnb8SXr0e5I2HTQrAbox77RnAk4sGs5FACvAmAu6I1xV02nw2i89pC/s9yQiQioaSESAZjSSjkVQsmopF0/FYKhlPJePpVCIcCobu6rDdbqfDZXc67VaLyaDXKhUyoYC3trq8vLSwtDi/vLQgFgkkYqFcJtFqVBaT2eNyh4FQPBbJ/jjkLRbzIAhyR5cRDC1XwBJYLpXAfL6YSmXC4ajfF/I5vXad0aRQKgVC8QZfsLq+urg0PTk1Nja+sLg8t7KyxBeuSWXLIvEsj7cskQj1BpnFKjVbpAaTRKOXqbRyhUopV6jlCoVIpJXLVRKJcG2Nv7aqkIvNFr3DYfN4fMFAJJnIFvIgWEbAMlIqlPPZQi6TzecypVy2UszB5QIGl3CkjKFgt9vu9bv9webWdr8/2OzdObfRbLUarTbbbjXaLXYvWm222az/i4nTnXqp3+eGub1eb3Orv8dmZ2dnd3f39u3bX3zxxfb2Lidwr6HvdDqtTptiaLLKMI1qtVmrtdhqs1ZlGbpKVas0w1AkiWM4hCIgApdhqARDJZrCGJqsVmnuiAdOMwhBoxiFIBgCVwgYrKOVDlZulJNIxJV3qgs2cd7Cy5rWk7rFqHo6pLgVkN70S8ZC0nFAMuEXjrnXR+zL183z1wzTVzVTV5VT12RTV8UTlwRj5zdunFkd+nzpyomFy5+OfvLO8O/fuvbBGxffe+3skQMnDz33yStPffryk+8/dd+xffceffLeN39376EnHzj01KOvP/ub1/Y/qZIKy6UCguIlCCWqDYRhK0QNxKsQVYUoBqarCFNDqyxaZe/59ttvv/nmm2/+8NUfv/n6u2/+8M0XO7vtZp/BiGQo79L7xUvW+SH7zCX/wuXYyrXQxs2IUcaRyIa8HIl0yJcMevZIBBx/RyIViaQikXQ0mo5G0/FYOh5LJmLJROxnSThcdqvFZDToVEq5SMjfWF9dWV5cXlpYXloQCfkSsVAmFatVCpNR73Y5gKA/Ggml0rF0Jp7lGotysVIpwzCMIAi32w2CULFYzmRy8XgSCEYDvpDL4rDoTFq5Wi6SSQUS3jp/cXF5anp2YXF5bml5aWNjVSxaFPBn1lbnBTyeSqWw2ZUWh9xglemMcpVeIdcoZEqVVKkQSTQyhVIs5q8t89eWlQqJ1WZweew+LxAC4qlkvliAKiBaAVGwVCkVysV8oVTMQ6UiAhZxGCRRiMYRikT/30jsRY17869JcCo4EpyKvS3w7e2/kbh9+/begcKfkKCZGlVjmfqdiWq1UWdqNF2lGIaiKAInYAQFYagIVQpcMCRSpdAqw5mpkRSDEDSCkgiCIRBMQWADKXXhQrMQRQFbySYrW/igeblkmM9rp9LK8bh0OCq5GhFedi6cdM2dsE9/ap74SD/ykXrofeXl9ySX3hNd/GDj4rGNc+8tn3l76bMjs5++MfXxwVsfvzb50Wvjx18bOfbS0DvPXzr89NnXnjj18uOfv/ir4/t++eGTvzj2u1+8/cQv3vzd/Yf3PXLo2d8cfO7JhVs3Y6EABEEQjOJ0DcJpEK8iDHtnP5uu7qm45/vvv//uu++++/ZPf/7Tdz/86ds/ff3FV5vdLZZmS2kk5IhrBJ61Cef8Nf/itdjqcJg/ETXJQw5TwufIhrz5GJCLBu8m4bWaORKJcDAVDSXCQY4EF1zGiMci8Vjkn5GwWc0mo16jVkolIj5vfX1thVMhFPBEQr5UIlIqZAa91mG3+rzuEBCIJ8KJZIQ7T1Us5kGwxJ2G+nGhlQp8R0UsHQ0ngp6Ax+ay6s1GjUGv0qkUapFIsrbOW1penVtaXlhbWxLw53kbk8tLM2uryxKJ2ulS21wqi01tsCjUBoVcI5cq5CKZTCBSSWRyoZC3usRbXVIpJQ6n2R9wB/zhSDiZThVKRRiGcAQmYBiFIKRSqUAQiCIQjiEUiTM0XquSNZbq9NqdH+uf/mCr19/s9LqtTnNvJ/hOtGo/vv/59vruRLFH4u6DIdyBwj0S3BUljsSdY7adTqvTZqosU2/cubbVbNTqLDdBIkkcx1EUAStgASznwHKuAuahSoEm4CqFMjTJMBRNVwmShnEKRggYRjEIpsASCxUapXQ17Uf8pqJVDJrWQeNSSTeXV0+m5TcT0uGo6EpMcNk9f9I9e8Ix9all/CPDjY80195XX3pPdvE90YX3+Bfe5Z19d/X0kaUTh+c+eX3m49cmP3516vgr4x+8PPLuC0NvPXvp0JNnX3n81IFHP3vhkb+R+O29HInDzzx26Lknzp/4yGrQlgpFnKBwulaCsTJOYbVGhaQrJL0HA2Fq9/z1r3/94Ycffvjz93/5/of/+f2fv//mmz9sb+222DZaolJAzqL0i2bdy8O+5eHo+o2IaCpqUYWd5qTfmQv78jEgHwMyYX8K8IY9zoDD6rWa/XYrRyIZARLhYDoa3SORiIQTkXA0EopGQv+ChMVs1Os0SoVMLBLwNtbWVpdXlhf5vHUBf0Mk5MukYq1GZTEbXU67z+sOhf2RaDAWi3DH0ffKJ+TOwvZUZDPFdDKXCMcj/pDP6fXY3U67y251GAwmlVrL4wuX1tYX19dXBYIF3sbk8tLk8tLcBk/ndGsdHq3dqTPb1XqTSqmTSxUyoVTKFyrFYqlgY31pfm15TqkQOx3mQNADAOFoJLVHAkMpDKUw7s4HQZAkyXBn4Bpsq1lvtRqdXvfnSLQbLU5Fs9GqN5t3XvfWz5LgHvG7a6c9FXt/tqdijwR3hoprYNrdTo1t1Jot7hpjo9XcI4FhCAxXwHK+kE/nc8lCPlUuZStgnsIhmoBpiqBpkhvLQhgJwXilAqMVkAJL1VKayUXwqLPi0ZcsItC4BhoWy5rZgupWRjaSEA3FBJejGxdDq+fCK2eDC2e8M585b52wjn1iHv7YMHRcfe244tqH0svHRBeO8s++s3b6yMrnh5dOHJ58/6XxYy+OHt1/9c2nLx184szLj5164ZET+x86vu+XH+y7993f3XuHxFMPcSROvP+OUiLIZlIUQ1M1tozgZZyCqCpIUCBB7cGA6eo9/+uv//OvP/zlL9//8Ncf/vJ//+WHv3z77Tc7g912s0vCtXyi6DECsmX36phnZTjMG4tK5/dI5CP+QjyUjwFc7XQ3iZDP/Y8kkuFwLAREgSCH4Z+RsNssXKLQalRymYQrn1ZXlngba7yNNQF/QywScInCZjU7HTaf3xUIekKhYCwWSaeT+Xy2VCrdaSpgGEEwTgUIQsVCpZArF9L5dCwVA6KRQDgMRELBsNfrtztcCqWaL5asCYU8iWRVLJpbX5taWZ5d39DanTqHy+BwG20uvdmm1RiVcpVCLJfyhXKhULi+sjQ7tTg3KRVt2C1ar8cBAOFwJJlI5vKFCljBUIzCCYYgaYquUnSVqbJso95sNluddrfb7W72Wr1up7/VG2xvbu/0Btud/lart9nodGvNVq3Z4F7rjTuv9Wbjn5HgHvG9p5xLDncnirtJcIv7yt3tRLvbaTTb9Xan1WlzLGt1liuZYAgEy8VcNplKRjPJSD4TB4sZGMyTWIXCIYrEKYogSRrFCBghKhAGghBaAclykcon8LgfCphKdmXRLAT1q6B2vqyaycvHM5IbCcG1GO9SbP1ccPGzwNxn3umTrlufWEc+Ml0/brjygfbyMfnFo9KL74jPvyU4c3j95KGlT19b+P0r8x+/OnnshfH39o+8/fS1w/suvfqbMwd+9flzD5587sGfkDiy76E3n3nsjed+e/6TD+T89UQkTFEUW29COMVdzwBRgjslDuEUTNAIyfwdif/1w/fff/vHr7a3d1qNNl6pFhJFnzWoWnesjTuXh0OCiahyKWZVR1yWVMBViAaKiXAhHspFg5mwP+xx+u0Wj8Xks1lCPnc8FEiEg/FQgCORDIcToVAUCIYD/mDAFwz4/hkJh91qt1m4jkKtUkjEQi5RrK+trK+t8DbWhAKeTCrWqJVGg85qMbncNo/X4fd7w2EgkYhls+lCoVAqlcrlMgiCEITAMMolinIJLhYqpUK5kM5n4ulkPJVOZlKpTCyWAEIRi8Op0uklKpVMo5GoVKti0QJvY563oTJZtVaHweE2O9xmu8tgNGvVOpVCKRHwpXz+xvLC9PjI5PiNjdUFvUZqNxv8/mAQiEVj6XSmWCzBEEzgBENSNe7aU41t1ButVrvLzYs2t/qt3ubPkqg2mj8bjdY/JXH3D/8/qtirnfZU3F077W2Zt9rdZrfX7nba3U6z3eJIkCQOlouFfDaVjEYjwXgkkElGSvkUVM4RKEiiEElgBIHhBIWgeAXCKhUYLJVRsEiWcmQmgoQcJacmbxYXjbyKdglUz4LKyYL0ZkZ4Pcm/HF87F1s965/91Df9e/fEx/bR49ahDwxX39NffFd9/h3ZuSPSs2+KTh3aOPna6icvL310YP6D52fff2Hy6LM333l25MhTVw/99sLLj51+/uHPnn3g02fu//Cp+47tu//ok/e+9cS9bz3BkXj0jed+O3LuhGhtwe+ywxBI0VUYpyCczlaQMoJzh532VNzz1x/+8sOfv//+uz//8Ofvf/jz999984cvtra2mvUaXCaysbzXFlBtWNcmrMujQdFkXLses2mibms66C5EA6VkpJgIcyRCbse/JhEHgEgwEPL7/D6P3+f5ZyScDhunwmI26rRquUwi4G+srS5zsb62wuetc4lCp1UbDTq7w+x0Wbkzsz8minyxWOReuRoKghCORKkIVcpQMV/iTl0VcsVCoZTJ5OKJVDAStbncOpNZZ7FozWaJSrUhFq+IhAqtUW2wGG1Om8vrcHqtNofJYNZptBIBX8znrS7Mjt+4Njp0eXFmXC5aN6gVXrfP7wuFgFg8ls5lSxUQxVCKJKo0U2eqjRrbqjda9XaHk9Dpb92ZpW5tbw12+lvbvc09Eu1qo838fVQb7Uaz/a9J/CRRcEcJ/7F24tZP2olut9vpbna6m93NXqfXbbVaLMvSNEmSeKmYz2ZSiQgQDngjgDcZA0rZJFzK4TBIIBUCR3EcxXASRjAuRZSLJY4EngqVfeacWZo38kuG9YpmsaKaAeW3CuKxrPB6cuNSYu1cbOVMYPbTwNTvvRMfu0Y/sl37wHTlPcOFd7Xn31GcPSw9fUj8+UHBiVc2fn9g5aMXFz/YP/f+/sl3nhp/66mRN564evCxCy/96vT+B04+c/8nT9/34b4H3tv34NHf3b9H4sjTj7757ONj50+sztw0qxWZRBQEwWIFgQmmjBAlGCsjePnHdAHh1D0//Pn7P//pTnv9/Xd//uMfvtndGvSaLAWW4Ews7bN6VDzj2qR55aZfMhMzCGI23U9IcO3E3SQAr+tuEulolCMRDvgBn9fndfu87n9BglPBTWMVcqmAv7G+trK6srS6srS2uryxvioS8uUyiUatNOi1VpvR7jC73c5AwBeNhlOpRC6XKxQK2WyWO0wOglClAoMgxJGAQJibiuazhVIJLJcruXwxncklMllPIGhxOK1Ol9npVBkMQrmcJ5FIVVqVzmi0Omwut8vttTsdFovFaNBJBHwxf315bmrk2qWhS2fmJm6I1xc1EqHX6fK6fUF/OBqOZVL5crmCIiSBMzTF0ky9Wmuy9Xa93Wl2e+3NPkeCe7K3BjtbW9u9za1Od7PR6TL1Fhf036LN1Fv/+yT2KqJ/JHF3otgjcSdR9PrdXv8fSRTy2XQqEQsFAJ87FHAnosFiJgGXchhUxtAKhiE4jnPHzMAKWi5XwEIRK+WpYhpPBkpufcYkzOk2yoZVSDUHKafKsomCZCTLv5rauBBfPRtbOeOdOO6++YHzxvvWa0eNl97WnXtLffqI8vNDkhMvC0+8xP/kxfWP9i+//+z8u0/NvvPU9Dv7br29b/zI70beeOLaq78+f+CR0/sfOPH0fb9/6t73n/o7Em/te/Dtpx9565lfj5w6vjB6WSVcD/k9qVQqmyugJAMTTAnGOBV7ueKencH2F7u3v/n6j3/643fffvvd119+tTPYHvS6LIVjxUzab/dpxRbRooU3bRdMO8ULQbMq5DDt9RK5aDAFeGM+p99u8dstfrs14LAFPc5IwJsIB9OxcCYWS0UicQAI+3zcOVnuQkUw4Av8/ZUJp9vhdDu8Hpfb5XC7HB630+1yWMxGhVzK563zNtb2pk8ry4u8jTWJWKiQSy1Wg81ucjrtPp8nFArG49FUKpXJZPL5fD6fLxRKeyqgCgZDOFdH/TgFgkEQKoNQGYTSmVwimQ7F4t4gYHO5DRarxmBUanVKrcFqc3m8QY/X7/b4XB63yWSSy6UC/sbi7NSt0evjN65NDF+eunF1ZXpMuraikkhMOr3P6Y0CoUQ4nowncpl8sVjGMIIgKO7uOFNlmSpL1VimyrZarW6ntdXvbW9v727vcPeH2t0O9x+60GyTYFicYnGKxZk6Wa3XG61Go9FqtfZI3N1I/GT0tJcr9o547M1qd+5ad3+R28jjbvY1m02SJKFKuVjI5dOpTCKejIZioUA85E9FgWwiUkjHoVIeqhRRFP4bCRAqlUpoBcRKeSwbR+M+xG8q2SRF/XpeNQepZyHFZFk6nhcOpzcux1fPxhZPRRc+C0x+5B3/wDH8runyW4Zzb+rOvKE9fVh9+rD8s1clJw+IPn1h/aP9Kx88N//uUzNv75t6+8kbrz82fPDxq688dunAr848//Bnz9z/6VP3Hd933ztP3Hd030NvPXH/4cd/eejX//XyI/9x5MkHTr35wsS5j1fGryg2lqwGTSQMgBUYxqkihObLUAGEuShWkGIFuWd7a3B7Z/frL//wzdd//Prrb3Z3v+j3NjutdpXEkHI+G/EFLWqXasMmWbSJ522SxYBJGbQZuH2JvSFsIuD+P0XC7XJwiYKDYbWY1CqFSMjfG8guLc6vLC9yuUImFZvMOovVYLdbPR4XAARisUgymUyn09yVo0KhVCyWy+UKCEJQBYMqGIdhr5qqVGCwApdBKJsrpDO5aDIVCEdcPr/V6TJabQajWac3O5xenz/o9QU8Pq/b67FYTEqlnM9bnZu9NX7j2s2hi2NXzo9dOTs7cnVjdlK+sa6XyV1GU8DlCvt8sRCQScTz2RwEViAIQlEUJwmCpEmaIkiaJMlGlWmzTLfJ9jvNrW6n1223Ww0uDzSa7RrbIqt1gq4TdJ1kGlStwdabHIlOp/N/hMRPvrWzc3t7e3cwGPR6vUajQZIkDIGlYj6fTmWTiVQsnIgAyUgwHQvlktEfSZQRBMEwDMUICEa5RgKDKkQ5h2eiaNSNePVlq7CgWy0q5yqqmYr8Vlk6lhcOpXkX46tnY4ufR+ZP+m8d99x83379qPHSYf3ZQ9rThzSn3tCcel128hXJpy8KP3l+48Pnlt9/dv7ovum3npw88uTwwceHXvvNlZd/ff7Ao6f3P3TymQc+2Xfv8X0PvPXE/W/ve/it3z7AkXj14f/r7d/dd/rN58fPfLA+flW1sWBSSwGft1guVVAsV4ZypUquVMmXIS4KIHzPoL+1M9i+vfPFF7tf7uzc3tzcajbbbLVGkTgGlcuZWDLoCNnVHp3QqVy1yVa8BoXfcqd2ykWDe7t13I3ku0kkI8D/BxLcxImbJrldDofdqtdpuPKJ27lbXJhbWpxfW13m89ZFQr5OrzIYNRaLyem0+/3eSCSUSCS4RJHNZnO5wt9UlJEKiFYgZC/ACrwXxRKYL5TSmVw8kQqFoz5/0OX2Opxuq9Xu9fpDoUgwGPIF/F6/z+awarVqAX9tfm5yYmRo7NqFGxfPDJ/7bOLy2cWxIf78tHx91SiXOvVar9kEuBzxgC8djZYymXI+VwFLMFxBURTDEBRFUQSqYXAdh5oU3qlSbZZps0yzSjWqTLvZajQatVqdZmoUfafoqrGt+v8/JO66YbEzGOxwP4v1GkviBFoBK8VCIZPOp1O5ZCwTj+Ri4UIiWkrFi5lEpfj/kPZWsZGlW75nvc29I02P+l7pXg1098ydrlNVmYZM22nGNDMzMzMzhO0wc5jtCDuYYUfsYGYOMzNn1TlHI400L/MwDzvL5VPQ093z6ZNlh+wHh/Yv1vovVJuMeijqbbHuQEiYDMZ9q2nfqNlXinaEDDNry0BC6DBTOhTciBz+6jUttcnm6sXTNYKJCt5YCWsgh96TTW5LxzYkbtXEI6viNysSNivjVkujVkrCFwvD5vKCJ7IDR9L9hlL9BpJ9O+I822K9GqM9ayPcK0NcSwOdi/w/5Po5pXp/TA1wSfb5mORpn+jxLs71uwz/jzWpof2V2fP9zVvzY+jVeTqZoFKpjCaLQqPXaI2vV6szaXWmb+5v7x7u7h/vnx4enm5v7y8urk5Ozg4Ojvb39/d2LTsmjUktVgkYQjoawC7TUAgAt8kmoqE4rFLAeaUCpJFBGplDJXPpVC6LLuKyZUKeUiL8tyJBJhGIBByRgKOQiQw6lU6jEAk49DZqaXFhYX4WQmJ8bASiYmF+Fola29rewOEwFAoJMhQikQiiQqFQKJVqtVqr0eh0OoNeZzboLZCbBGEAgWG22MwWG2QroJooqUwhEkv5AhGPJwCYbAFPKBFJ+Xw+yOOCPA6dScMR0OsbS7Mz4/DB7qGelr7Wuu66ir7GytGOxum+zqURGHJuArcyT9hYoWKQHDJRCDDUYoFGLjZqVVA9nM1qtJiNVpP2wKQ+MalOLLozm+F8z3K+v3NxsHt2uHd1dgp18x8eHh8cHB0enZ0cX5yenp+dnZ2fn0OzC6B68rd5iX8TEr/6/Z//6unu7uHm6vri7Pz48GjXtmMzGc16nU6l1KmUOqVMq5Dq5RKDQmpUyvQqmUmnNei17w2g7QAAIABJREFURqPRZDJ9fT/NVovJfLRrPTRq95VCG49ioiN1hHktelyHGtZvDOjXezUrHQpEi2S2TjhZyRsr4Y4WM/qyqN3phNYUdF08sip2oyJ6vTxmvTxmuThisTBkIT9kOjtoLDNgKNWvP8mnJ8m3LdarKcarPsqzKsy9LMi1MOBTnq9Tlq9zopdjsp9Los+HBC/7RI938a7fZgV8qE8N6a/IWOhv3JoZ3pibwKLWhUK+WqOTKNRqjUGtMbyl4pvb67vb67ubm7vr69vLi9vTs6uj4/ODw+Ojk+Pj48Ojw539HYNFK1YKGTzaNoBfA4gokIwV0IkSgCrjshR8tlLAUQo4EBIgjcKlU3kA4/8nElDzEORBQQHZleVFxMLc9NTE+NjI6Mjw2Cgc8qBW1xbXN5a3tpAEAg4yFAKBQCwWS6VSmUwmlyuVSrVKpdFodFqNUac16Q0mrdGkM5n1ZovBYjVabRbrztePN7MVogJyouRypUymEPJFcqlCKVeIxWK+UMAX8gAOi0TBY3Go1ZWF2Sn49EjfaE/bYGvtcGvdVHfLZFfz/EDn6ugAcgqOmp3ALs9RkessPFoKMpUi0KCQWg2aXbPeZtZZDFqTVr6nkRxoJYda2ZFOfmLSnFr15zvm813bxcHuyf7O0c7Owc7u3s7u/v7h8eEJ1PZ8dva1pgOq1/j3IfFbHr7+/u3D7fXd5fnFydHx0d7+ntVmMxmtRoNBpTKq1RaNyqJRWTRKi0ZpVisMarlRq9HrNDqdTq/XG4xmk9lqtVp3bJazvZ1js35fKbRwiXrKqg47rd0e0W0O6db7NavdyuU26UKTcKaGN1HOGS1ijxSSu9MJHSno5kRUbex6ZfRKWcRKadRySSSiIHQhP2QmJ3gy8zM81R+W7Nub4NMV79sS7dUY5VUb4VkZ6lEc6Jbn/ynH1zndxynO0zHexyneyyHe0y7R412C25+yP39sTAvtr0ib661bn+hdmhzcWF5g0KliiUwkk0OWQasz6fRmnd6sN1i+ubq4vrq4vry8vry8Pr+4OTu/Pju/Pj27uLi8vrg6v7g8OT3d3bdpDUq+jEcVMHA8GpZPIwjoRBGTLGbTpSBTxmXJuCwunfIWCTGPIxfx/x1I0KhkEhGPx2GIBByVQoJCT3gcZnVlaRExPz01MTYKhw8PwocHR0eGx8dGEIuzyysLGxtrGMw2mUxksRg8Hk8gEEgkEolE8rMPpVapNGqVXq0xaHUGjcGoNZogJEy2Hatt17azB/lRBqNZbzBpdQaNVq/R6DQqrUqq1Kt0WrVGJpOJRAKRRMjls+lMCpmC29paWVmcXJoZmRvpnehumexqXujvnOpsWuhrXR7sXBnuXRnpW58cxiCmSBtLIBkrZJFVQtCokli1KpNWqVNKtTKeScKxigGrGLBKQJuCv6eRHBlUx2b9kUV/YDbsmww7RuOO2bRjte3v7h3uH7xF4ubm5m0o6d+BxK94eHh4uLu5v768OTs5Pdw/2Lft7FqsO2aTzWQ0aTRmrXZHr9016HYN2h29BvovDBq1VgvJNq1ObzSaLDabbW/Xdnm4f2bRHSj5ZpCgJy1r0JM6FFyHhKnWutUrXYqlVsl8vWC6GhwvY48UsobziZ2puLakrcb4terIlbKIpZKwxaLwxaLw+bzg2dygqazAkbSAwRS/3gSfzjiftlifxiivukivqjDP0mCPgs9u2X6fMrydUr2do9wdY32c4zwd4zzeQ0jkBDg2pYcMV2XOdFYsDbUvjvYtz46jt1EAhy2SyQ1Gq8FoNZpsRpPNZN4xmXe+uTq9vDi7PD+/vLi4uri8vby6u7x9uLq7v3l4vL2/ub27vLw4Pj6wWAxSjYwt59PEAEnEJIuYZCGDJGBShCyqCKCJABqXTuHSKVw6lceg8dlMCAmVVPTvkNdQ9pqAx5JJBAqZSCTgcFj02uoyhMToyPDQ4MAgrH94CDYCH5qdm1xAzKyuLm9tIYlEPINBA0GQz+eLRCKxWCyRyH6hQqlTqnQarV6tN2gMRp3JbLTazDu7tp29nd39rw6V0WwwmPR6o15v1OkMeq1Br9JZ9GaDTq9QKCQSkUQmFoi4LDadTMFtb6+uLU+vLUwsTsBm+jtm+9oXYV0L3c1L/S0rsLbFgXZEf9vSUOfm5BB6YZKCXGLgNgRMkkIIaKR8pYQn4QMSDk3BxKsYWCUdo2TitRyyUcCySHk2pXhXq7RpVBaN0qRVmbVaq9GwazHv2nYgJM7Pz/+opuNfj8Rvebi/v7+9vrs8vzo5Ot7f3du1WHfMlh2zacdsMmk0Vr1+z6g/MBsPzIY9o25Xp7FolDqtWqNRqdVqlUat0eohJPb3dq6PDy5shn0Fz8TB64hLmu0JLXJIh4QpV7vkyx0SRLNwvo47XQWMl7JGChjDObiORHRrwmZD7Ep1xGJp+HxRyFxh6Fxh6ExO8HR20ERGIDzVfyDJpyfeuz3GqyXaqz7CqzbcuzzUqzjYMzfALdPXNc3LOcnLJdLNIdrrY6yHwysSuZ8/NGeEjtbmjLcUz/bWI0Z6EVMjy0vzZCpFLFdYrHsW657Vtg9d287BN5cnF+enF2dnF+fnl5dXNze393f3z3dPz4/PT4/PT/f3t1fXZ8dHuzazRq8WqSWgFGRKOAwRQBMwKXwGmcck8+lUPvNfhQQfAHhsgM/5BQnO386tYTBoAItBo5JffScSiYDHYzGY7bW1taXFhempiRH40PBA/1B/3/BA/8hg/9zUOGJucm1pYQu1TiRgGHQqyAH4XJ5QKBSJRGKxVCqVS2UKuUKlUGqVKp1Kp1fp9G+RgLos9AaT3mAyGEyvSEDXoDNaTFaTwahUKiUyqVgh4Ut4bJBJIGOQqOW15dm1hYnF8aEZWOdsX/vSYPdSf8vqQMsKrG2pv2WhpxHR37I22rs1PYRdmCCtz7PxSBGLKOPQJRwan0HkU9ASwpoMtyTGLUrwS3LSuoaBNoBks5C5pxDY5AKTXGhUiE0quVWrthl1O2bT+fHJxcnpxdnXOOztPYTE/dPT0/Pj1/v6oN8//iESf6sffoHn5ur28vwKUhGQN7ljNu1azCad1qrX75nNBzbzgc28ZzHu6LVmnVqvVmnUSpVKpVKptFq9yWTa2dk52tu9OTm8sOkO5KCFhdER5jVbcB0SZtjsV6x0ylY6JIhmwVwtb7KSPVbEGs5nDuXg2hPQLbGbdVErleGI0pC5wuC5wuDZgpDp7KCJ7MDR9M9DqX59ib6d8V5t0d5N0d71EV7V4V7loV5FQR45/q4ZPp9SPZ2SPT9Gu9jHezjGudvFur9L9HiX4P5dTuCH5ozQ8Yac0Ya82a7K5ZFOxPgAYmYMj8PI5cqd3a9ttT93Eh59c3J0fHp6enFxcXNz8/Dw8PLy8uc///XPf/3LX//617/85S8//vjjw8PdxcXZ4cGexaw36dQiLpvPpLEpRDaFyKVTuCwaj0EDaGQOg8phUNl0CodB5QGM1yCslMuR8UA5nysVcMU8joDDApk0gE5hUkkMOpnJoAAsGhuggxwmF2TxuACDTmbRyDQqkUohkUgEAomII+BxBPwmcmt1dXVhbn5qbHRkYADW0znQ0dbf3jI52LswPryxMI1eXySgNqgEDMikifk8HpfD53OFQqFYKhFKZUKpjCeWcUVSqVKlUClVGrVGp9UbIe/XYrFZ9UaDwWQ0WcwWm9Vis5osZqjjQqPRaXUGnd6oMejlWrVAJgIEAI1Dw1OwWAIShVpeW5pamoIjRgYQg92Igc7VwfbVwdbVgZblvqal3kZEb8NCT/18d90avAs1NUBamWZh1vgktICK5VMwItKmFDMr3hjmIHoYM+3M2S7eyqAUPaUmLSkpq0oqUsHAKNhkFZeuEoJqCU8jEe3rDGfWvfPDw/Ozk+vbq4cvj4/PD9e3F0+P9y8P91/u718e7p8eHh8fHx8en++enu8fH94+8a+1gF/dpJ8L/qBBMufn50cHh4f7B/u7eztWm8VkNuoNOo1Wq9bYftZbFoPepNMaNGqdSqlVKnQKhVomlotFErFQIZPrtbodq+1kf+d8z7KvERvYOBUeodkeM2zBzMge02a3cqlDutgmnmvgTVay4SWMgRxaTwalKwVdH7VdF7lZE7FaHrZQEjRTEDCR6zue4zeS7gdP9R9K9u1P9OqO82qP9WiN8mqI9ISQKAvxLAx0z/J1TvP8kOxmn/jpfdyHb/MDXDN8naKcvk3wdMgO9ShL9G8riB6pTYdXp4zVZ851li8OtiyN9m0iZnDbWxbrnsG6Zzs4OTq/Pji9MO8efAN1075F4qeffvrLX35B4unp6XXFgdVikotFQhBgUUl0Ep5JIUIMADQyyKRBVIBM2qu8VogFMh4IISHnc8U8Dp/NBJk0gEZmUkks2u8gATDILDqJTiNRqAQymUwgEbFEEoZA3ERura5tIOYXICSGujsH2lr62xqn+roRIwPrs+Po5TkCcpWKQ3HpFCGXzeeweTxQKBQKJGKhVMaXSkGJDBSJICSUapVGp9UZ9BAGZqvlj5CAeNAaTWqjXq5V8+QiFp9FZVPQhC0UenVjdX5xbnR+ZGAG1jnT2zbT3bLQ0zjfXTffWTvXUTPTXjndVjHVWj7ZUrbU37QB78DODtPW5zjoFS5uk4vbFGCWZKhR2XIPd7qZMVJDG65ijNeDc22C5V4ZalyyPSnFLkqJ6zIaRsEkytkUJYe1J1Od6q0Xe/vnx0eX1xf3Lw/3L3fXtxcvD7dfHm5/uoOoeHx8fLx7+gWJ+5/PWyRe6zheBx1Aw8mPD4/eUmEyGI16w47VZrNYoR8NOj3EiU6l1CkUGrlEKRbLxSKFTK7TaHfMpqNdy5nNsK/kGwCsGjen3YYbUX2WzQ7zRrtiqVWCaBXN1vPGK9jDxcz+bFpXOqUjGVsfha6N2KwKXykPRhQFTuf7jef4jGX7wtN8h1P8YMk+/Yne3XFebTHuLZGeDVEetWEeVWHu5cEeBZ8/5fg6p3k6JrvZJ396l+j4f+R4f0hxt490/i41wLUoPrA2K7K7LHG0Pn24KnGsJmWutWCpr25pqH1zegyzvqpSa7XWnb3j85PLm4PTC+v+0Tc/z6+9hCJ6EBJ//vlA63CgXTgnJyeHB3sGjVom5AE0MhmHpuAxjJ+HQIJMGkQFyKTx2czXiBMEg0LAe0WCw6CyqKRXJFhMKhugc9gMLsjigiw2kwIwyAw6mUojUigUIpmEI5GxRBIStb22vvmKxGBXx0BbS19rw3h3x9xQ78rUCAoxjVlbJKE3ADKBx2by2ACXyxEIBHyxSCCR8iQSrkjKEQrFcoVMIYcMhVavgwyFyWJ+xeMtEjqDXq+Hyj6MGqNWrlHwpDwmyKAwScjttfUNxApiYn5iYAbWOdHTPN7RMN5eO9FSPtlSNtlYMl5fNFpbAK/OG6zOhVXlTLdVLPTUQ1RQlifpG/OMzQVwfVqyDJPMtHDg1ZSeIkJHHqGjgNhdROorBSdbOdNd4Hwfd2mEtz4jRCFE6HURBmUAeXtKzYnVdnp4cH55cvt0c/9yd3N3+fR4/+X+/qe7xy/3j79C4rc8vDYYfa0Jf4MENKoPAuNgb39vZxeCYRdKpfwtFQaNWq9UahVSlUSikIhVMrlerbEZDIcW47FRvSMFtAyUCjuj2Ro2IHtN623GtVb5QrNkrlk4VQuOlrEGC+m9mZSOVEpbIro2YrsmfKMybLksaKHw81Se31i270im73Cqz1Cy70CST2+8Z1esZ2u0W3OER32ke3WIW0WIa2mgW36AS7aPU6qHQ5K7feKndwkf/jnV7V2cyw8x7vZ5UQGN+ck9lVnwhtzxxszhqsThioSphqyFjvKF/sa1MRgSMQ+CoMpgOD6/Or++OTo7Pzg5/QYKckMRPShc/eOPP/705kAdWNDij/Ozk12LWS0TAzQyAY3CbyMpeAxkK7gsOpdFB5k0Lov+VksoBDzoyvlcEZfNAxhsOoVJITKpJMh3ekUCMhQcFpXNpDAZFBqdRKVSSRQynkzBkchb25j1DeTiAmJ6fAze3w/rbO9raeprrod3NE31dy6NDa7PjqOW5nDIFToeAzDIXAAaLMsXiIR8sYQrFoNCCVsgEEslEhkkLpRqrQaiAnr6Xy2G2Wp5RcJgMEDrkTQ6pUwh5goAGpNEpKA3NxfXlqeXZoZn4d2TvS1j7fUjzTUjTZWj9cVjdYUjNflDlTmw8qz+0ozukrSu4lR4XcFkSxmip24D3oGdHiAjRqhLE+ylUd5Um2Cklt1XRu3IJTdnEhvT8U3p+MZMamcRpaeU2ldNG2pkjLYxJ3vZM4PM+XEZgWDkCQ70xuM92+nZ4fXD1d3z7e39FeQ4/RaJu4df8/A6WvNXE0CgsvPrS6il7+IVjFdXam9nd9e285YKk05rUKkMCplGJlPJpGq5TK9UmrSqXb1qVy02CWgaypoCPaVCDuo2ug2rLdqlRslsg3CmjjdexYGXMPtyqZ1p5NYEYnPcVnUYqip0rTxkseTzXH7ARI7PSKY3PMNnKMV7MMmnP9G7J86jI9q9OcKtIdytNsytPMilNPBTYcCnXD+nDO+PqR4OiW52iZ/eJzh9F/vxTzHO71IDPetykoaay6a7axF91dOtufDKxKHS6LGalJnWwrmumsXBjuXJURwWLZXLjk6OTy8vTs5OTy7Ov7m8vHyNXUBIQL250Ffom+fnZ2hD1OXF2cGOTauQsukU/DYSi9ogYbchJKChNVwWnQcwBByWhA8qxAKVVKQSCVQigVLIVwh4Ii6by6JDTheDQnwrJyAkQA4TBGgcFpXFpDKYFBqNRqZSCBQqgULdRmM3NlFLiEUIiYGOtt7mxp7G2oHm2tGuprmh3qWJ4fX5qa3VBTIaRafgQRadwwF4PB5fKOCJxFyhiC0QAHy+UCwSScQQFUq1CqJCZ9DrDPpXaWG2Woxmk95o0Bn0Op1Gr1PptEqlSioS81gAlUjcQqNXNlZm1hbGEBOwGVjHRGfjSEvVcEM5vL5kpCYfXp0zWJHZX5rWU5TcmZ/QnhvXlhPbX5o2XJU92Vi02FWNHGrBTXSTZvpZs33swRpeXynYVQR05AKtmczmdEZTGr0xlVCbRKhLJTZmEptzyW2F5K4KSnc1vreZs4RQ0Og7SuWhxXR0vHd1c377dHf3cPtbJB6eHu+eHiEkfsXD7e3t5R+cm6vrVyouzs7PTk5Pj09Oj08O9w8O9vb3d/feUmEx6I1qtUmlgFJ40DUqZRal2CwFdRy8koCQb42pN2C6tS7tUqNqoU40Vc2fqOaOVLAGC2ndWaS2ZEJTLK4hGlkZslkRvFIatFDkP5PrN5blNZzuOZjqOZDk2Z/o1Rvv2RXj1hbp2hTuWh/mWhPqWhLwscjfKc/XKdvnQ5qnY4q7Q6KrQ4Lr+3jnH6I+fJvo6VyWHDPYWLk02rM1DUNNdi12l47VpAyWRI1WJk415sy0l8/3NiFG+jaWF9hslsViOjw+OD09vrg6/wb6qHhN+rztRYQOtAHk9vb24uLi/Oxkz2rRyCVsOoWARuG2Nsk4NIQENNoMupC2VkqEaplYLRaqxUKVSAAhATJpTAqRRsQxKEQGhfhWYX81FGw6CNAAFo3JotLpdCqdRqTSiFQaBotHoraXF5cgJPrbW3uaGrobanrqK4db66b6OxEjA8uTo5uIGdzmGgWP5jBpHDYDBNk8AZ/HF4ICIZvHB7g8vlAgEAkhKuRKBUQFtMLi1YkyWcxfkdBpNGq5Ri1XKaVSCR/kMKgk9DZycWNlankWjpgcmB3sHO2sG2os768u6K/M6y/PhpVnwUrTe4tTugoS23JimzIiG9LC61JCW7KiO/Li+0pSx2pz5ttK13ur0cNNFHgTo6eU05XP7y4UdOcLO3P5HZnctnROSyqpMopUEUOojCVUJeCrk3E1qbjaDFR9PnlsiI9Bm8SCfYPuYN96cXV683h7/3j3s7z+DRK/8ZQgEwGJacgyvEUC4uEVifPTM+i+NRevVFiNBpNWZVYrDeqvVOhkYp1UYJSAeh5NTd+SY2fkyGHVRp9mpUONqJfPVgsmKnlj5ezhYshEEFoScQ3RmLrIjfKg9bLApeLPc/n+U9k+I+leg6mesGSv/kSv3niP7lh3yETUh7lUh7pUhrgU+Drk+jpm+3zI9PqQ6uGY5G6f6OqQ8Mk+xvldhNP32eGfe2tKl8YGCGvzDCSCsjK2Plw71ZQ5VBo9UhE31ZA921oy21M7N9i+PDuOw26JRTyL1XB8fHh5ef4NNJEXqh9+/NteRIiHV6/p5OTk6HDfYtArJUKARiZht4mYLRoRx6KSICQgKiAhASGhkUs0EpFGIlKLhQoBTwgCIJPGIBOoBCydTGBQiHQa6a2cADlMHofBZdPZAJ0F0BgMBpVOI9HoJBodiyNASMxMjENIdDfWd9VXd9aUwZqqx3ta5oa6EWODa3Pj6PVFAhrJZlDZAJ3DAbh8kCfgc/g8gAuyQA5PwOcLBUKxSCyVSOUySGpDukJn0L9FAjIRCrlYJRfJJXwhj8miE/Do1c2l6eXp4emhrsm+Vnh7TX99UWd5dmtRSkteYktufFdBYmdebGt2TGN6RG1ySGX857KYgNJo//Jov6q4zw2pIV250fCypLn6nJX2InRHEa0zj9OVy+/OF/UWiHtyhR0ZYEsiuyGOWhlOrQwnV4YRysOwZeHbpeFbxeErJfGY3lbO2qqBx97VKg92zWcXxzePtw9P94+Pjy8Pj69IPD08Pjzd3z3/jn2A+iLOfj4QGJCzAI1hvjg7f72vSJwcHZ8cHR8dHL4VGDtmk0mrgjLZJpXcoJDqpAKtCNQJmGoAryCvSdFTss0h5XqverlVOV8rnawQjJbx4KVsWCGjJ5vUlkxojMfWRqKrwzdKA1dLAhCF/rN5fhOZXvA0T1iKR1+SR2+8R0+cR2eMR3uUW1O4a12oc1WIc0Wwc563Xba3faaXQ4anY4q7Q5KbY8In+3hX+yiXd5FuDuVp8XNDvYSNFYCwzSNtAVvz6Mm2+fYCeHnsSEXCdGP2XHvxbE/1LKxlcRq+ujRHJWHVKunR4e7F+fE3X0eb/AESUD099A5Cs3uMWo1cxIfkNRmHfpXX0ExY6ELaWiUVaeQSrVT8FgkOg8ogEyh4zL+ABI/D4LAZEBI0Bp1MZ0BIoLbQK0vLMxPjw319fW0tXQ11nXVV7VUl/Q2VY51NM7BOxMjA6vQoehVB3F5n08kcJg3kAFwuh8vngTwuhASXz+MJ+JChkMplkKF4RQKSE69CQqfTyKRCuYQvEbJ5HBqdvI3ZQKzOjiyM9Y92NQ63VffVFreXZjbmJdRkRtekRVanhDVnRjVlhNenhlUlBJbF+BVE+uSHeuYGu+cEuRWEuJdHeTYm+ffkhI+Vxs/Xpq7Vp9E6c9jdObzefGFfnqAni9uWzGqIodWEMWrD6TVhlMpgYnkwtiQQVeS/WeCPKAhFddQCS/N6kLGjke3vGE4vDq8fbu6e7x8fH58evlLxisTD0+9ICOi87sv6FRKvDLzes5NTyH06OTp+DUZBanvXYjbr1FaICqXcqBDrxFytgKXjUjUMtIKwJEWNy9YHlKtdqqUWxVyNZKKcP1LKHS5mD+QzuzLILUn4+lhMTcR2Vdh6yefV4sClgs8zuX4TmT5DaV4DSZ69iZ698Z7dcR6dMR4tUa4N4Z9qQ1wqg5zLg1xyveyzPB0yPB1TPRyT3T8kujrEu9rHutmHf7KL9HSqK8zeWJhmELBcOkXAwIO4FfxcP6KrZLgiCV6ZON2UO9tZMtNbPTPQvDg5OD81so1clYl5hwc7Z6eH3/zqnXqdM/dLhv/u7vr6GkLiYH9XJZPKhDwewID8HyaFyGFQIQxEXLaYx5HwQUhYaxVSvUqulYpVIoGMBwoBJsiksekU6ELymk779QUYZIBBZjIoTBaVxWKx2ACDzWFyQBbAIRDJG2vrCzPTE8PDQ92dnfW1TeXFrWX5XTXFsOaqkc6Gyb62+ZGBjYVp7OYyCbvFoBK4IEsgBLl8kA0CbJAD8rhQgTeLDbBBDpfPE0nEcqVCpVGrNGq1VgMpCkhFaHRatVopkwqFAg6PQ2PRCUTs+jpicry/ra+xsqeutKsyv6kwvTI9uig+MD/GvygmoDTuc0GYR0GYR0GYV164V164V264d16Yd164V6rPh5zPLmWRHg0JPoP5kbNVCXMVccjGNGCggAMr4A4U8AbyuL0ZnM5koC2O1RTJaoxgNIRTa0MI1cGY8gBUif9Goe9iYchUaRoOPiAjovUittmgPDrdu7q/vnm4f37+8vL05cfHLz89fvnx6fnl6fn5+fHp5XdSclD49a2qhpwoyGi8WomfR+KfvMLw1kRYzRbIcdKr5EalzKSQGeQinZir5jFUAFHB2FaQ1+TYGckmXLraq1jpVC02yWaqRGOl4GAheyAf6MmhtaeSmhLwtVHoyrCt8pCVQr+lAv+FXL+pbJ+xdC9Yikd/okdPgkdHtGt7lFtrxKeGMKea4I+Vnz+U+jsW+38o8ndKcfk+yeWHJFe7WKd3qd7Omf4eUc52oS726RGB8K42Gg7NZTKFICABAR4ZTV4ZR461TrfkDVYmw6rT4M35Yx0VI1018xMDU6OwhdkJKgkrlQjOz47+EInXyB0kxU5OTg4ODvZ2bXKxSMzjcBhUOgkPIQGVgr/yAGXo1DLxv4AEh0H9l5FgMamvSDA5IIQEkUTZXN9YnJudGhkZ7unqaqhrrihpKc3rqS4ebKyEt9eN97TMwnvWZ8fR64uQyOaxmQI+h8vl/BYJgMMGeVyhWARFn15txd8goVVJpAKhgMMGaHQKFre1tjIzOtzZ3FlT0lqS21iQUZOVUJocXhATmBvlmxPpkx/pmxPqAd3sUM/sUO/MUO/MUO/sUM/i6ICiCK+KaK/mZP+Roqi1xvSttix8Zw677n7QAAAgAElEQVQTVsCGFXCG8jmwHLAvg92dwmqLY7RG0ZsiaI2h5LoQXPVndHnARonfarHPQmHgVFESBtYhwW7qBEyzXnZ4snt5d3V9fweN8fsFiefH55f7p5f7P6pl+m2s6au6+NlZessD5DL9SkiYjSaLQW9QK0wquVkpN8nFBjFXw6OrAbyavqUiLivQU9KNQflqt3K5TYlolE5XCkeLOLA8Tl8OqzuT1pZEaojF1URuV4SiyoJX8n2X8v3mc3wns3zhad6wZK/eRM+eeM/2KLe2SNemCJf6EOfqIKfyzx9LAj4W+n3M83VKcvkhweVdoptdrMv7JI8PyZ7OoR++j/R0KkiLHR/sIeHQXA4oEghFPC5IJZDWZ5FTPdMd5bCazN6arL7Ggv628oGO2rHh7vER2PQEfG0VQaMSD/Ztf4jEq6m9urqCTMTOzo7VYhLxuHw2k0UlUQlYKgHLopKgIj8ICWh8E+Qy6ZQynVKmlYrVYqGMB4rYrNd03r8GCRZAe4sEwAZJZOoWErW8MD87Pj7S19PdWN9cUdJaktNVmQ9rqBhqrRntapoa7FyZGkGtzBK21qgkLMii87gAtMiCDQIgj8MEWNBlsQEOF+QLBVD06VVqQ9GnVyTEUgFfwGExqRQiZntjZX5sqK+5tqk0tzwtviQ5ujAuPC8mKDsyIDPcJz3UKy3YLTPYPTPYPT3YMy3EMy3E+5f72S032L06zr8zM2QoN2y2PBbZmIJpTWMOFgJDhcBQPmcoFxzIBHpSGJ3xtLYoalM4qSkMXxeKrglCVnxeK/VbLPaZKwqcyI/b6mrkbyK0IM2slx0e7ZzfXFzd3T49f3l++unHxy8/vkHi+Wckflv79HbF0evMWWgX3m/tA+QvQSZi17YDmQiTwWjW6yAtYVHLzAqRUQLquFQ1C6OmbSpxC/KtMclqn2ypXbnYLJ+vl0xV8OEFnL4cdk8WszOd2pxAqIvGVYVulwVulgQu5/kgcn3msn3GM7yHU72+mog495Yo1+bIT41hn+qCnaoCP5b6Oxb5ORb4fsjydEh0/j7B5V2Su32sy/tYF/tIJ3t/u28TAr0bKwrnp8bwOAyPL5TJ1QKBCGTSyKhV1Bx8urehv76gvTq7tS6vpaGktamyp7NloL8bNtAzDB9AIOblcukfIvEatD4/Pz8+Pt7d3TWZTAa9lscGIBMBpeqYFCKEhBAEXnMRWoUU4kGnlOlkErVYKOdzRWwWl0X/1yDBZlIgJAAAADjsVyQoVDpmG72+vLQwNTUO6+9tbmypLG0uyuosz+2rLR1qqhpurZvsa0OMDa7PT2A3l8k4FJtJ4YKsr0vAOCwOlw3xwGAxmQAL4LC5fB4ktV/DslBWW6vXaXRatVYjkYl5Ag6TRSUSMKi15Znhwa766rrC7Nzo8KzIoPQQ/7Rg3/QQv9QQ76RAjwR/l9RA99RA95Qgz+Qg7+Qgn8Qgn8Qgn+Qg74wQn/xwn5qEoP686LGiaERVHK4jG9uWCgwVAkOF4HABOJzHhWWxe1MZnYn0tlhyUySxIRxXH75dHbxR/nm51G+hyH+2IGgsO2K1qZS1OK5iESxa8f6B9fTq7OLu7uHlp+enn14gKp6ef3x6fHm+f365f35+/N3uuddkxa/Wf/2u13RydPxHQViLXmPTqW1ahUUpNkk4ei5Zy0TrqKtKzIwcOSxe7hYvtMjmG6Sz1aKxUv5QHtCdyerKoLcmkRpi8dVh6PIgZLH/RqHvYo7PfJbPTKb3aJrnYLJXT4JHV6x7W4xrU4RLY7hzfYhzTbBz+eePxf4Ohb4Oub6O6W7v45y+i3f+IcnNMe6TQ5jj98F23/nbfZsTHz7Y3byxsogj4HlCmVxj4AllbDZIxGyhlmamhzp7mirqK3MryrJKy/JKKwrr6quamxubmxtb21v6+3vR2O0/ROLrnOrz85OTk/39fbPZrNVq1SoFyGICNDKVgCVitkjYbToJDzJpQhAQgoCEDyolQshfMqgVepX8t0i8Zrj/CAlocTDAor0iwQK5LJDL5nBpdCYei0Otry3PzU0ND/a1NLVWlTUWZLSXZvdUFw7Ul0KKYma4e2kKvr2GIKA3mDQih01ncxgAm85ms0CQDfFAZzIgKtggB1LbQrEICstCmYpfkFDI+RIBwGGRKfitjdW5MXhvU0NDUX52ZHhqcEC8v0e8v3tSoFdSiE98oGe0n0vyLzD4JQQFfL3BfiXJ0WVJ4WUxfl3Z4bPVyciWDAasiNSVyRksBIeKeMOF/MEC3kAO2JPO6kxitSVQGqII9RHY2vCtytCNspCl4s8LhYEz+cHD6SHzVdmkiX45dduiFu3uGY/Oj89vbx9efnp6/jUSL8/3Ly9P0NiB3wXjVVr8ksz+2yDsqx/1K21ts1itZovNZLQZdbsG7Y5OuaMSWSVsA5eoZaB0lCX51oR0rV+EaBPPNUhm60RTFYKRYi4sh9mZymhLpjXGk2qjcRUhW8UBG/k+a/neC1lesxleU+me8BT3gUSPrji3jmjXlijXxrBPDaEutSEukIko9LXL97bL9rZPc30X5/RdnNP3ia4O8a6OwXbfBr77NtTFvqogfXp8AL29iSdTeGKlRG3mClVMNh+PxaHWlqdGYe1NNSUlOek5qYlZqUnZGfnFRYXFRcWlJVV1tXUN9X2DsD9EAvIsT09PDw8PbTabXq9XKpUyqRhCgoLH4LeRUPaaRSW9NlurpCKDWmHSqowapV4l1yqkerlUIxHJ+VwxB4CQgO7/JxIAm85ms1+R4IA8OoNFIhAxKOT64uLsKHygraWturwhP721OLOrMr+3pqi3vmywtWaqv31+rB+1NIfbWmOQ8RwWFQLsV0jQGHQGiwm5T1w+D4rMSuUyyFBASKh0WrlWLVLIQAGfwaARMOiV2Wl4Z2dndVVhYmJGWEisj0ek96e4AM+kUN+EYO+YAPfkUN/kEL/kkICkkMCE0OD40OCEkJCE0MDUsMDa7MS69Mih8qTVlpz1xlRKbx6zL487VCQYKhYNlYgGC0X9+fyeLLAjhd2WRKmLItVGY6sjtirD10tDFwuDFvKDpvNCYEmfJwuT0bAWEXHNrBbs7BoOTg9Pbm8eXn56ev7zGyTuISS+fHmGgulvwYCCir8/+un27v727u7m9u7m9vb65ubqGkre/e3a3q86e99m3TUb9s3afb16Vy2GkNDTN7XkRSlyRLzSK5xrEU3XiaaqRRNl3KE8dl8mrS2J2pxArovBV0WgSwM3C3zXcr2WczwW0j2m0zwmUt2HEt374t06Yj69Soi6YKfqIKeKAMdiX/sCn/e5XvZZXnapbnYJLj9Ef/g+7pNdrKtjsN23wQ7fJwV4djWUz8+M4nAYCgMABAqe3ACI1HRAhMES19fXx8dGGptqM3IzwxNiA+KiA2JjY1PT41JSktIycwoKM3PzSioq/xAJaK/98fHx3t6e2WzWaDRSqVQk5PPYAJtOoRKwUPaagEZBqQlo6KVGLjFpVRa9xqxTG9SKVyQUAp6YA/AAxr8GCeghhpBggxwWyAW4PJDLZ7LYFBIZj95GrqzMj4/C2lvbqsvr89JaitI6y3O7qwq6a0sGmqvGe1qmh7s3ETMY5AqNiIWUCcCiQbuDISRoDDqVToOoADhsiAqBSCiRSaFCD41OCyGhNBklWo1QKgN5XCqZglpdnRkeGmptqcnJyY2LjvHzDvf8FOvvlRzmnxzmnxjimxoWkBoWmBIWnBQemhgelhARlhgekRgemhYR2lqSU50S1pMfu9lRtN6UQe7J5Q6XCAdLJLBiGaxEBiuS9ReIurP4Helgawq1JppUHYOrjN4qi1wvCl8uCJvPDZ3NDeuP84NnR2901/BxyyYV32rT7R3vH99c/8tIvFLxSsLbF992YL9A0aqf90E+3j883N0/3N2/ZrWhlDZkNE4O9vetpgOL7sCg2dNIbBK2CSQa6Jt6EkK6MSha6uLPNAgmq4STlYKxEnAwF+jNoDYnUBviSDURkIlYz/NeyfZYzHKbS3WbSnUfS3YdTHDrif3UHu3SEu7SGO5cF+xUG/SxKvBjub9DkY9dvve7HE+7DI936R4OiZ/eRTr8Kcb5XayrY4j995EuDoVx4SO9LfMzo3g8lgny6TwpQ6BiCFQUQIxCk1bXkKPjY9X1dXHpad5hYR8DA50/B3uHhAWERwZHxIRGxQaGRaZk5vwhEq+bNXZ3d41Go0qlEovFAj5XAAIcBoVKwOC2NjDIddzWBhmHppPwAg5LAiGhU1sNWrNeo/8NEgLWv4AEkU4jMWlEkEnmMckgkwqy6Bw2i8PhsDlcgCsAuUImC6RQaHgsbmt9ZWFidLCzpb22pC43ubkwtaMsq6sip7uqoL+xbKyrcQbWsbkwjl1HUAnbr+IEYNNBkM0EGK9IUOk0OpMBBWRBHpcvFIilkl8hoTWblXq9RKEUCMUAk4Xd2l6cnBrt7WksLS1MTooN8A/1cI30904KD0yJDE6KCEiPCEyLDE6ODE+KikiIikqIikqKikiODK8pzK3JT/f84Z/Cnf55pDx5rSWL2JlB70gTwUqksFIZrEQGK5H1F4h7sgXt6bzWVGpNNKU6Bl8RjS6N3CiMXM4LReSGzuSE9sV5D2aGr7RX8LBLRgXfZjXsHu2dXF39rCXeyOvnx+fnR6gk51dUvLy8vFbrQK+/UgG9/uPLW1penp6eINNxe31zfXVxfX52eXpyfnxwcXxwYDMfWowHJu2eRrIj5ZhAgp62picuSNdgYkSnYKpeMFEpHv/qNQHd6bTGeGp9NLkqHF8WjCryX8v1Ws7yRGS4z6S5Taa4jSS7w+Jdu2Jc2yJdGsM/QoHX6qAPUOy10Ncu1+t9puf7dA+7dK8PiW524Q7fRnx8F+fmFOLwLtbNuTI9eXpkYHpqDEfAs/liGkdMBaVMrpLEFCK3yUuryOGxyYq6usjkFJfPge+8fd95+zp6+noGhnkFhrh6+bm4eyWkpH7z2zLJ1xoYyGs6ODjY39+3Wq0ajUYmFQu4LBoRjd5c3lpfRG0sI9cR2O0NGhkn5AEyqcCgVRgNapNOrdepjAaN1agzKmVGuVQnEWlEAgUPlHLZIjaTz2ZwWFSAQaZRCRQyjkLGUalYGp3IouPEAFHKIooBkpBF5bFYHAAEWFwWwKOz+AwmSKOyCDj8xsri9NggrKuhq6GkqSi5IS+huSCpozS9ozy9syJjqLF4bqB5Y3pwGzFBQC4yiFtsJoXDZrA5DDabxWDR6UwalU4hU0kUGplKpzBYdCbAYIMAh8vmCbhCsUAiE8uVMqVaodZqFBqtXK2RK1QisZTNZhPxhK2N9bXF+a7WptrSoqyk+LjwwJhg/7hQ/7hQ/7gQn7QIv7hAz/SkuNiYqOCgz4W5Od0tde6O39eVFtSU5v/P/+l//Mf//D9kBLlh+itxTfHKiWIJvEwCL5fByyVDpRJYoaAni9eeBrYmsZsTaLUx2PJQVHHwZkHIcm7QTJrfSJJ3d6xbZ7L/SlcFZ3tBLWAf7FjOzs7u7h+fnl6eH5++PD58eXx4fnx6enq6f365f3758c8//e758Q/Oly8/vXz56eXlx6fnL9DWovuHl7v7x7u7u7ub25vry+vzk8uTg8ujnYt98/me5WjXums2WLRyq0Jgk7DNIEFLWtZsT0gWu2VzbbLpeslohQBWBPZkczrS2G0p1OoISkUYoSwYXei/keOzlOkxl+o2lew2luw6nOgKi3ftjXPtjP7UGuHcGP6xPsypIsixPPBDqb9jkZ99nrddlpdduoddirt9svuHWBf7WNePCZ6uEU4fgj/Y54SHdVZXLc0vrG4icSQqhc6mMrhkGodGA+l07vY2aXllc2BorKSmLio13T0k9L2Pz3ceXu89/d67eju4ebt4+Hh5+ZQWl/whElDs9ejoCELCZrNptVq5TMIH6RQCErWGWF+aXV2aWVuexWyt0ilYHpcllfB1WoXJqDEaNHqdSm9QW406rVSkFQvVQr6CB8pAthhgCgGGgEXnsmhsJoVJI9IpeBoZQ6Vi6XQ8QMcJaVghFSOgYrk0IodCBah0Bg2g09hMBkinAWQiCbu1uYqYnoJ3wzprehuLG0tSGgoSmwuT28vS2svSOsrThxoKZ3vrNyb7tuZHCJsLdAKKTSeCAI3DZrHZLKijFUKCTCVR6RQ6k8Zg0QEOiw0CXD4oEPHFUpFMIVWo5CqNUq3RqTU6pQpa8MWlUCjobdT62goc1tfaWFeYk5EcF5UQGZwQGZwUGZQc+Tk13Dc7MbQoPystLSUpJTk3J6M0L+Pb//U/f7L77tMHu//+P/zH//L3fxf66T1msJbTl0NvjhbDi8UjZRJ4mRheLB7I4/dk8dpTOC2JQFM8tSYSUxaCKgzaKAhaygmYSfOBJ3l0xbh0JPksd5azUQgtHzywWs9PL+7vH58fX56fHr48Pjw/3T0/Pj0+vdw9/3j3/OOXH//8B4/+75+XLz+9fPnp+eXHp+cvd09fbh9fbh6ebx6eb+8ebm4gE3FyfbJ3eWC52DOc7RoPd8w2k96skVnkfKuYaeJgdUSEBjUqR3TJ51oUE3USeJmoP5/blcVuS2E3J1Erw6nlIYSSoO0Cv/Vsb0Sax2yK+0Sy22ii21CiOyzevTvWrSPqU0u4U0PYh7rQj+WBH0o/Oxb7OxT4OmR722d4vk9zt09yt092/xDp9D7K2THG1SnU6WOYs1NhbNxAU9Py0vrGNo5AZlAZHDqNTaWwaGQWnQJgMaSVVeQgfKK8vik2I8szLNzex+c7V493Hr52bj52zh4u7l6hgUEtNVXf/G5/CVRGD4Vfj46OoKSEXq9XKmQ8DoOERa4sTs9Nj8xMDs/PjG5tLjFpeD7IlEv4Bq3CatKajBqDXmXQq8wGtVLIVwr5cj5XyuWIOSwhwOAzaXwmjc+icBgkFhVPJ2FoRDSNjKFTsEwKjknYYhLQTDyWjsfScXg6Dk/DEig4AotCY+AJxK1N1NIcYgI23t881F7Z11TSXJrVUJTeXJzWXp7VVpbZVpY+UFcw1VO/Nt6zOTeMXZul4jYBGgEEaGyACTW1vt0pTKWSaTQKg0FjsRiQ/ubzuSKRQCoVQ7tYNVq9RquHhmSKRCIWiwUNq12an4HD+uqrynIzUtLiI1Niw1PjItLjQvOSwrITw1MT49Iy0hOSEj09PhVlp/a2VH/47r/98z/9L//0D//4p//9H9/9T3/fmxfJHSpQjxeKhotE8FLxcKlouEjUn8vrzoRMBLMhllwVji4NRhYErucHLmb7T6V4DSW4dUY7tyd6L3VUAMgFDY+zb7GcHp/d3t7/ERIvX376/Uf/D87XwrbnL49PLxAS1w8v1/dPl7cPV9e3V5fnV2fHF8f75wfWs13j6Y5h32q0GjRmldgkBS0CuhnA6PALqk24bKFTMdson6gWD5cKenM5HRmsliRmQzy5PJRcEowr+ozK81nN9JxPcZtOch1L/ASP/wSLd+2Pde2KcW2PdGkO+1gf+rE25EPZZ8eSAMdCP8d8H/ssL7t0j3epbnaJbnaJrg7hH34Ic3wf/tE+5OOHGA/3qrT08e7uzY3tLRyJSGFS6GwqhUUi0kl4GoXIwKCJyyubg/CJiobmhKwcr/CI915e/83Jyd7d297N452jk5ubR3pcPLy785u3XYi/ogLynaAlx3t7e0ajUa1S8DgMImZzcX5ifKR/GNY1Bu/bWJ1nUHE8DkMm5hl1SptZZzZpDXqVXqc06VVKydcyWBkPlIAAZCL4LApIJ3IoeBYRQ8dtUTFICnaDhkVRcSjSNpK4hSRuIUkoJBG5SdrcpGxuUDY3GNtI6uYKdnF6bXJwbrB9rKt2qLWiv7m0uTK/oSy3qTSnpTyvuTSrqSSzu7ZotLNucaR7bWoIvTJDQa8DFByHQQFZdPYbJMhkIolEeEsFk0lns1lcLkcg4InFQqlULJdL1RqdRqvX6gxqjU4mk/F4PGhgwvbm2vz0RE97S3lRXmZKQlp8ZFp8ZEZ8RFZsSHJUYFCgX2JyUmJykovzx4mh3v/z+crh2//tv/6nv/uP/91/+C9//3cf/um/TlSn8+AlQHuicKhQMFQsHCoUwgoEvdlgVyqnJZHVGEeviyZVhm0VBa/nBy7nfp7P8p1I8oDFfWqPdmlJ8Ea0lbE25xVcYM9sPjk6vbl++CMknp6/PP9bzqt+eHh8hkzE1f3z1f3zxc39+fXdxcXF2enx6eHe8Z71eMd4ZDPsm7VWncwo5xnFLAuPbGQgtZgZ1TpMNtcmn2mQjVcJB4u5XVms1lRaQxytNoZQEoIr+rxd4LeR5b2U5jGb5DYR5wKPdRmK/dQf69od7doR5dIS7lQf6lgb7Fgd9KHEz6HIzz7fxx5SEalu75Jc3ye4vo/7ZBfm+H3g+++C7X8I+eiQHODfWlg0PzS0tYVGEyhECpNCZREJNCyGhEOTcFgyColdQKz2D45W1Tcn5eT5hkf+4Ob+D+/t7D+5fXB1tXOwD/DxrirIW58a/+bhzXlLBdQgAZW+nJ6eHhwcmM1mrUYlAAEyAb2MmBkd7u/rboP1dS4tTFOIGBCgycQ8k161azXsWPRmg9qoUxq0Cq1CopaJlBKBTMiFkOAzyDw6iYHfpmM2qahV4voifnUBtzJLWFnAri5urSwhV1ZQy4vbSwjs4jxuYYYwP0WanyTNj+Om4aix3uXB9unehpGO6qHWiv7W6taa0obK4obygqbKooay3PqizPaqwqG22tnBzqWxftTiJGlrlUnCQFWAAIv2dSQzjQKt2SYS8RAYNBqFTqdCVPB4oFDIF4uFEonoa5u2VqvVapVKpVgs5oJsgMXAYrZXVxAjg/0NNZV5WelpibHJcVFp8ZHJkZ/z0uOjoyOj4xNiEhKDgj6vI6Yv9o1VhTm1FSVeXl4f7e2ifFw3+2s58BJyYwwfls8fLBIMFvD78/g9WeyOZKApntkYQ62JJJSHIAsCV3MDFrP9Z9N9xxI8+mI+NUc6N8X7zLeWM9bn5SDbZjIfHpxeXd49PTxD9eFPj7dPD1Dj9Ze7py+PTy9P/5bz8vz49PTw9PR0//B08/B8ff90efd0efd0enV3enlzenZxfHx8eLB3uGvdt5n3rcZdvcKiEpokHCOfbOJgDbQV9faEfKVXNt8in6qXjFbwBwo5HRm0xkRSdQypMgJTGIgp+IzM8V1N91hIdp1McIHHfByM+giLdu6NdumMdGmLcG4KdaoNdqz+7Fj52aHY177Q1yHP2yHH0y7d7X2K6w8JLj/EufwQ4/wu1OG7z+/+FPj+u3CXj9kRIT0V5YjR0S3k9haWgCdQcHjy9hYOuYlGITHbW7i1VeT0zELPwFB1Q3N6fmFgdIydu/s/fPe9/UcnZ+ePrk6OCZHB/U1V9M3Fb35bEAYdqEfitSzs6OjIarXqdBqJgMugEjZWEROjgz2dLd0dzTOTIzj0JptJkYq4Jr1qz2bcsxgsRo1RozCo5XqVTKuQKCUCKZctYNFBKoFFxDBxKOL6In55FrswuT09ipwY2hyDIccHNyaGEGMj86MjiyPwFThsdbh3Y6gTNdiOGmjd6G1a72lc6Wlc6Gmc6m4c6WyAtdf1tde3NtQ01lTWV5U1VpXUlebVFGU2VxYMNFdN9bctwHs35iaIm8tMAppDJXEYVA6TxmGzICRIJAKBgIMukYiHzAWdTmWxGBwOAFEhEglkMplcoYImzKpUKqlUKhTwuCAbWqi3MDPd19VeWVqUnZ6SmhiXmhCVlRiVn52UkJSYkJIaHZ+Qnp7KY5JtWsnjxfH/83//XyQSBYvGrE/DiVPdpO4cxUQJbyCPN5DH78/j9WVzu9PYbUmsplh6fRS5KhxTFrKRF7CY7beQ6T+d6g2Pd+uJcm4M/9gQ6zXbXEpbW5CwWRaD8WD/5OLy9vHx+enh8bdI3D/8/krs3x3V8fj4+Pz08Pz08PTw+PDwcHv3cHX3eHH7eHH7eHJ5e3xxc3R2eXh0sr+/v7tj3bWYd836Ha3EKgdNIrqBSzABSD0JoUKNyBa7ZbPNsskaCbyM15vPak0l18XhKyJxpWHb+QGoXL/1TK+lNI+ZRNexGKehqI/9kR97I527I13aw52bwz42BH+oDrSvCLAvDXAo8LGHeMjweJfq9i7J5Yc4p+9jnd5FfXwX6vBDkN33gQ4/RHu6FsVH99dWz48Mr6+urSG3UVtYJAqztopcWd5YX0MhN9Erq5vTMwu9sOGmts6Sypq4tAxX/4A/2dk52L//9MEuyMu1Ijt5fqBNRNj45ncnl9zf3//SSXd5eXFxcXJyYrPZ9HqtQiIEWXQMamNuaryvu62j9f/l7L6CGsHSREHP+x2zM13dVWlJh5HHe58kniSBxHvvvbcCCSeQEBISQg55LyEvgYQkBMJ7TyYmDUlWVd+5uzFxd/d5H1Sdm9Ndszt3TvxxIhTwROjj+P9vGh9GMKkkjVy0ZNTuba6cHW6fH2ztb9l215Y2beb15UWbZWFpQb2gkqpEXCmLasfAmkQx0EO0UTgZ0UXqayf1tJJ6mok9rai2htH2hrG2+onmqsnm0qmmYmJDAbEhD1+bi28swrdV4Xsa0fD2YXhnf093d3d3W0trY31DY21NU21VfXlJTXFec0VRX0u1/QUFdXJMQJuW81kamUCrkGoUMq1GpVYp7EkE7dmivs8ZNSeTKBVzGrVyXq81LOgNhnmj0Wg2m5eXl+15WZaWloxG4/z8vFAo5PO5jFnaBGa8o721tKQoJzszOyMlJz0pNTnudXJKVn5RZl7h6Bjqf/7r14v9tf016y+3H/v7EUK+QMGh6+kT4r5CVV+mrj9PP5A/35+/0Jej705Xt6comhLmGuLE1dHssghqXgghO2gqK2QiLWj4jW93nGdjtHv96wBsa4WEMmVSq7Y3d45PLq6uP/1HJG6/fP3ye+13ndzd3Z+atv0AACAASURBVP3y893PXz9/vbv98uXLNxJXn+4urj+dXX44fXd1enZxfHxsf4V9uLNxaDMemBU7C+JtDXtHQd0W4lfpg0uETutkkwVduzhUpuvLVbSmimtfc8ujOSWvmPlhs7khlMwAYqrfRJLnaLwrMhYGj4H1xbr3xHp0RLs3R7o1vHStCYNWhkJLgyGFAdD8AFiuHyTTB5TqBUzxcEl0c05wdYmFuUTDgJFQYKQbOCnYvyItGdlYjx1EEKcIhBkymUIjzVAIRBKBSJohU2l0Bo3OmCJMj4yj4cjBtq7uooqKqIQEb18fKMDRG/w8JTJooLGEiYHb5ph/TeKbil9//fXbfUn7TdjDw8Otra2V5aUFrUrEY0/jsQO9XZ1tjaNIOI00pZGLLAbNweaKfYp5uLW8azNtrRjXLPplo9qkkWnF3DkWmU+aZONQDPQQY7SfPtRNgbdMd9UT2moILZVTzRWElsrBipzBipzhskxUaep4aTKmKBFblIAtShwveoOuyJpoKp/obhnr70MODHbBke09iNa2rqaGxqa6+qbaqvry0uqi3Kby4t6mmrHeVtxgDwWL4lOJcj5LKxXo5iRahVSv/nckBHyugM+154ySiIUyqdheAk+v09irh83PzxuNxqWlpZWVlZWVlW8kxGKxRCIRCAQzM9OI/oHa2uqigsLcnKz8nPS83MyM3ILkrNzMvEKhWPRvf/7SUV+WEvtqYmzkn//lBweHp+CnjwZr8zXj9Vpkga4/Tw/PWejLme/L1HWlqdqSFU0JsvpYUVUUq/QlOS+YkB2MywxGpwUiE326Yj0ao91rXwdiWitFlCmjSr29uXd0fPHu6tOXu1/v7u5++XL79e7T17vbL1/vPn/9+fPXnz/f3t3+XvtdJ1++fP717suvd3YSn29v7z5+ur35fHf16e786uP55c3pu6uT0/Ojo6OD/d293e2j7dXjFd2RSbqn5+2q6HtzpG0BZpXWvzTVtoxtsKJrTEMl+p4cRfNbUU0CpyyKWRzByAul5wTPZATiU30xbzyH4t0GYlz7ol17Yzw6YzzaojyaXrnXhsOqwmAVIZDSYEiBPyzPH5rtB8vwBqd6Ad+4u7x2A9iHiChXYKQbONoLlhIWVJ2ZimioQw/AJyewkwQigUiaIkxP4qZweMI0iUylzbLY3BkyFYPDj6IxA0PD9c0tbzMyw8JCXB0d/AEOefGh2J5aIW5gS8H4u//ov8X3QuzvEi8uLk5PT5etFot5UaOQ08nTo4MDA71d48MIEn5CJxctG7W7NtPeqnlv1by/ZtmyLCzPy3VSjk7EUnGpEjqBO4WiouCkgbap7kZUbRGqumC0InukNHO46O1gXhIyOxGRHYvIiUJkvkSkBvcn+w8k+g4keg++8R9IChgvSBwsShsoy4fX1/d19nbDR5vh4009w/VN7W0tre3NLU21VbWlxdVFuQ2lhR3VpWO9rVhE18z4EJOIFTGpCgFbIxVp5BLV3G+FjqQS0bf8swI+l8dl83kcoYBnT1quVim0GpVepzGZTCaT6S/pNC32VLNLS0tarVYul/P5fCqdNjmJhw/019U1FBUVFRTmFBTl55VVpuWXvM3Jzy8sONvf7GwoD/SAjg0j//TjvYcPHz/50w9BzvcFiHIFPE/Tl6XvzdD3Zui60rRtKYqmBGldjKg6klUaNlsUSs4Lnkz3RyV5I+Ldu6NgrVGu5WHgshi/vopcLgm3qJtfWV7fPzq//frfP3z8cnd39z9+/eXPv959vbv9+PmTvdDRp89ffvdO5/cfP/yl3dxcfbq++nT9/sNvlec/Xt98vPzw+fLD5/PLm7P316dnF/bcRbuba9try3s244Fp7kDP2VZQd+am92WEQxF2jz20Te9ZnWywjlcuDBQo294Kq+NZJa9o+aGU3GDiW19Cig8uyRud6IGKc0fGwvqjYT3Rrm0RkOaXkMZwaF0YtCoEWh4EKQ0AFQVBsrzAGd7gNE9Qqgcw2c0l0Q2Q4OoS5wp4BXYOcXkWCnKK9/PIio6oSEvuqCwZ6uoYHR4ZR09gJ/GTuKkJLA47iccRp6cpVAqVzmJzOVw+hUqfwOIQyKGGxuaSgtwoX7doL+fu0nQhbsDIxG7Jaf9ZEva509nZ2cb6qm3FuqDVcBizGNTw0EAfZnSQhJ+YE7AMapnNqFkz6TZM+k2Lbnlebpzj6fk0DXtGOoNhTyDJyDZcZy2msXSsNr8//81AbkJ/dhw8Iwqe+qovJbzvTWhfYgA8wbM/wRUR7zoY7zb82mMs2QeTHjKeHTVVmYmuLhquq+ltbG5v62vqGmnon2xFTnZ193e3d7Q1NDRWltcWF9aXFLRVFnfXlY11t0wMdJLGBtlErGiWIuez1BKhek6ilEm/kRCLBN9IcDksOwmJWDgnk6iUco1aqdWoTMZFe7PDsPylzc/PK9UqoUgyy2BNEaYHh0aamlvLyivzCnJzCvJzSqtSC0pScwsKigrfH+/C22r93cCD/b0//nT/wcPHDj/+4Od4n9VbLIPnqnoydD3puq40bedbTVuSvDFeXBMlrHrFLAmnFYaRcoIn0v1GknzgcR6dUa5Nr1yLg0H5ER7N+Wkk9KharjBbbDv7Z1ef7uwk/vuff/nXX+6+3t1+uv1sL4H3bZT4j64pfOfh5huJm+vLm+vL6+vrS3ux4aub84v3Zxfnp8cnx/s7B9vre+vWnZXFfavuyCg61DJ25aQ9KW5fjD0QoPaY8B1Kpw1ba0VVGOC5itYUQVUcsziCmhdCzgmaSvHBJ/tMvvEaT/AciXNDxrjBo1y7o9xawyFNL2H14bDqUFhFMLQkCFwcCCkMgGZ5gdO9wGmeoBR30Bt3oN1DNMwlEgYIAb0Ig7okBnrnxEZWZL7trCod7m4fHkKOosYxE5MTWJy9xxGniWQKlTbL5QmEIgmbzSWRyOModHtrR3VxYUZkYHaE93hjkYY8uszH7avp/yGJ76eb3zZkLy4u9nf3tje3TIsGoYBHmMSODSMnUEMkLFowS1aJuItKiUUzt6KbW9HNGef4KhZJRkILsEg6sg3XWjlSlTNQ+LY3J6E3M6YjKbQrKaQrMbD7tV93gndPvHd3nFdfrPtgHGQ4DoCKh4y/ccem+OCzQkgFcYTSFGpzJbGtEd3WAW/pamrqqWlG1vSgWwewfb2Inpam5sryuuL8huLctvKCntoyeGPFeFfTBLyDNIpkTmGEdPIcl60SC1UysVImVUglcol4TiySCgViPk/E44p4XD6bJeCwRTyuVCiQS8RKmVSjkKtVCsOC3rCgNxgM9oyaZrPZZF4yW6zGRbNWNy+VKdl8EYk6i8JMdvTAaxqacwsLsgoKMorLUwrK0vJLikvKPlwcofrbfaCAztame/cf37v/+NFPf/R6fm+6OVfal6voStN0pGg6UlRtScrm17L6aGHVK155+GxRKCU/hJgViE71GUr06o1xa4+ANbx0LQgCpgdBS5JiR3q6BGy+bsG8tn148u7D1fWn29vbX3/5+q+/3P389cvt7e3tl69ffvnVvrz+2032v8Hw29Xnj1eXHy4vrq/eX12+sz9GfffunT2F18nx/sn+zvHO2v6aZXfFsGPR7S3OHenZh8qZXcnkrhCzzx874Azu0rq3p1tWMNWWkZL53mx5cxKvIma2MJycE0TKCsIleU++8Zl47YWKcx+KcRuIcut75dYV6dYSBm0Ig9WFulaFwMqDIMWBkCJ/aIE/LNMTnOYBeesBTnGHJLqC4mGAWCgwGgaMdgOFQ51fuYOTQ/zyE2KqstO6qsuGetoH++HDw8Nj6HH0BAaFQY9jJ3BEwjSFTGXMCsUihUopk8l4HC6ZOI2E97dUVTRkJbZlxzIGm5c4uG0p6Wye+Z8iYf8L2i/GHh8e7e3sWi1LMqmYMk2cGBuZHB2eGh9lkvBiFk0tZOukHOMc3yDjylkzHNzIdFcdrrFkuDStKzO2OTGkIc6vMc63Jc6nK8G3O8G7N8EbnuA58NoDkeg5+NpzONENn+ZJSHUnpnkRMwJIeS8pJfG0yjRybQGzu5nS04XrhQ919be39tc3w6uaEbXN8PbG5uaKkrrC7Lr8rPay/N6akoG68v7asrH2honeVuIwfBY3LqSQpGymUsBXiYVKyW8eZCKhRMAX83lCLkfI5fBYTD6bJeRyxHyeTCSUS8QKqUQpk+q0ar1Oo9frFxYWDAbD4uLiosliV6EzGOVqnUAyN8vmTRLJ8MHRls7egrKy9PzCt4XlKQUVGYVlxeUVtzcXhHGEB9CxurzkwcMnP/708NGPP7o6/DhakSLqyZW1pyhb3yhb38ibX881xIhrXvHKw9klIdT8IFJOIC7DfyzZBxHv2Rnl2hQOrgmD5gdDUgOgWVGhbTVVJOKMXLVgXd3bPbo4fXd1c3Pz9e7217vPd18+397efrn7+e7XP//u3smX7x6afns89Nvbust3N+/PL99fvH93bj+lPT09PTs9Pt7fOd7bOt5aOVgz7Vt1uybF9oJkT887VFP3Zfht/vgOZ2ifjdxl9G2T2zbwdVZUmRlZqOvKkDa8ZpdGUvNCSFkBhHR/bKLnxGuvsXiP4Vh3ZKRbb4Rr10tYe7hrcyisPtS1JhhWHgQpDYAU+oPy/cC5fpA0T9BbD6jdQ4IrMA7qEgMBREJcYtzBEa6AaC9YakRQQVJ8dU56Z03ZYHdbf083AoEYHUONocdRGDR6EoufJs7QqLNslkw+t7CwYJhf0CiUAhZncgyNbG1BVudPNBYqCYhN8fSBgnqu/49J3H5X888+d7I/nzg5Ot3f3VuxLqsUShadRpjE4MdGJ0eHpjGjDMKkgEIQ04myWZKYNkUdQ6DbqnuyXnelRLTE+te+9KgKgdaGQhpeQlsiYd1xnn3xHgOvPYYSPVDJnuNvvSZSfXBp3tNZvuQsP1JOMLngFa30zWxtDrOlnNHRyBmA0xDIacQgFjkyDB/u7oDX1baWl1ZVF+TV5qTWZb9tLsjsrSxA1JX21xT3VOSjWmswXc3EwV4aFsWfIYqZs3IeVyEQKsRihVg8JxTKBAIJjyfmckUcjpDN5jOZAhZLyGaLOBwJjycTCOaEwjmxSKWUf1tX2NP0GxfNiyaLyWqbX7SotAaxXM0WSAhU1uA4rnNgsLi6NqOo5G1hZXJBZUZxZUlF5S+313TCONTxSU5G6kOHF3/404MHP/4Euv8vnVmR/K5cccubuaYERVPcXEOMtCZSUB7GKQ5hFAbO5PgTs/wnUn2H33j2xri1RUDqQwCVwaDCUFiyPzQ5zL88N2d4EMXhyxZMa6ubR3uHZxcX7z9+uL77dPP504dPnz59vr378suv3zP4q3PY7zFc/aXZMbz77m3E0eH+8f7O4ZbtcMN6aDMeLKn3jNIdPX9HzdhVUg/mpnaF41ss5BYDvk3v2aa2bxDqbRMVS8OFi/056vYUUW0MsyR8Jsd/KsMXn+qLjncbj3MfiXEfjHYdiIB1h0M7wiAtYdD6YEhtMLQ6CFoWCC3xhxb4gnN9wDk+0FR3cIobLNkV+hoGjoeBYiGAaLDLK7BzjBskAgaM8XZNexVcmBxXnZPaVlnc397U19U5MDAwghodx6DHsRPYKTyRSqayGCweV6VR25Nmm+cNarGMSSTjBgZwbdWsgaYlFnZHNnOgIJ9q/+O1hD2zk53Et4Hi5ubm/PTi6OB4fXXNML8gFQoYVAoZhyVixrCD/QQUkoIZoWFHZidHSKj+webKpqzXdVG+jS896kNda4PB9SGg5peQzijXnli3/gR3ZILbyBt3dIoXLtOXlONPyQ+iFQRPZ/qTcoJJ+RGUsjfM+jxeZ40I0S0eHRaj0dzxCRYGOzuBI49h0P2IrobG+pKi+py0xty37YVpveU5iKoCZHV+f0VOd2kWqrlivLN+CtFFRY+wSVPCWZqUw53j8eUikVwkmhMKpXz+Nw8CFovHYHyvQszlSng8MZ+nkErkc1L70sKept9gNBkXzXYSSp1BqtRyxIoZBg81Od03NF7d3JZVWplSWPW2qDqzpKqkovLXLx85FBzw6cPXsVGPnzr98w/3Hvz4k+Of/qkmIYDbkctviJfUx8rqoyW1kaLKl9ySYGZBIC3Pj5Thg0/3GU/2QiZ4dEVCG8NAtUGA0kBgXjAsyQ8SH+CZnhDfUN+CnaKJFAaDeX1tc29///Di/PTm/fn11furq/cfPn7+dPf103ft+8XD/zssfMNweXl5efm9h6PD/aO97YOdzYPt9b1V8/7ywr5FtWeU7mg5O0ra1tzMtgS/K57Y5g5t0HvXKZ1blLaN6ca1ySorqsQ8mG/oy1K2JvGrIumFIdNZvpOpXhMpXqOxbiMxrkNRrgMRsJ5waGcouC0Y0hQCrg2EVAdBygOgJf7gAl9wnjcwxxuU5QVOcQUnu0ITXSEJ0N88RIGcX4KdomCgcBgg2guW9iq4ICm2IjO5qTS/u6kW3tmJHECgUKiJSSx2Ck+YIVFZDJaAxxMJtXqd1WpdtS4vL5oXlVoJg8PAjNP6WxU4+JaEtK+gHijIJxrq/xeJ27/ULvj6l2rhHz9+vLy8Pj9/t797sLpiM+i0c2IRf5bGIBGmRgdJ6GEKZoSKHqKjBwnI7u7K/PL4sIZXXm0vXTteuXdFuffFeg0k+Ay/8R5N9sak+U6m+xFyAqgFwazycEF1pKQ+VtaYwK1O4NSmcJuyBR1lEniLAoXQ4Ce1JJKWOquiMZTUWRmZwsfjKCMD2K7WkeYqZHXhUG3hSH3xUF0BsjKnvywTXprRW5o50lg23l6Hh3dQxoeZRJyAThWz2GIu1+5BJhDYSdg92El8U/ENhpDLmROLZFKxXYVWq52fn18wLBqMJqNlWW8020lwJUoKSzA2RelHTTT19OVV1qYW16SU1GWWVBWXV/z65SOfTnB+fO9lSOCT5y7/2x9+uvfjT09/+PuCl26c9hxuXay45pW45pWoOoJfFsouCqTn+lFyfIhpXpOpXqg3HgNxbh0R4PoQQHWAc7G/S7qPS5wXMNwDGhkUnJmR19EzRJoVipULZuvaxsbW4cHexcnh+dnJxcXZ5dXN9afPfz0v+kv7/uPld+3dxZn9idDx0cHR3vb+9sbe5ur+xvK2dX7XotkzSnd13B0lbVtG3BRNbgvRu/yRTWb/KqXDNtO6TmpenapbwZSbRwoWETnzPenKpkR+eQQ1P4iQ4T2R4oFO8hiOhg1FuSJfufa/hHaHQdqDgS2BoIYgYE0AuCoQXOYPKfYD5fuAcr1A2V7ATE9Qiis4CQZ5DQPHQ4CxYGAUyCUS+NuhdQjYKdID8vZlYF5idEl6Yl1hZltt2UBP5yByAI0ew01NTs0QyLMUJp8tkIlEc2L9gs5qtdiWLMuLixatTsUXikhE7miviTZ+qmGdaBjHatq5fvb/n4T9nN8+UHz69Onjx89XVzenp+c7O3sr1mWdVi0TCITMWfoUjknEsYkYNmGcgx8lj/T2VuaVxwW1x/r0xXohXvsOJweOpwZh0oMmMgKxGf7koghaaSSzKprfEC9rTVZ3p+nhWQvIwoXhSt1wvXa0WTfepccijdOYxdlpM4u+zOdYhVyrkLvAJCuIaN4YnDnYwUC2znRXk3tqSF1VE42FyLK3fYWJfcXJA+UZo43F6LZqPLyDPIZkTON4dCqfzRLxuPZVxLeFtYDD5rNZPBaTy2TYg8di2tcV9gW3/bzityM8jUav19tJGMxWncGk1CxIlVq+RE5hCdBTZAQK2w1HlFXVZhdVZBdV5BWVlpYW//rlhs8gPXt0L8Df9+kLwD/9y48PfvzJ4V/+PisEymjP5dTGiaojRNURgspwXmkIqzCIluM7k+mNT/PEvvUeSfTsi3VviYDWBgNL/QH5/sBYD8eX7kB/GMjX0yM6JqGyrmVsisIQyuZN1iXb6s7OztHRwfHx4cnZ8bvL99cfbn7LX/be/n1///79+/cX7969e/dXg4P92s7lu/fvz07fnR6dHx+cHuwc7W4ebtkO1s2HNuOeWbm/KNlf4O5p6Lty4o54YkuA2uIP73MRW7PdazMtq8T6NUL9Gr56ebzEMpS/2J8935WqaErglb2k5foTUj0nk1zRia5D0eDBSAgiAgJ/CeoKBbYGAxqDXOoDATUB4MoAcIk/uNAPkucNzvGGZHqC0jxBSa6g1zBwAhQUBwXGgABRIJeXQKdwoFMI0DEI+CLCHZoUHpT9OrogNbEyL6OpsgTR2zU8hJyYQE8R8STyDI3J4IgEYsWcRD6nMywsLZmtS2ar0WjRa3VisZw2I57oX+XirhYFF/Occz3zvYH1d1/+F9vNh0+XVzenZxc7u/u21XWjaVGv1elUSoVEMMdjiulE0cwEnzDKGu8j9TcR20rGciPRGaGY9CB8Tji1NIZTmyRoSuE2Jqv7C7WIYv1wqQFVsThRs4RvXCY0r0y3L8/AzWS4hYywUIeW6WNrHOyGgLAtJu/J6Tsy6rpw2sqeMFBHNMQBJa5nbqJTNtYiG2sRjzTykbWMnrKZ1nxsfdZoTfpke/FERxW2txE32EOcGKWSCAwGg8vl8ng8Pvd3gsvm/G78dpYnFEokEplMJpfLFUq1UqXR6ubV+nmVbsG+wqaz+VMztEkcEYNEwBvrOqrK64rz60vyirNS/u3Pn6UirgvQ2cPH+8GT5z/de/Dopz8+/+Efgp3uExuzZ4pf0gsDmUVBzKIgRn4ALcuHlO5JSPXEJnuh3nj1x3u2R7nVhsOKA0G5foAUP3Ckn6u/j6uHO9TVHebm4xMWE1dS1zCIxc2wOTyZXGcx27Y2tvZ2dw539473D48PDvZ3jw73z4+Pzs9O3p+dXpyfXpycnh6fHO4ffIuDgyN7HO4fnO5une1unGzbjtatR6uLhyvzh1bVkWVuQz27pZrZnMNtisc3BMNr3IFVVu/abNfqTOMasdY2VWWbrFjGlC6hiswjeZahXE1nkqolQVoTyS8JY+YF0LJ8KBle5HQv7Bu38dewkVgIIhLYHe7cEuxUH+BY5e9U6u1U5A3I8wZme4Htu0yp7tAUN1gcGBALBsaCgdFgQBQIGAEEvAQBQkEuYVBgKBQY7uEa7e+THPWyID25vqywra66v7tjZHgQj5+k0KgsNpcnEkuVGpXeoNQtqHR6g8FgXTJvrCzZFhfmZSIVi7SrmD1WUI4VlBMl9VRNOdNQ/ysk3l3fnFy82z08WtvatqzYFs0mg2HeoFPPKyUaMUvNo6mYBBkJxUf3sgfqZhuzmLXJjJokbuNbeWeuFlE8P1ShHy5bwjZacA1WQuvKTMcatXt9tn+LhdziDK+yRlZYwzbm6ApreJ0zvilA74nxB3NTR3PT+zL8jnByjYuy0oeM5L55Qo8O36GdbNNgW1WY5jlUvRBZyewpIrfn4VtySN1lhN5qfH/T1Eg3cWKYQsLPztLYbDaHw+FyWFz2X/dsJovNYvxtz+dx7IXzxGLhnFQml8uVSqVKpdLpdHq9XqdfUKm1UpmczeGRKbQZwhRpsB/dXDNUW9xTlt1dkVWVk/Q///xJKuG7gEEwX5+HT1/ce3Df4cc/Pv/hHwIc7+PqsqcLw2cLAmYLAhj5AbM5fpQMb1KqFz7FE/PGc/i1V1+8V0uUe0WYa14QNMMXlOgHDvSCuLlDIDAwEAoBubl5B4em5ObVd3aPEaZJLLZYo523Li2trVnXV1c2bOuba9tbG/aiXicH+ycH+8f7e79VTvm9ONjZPt5aPd1YOlk1H9kWDq2aA4v8cFF0aORuK2e2FfhtKWZLNLzJ799gd68xO9fpravTNeuEylV8uQ1bujxeZBnNtwzlWgZztO1vVC0JsppIfmkIJ9+fke09m+FJy/DCJUEnEqGjcWBkNLDnpVNriGNDoFN1gHOZj3ORNyDPG5zlBcn0hKa6Q1PcXN+4wb7z4PIKBLR7CAG7BIOBQVBQqDssMsAnOTqyMD21rqy4pb4a0deNGh0mEAi0WTqbI+CLZTKVTj2/qNYbdAaj2Wy2rVjWl80rizqDQjDPp+yp6MfKmWPlzImK/F8k8eHTx+sPN+eX74/OTncPjzZ2dtc3N9bWbJury6tLi8sLKqtGalXwjSK6ZhanJAyqh+s1iEr1QMX8cPUytmVzpmuHAt+i9u7QB3YY/XuswX3O8BEfdSTCnEiwJ7LJQyluXzq5J8LuiDB7Iuy+dPJINnWsIBxK8fvSyV3hxAYPtcocts4iLJR+MxlumukzzfQZp3vmpzrVEy2y0To+oorZX8lC1NIHG6jDrZSxXjJ2iD49waQS2bNULpPOZdK5TMZf9exZOnuW+re9kMsS8dgSAVci5iukEtWcRKOQaZVzBp3aqNcY9ZoFrUotl0oEXPYslTUzxRpDkLsbca2VqPqC0cbihrw3/+efP6rkQjAUBPPyevTM8f7DBw9//OH5n/7R5/lP6Mq0qbwQarYvLcePnu1HzfQhpXpNJblNJnqgEjwG4726oz0aI9xKQmBZ/qAUb5dYb5AX2BkCcAICnAEAgLMLEAh1CwqPfJOe29zVj0BhSbNc0ZxKqTNoFxbtWT5XV9bWbKub6xtbG5tbG5ub6xubq7b1leWttdW/jd3V5YMV48Gy/sCi3Tcpdw3S3XnBnpa1p6HvzBF2ZBM7ItQWH7HJ6VtndtroLWvURttU1W8eMMVLqALTcK4JmW1CZGnb3yib42U1kYKyUE6+PzPHh5HpNZvlg0+GYd/AxhKggzGg3gjntlCnxiDnmkCXUh/nIl+gnUSGB+StGyTZFZboCo0FA2NAADuJCCAgHOgSCnIJBjn7uzgFgAEhbtCoQN+UmKjizPSGitK2xtqhgT70OIpEIjFYTC5PJJTK5WqddmFRP28wmUzrK8ubtqXNJePKgsKiElnlLDuJExX5v07i4+dPNx8/XN1cn1++P7l4d3h6dnh8dHB0eHS4b39dtWM17ph06zqpWco2yTzLFwAAIABJREFUswmmqV4zttU00bI81blNQxxzx04FmFMB5kSIORFiTkUTp9LJMxnuXDF1oSRcKAnXOvJ79fS5YupENnkkmTiSTBxLsSeyyV0+apeP2uGNbnGGN9lD60zkGgOxSkfaGEOrzGEbY2iZjjST4QuELg22VY5pkYy3CNHtHHQXawLOwg2yp8e4FByPRuTTZ3h0Cp9G+aueRyVzaeS/7UVcppjHkvDZcyKeQiJQzwl1cpFeITZr5yw6+ZJeYdHJDUqxSsSWsKlS6pR0clAw3M6E15G7KohdlW0Fyf/3L9cLKrGbGwzs7u7wwvnBw8cP/vSHZz/+s4fDn5BFSdj0wJk0T3K6DyXVeybFk/jGAxsPQ8fBhmLc4DFura/cqkNh+QGgtz6ABA+nSHeAh8sLsJMTyNkF6AJycgQ+fwEAQjx9AiLSs8vKatvhSDRhhsXiSkRStUKpU2sWTItWs3nJal2xLa/YlldWrMsrFrPVtGhbsqwumVaXTOuWxW+xaZ7fXVTtGmU7C5IdnXBLzdpS0jflM9uyqS3JxI4ItS1AbnL6Nhmda7SWVUqDjVS7jCuze7CMFZiGcxcRWcb+DAM8XdOWqGr6jQS3IICV68vK9mHm+BHeumFT3MbfuA7GQeCRgI5wl+YQQF0wsMzXpcgXmO8DyfKCpHlAkt3Ar2GQBCjYvn6IArlEgJzDgS4hQOcQoHMQyNnX6YUfyCXUHRYbEpCeEFeem91cXdHZ0jg6MjQ5OUmlUtkcnkAols0pNFr9gmHRaDTalkzba8u7NtOGWbuql65qhdtawYGS9r2H/wqJz58/fvz84cOnm+sPN++uby6urs/eX56/uzg/Pz85Pjza3TrcXDtYte5Y9Dbt3IqEYZtFrZMH1mb6t+lDx4KJS/n0lYp8pSLfaKjX2t/iRke70tOu9LQbPeXzAvWjhnQpx5+JMUd81AF3ZJ8zvM8ZXqP0rlF616l9GzT4Jr1/k96/NTuwwUBuc1DbnLFtztgWG7XBHF6mI0wzvYbpHu1UlwLfJcP1SPB9IgJSND0iIY9LqTgJjSimkyQ00l/1Yuq0iDb9t72URZVyaHO8WYWAqRGzdFKOQcYzzvEsSr5VLVzVCm0awbKCvSimaTlEDR2jJwyoMR1zo80CZC0HWddVkPh/3Z4bVSJvLzcgFPbUCfDwkcO9P/7L8/t/gD36Q0927HiK/3SS+3SSJ+mNJ/G1+2QcdDwaMvIKNBAB646ANYTBygLBmb6ARA/nSNfnoTBnT4Az1NEF4gyCAV1dnCFPnwKePoe5gH0CQ+Pj3+SUVLR09Y2hJyhkqoDPV8hkWpV6XqNd0M8vGo0m86LFZFw0GxZMC/PWxYUV47zNqFs1aFYNmnWDat2g2jAot/SiHS1vV83eUtI358jrkqkN8eSWEL0lQO3wBrc58C1mxwa1aXWmbnW6ZpVQuYwpXh4vso8Pi4isBXj6fG+qvuetpi1R2Rgnq4kUlofxi4I4+f7sPD9mXgAxzQOX6oFJdh9OgA1Eg7oigC3hoPpQcLkfoNgPZCeR6g5OcgUlQMFxYGA00MW+y/QS6BQGcA4BOgcDnAKBTj6Oz/3BgJde7okRoXlvk2tLizob6/o62zDjaAKRxGCy+QKRRDqnVCr1er1p0WA1GdaXzbs20+6SfsMgX9cKNnWCo3nBoYpu92Anca6l/a+S+Pzl7uPtlw+fP3/88Onm5uOH9zcf7DDeX16fnZ2dHh4c722fbm8erFo3F3WbauGeaPqQhz7goI9FuCsV5dbA/WoSfDELfraKf7aKvy6JvloFd0v8LxberZl7Z2bd6kgfVbh3YvQRF7lN61snd6xOd9imW43ousWJWjO20TrVZCO2r5M7Nik9mzT4Nmt0mzO2wx3f4Y5vc1AbzOFVOnKJ2m+Y7pmf7tUQehWEPgWxX0UeUtPG1HSsko5X0KeV9On/ZC9nzcjZZCWXquFTdUK6UTK7KGWYpbMWKX1ljr6umF1XzK7PUZZFxEUOdpE+ap7utUx1LGCa1KgGGaqxOz/23272F1WiQF8vABD8wgX0wOHJn/74hxcP/uRy/59b3r4aSfTFxcOm4tyn4txxMa7oSPBIBBARBuoOg7SGQquDIPn+wGQv52jXFyGQp/6gFx4AF7ATEOwIhgDdgAC3588hT57BXrh4ukADvQJiYhJzc4oa6psG+gcncVNM6qyAyRFz+BKxRK5QqDQq7bxGO69RL2iU1gXdyrxqdV6xNi/f0Ms29LJNvWxLL9pVs/dU9B0FZWduekuM2xJiNvljm7yhbS5yh9W3zejYpDVvkOvXiFWr+HIbrmwJVWAZzf/mQd+bqutO0Xcma1pefyMhKA7mFQZyCwLYBUGkDK+pdC/sW8/RRDdEHKQnEtwWAWkMh1b4A0v8wXYSb91Ab2DAODAwBgSIBDrbPYQDHMMAzsEAp0CAYwDA0cfFMRAKigzwSY2PKs3Naq2tGuhsGx7ow+FwM2Qqh8uXSCRyuVyjVi7Oa5dNCxtW4+bSwrZZu2WQbeqEW1rujpZzpGcfqajfhohzLe2/QuLnr5/vvn68/fLh4+cPNx8/XF1/uLi6vrj6cPPh9vLy+vz07Pz46Pxo/2Rnc2d5acegOJLTTsT4IyH+TEa6mWfdWSW/2OZ+sc39eU3x66r8F9vc12XxnUX4xcL7ssi5W2TeyHHXkrFTNnKH0mnDNZnR1YaRioWRMmVfvnqgQIcsMaIqljB1NnzjOqF1g9S5zRjcYo7ssFH22GKOrNMHbTSEhdS7SOpdIHbPT3fPz8AXqMjF2WETC73AwOsZUwuzU//JXs3Eq1lTGjZhnjdtEMyYRTNW8YxNQlriTdqE+E3J1LaMuCXGrfExy8yhJWq/jdSxRmy1TjYYJxo16Kbe3Mj/42LDJOeHBPg6uwAdAeCHT57+8Yd/efHoR8ef/qkmMQwZ6z0RDZ2MdsVGwdCREFQ4GBEK7A0BtgeDGoMhZQGgbB9AgodTOPS5P/i5J+A5xNnZ8bmT43MXFwDUGejx1NH10XPYExevh46ejtAgD//Y0OjUxNTiwvLm1s4hxDBuAjczRSBTKQw2myvkC+bEIrVEqJUKVuZVdgybesmWXrSjE+7qhAda7oGSdqQgHcqn96S4XfHEjmBshze8wx3YYfXtMDp2aC1b5IbN6epVfKkNW2yb+G1/yYTMNvZnzPem6rpTdB1J2vY36uYEOwlRRTivJJhbHMQvCuIWhcxkehMyvCdTvVBv3JHx0J4YaPsraNNLWHkgqDgQku8HtZNIhAJiQYAowG8e7CRCXZyCXBwDAY7+Li/8gM6h7rC40MDs5ISaksKelsbhgd7xkUEikUijMwQCwdzcnEopn9coLQbdulm/u2LYNqk2dMI1NXtTxdzVMPc1jCMN7UhF/X6IuNDR/5dJ/PLz7c9fP919+fjp8/XNxw+X11fnl1dn768/ff56c/Px8t37y/Ozy7Pjd4f7h+urh2b9noxyKJo8EOCOZdOXetZni+Ruee52Ze6Lde6LVfbZIvlkEnw0cG7mWTc6+kcN+Vo8fslDHtN6N6cal1BVC8hCbV++ujdb2pom70xX9+TOIwrMIxUrmOr1yca1qZZNGnxjdmiHObLNGt1mjW4yhtfpg6tUhIXUa57uMU53G6e7F8m9S/SBZeaQjTVuYU6YmHgLA/+f6ReZeD19QsfAzLOwixyshY9fFuBXRVMbYryVNbrGRW0JxvdE6B3B2BZncHUWvkrp2Jhu3iY1reHql7D1C5iGvqzw//1kZXGOFx7k7+QMcAJAHz55/sc//PD88f2nP/5jZULIQKz3WCQME+mKiXRFvXIdDAf3h4C6goCtQeCaIEiRPzTNGxTj4RICfeEDfOYKeO7s6OTw5MVDhxfPnCHPAG6PnGAPnVwfAbx+dHR9CPR64RoI9Y3we5kQl5KXV95Q39yDQI6OjqAnJ3Az0yQ2jSZizcq4DBWPvqGXb+olOzrRro6/r+UeaNmHGvaJhnGqJJ0qpo7ncMdSzKFwdF8weMBB7HP69mY79uite5SmHVLtxlT52mSJbaJgFf3b/pIJkWWAp+t73uo7k7Xtb9Str9XNCYqGWDsJfmkIryRYUBzMKw4lZ/kQMn2w6d6oZA/ka1hvLKwjEtYc4VoRBLaTyPCGJLsB4yEu0UCXVwCnVwCnvwwRjvYhwt/lhS/ghT8YEOrllhARkp+W1FBR2tfZOjY0gB0fJZFIDAZDJBIp5DKdSr6ola8Y1Ntm7cnKwo5BuqZkrsnI2wrqvpp+qKYeKEh/NWu60NH/XTqCv61V8zftw5fbmy+3N19uP3y+vfl0+/nT7edPn798+vzl559/vb29u7m6vnn/7ur85OJg72DNtm9S789Rt9ioNfrIFhd7ICMfKuinGtZ7o+DSILoyCj+axJ8WRR8NvGvN7Ds56Z0Ed0jr2ZtuXpuoNSILVF2ZkuY3gvrXvNpYfl0CrzaWVxsvbEiQt6cZEPmrmJqtqZZtWv82Y3CPObzPGT3gjh9wx3fYqG3WqI0ysDwDN5O6FokdpunOJXKPjd5vYwwZiAjjzJCZPLJEH1uZRa8wMTYGZoWJWaaPW2fHrbQxCw1loYyaqaNm8oiRMrJIRxkZqEXmmIWFWmKPLbNRq5zRNc7IKhO5zhzYYMA3Z3u2ZrvtsUPrWMVWrk6UG5F5iyOlFnxr2xu/2w29ScpNiH717LmjIxD64MnzBw8eONz/0+Mf/lv+K1/U2/DRSFdkGGggBNDr7wwPBveFQFsCgDW+wDJfQLYP6I0n4CXMyQf4DOr4xOmZgyPA5YkL8LET4MELwL0XwHtO0PsubveA7o9hPg6uvk9hvk9dfRzdfd2DXobFv0lMz6qsrK6rqm6tr4d3tU8OD7KmJ9VculnG2Z4X7+kFB1ruoYZ9pJ49VtNOlNRTJelQjDkUjh7yh/e5iD02fJvRtUvv3KG1bRLrNgg16/gK20TRylj+0kiWeSjDhEhb6Esz9qYZelIXut/Od6XMdyTr25N0bW/k9TFz9pIxFeH80hBOUSCrwH82z5+Q4TmV4Y1N90aneg8nuffFu7VFwhojYOWBoEJ/ULYP6K07IBHqHAd2jgEBYiDAaDAgHOAY7PQsDOD4EgoKgwL9nJ+7Pn0Y7AqJCvRNfx1TlpvRXF3R390+gRoiTU3OkIh0GoXPZigkAoNatjwv3zDIdxZlG1r+jpazp2UdaGaPtfQTDfVEQz3X/ru19bmW9u7b6fU3En9bx+nft48/f/nw85dru4rb2092Ffaj7g/XN1cX5+9Pj94d7p1sr+0tmbb10gMFdZM1aqH0rzBQW4KpPRnlVMe9NkvfG0WXBtG1QXCp47xT0E7E+D0ueo8xtDXVsoGptgwWabsypI2JvKpoZunL2eIwUV28sDZOWBsnrk9Qtr01wHNtqPKNyfrNma4t6sAeY+iAPXrAHttljW7MDq3RkGs0pI0yYCX1LZG6l0jdy+TuVVrf+izCMt2/REJaZwZXKMM26sj3sUIZXqEML5OHrDODSyTkEglpIvWbyAOLFPgiBW6mwi20fisNbqP3rdJ61qidq5SOVXLbKql5bbphjVi7Rqxdn6rZxFdu4yoto4VmVPkSrrk9yf9mWWMQsRJjYp49d3YEuj548uLBgwcOD3989MN/y47wHkl7NRjl2f/StTcU0hUA6A4Gd4bC6v2B+bCn2W6Oye7O0a5OwRAnd+enwGcOT548fvDi+X0np/uOzvddQA+AsAdgj0dQr8duPvdB7g6uPo6efi7efgBPb5CXN8zP1zcwIPl1XG5qcl1JEbKjhYwelNEIi0L6qpy1p+Hta1iHKvqJknqimD6RE87mCGcy3JFg6IiPPOTA91m9e7NdO7S2bUrTzkzDxlT1Bq5ibbJkFV24PJJtGcwwIdLMA6mGnlRDT6qh6+1CZ4odg7Y1UduaOFcXLauN+kaCXRjAzPebzfMnZnrhs3xwmb6YNJ/RFE94gnt7lGvTK1c7iSxvYLKbSwLMORbibN97fQV2CQM4hjg/DwE6hkGBoRCAn/Nzt2ePgmDg6CC/rKT46pK8jub6EUTf1OQ4jUygkggs2oyUx9DJ+Etqydq8bGtevDsv2Naw9zWMA83skYZm93CmIZ9rKd97uNDR3+ln/93E6T/zEPGXu4+/3N3cfflgJ2FPpfvp04cPN1dXF6fvj/bP9zZPt2yHtsWtBdWagrMvnV6lIw3E7sWZfhsLsyWaPtFyrizy9wbJu3nBuYZ1LKPscjBrZMQSvsuMbjQNlhnhuZqONGnDa15lFKM4jFYQTM0PkjUmShteS+oTpA2vla0p8z1ZS4NFy2OVa7imdWLXLrV/nzm8z0JtzQ6tkAcsxN51xvAqHblM6V8i91hneqwzPavknjUK3DbzW6yQ+r6PdSpinYpYowyskvu//wXLdIdlptMy07lEarfOdKzMtK3MtNkl2KabVon1tqnqZVzl8kSZFVNqRRdt4iu3Jisso4WG0dJFbFN7StDxglTDm01KeO3wzPkZwO3+U+d79x86PPzx8R//Pj3Mozc5rDvCtT0U3BoMbPR1bPRzqfMDFLs/L/RyyfB0iYe+CAU89XR8AnF6AnB85uj84oHji/suLg+BoMcQ1ycwdwc3L3vcB4AdIFBHNzcnV5gjFABwBcA8IX5+bimxL0vSErprS4iDXdIZjElAWZfNbivo+wragYJ8NEc4kuGPpdgj0fiJcPxEMHzA7ttnd+8zOnfprduUpm1SwyaxdpNQszpZsTpRuoouXB7JtQxmmfvTF+Epxr7khc6U+Y7k+fYkfdsbXWuituW1pjlB05wgr4uW1URKqiKE5WG8kmB2YQAjz5ee6zed4zOV7YvP8sNm+KHeevW/9uiIdW+Kdi8LAhUE/EYiHuoUA3ayk4gAOYcBHENdXoSCnMKgwBCwi5/zc/fnjwOhoJhg//y0pOaasv7udjRqkETAzlKnWRSCkDGjFjHNKv66XrylF+5oOTtqxp561u7hWE2xe7CT+Lb3avfwfp7xd9+eHX769Olb3Tr77abfvTP+9e6jfZS4/Xz96fP1hw/XHz5cf7h5f/P+/Ork8Hxv82zTerJmOjBr1lSCFRFllTViInTosa1GEtzGwmyIiAdKxrlB/G5BfKblHs5RNzmTS9P982NNSkSFvCdf2ZahaEmWNrwW1sTyKqO4FZHcikheZZSq7a2yNUXRkqxoSVa1vdV3ZxrhuSZEkXWsZmWyeYvUtU9H7DGGNmhIKwm+SOhemx1amR1coSKsZLiF1GuZ7jITO5cI7euU3tWZbhuxc2mqbQnXasG3WvFtS1NtG+TeNXLP+kzP6kz36nTXynSnjdi5TGxbJrYsTzfbY4XYuEJsXCXW/xaEGttUtXWywooptYwXm1H5ptE8y2i+ZTR/AZmrQeRrUXVtKSHrUpaSTU998/bxU5dnAI/7T51/uvfg8aOfHv/4D0nBsI6UsNZI95aX7s0vYXVB4LogcE0QpMDLMcPVKRH2IgLwzNfxMfjpI8cnD584PHr4xOGPDo//9OzZj45O910AD4EgezxyAT5wdHrk5PjM+bkT4BkM5hwa7P72TURZXhKiqRTbU8dGw9V07IqIsq1g7CtoBwrqvmTqQDJ5IEIfCEYOuUP77IF9FnyP2bNDa9umNm9TmjZIdRuEmjV81epkhQ1bvjxetIIqtA7nmJGZJniaoSdlvitJ35H4vQR1U7yqMU7ZEKtsiJXVREqrX4krXwrKQjlFgcx8v9lcH1qO73SODyHHD5/jP5HpN/LWayDR006iNBCY7w/8nkQ0GBAJAYQBHMMAjqEgpzCwcygEEAh08nZ+5u7oEOgGiX8ZXJSd2tZYjezvxowNEfEYGgknmCUpOBSjjL2m4W/Pi+yPwrfl5EM19VhNOVZTTtUzdg9nGvK5lvb9+PB+nnG5wPy7vy1r+a0K0e+1T19uP9x+vv708fLjh/c31++uLs/fvzu9endyc3b8/nDnfGv51GY4WtLs6sU2GcPCmVjAtWvHqtToetNM3xoHsy4kbEspe0rWuV54rGLtCIgrlGEDpk0xUC7pyBY3p4rrkyR1ifaYa0xWtabpOrPmu3MWenLnu3P0Xdm6zixdZ5a+K3u+O2e+N9c0WGYdq1nFt27N9G7TEJv0QRsFsUQaWGOibMxR2+yIlTpoJsNNxG4DvmNhsmWN1Gmbbl3GNZqwdWZMrQlbZ51sWMI3LuMal/CN1skG82T9Erbe/lMzpmZpsmoJW76ELbdMlJkxpWZMqQldYkKXmO0MxooWRwuMI/kLQ7kLg1nzyEx131tVX5qqL1PSlSlFVLakhC6wSNJZevrb7IdPQE8A7vefA/947/7jRz853PuH+ABQdaxPRQioMhhSFQIuCwCWB4JK/YEZbs/inB5FujwOB7wIAD53c3Z0fv7EwcHhp4eP7js8u/f0+YPnjo8cnR2cAU8BoOcAwAsX5weP7ju+eOIBdXkV6JH1OrypNBXTW8vE9Ghn0Ub2xIqQuDVHPlDSjlTUY+XMsZy4Jxjb443scZC7rL49es8OrWOb3LI107xBql+frl2fql7FVa5MlFnRRfZtVstQrvkvy+j5rpRva2h1U7y2MV7TEKeuj1XVxShro+dqo+weJFUR32ZNjDxfeo43NduHkOWFz/KZzPJFp/sMp3j2vnZvj3FriHQtDgLm+QPTvQBJrs52ElEgl1dgl1CXF+FAp3CISzjEfmj9wtv5mafz03Afj6Tol2X5mR3NtYMDPZixITwOTSFi1Xy6QUxfVrC3dbw9Pe9Ay9xT0fbmiCcq0ql6xh5nGrJ97nSqpV3o6N97uDKw/u74+Pjk5OT09PT8/Pzdu3ffqlx+/P128/HD5Yebd9dX55fvTy/Oj89OD86O984Ot98dbJ9sWY+sC3uLil29aGOOYWLjFsgI+XCFDFEgH64wTnevcTDrAvyGiLQppZ1oePtz9A0Obmm6X49qVMJL5tqypc2psqa38qYURfNbTXvGQk+uBVG8Olq5ia5dHiqzDpZaEMWm/kJjX/5CT66+K1vflW1CFJmGy5cxdWuEzk1K//bsyDZrfJMzsSua2hHitwW4TR52lTG6RB0wEXuM+LYVYssyvs6ErjaMlRlQFSZMpXWyfmWq3oypMU9UmdDVJkzl4niVcbzcgKowokoWRwtMo3mLI7nG4ZyFwSz9YKYekaVDZOmR2Xpktg6R9S30iAwtIl3ZmyrvS1PCc4RdmQJ4WVtqhJSI4VMo2RmFDxyAT1w8HrwA/fHefYfH957c/8coH+eqhICKV27VkR71sT71Md4NMb610b7FIW4ZvpBEd2AI6IXbs0dOjx88ffTQweGpw5Nnz52BTx1dHJ47PXr6wuHJi6fPXrx48QLg+MIV5Pwq0Ks4LWGgvpiMbJXiB4zMcZsQv6+g7ilm9uUzB3PEQ9nU4Rz+RIo/kWB22YhdJnxntmeb2r5Jatog1K7hq1dxlbbJCutk+fJEmX3cMw7nGAezDcgs40CmoT9joS9N152iaUtUNsfLG2Pl9TGK+hi7BEVNlLw6cq7qlaQqQlz50t4LykK5xUGsAv/ZXB9athc50wuX7o5N98Ske6HeeiISXbviYM2vILUvId9IJLo5x0Eco8COdhLBTs/CgU4RMGA4DBAEdPJxee7t/MwT8Dwm2D/1dXRVcW53W8PoUP/U5DiFTOAySWYFx6Zkb6jZ21rmvoaxr6YeKmeOFMRT1fSZmnSmJp2qSWca6omGeqyln+hmz/Wz33u4WeT83e7u7t7e3v7+/uHh4fHxsd3G+fn59e+3y8v3Z+/fnVycH52e7J8c7hztbx3ubBxtr+7bzDsW3aZetqbg2MRUMwurIQ7MoZvnkMWinmwJvEg/2WylD9m42HXh9I6Meqxi7UvJ66wJCxG+gGrSDJRouvO0XTn6rlx9V+58d56xr3AJWbY6Wr090biHa9nCNGyi69fHam0jVUvIskV40Xx3nq4zy4QoWhwstoxWLWOb1mf69tnjJxLimYL6TsO60LLONcwTJfVAOr3Fn7AxhlYofebJOhOmfAFVqhsumB8tWUSXLePr1qYbtihtm+TmTXLrxkzTun3FPN20RqxdxhQvowus4/kWVK5pJNs4nGUczF4YzFoYzDIMZRuG84wj+SZUoXmsaAldsoQuMaAK50eLDKgKKbyA31/Znh7NRA8xiNO5OSX3HEAOzp4PHaE//HTP4fG9J/f/PsLzxXRvJbGtiNJZxuqv5Q7UCQYb+YgmSkfNSGV+a05qVlRYsCsE8NTh4YN79+4/vP/A4ekTR4dHzx7ef/ToweMXDs+hLsAAd4//h6+3Cm4zTRd1++acWnXqnLVmzZ7p6e5wJzEzMzM75piZGeLEFFPMKIMkS7JlWbZlWRbLtmSQmWRZLAvMzBjonj3T50KZ7J619uyqp/5SlW716MX/+6wM9FJCX5emxXdVF4xCG5YGgOwhsAAHWieCuNhWzlALB/M1TWL2Va4hPqx1lzJgBauQPNlLPwuApDnZHmttFL02arI2fLw6lFYZTC0PHC7xH37vRynyHSn0Hy7wI73zxr/xxGa6DaY5D6Q4DiTZ45Ls8Yn2uAQ7bLztYJw1OtZqIMZyIMZyIN4aFWf1LWuCBumBX+sAX+vWeanVeGlUeWmWe2gUOqvk2CunWirGmytGmCgGGyr+dyVMXz6zUJaz1VC21lAyVZLTlXumK/dMV+mFq5VZwCuXlNjw93nZjXWVXVDgILqXRhpcpmIYw72rpC4GHsLEglm4dj6+XUBsF+BbhITW/67E+kjnNx82aN2bY4jv1hZmWYtz7KV5NmORt8bgs5lCLkfA50rE6xLxuvifkYgFUiFbyl8Rc5eErHk+Y4a7ROfOj3PnqKs07Aq5f34QOtPbQu+spbYX46ozUcWxuNIoVN7r/rwgQlXyRFvBXGclo6+Fh4XwsJA1VNtiZ81USwG1OnOkPGHkffRuNBRsAAAgAElEQVRIUcRYaQytJIpWEj1WGj35IX6uOmmpPo3RlMkEZK82Z63Upy/WpMx8iB9/HzmaH0p+F0QriRotixqtTKDVZU4D3zN6m3jELjENJZ3ESqdwEjp2fXyAN4JgYsEL/YD57sqRhtThmjhiRRS+LJJQET1SlzjZkjUNestD13AHarkDtRxUDbu/moWqZvVVcfoq5tqzF9oz51pTZwDJdEDSRFPCWEOcjPGGxMmm5ClA+nxr1mJ7zjIod6nj7VRb1lhr1njbW3RFck95enagG7DiPaS5KSw46sFj+afy6k9eKP3phx+fPH3w5MEfTbXlaQNgKgJAR3UsEXpWSL1rw2gmZXBuEEnr6xrqaG+rKHuTlBDg6W6qr6/4Uu7Jg5/knzxSePxQ+edHOspyDkb6IZ7OWdEhZekJg2011C7A0iCET4KLKV0bZMgWGbIzAhFgGwXYRv5QHQ9dw+ovX+1+vwzLWwTnMiC5DPA/4kNT/Ext9FR15GRl+GR12ERV8FhFILU8YKTYn1LkS8n3Jud5UfK9yXk+pFwvfLYHJt1lIMWxP8kelWiHSbIbSrDFxNsMxlmj4qz6Yy37Yiz6YixQ8dZ9sZbIaPPuCLPOUGNIkAEoQLc1QKfSQ7XCU73cQ+O9q1qek0qmjVKSuUKsiWKEsVKwobKvjpKbhpyziry9srydkryNkqLJi5+tlRXtNNVs1FVMFOT1Xz7XlXuuryjnYWsZ/MolPS78Q0EOuKkS2wudHsWx50Z5k0O80Z41ImwV276KaWFjWwTEdhEFLMC3CYjtAgKQTwTySB08EpRL6uSRu9ZH4DIlZD5sjfd8t0hALpNQK8ODqzQ8kz7Mnp1gL86wl+b5LAafzeTzWDI47FXW2jJ7dVawPLa+OCKcp/BmiJzJIQ4NzRnp41J6ZnoaZ7pqpzrKJlryR+uySB9SCO9jcYWRmPyQwbxgdH7IUFEkpTJlCpC32lnB623gIutZ3TUr0A/zwOLp5jx6/ZuJ2uzxmgx6Qzq9IXWqPn2qPnWqPn2mPnW2LnW2LpUDymcAcuarU6Y/JEyXx9FLYyYKI4bzQnEFYcQP8WPNb+e7a1l46PoEVjxPk65MiVamxauzG6yFTdaMlDHOnyUwaQNMcud8T80spGS05S2pMYfSkjfZWbky2M6hwMWTg9Ip3OYscWuOtDlLXp/CC8Yw3NF+LqWHN4LgjyJ4I10cEoQx1LKAqptFVs331Sz21iwha1aQ9Uxkw1pvIwvZzOxvnUI2jiEaZlBACrxxGgt/GxdSmpPSWFESGRz88KcHiorKL17K//n7Hx49efyXv/xZX09rfnJUxFoSMpd4y4v81WXuypJglclbYfIZawsTU6NYHGkARejtRbS2lL/JSQ7xC3I2jvO1ehvrVZcXDa/JwbSXkCEfRmFV3GE4nwzjE8E8XBt3qIWLbuKg6tj91UvwgkV47kLXm0VYzgI0e6EjawGcvgRKn2tJmm9OnGuIn6mNpldFTJaHjpcG04oDqEU+o4WvRgo8KXnupLfuxFw3fI4LLtsZm+WEyXBCJ9v1J1j3xdv0xdv0J9j2J1j3xZnL6I+3QCVYohIsZW9EoRLt+uJtemIsO8NMO4IM2/x0AN6a9V6alZ5apR6a71018p3Us+1U0q1VEi2V48xVQw1VAvVUfbSV3NSVnFWUHFSUHZRV7VXV3HX1rBWVrJWVzZUU1X56oPzjjwZyciYqKt62VpHerkUpMdCaIhIcMIuFrVJ6eDQkiwCWLXtz8UAero2Lb5M9OUMtbGwLB9fOIYB4JCifDONT4ILhbjEVIaYiJLQe6RhyY7x3c6Lvu2l4/SwSMI8CrWDha8NozgSRN0PjLUzyl2f5zHkea4HPXuSxFjjMubUVOmuRJpgjCqcxvAkUZxTBJMIYGCADBVjpa5jpKJlqL5xqzh2vSRspTyAVRuDfhmDeBPZl+SGzfHsyffpy/IcKQofLE6YashZa8xda8+favjLbUjADyJ9qejfVnDvZmDHZlEZvSP9KXdp0Xcp0XcpSc9ZiU+ZCffpMdfJkaSytKJJaEE4uiBipTqM2v52CVS5hgBwaen2eKmHOSzirQg5DxGNKhexN4aqEO89njLNmiMxx9AoWvIJum+8DzCKb5gZAK/huDg0jnCJJF8c3VqZ21ub2OMv73JUd7vIOa2l7bUG0MC6YHeHQScyxIcboAGO0n0HtXaMiF/CQBTxkGdfJwHexcAgWDsHB9a7he5co/XPk/hUqjk7oW5kgF2UnFeem11cUhwf5P/7pL0qK8nJycn/+/odHj5/++ceHOrr6zOWlbaloUywSr4uk0k3R+saGdEci3trdPpAIxHzGKn9pSbg4t0obpiCgvY2l3VWZA02ZJHARHVm5PNjIxANY+NY1HICHb+XimmXrw+z+2rXeSlZP1VpP2SIsZwGWMQ9Nn+9ImwOnzgFT5tuT51uTZhpiZ+pjpmuiJivDJ8pCaMWB1MKA0ULf0XyPkTy34Xdu5FwX0htnQrYjPtMJl+GIy3AcSrOXKdEbZ90bZ90Xb9OfYI2MNUPGmfTGmcvoi7dAJlghE6yQ8TaIWCvZPUPtgYYAP90GL80aL60PnlrFHlqFLpq5juqZtmoplipx5qrRZuohBqr+eqpeWqquaspOKkoOKsp2Kur2qhou6ppOquoOaurmcorqPz5Q++mBsbyCtaa6u6lhSqB3e3EOCdowhwYziTAeuUtAgfJwbXxcKx/Xxse18XAyH4BcPJCNbePg2tl4MJcI4ZGgAkqnYLhbOPLVh39SgtL4dhSQPwEum0HULw2CmSQEm4bh0Am82WHuHJW3OMZbHOMtUtlzw6xpMouOY9F62SPdqwTo4mDbLLJxsrNyHFQ81l5Aa8qlNWRRK1MppXGE/IihnMCBDL/+dC9Yogsk0Rkc79iR4ARNdevJ9kPnh2DfRxFKYykViWN16VMtb+aAefOg/Ln2grm2d9NN6TNNadMNaVP1qfS6lOm6lKna5Kna5Mmq5OnatNna9KmqFFpp3Mj76NHimNEPiQvQssXeOiYWLBhDSxZHt9jzu+truxL+lliwJRXubgj3N/i74rUN7oJoZUK4MMKfGBKMoQVjGP4Ebn2aJF4Y3WTQd9bmDvmrB0Lm4fra0Tr7UMjaEzB3ucxt9rJ0dV6yOitamRYsjvPmR7nzFM4ciTdLYtFx7Ck8h07g0cn8qZH1qdH1KZpgmiZZpgtXJjdYC9wl+gZ3ueFDUXFuenVpQUiAz5MHPygqyMnJyX3/lx8fPX76w48PNDU1RTz25eHe+f7Oyf7O2dHhycHhxcnp+fHJ8e7u0dbGgVhwKOTscZbF8+MMCnoGBZ4faF4ZamThWznENh6hjY1rYqIbVvqrV3urGMgPzO7yVXgZo7NkGVq4BClaguTNtKdNtydNtSVOtSRMA+Knm+KmGmNnGmLHKkLHykNoZcHU969HC/wp73yG33pTcj1JOa7EHCdCtiM+ywGXaY/NsBtKs8ek2mHTnTCpDqhEm944S2SsFTLWqjfOui/eqifGtCfGtDtWhnl3rHl3jGV3jKXs6t6OMLP2IKNmP/0Gb51aT80KD81iN80CN513zprZ9upp1moJ5ioxJirhxmqBeqp+uiqvNFVc1ZQdlRUdVJTtVTXsVdUcVJRdNNTtVJRNX77U//mZ9pPHBi+eW2uo+FqblqTFEKGNS4Ru1jCCR0UIR+FcIvhfKcHBtXPxQA6hQxYihMNdwhHE+uhXGWRsjPdujPd+R65IplSnUhvf0IFFs13Vi/2AZUzHCr6LTR1gj6E544PsCQxrYoBF618dQTIo8CUscHGwZb6/cQpRMwEppbYVDjfnjtRnU6pTKRWJlNI4YkE49k0QOsOnL8WzJ9m9I8a+Ldq2NcK6JdK6NcqmLc4ekugMTXVDvvFFFwSRK2ImmtJm23PmgG9m23NmWrPmm9IXmlLnG1Pm6lOn65KnapPpNUmT1YnDZbEj5XEj5QnD5QkjH5LHazJmm9/Og4sFBDB/FCGZHtpeoe7zFo7E7KNN4cG2dG9Lur+9cbizcbQtPpByd9eZ25yFjbVZ8eKYaIG2Pj8mWhiXrkztsBb3BatH6+zzDcHZpuB0g38i5R1L+Ici7r6QvSdgHaxz9gSsbe6KhL0gWpsTrk4JGHTB6oSEPSdhL0g5i1LO0gaHscld2+Syt3isI6ngUMo92xbvibkX+xvQtsa8rJT3eW/8vT2fPH6ooKAgU+Lhoyc/PXikpqK6KxZ+Pj+8Pzu8Pdn/eHZye3r06fLs4/nR7cn+x+Ptj/vSqw32EXtWPENkkXuWMEDmYBML08DBNLIHG1ioagbyw2Jn8RykcBb0drY9d7b1zUxr1iwgc6Y5Y7opfbopbaI+ZqIherw+aqwuklYdPlYZNlYROlYRSi70o+T7ysoDUo4nIcsdn+mGy3AeSrMfSrcdSrfFpNkMploPplqjk23QyTayM0T6E6yRsRaIaAtEtEVPjCUy1qo7yrQ7yrgr2rgzyqQzygQWYQqLMIVEmIJCjYDBxrJL6Oq9dKs8tD64qpe6qee5aL111s520Ey3UU+0UI0xVQ43Ug4xUPbTVfbWVnFTV3JSVXRQUbZTUbZXVXNQU3dUVXJUVbSQf2728pmFwgudJz/pPn3gpK/xNjqou6F4EY/gjPRxhrvXx3rXqV1sQhsP3/q/VUI2pf7mw/oIXERFiqhfNZAhE+O78erE8dqkiYb0qZY306CCGVjpbFflDKJ2dQi0iu9gEiBrRCiTAGbigCsYwBK6abq7agpeSYeVjne8p7V9bfZT69JI5fGk0mhSURjubSAmy28g1bMvyQ2R4AKOtGmLsm4Lt2wOM28OM28Ot2iJsGyJtIKnuyLfeGGLg0drYumApKmWZDogaaopcQmQutKYstiYPF+fPFObTK9JnKxOHKtKoJTH4oqjBwujsKUJI/U5C9ByLrpZSOzYmhnaXCDvMMcP+PNHkrXDDd7+lmh/e2N3U7K7KdnblOxLRXti/o6AtcNZ2WQvCZdnuYvTa7MTzJlx9jxdxFzcE7COJfzzLdHZ5vrZpuB8S3ixvX65I7raFV/vbVztb5/vbBxJ13dFnC3B2raQuS1a25Ww97YEu1uCvW3J7s7G7u727u7u7t7B/u7e+dHexeHm9cne2f7mp6uTXjg0MyUhNyvd28P12dPH8vLycnJyf/nLXx49evTg4WMlRfmTTfHfr47/en7w5Wzvl/P9Tyc7v5zvfTnd+rgv/rQv+LTDuhLN7i+RhDTkGh60im6UzRPWesoY8OIlSMFsey69OZ3ekEqtiqdVxVErY8cqYsfKY8bKY8Y+RNHKw0fLQyjlQSNlQZSS15TiAPJ7f3Kh33CBHy7HA5/tQchyx2W44tJcsKnOQylOmGR7dLINOsXqK8k2A0nWMgZT7AeSbHvjrBHRFt1R5t1R5ogoy54YS1ikMSzSGBphBAkzBocZgUKNgCGGbSHGTQF6DX56dd561V46le5aZa7qJc6qBU7qbxy1ZJcyJlppRJmqhBkrBxko+espeWkpemgpuajLjqVRslNRdlBTd1RXc9VUdVCVM3v52OzlY6PnD9R/+IO16s9pQZ7o1sppDIQ12scgQlfwYD61c50KY+Fb/pUSshG1zAfRaLeYihDTeiVjfZsTX5EpIaH1fLfQnLYISF9ozZprz5kDvp0D5c90FE9BSpaQNcu9tSuoRsZAA6O/fqm3eqGncq67bBxcOA4sGGt/R2t5M9qYNVqXNlKTMlKViC0Mw+YHY3MDBrO8BlI9exOde2IdEDH2oHALYKhle4hFa6gpINi4KcioKcioKdigK8kekeE0mOdFKguiVkdMNERPNsZM18esAlJWm5JXGpIX6xJna5InqxPGqhKoVYmUqiRcWfxgWSKhNnsKWsHBgjbGe3fmcLur1B0WfZc/t7/O2BOztyX8b4fVidYFYgFfzOdI2GsSFkPCXJQwF9lL84yFmeXpyaWpidXZSf7y7CZ39WCddbDO2hOs7vJWdriLO9zlXd7SvmD1QMg8WOecSNYvdqW3Rzt3J9tXhxsnu+v728LTo83j4+3jk/2D08ODs5P9i/ODi+uji4uL8+PLk4PLk4Pzo71fP97gBlFpSfG5Welurs4/P3siJycnU+Lhw4ePHj+Vf/7ziZT328Xer8ebn/bFH/eE15ucu23O9QZja5Gys0jansduTCL5FPDqYN1CT9lCV9EytHAF/G6+NWuqIYVaGUspDsfnB2Hf+hHyXxPzXhPz/MnvvkJ550vO8yXm+xAKfAh53vh3Xvg3nrgcD1yWOy7LHZvuMpTmjE11xiY7DSU5YhIdMIkOmCS7gUSrgWRLGbL4MJhiO5hiO5Bk259gLTuJUHZ4AjzCvDvSAhpuAgk37Ag1AoYYtAcbAAINZCtMNV5aVa+0Kzy0yty0ip01ixzVC+xV39hrpNtpJ9lpx1lrRpmrhhorBxko+ekqeusoumsqumooOaoq2ivL26oo2Kko26urOmiouGop2qs8M5d/YPLiB52HfzB8/n2it11/U/HaSD93vJ81DF/AtC1imjnDYMFox/9BCdmIWhYfxFSEdAwpHe+Xjvdv01Fbk/3/pMQaKJsJerPa8Y7RkbfcUbAEfb8AK5mHlc3Dyua6yufhFQvdFYvwsvnO97MdBdOgvInWN5OAnLHGzJG6ZHJlPKEsEv8+DF8UMpDtg8r07E9z70107I6174qy6gwzh4WagV4by2h7bdAaoN/sp9vkq1PvqwmNtuhKtO7LcMK+ezVcGjhZGz7bFLMIiF8DpDCbUxiNKYt1iTPVSZPVidSqRHJlIqk6nVifNdJaRO+qWR4CCWj9m3P47RXqNmtqgze3KVjaFK5K19dEAjafx+FwOCwWi8VcY68yWcvLnMUFzsIcb36GszDDWJhdWZhlLMyuLczyVuZFzMUd7vIhf2WTOSVdHhPNj/CniVw6gUvH86dJ/JlhNn1kfYG+z1252BLcH0o+nmzcHG1cHkouT7cuTnfOzg9PLo+Pri8Or68Ob+6Or2+vri6uzo4vTg7Pjw/+/uvnkWFyelpK3rtcJ0f75z8//b0ST548efn00QZj9la6diFYPFyb2l8d35ojbc8RpNNoLhnKIbazcU2swWpmf9lyd+E8JGe2LWMRkD7fmEKvjqOWhJPyA3HZXoPp7uhU18E0l6FUF2yaKy7NFZfmgk93JaS54tNdcVnu2Gz3oSw3TKYrJl12jJrTYIojJtlxKMlxKMkRl+SITXT4B3boJOuBJOtvMmBS7YbSHIfSHL91kOCRZp1hpp1hpl3hZvAI845QI3CYETDEsC1IvyVAv9Fft8FPr85Xv9xNo9RVs8RFq9BZI99B4629Wq6depatZqKNdpyNXqSVdqiZeqChqq+espe2goeWwtcrI1QUbJTlbFUU7FQV7dWVHbVUnDVeWin8aPr8T6bP/2Sr/DDWw6K78g2D2Lk+iebTetbIkBVc6yqhlUsBcsjtTGzjv1JCNqKW+SCh9WyM925MoDYnB3amBmRWyJQQUxHfsSHv1qDvWLACZlcRE17C7C5nICoYPdXT4PczHcVz0NJ5WNk8tHi2o2Cm/d10a840IJvenE6rS6JUxhKKwzF5r9E5vv2Znj0pLohEJ0ScXVe0NTTcHBxiAg40AAXotXnrgLz1wT56QF+9dh/dFi/t5lfqjZ5qkDDjzkizngQbTKYzudCHXhW21BzPbE9Za01bA6SvNKbN1ydP1yTRqpMoVUmEylRcdeZwe8l0bxOD2MmiDXDp2PU5iniZJmHPiXmLIv7yOp/B562xOatMJoPBYCwvM5aWVpbnF5Zm5panplem6KvTdMY0fXlumrE4x1ldErFWNnkru7yVA+7CIXdWPEcSTePWJ9GCcZRwDCWiD27M4jbmScwR9OrwAHMEzR3HbSzTLsQrfz2T/vbp8OOJ5PZ06/p85+Ly8PTq5PT6/OT26uzm6u728ubi9OLk8OLk8Le//UqfHM/Oyih+X+joYPfi+bNvSjx48ODp06fPH/+0SsPuLVE3pvF8ah+HAmdggIxBwFJfLQvTwOivXO4uWup8uwTNmQel0Ztix6vCx0tDaEWBw3kBhJxX2DT3wWQndKLDQIIdOt4OnWAzmGA/lGCLTbTDJdnikuxxSfa4NBdZQMCkOqGTHdCJ9gMJdgMJdv/dB1yCAzbRDp1o+3sfsOkO2HQnXIZzf8LXrKkrwhQWagILNekMM4VFmIHDjEGhRrL40BSgV+enW+ujV+2jV+ysXuSiWeikleeo9dZOM8dOI8tGI81WJ85GL8rGMNxSL9BUK8BQzUtXWeaDs4a8o5q8rcpLG2U5G2U5O1UFB3UlJ00lR/WnRk//Q/fB/2P64g9B1urgoqQVXAdvtIc72s0iQdZIIC4ZJBjt4FKAa4Tm1aGGf6WEbEQtS5m+NpcmB2RK7EwN/JMSPEQJp6eU3V22Ci9b6ipb6CyXLczJ3vGfhZROgYomW/PHW3LHm3ImGjJHK+NGPkSTSyPwRSHYd68Hsr36Mzz609yh0TawSEtohAUkzAwUbNgeqA8M0AP664Je6UA8dSCeOh2eOqBXOkAvHaCXVpu3Vou3JtBftzPMFJVoh8tyH8n3GysJmiwPna9PnKtLmqpOHCmPIZZEkT4k0Zpy6ZCyxX7A0lDHKqWHS8eKlqhS5tQmZ36TtyziLwt5K1zuCmtteZW5uLwyv7g4L7tcbnFxcXVpmbXM4K0whKsM0RpTzGIe721JBCwJZ2WTt3KzLdhhTh6ujUunBgXUHhENIabCJbRu6RhiY7xnY7xnY7KPO9zNH+llEeFLGOB0b9MEop5F7roQTv92v/Pb9favFxu/3Oz/9fPZly+Xt3dnZ+f7N5dHlycHf/10++Xu6tPNxSRtpCgvNz8329rKQl1NRVFRUUlJ6fGTZ3/+/oc/f//D9//5/w2CanjDyJmexmlEPb2rara7YrazZLojf77j7SLk7UpH9jIofaY5fqwqhPjeC5vrjkmV5TmO6Hi7/hib3ijL3ghzZLgJKtpiIMZ8IMYSHWOOjjFHx5jKPgzEW8scGEiwQyfaDyZ8BRVtNRBjPRhni4m3wyU4EJKcSCkuxFQnTLL9UJo9LsMZn+ki29qQuSQrqRFRlt2RFt2RVvAIS3iEZWekJSTcHBRu1hps1BRgUOOtW+6hWeKiUeis8dZe7Y29Rrateoa1epqlerKFaqKpaqypeoSFnpeusqv6Sy99lQBjTS89NTdNRVctRVulZxYvH1orPHHRVHLVUrZVem4l/9Re5Zm14k9Win/21HueG+yAbnrHJED4o3AmAcwZhvAoYB4FzKeAZPCGQXwKiItr4WFb+Lg2Ab5dQAAKiSBZyiSlwqVU+O+brTIlZIWELGUSjXavj8C/YyHK1rpLV+Fly/Dyhc7yGVjZNKR8GlI+BS2ng0vpwKLJ1oKx5re0hhxqbcZYdepwSeTw+3BSYRDunf9gjjcq3aM3xbUnyfl3Phi3vdZr8ddp9tVq8dZsdlBudVBpdVBpdVJtcVIFuKi1uKoD3NRbvbTbfHQ7XhvBIyz7Eh2xme7kd/6UwsCxijhadRK1Jnm0NnWkNpMGeDcFq1zoB6zgoCsUJHNsiDs3ss6gi9jzEs6SiM9Y5zP5vDUuj8nmMFhsBpPJWF1dkW2psJhrPBZbwGGLuNwNHn9TwNsS8o62xVvrrH0x+1TKvt1hby8NHywRJbRuKbVzgwrbokK3qNBtGmx7vHNnomt7onuX3rc13sPFA9fQTWwMgNFfP99dudRXLxlHHiwR7zYWf7sQ/fZx/2/3e5+vt2/ONj5d7H++PPp0cXx/cfS3T9ezk7SM5Pjm+hpbSzM1VWV5efmff/75P//4p+//8qOcvKKy3M84cK1guHsKXkuHlU92FM93lix1vV+G5S0Csxbb0hcBibMN0RMVIZT33vhc16FMR3SCDSbeDh1rg4q26ou0QIabIEONe0KM+iNNZKCiTNGRxuhI48Eok4FoM3SsFSrWBhVrMxBnOxBni463kzEQY42OtRmMsx1KsJcpQUx2Jqa6DKU4YNMd8JkuhCxXQpYrLsNZlmghY616Yix7oq0QUZa/V6IjzKw91AwQaFTvZ1DlrVvirlXkopnvpPnGXiPbXiPTRiPNWiPFQiPeTC3ORD3SVCPITMdbX91FXd5J9aWbpqKnjoqzhry1whMH1Rd2yk/tVZ7Zqzyzln9o8fInd22FcHujd2HuNRlBfbVvZlDNQhpiYxIpHO1k4Vv5v5PhXykhJILWSWDZYp9sX+P3SsgSp29VhJiKEI12C4e7vmN0lS51lSx2Fs/BimchJfSO4klQyTiolNb6ntpSQG1+O1KfM1yTQa5IJZUnUkpj8O8Ccbl+Qzk+AxmevSmuyASn7lhbeIwNLNISEm4ODjVtDzJqCdBv8tVp8NZq9NRocFAB2KsC7FUBjmrNzurNrhrNrhpNbpqNHjr1njqNXvoAP2NgqFV3vPNAps/g29fY4lhCZSq1OXcCVDQNq5xDNjKwUPZwL2dsiEMn8OZpAsa0iLWwzlsR8ZjrfKaAzxLw2TKEAt43ZAspWxLxtlSyt7GxvyU93Nk83t443BIdbvCu98SfDoXXkkURfWB7ul803LFJBe9QQTtU0C4NvDcG3Z2A7U7A9ibgu+Ndm8Ng9kAdE1khHmrawAEEqFpuX/UCrGSpp2oV3cwlQyV09CGLdrO19Mup8P5Q9Pls67cvV79eH10dSHdFnDdpCVGhgRoqii+eP9PS0tLS0vrhxwcPHj5+Lq/0w//4D3RbOYcEme6qmIaVzUCKlmCFDFgBA/xmsTllrj6W/iFstNAXn+M2mO44kGSLirfui7Toj7DoCzdHhpoigg27gwzggfpdgTo9oQY9oQbIMP3ecIO+CMO+CMP+SMP+SCNUtIUsIMhAx9p8QxYihhLssYkOuCRHfLITLsUZl+aEy+fKml8AACAASURBVHAmZLkSs91k/ShZlOiNtemNtUHG2PZE28iU6Aq3gEVYtAabNAeaNAYY1froV3jqFrtpFzhrvXXUyrbTyrTTTrXRTrTUjDPTiDJVizBSCzXSdNNU9DLQfKWvYa/yUmaCs/oLO6UnTmrPbRUfWcn9ZC3/wEn1SaC5ZkHYK1Bhcm/d25HOKha5S0ofkE70CihQDrGdi28VkkHf4FPAMoRksCxxEuDbhQTgOgksIneIhmGiYZhsX+P38wfpeP/GBOpbVS0LEQJK53dz4Hcz4HfToLxJYN54a95YS94oIH+kOY9Uk02qziBVpBHKknDFsbjCSGx+KPZdICrt1UCqe3+yTAb7zigbaIRFR5gZMNi4LdCwJcCwyVen3ku7ylOtyk2tykUV4KHd4q7V4q7V7K7V5KHT6KHT6KFb76lb4ab9wU33g5tulZdxY5BNR7xHX3bQQGH0UHUGqaWADq9dQLcy8DAWBcmbwAlmKZKVCfHqrIS9uMlnSoVsqYgnWuetC7midZ5onbchEkglwm2pZHtrY29rc2dbery/d3Kwe3p4cHa0f3F8cHlyeHV6dHV6eHqwdXEo/XK2+9cz6QFrnD3cJRlHSKgdW7RvPnTsTsB2JmC7k/DdSfjJNGKfBhWga1ZgRfOt2WNVCbTK+IWWbAGynIMoX4WXrSCqGP31LFw7hwLj0hDSBcq5mHEuZtztCe4PJSsT5FAfFyoRY2aoK/fzEwX5l0+ePPm//u9/++P3f3kur/Sf/++/wWvfModa5+AVSz1Vy/BSBqxgqT1ntj5hujJyvDiIlOOOTrTtibKAh5vCw00R4WbwYKPuICN4oGHXa4POAF2Yvw7UTxvipwEP0oUH6XYH6/SE6iHD9JERBn0RBn1RRv1R5v1Rlqhoq9+LMRBjjYm3kzGYYI9NdMAkOuCSHIeSHPHpzt9CBD7TbSjNGZ3sgEq0kynRE22DiLKGR1jKeicdIeZN/kb1fgYyH0rcdWQ+5DhoynxIstKKtdCMNFYPNVQL1lfz11N1VJFz0lRx0VSyV3lpq/TMXuW5vfJTK7mfLF78YCP/o5vm80hrncJQ1478BEp7+TyqfR7dtoQDsyid3OFOPhnCJwIFJOA6GbRObl8nt69/tQLMJ0P4ZIiQDOHj2wX4NiEBKCKBReQOMQUiHukUj3Rujfdsjff8fv4gGeuTjH1NmcRUxPoIXDjcxSfDvptoShtvTB1rSButTxmpTSXVpBKr0giVqUMl8Zii6MGCyMF3oYM5rwcyffrTX/WneiITnJBxjrKr+KARVuBQc1CIGTDYtC3EtDXYpCXQtPm1YaOfYZ2fbp23Xq23dr2nVr2nVp2Hdq2ndpWHdqWHboWnfpmnXrW/eaW/ZcVr65pw59ZEn+63kdgPGcTGfGpnNR3dxhju4UwOCWYI6wvD68vjkrWZHeHqzjp7TyrY2xTvbUm3tySbG5INqXhbKtnZkO5vSQ92No/3tk8Ods+P9s9P9m8vTm8uT24vz26vTu+uz2Tc35zfXZ/dXh78cnX46/mWYIawiAWJJhCbk91bY5DtMcjOOFSWL23REVtTyO0p5NYYbIfasUluFQ3WLbTl9Gd6gSNtehJd52pTlgFZbEgBp6ucjahi99dyMM18IniVAF3AwdaoKN4UYY6IXB3HBbvbRAZ4ZCXHfiguoFFHlpeXwR3QrNw8T++Axw++76p6szrUPI+oWO2tYsCLGR3v5hpTxssjKO98CRlu/XE2ncFGID9doK8O2N8A8toA4qcH9dOF+ulCfHU6/HTAvpoyYK+1OwN1uoJ0u0P0e8L1eyIN+6KMeqNN+2Mt+2OsZcgyKFkS9a2o+FpgJDlgEh0Gkxyw6U7YdCdchuvXi1WT7PvibJEx1j3RNrL40BVuAQ0x7wgyBb02bn9tXOulW+2l+8FDp8xNq8hFM89R4429ZradVrq1doq1dpyFTqSpVqihxmtdFX9tZS8tZXcdVUuF56bPHlnJP3VUeWGn+Mz82V+MHv6nk+qTcEut4giP7uKUMUjFKgbIJ0A4BCh3BMGl9vCoCP4oXECB8olALq6Fg2kUkdpFpHYRCbROBgnJYCEZwifDhCSYgABcJwJFJLCY3CGmQCTDUMlol2S0a3sCuT2B/H2zVUzrFdN6ZTtOspSJT4bxSNDvhisiKR8iiOWR+NJwbEkk5n34YFEEujC8Lzeo/00AKsunL82zL8kFGW+PiLXtjrGBR9l2Rdp0RlhDwyzBoebAYNP2IJO2QONGP0MZDf6GDf6GjQFGjQFGDa+Nqrx1Kny0qvz0qgMMqwNNa0Isa8Nsa8IdYDnB0DdhsLxoRGnKYE3uMPDDVHfjDArIoKFYMwTx6vgmZ3qLO7fJW9xeX90Tsw+3hIc7kuO97ZODfdnFzPv7+/u7eyd7e6f7+2eHexfHBzcnR9dnR/fnJ3eXp59uLj7dXHy8/crdP/j08eb+5vzz9fGXy13mOGZmCCSa7N2aQm5MwLcmOrcnujcnEZv0Xuk0Sjo7uDEzMN9XzRqsXcc37w8Dt7ENk5XxwFDLGjd1YKAJJs1ztiaZBy0S9lSI0Q37FMjpdD+XCBHTUUtDHUuErlksbLin9X1a5PWe+Le/fVpbnh/oRSAQiN4+FGmE1oPCvMlMQ9bnc/Gt84iKZUTZYkf+fGsWvTqOWhQ8kOjQG2UJCzIEemm1uGu0emgDvfTAPgZgH50OH+0OH22w7zc0wb6anYE6sGDd7hD97nDDnkjDvhgTVJwZKs4CnWDzrX6QOSAbQQwlOQ4mOchAJ9p/60Shk+0GU+wHUxxlwQEZawWPMO8MM/2aKYWadQQZAwOMWn31Ad66jV46FW6aZe4apa6ahc4aeY4ab+w1smw1M2y1Uqy1Ey21Y8x0woy1AvXUfLRUXqkruqspOqoqWim+sJZ/bqP4s8XzB8ZP/mSn8MjPSKU00htWkEQDVzBQrewhoIAAFhI7+AQIi9TJGUUIqEgeBbaGbVsbbORgmoWEVgmpXUJqlxBBIhJ4nQQRkmB8cpeQBBMSQSISSEzukFAgkmGodAQmqyJ26X07k72/V0JERa6P9ohGu2U+CCidPBKUS4R8hy/wxeX7YPJ8B9/5oHL9+nJ8+rJ8+rJ8kGkePanuPUnOiDg7RJRld4QZPNSkM9gIHmEJC7eChllCQi1AIRbAYPOWQNOWQNMqD61qT+0ab706X4PGAOOmIFNAiHlzmHlbnF17kiMk3R3+1re/OAxTFU9oyCQ1v5mEV00i6qb7mucxoGUinEUb4E/i+TNkEWtqU7iwL1073OYcbvOOtgUnB9KL492T/e2Tg93z46OLs/PL84uLs8vz04vT47Pr0/Pbk9O7s5P789NP56efLs++XJ5/vj795fb88+35x9uzj7dnt7ent7entzfn1zfndx9vr64u7q5Pfr07YUzgZ4lwAR21PoEUT/ZsTCIkdKRkql8ygxbPYoRzeNEsdgXXysYClpGVi53F/J4Py6058BiHAovnxVbPgQFGI3khHFD+Dqp+Z6hJOtDA669bJ4H35tA70xjhWN88BsSbHIJU5yPba4O9nKxN9PS01JWUlH748cGjZy809YwM9LV7mwq5pPZFZBUD+WGx491MUxq1JJyQ4w0NNuoI0Ad5a7e6abS4ara46bR56ANfGYC8dUHe2iBvbbCPDthXG+SnA/LXAvlrwYL1O0MNu8MNEVHGvbFmqARLdJLlYLLNULL9UJIjNtlJBi7FGZvq/I9ZtSMm2RGd7DCQZI9KtEMl2vUn2H5DNoXoijDtCDIEvdaHhphCgk1Arw3b/PQA3rqNnlp1burVrmqlLmrFLqrvndTyHdXe2qtl26pl2mik22gmW2nFWWpFmWmHGGoE6Ki8Uld0V1FwUlawUXhhr6bopK5gq/Tc6uWjV3rKbwLcQG+TaOCqlYF2AbGTMwRcRTVxMAAhASggdbBIneyRbu5wN5vYsYZpYQ81i8ng/fEuKfF/q0TXOgksJoMlFIh0GCodgW2MdsqqiL2p/l163++breujPcIRxPoI/FvKxCVCOISO74ZyPDHZHuhsd1Sme1+mGzLNDZnq2pPi0p3k1J1g3x1rC4+27Iowhf3jRcGOSCtwpC0owqYtzKY11Lo51KYpxLoh2Ko92qkt1hWU4AFJ8e3KeN2dE4x8G9bzLry3NLq/KgHfnEmDvZ9H17MoHaLJXsnckGBqUDiHFy2OSBnjG2vTm5z5Lc7SBndpU8zc3eYdHYhOjiQnhxtnx1s3l0f3d5cnB7snx/sX56fXl1c3V9c3V9fXlzdXF5f3l5efry6+8enmUhYfPt2cfbw9u785vb85vbs+ub4+vr4+vr46vbm5ujg/vbs++e3z5doUaYHSw58c4FEREjpSQkdKp3plSojmMMI5rGRuaG8OvTuJmIEVY4pj6PWZ/M7SqfJ4SKh1rsHDXP0HJVbyXWG2sx+StxA1B2jAJrpxqatEMgIWENt36X0ny2Tp1NC7SK8gJ5NwP1dHKyMTYz0jIwNVdbUnz188ePLzg+//iKjL5ZLaGagaDrqWAS+ebkojFAT2JDkC/HQB3toAT02AmybATbPFTafdXa/dU1+mBNhHD+irA/LTBfvrgv11QQG6naHGneFG3REmPTHmffFWA0myKZs9Ps2JmOoig5TmSkpzJaa7EdPdZIZgkp0GkxzRiQ4DCfaoeDtUvF1vjFVvnDUy1qon2goeYQ4JNgIGGAB89YGBJu2vTVv8jBp99Gs9dKpcNSuc1UudVAud1fKd1PMcNd7aq+XaauRYa2RaaaZbaaVa6iRY6ESa6gQbaPjoqLqpKzmqKNgrvfDQVXNSlzN7/oPps+/9jNUrEoKIgLKF/rZlVBuHABUQoZyhNs5Qi4gCXieD1jDNa3gQkwBhEsAsApCLb+PhW3nYFu5Q0z98+L0SMCEJJiJ3/F6JTWr35hhik4bcow/s0f9p/iAchQtHZT7ABJROPhnCJULYeOB3slf+4TE2nVFW0AgLGbBIy84oK2ikGSTCtCNctrtiCAzSbw4yaIt1BqX69ryLwJQmEqoycdXZmMps1IeMoZpcXEMhua1sFFI7AQdMIdune8HT/aDx3hY6um2RCFsbRwnmiBur47ucmV3ewpFk7VDKOZByDzYFh1vCg23xwbb0YHfj5Hjv9GT/7PTg/Ozw8uL46vLk+ur0+ub8/u7q7v7q7v7q7u7mG/d3N59ur75x/7uvrq8vLy5Pbm8u/v7XT3//6/3nu9NPtye//XLz8fr809XJrzenf789FC2MzmIhG7NDG1Oo7enendnevfn+/QXUzjxqex69MYfamkWdLwzeLmG2SaCxusyBnBBKYfRsdcZSTVaTh1GppXK25sNC/efIEKfpvHhWRc4JqnEX17Az3CRAV4kwjSJs2+5Ef6avTWqAc8grO1dHMyNjbQ1tFWVVBTmFl08fP3n2/R8gxUk8Yguf0LIx0iEmtqz1fiBXxoISHcteaZa6Kle4qDR6agE8tBuclOvsFBoclIBeOu0+uiBfw44AQ1iQSVeoeXe4ZXekBSrBvj/JYTDZaTDNGZvphs/2IOR4kt+8Gslyp6a7jaS6UZJdiAmO+Dh7bIzdULQtKsKqP9yyP9y6L8yqN9QSGWKBDLFAhJj3RFh0R5h3hplCgk3aXxu3+hsCfA0bvQ0afI3rvU1qvEwqPA3L3QxLnPXeO+rmO2nne+jnuum+cdLOttfIsNRIN1VPNVRNNlRLNNQI01T0Un7upangpPLC9MUjM/lnRi9+tFJ4oPPjv1nJf58TYI+qfbeIamUTYCw8hEuEMIdaVwYbWUMAAQkoGu4QkIBrOMAarkUGC9/KwbVw8a08fCsP3yogtgtJwK+QwTLWKR0iClg8DJKMQDZGO7doiJ3xvp2Jgd1J9NbkwOYEamO8X0LrXad2C0a6+MOdPApEQIEKhjv4ZAiPDOISwWxC23dd/8iCOkLMwSEmoBATcKgpONQUGGzcFmLYFmLYGmwACNZvCTEARZoCY+2INenk5vxJSOVCX/PKIHBlEDyPAk33Akc7m2k9bfQB6CwOuUQeZFBxq1Qic4ywTMUwJ7CcObKYMbnDXzqUss52hBf7kvODjdPDjbPD3dOj3ZPj/dOTg9PT49PT47Pzo7Pzo/OL48ur06vrs+ub85vbi9u7y3/Fp7vLT3eX93dX93dXd3c3t/d3t/d31/d3dx/vr64ubq7Pf/l088v95cfLw4/ne3+9PbnYlf56dfLbrze/3R2KF0YW8BDJJIo/DN2YgG/R4XvTiO2p7g16l3QavjXbezDfdz7Td0XvORvrEvfXUUoSgGGOwBCHgWT/Jg+TXN2fiwzkctUfZyn80OVtM/82fiY/Zg2ULR0s28XVHJJbN7GtmyRYhrtJnKdlkIeVi4OJsamWmo6SsqqCnPzPPz9+9Pz7f8e1FB5M92zSoJs0qJjSJiQCmMjyyZYMaKprpa/ueyeFRh9dkL9Bk7t6q5tad6Bpm6dWq5c2yNcQGmgMD7PqjbZFxTkMJDrg0j1w6W64dDdspjs20x2X5YHL8iBkuWPjbfFxtrho26Fom6FIa3SE5UC45UC45UCYdX+49T+UsEaGWCFDrBAh5ohwS3iYBTTEFBxo0upv3OSt3/BKr85Tv9JNr8JVv9xVr8RZ772jTqG9doGd1ls7zWxn7UxnrXR7zTRrjRRTtUQjlQQ95VhdlRhdtSB1pVfKch7qSvZqiuZKL01VXuq/fGD+8k9uWo+y/K0H63IZGOAqtn0F08ofhnIIICYWsDLYwMQ2c0ntgmEwl9S6hmtiYwHf4OBaZFZw8a38r6+MAmV8a8iuk9tFFKB4uEMWIrbHencmBnYm0JvjAxtjKCmtX0xFCkfhgpEu/jCUR4EIhjtkDVwuCcghtrMJbd+1+hu2vjZqCzRuCzRuDzJpCzFtCzFtDTVtfG3QEmLSEmraHGzcEGzUFmXZk+GOLgydgJROIuoXB9vZpG7eaC93pG+N3LNMRCwRelbI/WwaTjA9LFmY2FiZ2lqd2WLOShmTW2v0He78kYhxscO/OZJ8Ot/9cnX48fLw/vro/urs/ub87vZS9oO+v7+9urq4urq4vr68ubm6vb2+vb2W/evLPv9X7i7/UT1f3t1e3t5e39xd39zd3tzdfvny6fb2+vrq7P7m/OP16d35/v3Z7i9XB1/O9v5+ffTX0+0T4dIKBbmM79ieHhBRYRtj0K0J6PY4VEIFCcgtPEqLdBx2OIPYGwFK0XUCZAWrs5j4PrrOx6TAWrncUbPZ2zxb52mC/PepSj9lqz7OUPypWFe+L9INl+szVhm+0JS6jiiTDjTtkruyX5kHWmoFOJs52RkZm2qp6yorqyq8lHv25PHD59//e19l5hYVKiYDxWQgD9coJAIkhGbhYPUsMHu0MrY72bnGS6vKSRHwSgsWZIIIMQd560L89GBBJj0RFgNxDthkZ1KGBznbk5LjRcl5RcryIGS44dJcvq1vdIcYIoINkUH/64kINkYEG/eFWfSGWyDDzJFh5j2hFogQ8+5gs64Qs65QS1ioRUeQaZuvUfMrvXo3rRpn9QontRJbxRIb5WJrpfc2SkXWikXWyoVWSnnWKll2aqm2qimWKolmynGGilF68uFaCiFaiq81lX3UVZxVlGyVlazVVM3V1fUVFbWfPTJ78ee8IHtS63s+uWubjuYSIUuoZi4RvIZtWx1qXhlsWB1qkv3iuQQAG9fEHmqWwcECOFgAF9ciQ3a2gIxv4WKdDBISWteJbSIKWDIM3RiFb9GQW2P92+MoCbVPQu0TU5Gi0Z5vIYJHgch84JFBXBKQTWhj4Vu/q/HQqPHSqvfVbQowAAQatQSbAULMACFmDcEmgAjLtmjb5ijrpkirjhRXQlkkHZQ/P9CyiO9kU/vXp7CSWdL6DIE3gWPTMEwahj2BE8yObKxM7rLm97lLh/yVI+HyAX9xX7hwuL5yLGXKlPh4vvfl6vDXu7Nf785+ub/88vH6l4+3Xz7fffn88cuXT/+UF93ffuPm5uq/c3tz9bWndHN5d3t591WV25u7619++fzx/vr26vT+6uTLzcmvN8e/Xh/+z+v93+6Or7Y44oXRJSKS3gdgEiC706jtie7tcejuBGSLBuLjG1ZQH5b7yzn4eulIm2SoToqu3kTX7uGa9oYaFhqyml+bx6j8KULu3/NMFfKNFRPkv8/WepanJ5eh9LDIRLElwBAUbtKX5DJWGrPSWiDoA2R7mLlqPve1M3SyMTAx09bUU1dWVXj+8umTxw9f/OU/SiLdFuFlPEyjdBgsIgDExBYxvkk4WLuOrhYPVi+15/Sluzf66DZ6a0ECjTtDzPojrVDRVoNxtkNJjqQ0V3KmBzXHayzXayTLk5LhSkx1wSY6oGJteqMsEeFmiFAjiL821E8b5q8D89fpDNDtDNTrDDToCjJEhJjCQ027Qky6Qkw6g02hQSbQQGNIoGlHoDkowLTN17jJU7fWRaPSQaXcVrHUWv69xcv3Fi+LzV++t3hZYiFXYvmyxEKuyFoxy0o5xVIlyVwlxlgpwkAhSEchQFvBW0vRRVXBUVXJWllZ//lLfXklA0U1pUcvlB88cNd+2V+ZLqYi+WSYgAjlkTpW0c1LA/XMwSYGpmkV3bCGafoaEPDNbFwTC9PEwvxXMThYAJ/QJuOfxWgT4FsEhGYh6X9ZsUHt3aT1iYd71od71kcQwuFu/nCnLETwKBCZDN98WMO1fJdv/bLIQbHcTb3aR7c+wLA+0KQuyKQ20LghzAoQY98W7wKIdQEkuHXmBo42Zi321rFG+9h0nGhhdGt1cmdtamN1Yn1xlDdLZk+R+HMjkpWJHfbskXD5WLx6Kl07la6dSJjH4tUjEfNIsna6ybnYE96ebH883/tyc/Ll5uTz7fmnu/PP91efPl5//nT7+dP9p493n+4/fry7/8b97d397Z2spP6vXF/e35zf35ze35zf3pzf3lzc3F7IbPnly6eP99d312cfr0//58eL375c/fbp/G9Xu+diBpeOn8d2zgy0zQ20sghg8Qh0awy2T4ftjYOklGY2+sN8V94MNHcBXsDsLWF15Qt6iiS9ZXtDtfeTnZ/pcD7s/WCmf6ruoyj5P74xks8zUUpRf5xvqlJqqZ2t87TY5mWthxoiypb0JpCSH0Ove5dur28t94OnubaDuZ6ZmZ6OvoaimsLPL549fvTg5Q9/iLPXoTa+4Q82nkwjjyfhh+OdOyNAMb5pHVOz0pm/CsnjdRZMVMaAIyyBQUaYFOeRHK/RbI/RbI+RLPeRDLfhTLfhdNfhDGdsvO1QvBU62rIv3BQZZAj314X5aHX4aEL9tCH+mhB/TWiAFuz1VyWggQaQ1/odgfrg1/qgAD2gv267v267r16bn0GLt2HzK/0Gd70aZ41KO5UyK4Vi85fvzV4UW7wotnhRYv6ixPJlqcXLUovnZZZy760UM0yVk8zUYk1Uwo2UA/UVvXUU3bWUnDRVTBWeGyvK68srKD14qvjwudIjucd/fKj+8HFuoOtsd9X2eN8qupk50MwjgJgDzQvIakZ/PWOgfm2wkTnYyMTUMzH1LGwjG9e0NtjIHmySwcE0y+AOAfg42XpfqwDfJsC3CQntQkK7kNDKwzbzcI0CfMs6ESgid0iGO6XDPdJRpJDUJSR18ckyYLLRHp8C5hOBPEI7F9/GwbWysS2sIcB3OZbP8uzkSt3Uqnz164NNG8KsGsKsasOsW+Pd2pI921J8WlJ9gFmve0viaO1FcygAaxLLnhteZ9A3OfObnHkxk85bpLJmKfwl2jpjYpMzeyBaOdtgXe7yrnf5N3uC613++TbnZIN9LGUdbbDPd9evjzbvTnfuLw4+Xh7eXR7fX53c35zL/unv764+fbz7eHf/+e7+/vbu483t7fXN/fXNzdX17eXV9eXVf3neXl58vD7/eH368fr8/ub8/vri9ubi9ubq5vbi08ebz/dXH69PP18f//3j+W+/XP3t5uB+n8+nYxeGwHMDrbP9zYsDzczBJi6ueZ/etTcO2qQ0C9CVq4iCBeibGVDmVHv6dGuK7HDL6dqY2fo4JjBrs//D1Qjol+keVnt+hatuuPx/xqs/yDSQS9N9nqHzssJRp8j8eZn1c7CfESbRi5wTNVOTn+duZfb4f7gaatiZ6pib6+sZaimqKT17/vTRowcvf/hDqIkivjxpDVF9MNZ1Qu85m+45noTvjAClpKaVrsIF0BtWZ+FSexaxMAiV6U586z1Z6E/P9xnP9RzNciWlOuASbQZjLTDR5r0hBshgfWSgHiJAB+6n0+mjBXulAXmlDvPXgQVoyaIEzF8HGqAHDdDrCNBr9dJo8dYEeGk0v1JveqXZ6KnR4KHe4KFZ46xR7aRZ6aBebqtSYqX43kK+0OxlgemL9xbyMorM5YrM5QrNXhaavcw1U4g3UIowUAnWV/HVUXLT+v/5eu+oJrd14dfv3HO/c84+Z69mb4hKB0GxIWJd9k5XUUDFhoAKIp100gkhIaSQTkiBJCSQkIRAgJDeGx1UbIBlqavs893x3THuH1nbs76997lj/MYzRvK+f87f+8z5PvOdT+TJHRFH4iMPxEfGb90Uu3nTtq1hm1et27pq45aVIZu+XXd8RyIP9tTKQ0/IaV4J0S9pdXc1W3loKx9t6UDZhVhXV5Orq8kuRNtEaKe40SvFuzubvvJHMfzS4F6m/0OMMRnRK2n0Shr90uYxGWm8hzKpoE8pWdNKrl9G98voATnD1/P7mbB+BSWgpPpkJJ+M5JO2eKREj5jgEjcvA11IaMjc3ZR3iHz/LLM0nV1+mV1+lV6e01F/m1tfwKm/xwUWChBlvS1AfXuTWcYcs2rH3KOz47YX0675KddswDzuGvFaB/zWwQnnyFzA+Gra/v6598OrwOfX459fj396NfHhRWBhxv1y0vFy0vV21vdufvKnN7M/v3/18/tXHGJjqwAAIABJREFUXz68DVrx86fF4Jj+7cvn3778/NunL798+vzzh58+f/j4+d2HT+8//Pzhpy8ff/qb+POHD79+Wvr188Kvn5b+mCu+fP7w25efgkr8+vHN//N54X9/Wfg4PzbnGPCqeQ4JxS4hjbajLXxMoJsw3o1f0DFnZI0BIdTOqLbSnzroFTZa2SixaABzSwu/PoC4psfcMjXdNTTeNWDveWhV852YTyr6qy4CrzirIHZ14Y6QmqMJj5Miaw/FwE/EAPdvQB+Pbbt8RFKco0fWwLLP7F/77endcSdSdh46tHdv8s7o+JjQLZs2bNgQsXZ5zt5IUW3BCLF2SkJ43kdbGua+G+W90THmteTpniYHB6AjPOrH3h/A3u+D3ZRWpKmr0jXl55SPT3U/ONpVcLAjN4lzdRcrawczM5GZmcjO3MnO3MnJ2sXJ2sXL2s3N3s25vJuVvYuZtZuRuastPZGSlkhO3UFK3Y4/F9t4Lg57Lg5zNhZ9Jg51OhZ5JhZxKg5yJBpyJBZ0OAZ4KBpwMKr2YHTNwejqAzFVh2IrD8U9PRBTtj+mNDm6ZF9k0d7w+0kxV+IjM+JjL2yLOhkXfjBm696ozTsiQuMjN2/ZuDpk7cqo0JDQVasjVm+IXLEufm1oceolLaXBwoZ7hE1ecbNXhLfyUGZWg6UdbuY22Pkod2ejsxNr5SMtHQiHCOOV4l0irEeEDbZoC3ZpCzImbf7KeDfha2M3byfG14X1ipv8UuKYrHVCTptUMKeULJ+E5pXSgp1Lgydh+hWUsV6KX9bi6yb6JASPpDnYJ3FZ040fSffPsJ9kdgJuyhCFPZiHvZjSbkxpH6Gmp6laiquWNder2uB6QYtDznT3iyacI5MB67Np98tn/ldz3meTjgnvqM+hc5v7fbbBKc/IiwnLm1nn0gvvu3nf+5f+Dy8Cb2c9L8Ztsz7TjNf8fMz+atq78Gzslw+vf/nw+uePC0Elfv20FCw2//bp02+fPv3y8dPPHz58ef/x09LST4vvPi4sfHn/8cv7938Tf3m/9JdPS3/5tPCXTwu/flr69dPSL5/fB/nt54//+fOHv3xa+OXd/G/v539dnH3hM9rVAl8f2y9vDchazTykT4J/PcickuFnZDi/AGZnVBtJjyzkRx5WpZ9VaWkpHkTm9dZfktde6Kk+rwRm6BB5VkKRm1zuoVXNdiB+0bL/t7FLAy16tC/sfmJI5ZFtdT9uw55JaDi0GXs8jnBuT0vG0c7Ht+ovHEtZ993pxJjj+xMPH07au2/XH5XI3x/bWXNbh68aE+GfK+kfjMLPVvF7Q8dzNXmsG+PiQx0cwCi5XAG/1VV/VVZ3ufvRGXnxMfG9I4JbKdyc3YzMROqlbeQLsW2pO+hpiayMXZysPe2Xk/g5+0U5KcLrBziZe1mZexjpu9pSE6kXE0nnEgjn4pvPbsOeikWdjEGdjEOcjIWfiIEdj4Ydj4Yei65PiahLiahLiao5EFVzMLbqYFzlofiKQ9tLD25/eHB7Ucr2e/sSbu2Nz9sVm7Mz+kpi7JmoyBNRUYcjwpPDtyRuDY3dsjE8dN3W0LXr13y/ZvmfI0PWhq9esW3tuoRVaw9ticA8uKMjQc1MiJuPtnEa9NR6Ix1kZcNG6UAzGxpUwiXCWnkIMw9uF6J9ErxHhPX8IysCEnxAgv8bK8a78R4R0tuJ+pooJnookz1tkwqmV0z1SsheKSX4Hbavl+xXUMZ6ycFs45MQvOJmd2eTS4Rbxqq4IgDc6EUX68g1BhbE1I4wchAjHOQwGzXIRKnpCBUdNcDB6YVku5zt0HQGHEN+r3FqzDY76ZyddEyP2yZ9hjH3iNuq9doHx91DMwHDiynrm2eud/O+D68Ci898r6bcsz7LhNsw4TLO+KwvpzwLz8bev559/3r249tnPy08/7w0/+n9y8/v33z5sPh70e3jT3/56cNvHz7+9vH9H+Ov7z/8+uHdr+8//PJ+6Zd37395v/hlcf7L4vMvi88/L83/tPTqK5/fv/n8/s3P7199WXz+l3fPlmZczqEee1+7Q0y08hA+CT4gwVm50HFJ47yaEhAhRkhlA7gH/ciCQdQtfeMdfWPBEDJfA70sqzrTXXlaVnFaVnm2t+aSEpClAV/XQm9MtYO9tNqXYvx/jgh8dFjDxeQb21aXJm15GPc96sdI8qW9iCOxzNxz5NxLlacO7l/73cHIzUf37jiQsjc5ZW9MQuzGTSGbNm2OXLsqc3sovTi7t+Ghh4eZkLS8HmQvDLe/1XMXRjkvByjP1C2TMqyzA2ykVUohuaSbB3i3j3Bz9xIvxDSfi6KkJzSfi2k+HcW+vJd3LYV3LaX9SjInO4mVmcRI38NI3U2/tIt8dkfr6UTiiYSmY3HYIzHIg5GwA+GQ/VsRR2IbjsbCjsQFc0IwLdQfjgYeigUeiq07GFd9ILY8JfZxSlxJ8rYH+xNu7tmWv3dHXvKua8lJ2Ul7Lu5MPLkt7sfomCNRcUlbwhPWb4xeuy58/dotG9eGrF+xfs234ZvXbF33/ZaV/xG18pukTWsOha6/tmcn42nRIL7ayYZ62uE2JtjOgtiYYBOt3kgHONob7LwGRwfcyUc4+QiHEOkUYpxCjEuAdPP/AWNiXKCrMYi/ExvEJ8I4+Q0uAdwtRHlEWK+oydPV7O1q8YlJXgnZJ6X4pBSfjBzoof71mGSKu7PJ29noEWHdQoxbiHEJ0MuE0LsyzEMtpcbUjnB2NbklBIeYaO0iGoSEkY6mQW7jAAen4xENnVRrD9euFvksA17nyKTPNDNmnR23TfmNY+4Rn0PntQ747bqgEvPTtrfP3e9f+j++mlh6PvZ21vdi0jkbsM76bS8mXG9m/YvPx98+n1h4Mbn0cvrDm7lPiy++vHv55ePrnz8u/Pph6dcPS79+ePc38ed3iz+/W/iytPBl6e2XpYXPi28+L779svjq89u5z29nP7+d+/R27qeF5x8W5oN8XHz5/vXsp7dzP72e/uXN5Msxo1HJD+hEPlmLW4gYlzQGujAWFtDfiX6uIHj5sKHmRwPY+xrErQFE/hDy5ggifxB2VQNI76k6K688Ja88I68801t1vq8+vR+U0w/J1cELBhF3dIhCJ6lmUUZe7KEogfdqj8Y83r6ift+G0rjl1KwjmDPJDecOY3MzIv552f7I0CN7tqfs35Ocsi8mfltQiYg1KzO2h7beT5NBi90djTO91MVR4TujcMHAf2fivx5mvhigTSvwHmGDkVEta7hFvnOElpNEy9xJOB9LuBhHy9hFy9hFTt1JTd9NTd9LSdtDTt1NurCbeG5n85lE/OkdzSe3N/4Y33gkAXs4HnUoDr4/FpIcDUqOqk+OBO6PBaTE1u2PrUmJrd4fU7k/uiI5qjw56um+yKf7IsuSoh4lRRclxRYmbbubFH8zOTFnz/bs3TvTdiWe3ZF4NC5+f2T07i0RiZu2JqzbFLt6bdTK1RFrVkeHbIjavD5i0+ot67+P2bJyR/jqlJgNJ7dvydgTm7kj/M7BXeyndzTox6Ok8tGWCj3xqZlSY6bVGim15jaAkwNztDc42n+3wiVAugRotxDzD31w85F/L0MQV0eDk9/gEiA9IrS3s9HXifd2tXi7WnzioBKt/m6yX94aLGuM95KDE7OvPjj5qGWy5nIVpVbfDndKCX4ldUzF8Cvb3L1trh66TUY1dbUaRC2GLrJZSnP0cBwqvnu0121RBxxDE279pGd0zKXz2vpdZpXXovHbtBOuoVm/YX7S+nbO9W7e9+Hl+Js538spz/Nx51zAPhewPx93vpzyvJn1v5r1vZ7zv30+tvRy8v3r6Z8W5j4vPf/y7uXnhZefF15+WXjzZfHVl4U3Py+9/nnx7c9Lr396/fKnNy+C8eOr+Y+vn398Nf/h1ez7+Yn382Pv5yfezU++m59cejkd5P3r2Tez/p9eT7975vs0H3jmGlILyP5B/oSiNSBGTUowfiHcwqj18mFTUqyTCxpsKtFi7vXDb2pg1wcg1wfAV9X1GX3VF/qqzyurzigqz/ZUne2tOt9Xm6YBZPeDcgYguf2QfEXdNUVtrqnx8RwPMS9sHKMDtbX5d8L/pS45tGL3JsTpJOCp/Y+O7Yv90/9ICtt4YFfC/uQ9ySn7YhPiN4aEhoSEhq9ecT56PSbvjAz+cEzS8ma447NT/tEmfmPo+GjrXDS1v9Wz57XkcSnG2QHW4kt45amNF+Px57aRUhOpl5NoWfuo2cmtGfuazu9EndqOPJmAOBHfcCweejQOfCgOeCAGeCAOnBwH2hcL2hdbvy+mbm9szd6Yqr3RFUnRT/ZEl+6NfrQn5uHemJI90Q/2RBXujizcHVm0K7JwV9S9XZG3d0bd2hWTvyv22q64q7sTLiXEnN4WczQqcl/Y1sSQTbHrN0St3RC1Zm30yhWxq5bHr1+9Z+vGg9siDu2I2r9ty97oDcd2hZ/cFX4xKSptb0TW7rDU+PU3kqMpRVf6YIUaxN0+6G014p6+uXSEWDZCKLe01bk4ECcXEhTDyfs9V7gESFcHwsP7B4yJsGMibECICeIXoP0CtFeIdvJgLj7UzYd7BL8nCp+I+LsSYrJP2uqTtvqkLX5Zi0/W4pcR3EKMR4Bx89GuDpSTh3TykMsUVICWDTV2NrkV1ICGOdbP8vUxPQp6oL/dp+a4FAxbN80qpdq66Q4509bLcQ50Ooe7vQZFwKIOWNQ+U59L32Mf6naPKr1G1ZhVO+kengsYX07Z3s65Fp/55gL2GZ91ymOedJsm3aYpj3nGZ50L2F/N+oJWvHkWePt8bOHF+OL8xNLLyXfz0+9fzrx/OfPh1ezH13M/vXn26e3zT2+fv5ufDrL0YirI4vPJpefjS7P+pTnv0qx/Yc6/MBd4Oxd4Ozf+5llg8fn461nvlzdTbyftn194X/r0MlajUUKa6CVOStCTEoyXD7Mwat08SECEsLHqB3AlA5gHWsStfkiuBnhVVZeurLzYW3FWU3dJXXuxr/q8ovKsovKcovqSuiZNXZ81ALomf5omf5qhg9wwIgtNqAfulornPPhCJ2YEdq8o7vvihHXFiVuqT+wr+TF558o/7wxdl7wjLnnf7uSUfXHbd2wMCd20MTRs1fJDId/WZxxUNpbPqZkfLNIv7t6P9u4Fk+CDvfOdVfjBwl8cYb9Qk2Z68a520ADmQWv2fty5HaT0JEbOEWJaEu787sbzexEnd9Yfjq07GFdzMLYqJaY8OaosKerxnohHuyOf7Ikt3x33ZHfck91xpXviH++Jf7Q3viQp/m5izO2dMQU7427ujL2RGJObGJ2bGH19R1T+jui87VHXEqKvxEdmxkWkx4Vfig2/EBt+ZMvGlNANSRvWJK5blbBu5faNa3dt3rh3y8bD4RuOR288lxh++eCOm6f23zqdfP3HXVkpsZn7Y9KTwjOTIi5u33A6ZtXxsO+zdobCc0/1Qm4rgPndNTkyQO4AulDXWDKEe2imVjmZICcb7GRDv1rh6ID/dz54eIigA34B2sdHBfF2IL18uLMD4uyAuDoa3HykW4jxipq8IrxPRPSJyT4xKbiBKljZcEubPJImJx8VlMHRjrBz4XYufJm2HTUiarT3Uv1azuQwf1LXMabl+tSs8YH2QD/Hq2S4euj2bqpNSrVKKBYJxaZg2dQ814DQOyz2DkvdOrGtv9OsEli0XbZBiWu412dST9iHZj2GZwHLi3HblMc87jb77KNuy7DbMuyzj467zZNe65tZ/+sZ3+sZ36tp78spz/yk+8WE68WE682M782M7+2sf/HZ2NLz8ffzkx9eTn18Nb30fHzp+fjis7EgC3OBhbnAwpz/7bTr7bTj7bTr9bTr9bTn1Yzn1bT31bT37Vxg8cXYz2+n30zYfn7p/zjrUHe0yKlgVyd6TAQb60R4OqA2LtDNh/sECBurfphQOoJ/NIwrGkQU9INy1DVpfZUXlRXnBoAZ/fVpqpqLyqrziooLiooLqqpLqur0zuIT0sfnlJXpg4BrJniBDX3PgrhnaLj9Soh8K2lS1d7Mj/jubkJIXsLm+svnd6/5btuGlXsSovcm7Uw6sC8+YcfGkNCQDZu3rlyxb+2fSs/t1hDr5jSsRVPXolX83tH90dW9aOYvmvk/2YQfTR0LQ/TFwbZ5BdHPBmvrb9OvHMOe3oU9s7fh+A7Q0e2gYzvqjySUJ8eU7Yt9vC+mOCmmcE/0vV2Rt3dFFCRG3tu57d7ObXd2bbuza9vtXQkFuxNu7t5+Y8/2ywnR2dujs3bEpm+PSd0efWF71IWEmPPx0WejIs5FhJ+O2HIyLPT4lpCjmzccCVlzKGRlyvofUjZ8f2Djd4dDlx+LXHsuYVPG3shr+6NuH4kuPB5Tej6x7vJBaN5xyPUT1RkHHp3bk5kYcn7bmovbN5yKW30kYvmBsO9OxW8sPp8kqrneU5fTXX1ZWn1ZBbnRj7ynwxaZSOUOZr2dWe9ggRwcsJ0Ls3N/n0e5eTBP+z/Az0f4OuBBvLyGIJ6OBgcP7OCBnTyYqwPhEWC8ApxXhPeK8D4xyScmebtaPF3NbjHe1dXk6mp0ibCO9gYX96+nJLIgdhZk2YiEYO6leAY4k6PCWbN41tA5Ocwf03K9KqZHQXf10JzdZLuEZBURzAK8SUAwdbVauql2JdOlbndpePa+dmMva0TGHO5mjci5BoXArBE7hxReoyZgGRizjwScRrdl2DKiGR1QjA4oLCMat2U44DQGBXg+7nw25ng25pgL2Gf9ttmA9fmY/cW4bX7C+WrK+WbGuzDnXXo+tvTcv/gssPjMF4wLc/6FOe/bWd/irGdhyrEw5Xg77Xo77Xo97Xk9/bsSb+Z87+fHfno5vjhj//V14NdXXqdW0EMBD1OrnJw6Lx/q5UO9QmSgC+MXIu1skJlWa6NWW8kVxqaioYZ8bX22piatvzZ1GJw9CMrU1KUqq84rnv6OsuKCuPhkb9l5dWWaujKtr+yS5mm6EZznwhW5yeVeet28CCevLciJWpmfuDU9YeuBLWsj13y/Iy5iz97EpAP7ErYnbtq0OWTD5s3Lf9i77k+FJ+I1pPopFfP5MO/5MG/RKv7sVcwPc17pOe/NHe9Gua8HqAsDtNeq1mkBeo6Flj/MhR/b9XRX2JPdERX7YipS4kuTYkp2xxTuib67O6ZgV9SNxJjrO6JyEiKuxEfmbI+5sj3uckJsVkJMRnxsanzMxW2x5+NjT8ZEnIiJ+DEm4kh0+MHosAMxYSnR4SnR4Xs3hu7bELpvQ0hyyMaUkA0HQtYe3rTmyKaV56LWXYxZk5mwLm9vyL3DkWWnt9ek7QFn7oFf3Ym+ltiUn0S+d5RRdJp69xQu9zA0c//9lPCM+LWno1Ymb/z3+NX/ErP23xI2fXtmx3ri3VPi8rTuyuzO8nR57dX+hoJhTJGRWOak19kZdXYm0MECOdhQGwdq58KcHJibC/2H/JcG7TBP+9fbwE4uyMEDOdqhro4GNx/tEWA8wiaPsOm/fOjEOztxDlGjXYi281E2DjQog40JtjHBVgZo2XA3yaRscw22T4x2ThnFk/rOscF2n5pl7W6xdbfYJURbZ7NF2GTuwBrb0SMcpIGPM4qard0UR0+bo5dhldFHxbShTqqSS+zrIGlEtAEpZ6RXaNRIrAO91iGleVit0/QqpXwJnynhM5VS/rBGbh5WjzsNEy7jpNs07bXMBqzPxu0vxh3zE85Zj2HOO/rcb54fM7+edLyddizOepbm3O+f+98/9wbju2e+d888S3PepTn34rRzcca+MONcmHG/mfH+vrt25ndtXk86fpr3/vo68MtLz9LEqLWb0o28N0ouc3KBfmHDZHfTTA/B34l1cRvc3AZfe4OfA3KSnxoxd4fAOTpg9jD4ih6aowNd1tZlqKouKZ6e73lyVvHknOLJOU1VqvTBse6i4wNVaQMV6d2FJ3qKTw8Br2kbbo4SSm3kGj8HKakvPLPp29zk+LgVf9q66puEmIjde3Z8VWLTutDQH77fvuJ/5qVEqFvrp/s5r42iuaH2F6Mdr43C4J6rNyOsl1ralBw3I8NNiTFeJnic3GCElNGyz5Tt2Ho3ekPR9vAHiZF3d4QXJETmb4/ITYi8Gh+eHReRHhOWGrXlYkzYuZio0zFRJ6MijkWEHQnfkrJ1U/KW0L1bNiWGhmzfHBIfujFu88aY0JCo0I1RoRujQjbGrd+cuDFsz+aIA5HRJ+K2XdixLWt3XM7e6AfHE0tPJdSe3wHL2InL2dOSn0S5ua/t1h5e0V5e0W5RSbK09Meep2e6S8/y7p+k3jhGuHGq9FTitX0RP0au3bHp++jQ77eE/LBjy7dlJ2NYd45IylLbi04Ly1LV0JujuIdGYpmjrdZGr7UxAHYmMPi0Dg5WFwfiZv8DvFyYlwvzcKBBgn+6OCAnF+TkAh3tUCcP5upAuflotwDnETYFukj+zhZPV7NL1GQXYm0CjJWPtPIQdhbEzgTbmWAbA2SlAy1tgGU6EXZU2mzvo/q1rLFBjq+f6VJQ7TKSQYQ1CbEmIdYkwBj5aH07Qs9uGGZC9VyUUdBo7SLau8n2bqpZTNaLSMMCopyG7GFgFRy8WkAeFNP1Mq5RyTeqOgdkPLmA0UFpojfB6U3wdmqTXMDol/Fdhn6PacBvHZp0Geb81vkJ5+tpz9tZz7RLP+MemfOOPvcbX45b3kzZF2aci7OuDy98H154PrzwvH/uDvLumev9M9f7Gcf7GcfSjGtx1rU463k763s7638z6198Fng15Z71GL68Gv/5pe/zc+f/uzQ5b5Z1APIH8CV2dn1AhJhTtDxTUcakTU4+wivEjomwkwKEh1lvbioeht8cgeaNNuTpYblD4JyBumxVZZqi/GJP2fmeJ2d7y85Kio/3lZ0brErrfXiKfWUn5WJU951D1oY8WUWaDnVvoOHuCObROBvJfnw9KyFkz5o/hy3/9+3RW3ft3p6Usj8+cWfIps0b14eGLP8+8j+WZe5cpyEDXusFX9y9r/X8mf62sR7CjIo8pyG/1NJmevFePszTDnGxgUbCk/6amx5clbL8Rs3BuPyINbkxm65tC7+aEJ25LTY1Pu5CXMzZuJiT0ZEnoiKORW49HLk1JSIqOSIqKSxi9+YtOzaGbFu/Pnbt2pg1qyLXrIxcszJi9Q/hq74PW/391lXfbFn5560r/rx30/qDW0JOxoSl7YrJO7Djwcm95RdTatOSUdcP4/MPUW4fZN0/zCs8yC88wLu3j3d3l6LySG/FQUXlEXXNqcH6S/21qT3lF4Ql57qrcvA3T4CuHC65sDf3eELqodiUhA3JYf9xPeEbwpVdguKzzIKj3Adn1JAbpqbHFuITZ1uNo63WzqizMersTKCdDXJwwA4O2MWBuDmgv1fiqwxBZ1wciIsFdrLBDg7QyQX9VQmEm4/28BvdgsaxLqK/i+AVNXmEOIcAbetAWnkIWzvMxgTbGKCvPljaAMvc0kavrGlMQRxTkcZVlICy1dtDdHXjbV04qxhn6Wo0ixpNQqxRgDHw0aMdKKekxd1N8ciobjnVJaPYpBRzF8koImpYSDULpWahlCxkEAUToWCieI21NGgp9mkBtPg69GEutvoBHVXDb4H38SiDErZJLfEZNNNOw5zHPOcxz7hH59yGGefwlF03ZdfNuHQv/KNvJi1Ls473z1xLs/a3U5ZX48b5wOjLMcOrcePrCdPbcdPbcdPChOXNhO31pOPVlPPVlPvVlHt+wvly0jU/Zn3hMy5OWj/OOp67dF41V4Z6MIAvGaVUmJkAvxgzq6ZM9VHcYpxNgLF1IJ0cmJ0JtJGrTM2lI6j7Q7Bbg+Bcbd3VvspMZUVGX1WGsjJdVnauq+SkqupSZ+FRTt5u8qUoysUoVfFxS01G7/2jesA12eMLQ/U5FuQdG/reDBvSVX1j/8p/2vKvyw5sjzy4f0/KwQNR8fGbI6L//P0PWzesivj3ZbSn1+aUbQvD7W+H2M+U5AkpLiBCzHbjZrqxk2LUmKDBxQaYKBXDhNJhTKGh4brm6UVVVRbr3vnchI2psaFpu3ec2J64L2r7nujEnVHbd0QmJETEJoRHxIdt3bY1LDYsLio0Nnx9xOZVIZt+WLv5h9VhK1ZGrVi59Zt/j/zm3+K+/9edK//9YMj3p6PXpSduvpa05fGx8IqTW+vORkFS47BXdhHykigFKW13D/Ae/ih4eFT4+Ki47LjsyfGepycVVSeV1acGIKn9kLR+SJoGnN4PSlcD01WADCUgS1GfLavL7KpJ55VfpJacxt89As/bD7uyq/bEFmregbYbhyi5KeT8Q+KKTDvpib6xyE2rcrbVuOi1LkadhwVwc4AeLsjdDvJwg4DdHFAQJxvoZAO/TpyCiw03D+bmQl3tUC8fHsTT0eDpaPDwEO52uJMHD8bg+iS4VrFzYXYuxM4G2dkgGwtoZQLM9DpTW+0yjxjtk6LH5E3jiuZxRXOgp8nTjXNJsE5pk1Pa5JDgbZImqxhnFuMsnThLJ879h0P6vb1tLhkluOV9mIcd5mGH2jGD7egBLkrLQfazEf1shKS5lgt/jC/PB92+VHn9TEXumbpbacD7V4j1j2iIamErUiWgGXpFtoFe51Cfa1g54xyedgzN2HVTjoFZx+CcZ3jeq3/h1897R+Y8g9N2dcCs8BvkHoPUNyrzjcrGDD1jhp5xo3LcpBq3aMdtugn70LhjeNpjmvEap136Kbtu3qt/HTBMmPrsPXQN4Uk/rmgQX2pmAgIS3ISiZbyX7JO1WPhoPQs8QKpSYx8pGu5Ja6+3P7xEu3ms4/6ZjrunOu6eEj04Iy1L7a3M6KlIl5Vfkpde6Cw8RrgYQ02L6ys+1XvnsDQv2QHIGarIGqzM0ldn66rTjeCcKVqlg1zVVno14Yd/Clv+b8cPJCcnJ4VFRX+7cmVI2JaQdd9n7YscoQJ/MopeqWhTUtyc5CkgAAAgAElEQVSUGDPZiXSzaqeFDVMCyEQHyM+pc7ZVGUmlQ7gSHbpAW3+xr+KkvOKiHJB/c1/4mbgtB6OjdoTFxoTFR4TtCAvbvnlz7KaQsJANm0LWrd24dl3I2tANq0LX/bBx/fdrQ35YFbZiZcyq1Qmrl6dsWnt085qzkWsz4zfeSgp/eHRb1dldoEuJ2OzY5stRpGtxtBs72Hf3dhSliB4dFpf9KK881VN1WlFztq/uvBpwsR+UqgWnDUDSNdAsNSxLA72sgmaqIdl9kAwVOCsYVdBMDfSyGpalAmf1AC7Jai5KKy9yH5wQl6fRbx7FZOxEXEpovXFoEHHHQa500KqdbTVOeq2DWedk1Ts5ABcX6OICve3gv1oBcnNArr/ydT3t5sGCuNr/S4nfffi7q652qJMLcXIhwRTk4IC/+mBh1P+uhF2IdHYhPZJGr6wpiFva5JLg/D1Efw/RJyd45AS3rNklb3bLiK5ugi/YJ1hJH+9jjPcxAoo2Tw/FJWu1S4gWCcEsbjZ2NumFjcN8zFAHWsdD6bjoPgqIC3/c9CQXUHCx/NqpR1nHi7NOlF4/9/RWBrA4r7H2ER0LFLc1a4TM4e6OMaN63KSaNKknzKpJs2rMqAyM9vpGZTaNwKTi6uWMAQmlX0RSCZtVfIKKT9AIW/pFpIEuqq6bPtTDGVbw9H3CUZXIOii3DnZbB8S2QbHfIJ8w9bgHRWZJq4EB6McVqdBFo7QaXxfWL8P7ZS2BnlaXGG/gQLUtlSrMQ0XDPUnNNWbhWcLVlIrkjY93rCyM+aZo2zdP962Dn4ltubyPlneg4/bx4HkZnCv7ONlJndcOaO6f1T/JUhafH6q6Yqi9MlJ72Y645SM+HmODx8UtwFvp8Rt+SIwO25+cFBERtmLV8tDNGzYs/1M77PFcL+21mjEmwk52oWel2HEe2EAo8TErfcxKL6PCRXtiay014It0qHsD8Bt91RckZSe7qzM06OKHZ/bu37Ri56aQsDUbwjaGh26MClkftmFt6IY1a9et/GHd8j+v/+HPG7//PvSHH7YuXxG9emXChjX7tmw4Ghl6Mjrk5pHE+8cSS0/vrUndD8s+hLn+Y3P+cdKNIx0PTwgfH+16clxacUpefVZZf1EFTNWA01XAVBUwVQ1K64dkDMCyBhuydfDLg4irGtgVdcMVDSznb6ISlN0Hze5vuDaAuq5D5Q+icweReQOIfG3DTTXkBr3gBDpjN+zSdlh6oqgy28cBW9tqrG01Vnq9lQmwsYBWNsjGgdq5EC8P6mmHBHFzwW4u2M2FOrmQfzDouQ0ubsN/J8PfmxDEygT80QcDtXrZMAeib4cZ+QiLCG0XNzqlTZ5uvFfWHOhtCfS2jClIf4U4piCOKUhjvZQJJX1CxZzSsKc07Ek16+vWc5+C5lZQnT1ka3eLWUIwduGNnU12CcnAx6mpMCG2ggYoxD3JgxddAd/LLs05/fDq6ZLLZ0rzLgGK85rBZQISSsFttapENo3IpRU7BzodGqFJ2a7vZuokVDkLI2UixDSYkAIWkID81nphK0hEBnZSQF1UsJQOl7EwvbxmhaBV1UlTdbX1SxgaMb1fQh+WMy2qdkc/z6xkmMTNtnbYEPGxCl002FLu6IB7pbhg1cYjJVj5yFE6UN9aPUIoH0QX9dTniR6nYy7uBBwKexD7bW7IP13duCx/6/+8G/NN4bbvalNC6w9sJqXuomclE05u4189PFKao3qQKiu80FeaPlp/zY2658IWWtGFjtaaiU5iQNFRcjU1fN2qIyn7osI2R2wN+ebf//nkvviAgvVCQfXwEL4OeNAHD73S1vLQSiiyER/YiA+shEJT0/0RdMEA/EY/9LoGlCUsPd0LzutFFFdkHIn99p8TN24I/X5F6Mr1m1Zu3LRq/ebVa7asXhm+5ruINd/GrPkmcf3yPSErDoWtPRUXmr47Jvdgwv0TOx+e3gPMPoK49iPuxknK3XPMovOc4vPc4rOcolOK+kwlMK0PlK4CZ2igWf2wbG3D5QH4lZ66i731lxSA1K9X1ZBMFSS7H3E9iBaZq0XmDqDyggxhb47gCvRNt0fxd0bxd0ZwBTrMjQHkDTXkRm9dLuv+Gert46SCH+FZu+lF5zwcqKWtzkIHmpkgMxtq4sDM3AYzD2nlIdx8uJcP8/IaPB3Q3ydIPJibB/vvlPj6828yw1cHgmkhmBn+KIORVmOgVo9Sqpap6GA1A9LPguja4QYByirGuboJHnmLT07wyQkBefNYD2GshxCcVk0oWsZ6yRNK2rSaMdvPmtayprWsSQ1jQk2f0DAmNIyAhu5T0TxKiltBdvaQnD0ku4Ro6cTreVhVG1RKqOOhyungYjLgAbo0F1J0teZOekVBel1hDrq6kI6qFbQ0aIXkwU7qcBdNJ6boRK2qjuZeJkZKh4tagPyWOgGxtoNYK2yp66QCu9ugcgZMzoD0MKFKDrKPh9WICFoxWddNH5QxDErusJw5JGsb7aWbFHRTD1UvJRpEWCsbZKJVDuJL1U2PDAyAR9IYkJNcYrxVgLF0ICwcmIUONJGrR/GlOtQDLeR296PMjoIzrdkpqDMJgKMRT/dtLIpfeTvym2sb/q+imB9KY1dC9ofzr57oyj3TnXfBUnO3vzyn93GGHX5vpvWpCXZLC8i3ECocLOREn0BGazqdvDs5ITY6dH3UpjXf/POyFvCTCSV9Tt7i5yPGBHA/B2BsLrY0P3CTSvSIXCMiz4y6YUbdMKDyR+DXB6HX+qE5aui1rupMOaxA2fik8HRSwvJ/TVi9PHz58g3ffBPy3Xdbly+PWbNix8YVSVtWHAxbeTR8eVrC+su7Qm7sDys6ua0qNQly9SA2/8fmW8eJt36k3jvOfXims/yivDpTWZulrM1Q1maoIdmqv6KGXv5KT31aLyA9iAKYoQBmKEGZSlCmFpmrQeb3o25o0TcHMLcGsQW6xttDuDujhEID8YGxpchAfKBvvq9rvK1F3+yH56shefLaq7xHF3iPLnEfX8LlHiTdPW1pq7OwwBYOzMxFmNtR5g60hd9oFuCsAqxbiPEIEN4OpJsP93YgXR2Iv8HJgwcJVhjcPNhfkwnY9YeJlp1Zb2fW2xh1NkadlV77FTOt2kyrNlGrjJTK0danelL5sj4mPIiK1aDlIIc70CYh1trZaOvCOcWNrq5Gj6TRJ8X6uxsDMmxAhgvISWO9lMm+thkN86sS439VYqyfMdbPCGjoXxlTMfy9NJeMYhY1D3IwSipUSgR0NtVwkOXMhlIy6CERUEQEFJEgpXREBQtdrWBhFSy0kontZaJ66AgJFdxFAglb6iRkkJgClJCBUhqwl9GgakcOCpqGOpuGOhuHu3B6CcEgIxt720x9DIuaY9FwA0apUyew9bfb1GxTD1Unwml4iOH2BiO9zsqoMZCr+ptLhyjVdiHSKyUEP+ZydTV6RFh3O9zBAFpIFYamx6PoYkX5FWlJGu/2aVb+MVru0darB/EZSZiLO4GHI6uTN5fErCyJXI4+lCDIOau6f1X78PoI4LYRdv81B7YkQBigBcqqayOY0iFCvZaG8ail0McPItcs3xkRGr76m/AVf1KxcX5py/Me4pgA7mLU2UhPTLhCM+buACBLB8wcAWWPQq4YGnKM8Guj8JwRaM4g9JoKmqdE3OlFPOgnVGftDD0WuTZ++Z+2r10e+cOfY1Z9m7h++YGtq07GrElL3Hhlb8iNfZtKj0dUnomGpO3A5CS33j7KKDrZ/ug0v/SM+Ol5eeUlZU2quj5tEJSpA2cOQbIGoVkqcEYfJKMPnBWMKmimCpKtgmb2N1zth1/+29hwdQCVp0Xn69C3dI23RhrvjODvGPD3Rwn3Rpvu6ZvvmggPjC2FJsIDffPdkcY7Q5gCC6FYA82XVmV2PL7IKjlPvHW05e6J/saHTh7c0YG08zF2QaOjs9ne1eIQk1xiokuE84jQXiHWLUR5BP+15ekfK9H+e3XiqwnBtbiTDfzqgKWtJsgfZfi9CRapfKTlyTKtiKTm4/s42B4mXN4G622D9tGhagZklIc08ZCWDoSVD3cI4R4R0tuF8HWhvVKCT0YKKKkTavqkhhH0YVxND/TR/Oq2gIY+1s8YH2RN6NiTQ5zpIe6zYf7MYPu4munpoZi7iCMdjVoOWsNCykig7laQlATubAGKiAB+M4DfVN+Bq+tlIHvoDXIKTEIGSUnALlK9lAQUtwJ6aJBuGlBOBcraAEoGVN0O1/GxI6JGfRd2VNyol+D03c16OUnfQxntpRkUbS5dh6mPrpeT9XLSYCe2hwGQ02r7GfV6WqWFXm1pq9NTq0dotaNskE2AcYnxfjnJK8V7RFgfH+Vrb/AwAPbWShOuxAi/M1ifIytNFT04I3hwTlR8QVhySVB8sefpVfaNE9SsQ/DDMU9i17Sc2dtzJ4OVeVRTcX2speqjGPeGB3dgSrSgW5qGEi2uVkvDuBUiYUtj3PoVB2PDwr77l6NxIVoW2t/VPNmFdTMBNspTO6nUSSyxN95Vlp8frEkdqkvTAzMNsCuGhqsGRM4oPGeoIVeHLdQ2Fo+QqgT1t89EfHc+bm3Kpm8Ph606GR1yZtum9MRN15PD7h+JfHIqtvbCNkhqPCF3D/nmHva9A8JHx6VPT8urzilqzitqzg9BMnTg9EFg6gDggrb+/ADgwiDw4iD4khaa2Q/L6odl98OytA2XtQ3ZA/ArA/DLemzeCOb6CCZ3BHN9GH19GH1tCHVNh76mQ+XqMHnDmJsjuJuGpjtGwh0LsdBCum9teWBtLXSQS5y0Ehf1kZ1SZCMVWVseeFofDjXkq8E5neUX2x+dZZWcpd4/Jai+EhBifKJGTxfeIyZ4pKTgWxy/nOLubHJ3NnqEOJcI6xHigvvz3EKMk49y8lF/r8TvL205IBcbGMTJAjhZgN/XKm01Flq1hVZtplYFMZIrjOQKQ+vTUVK5vuXJCLFsmb6nfVDCUPFbu5lYMRkuJAK6CHViQq2WhRhiw/RsmJELs/BgNj7MyW9wCJEuMd7VTfT1UAN9tAkVc1xNH1cz/eo2t4Lq7qP4VPSAljExyJ0c4c6M8Gf1gslB7lg/y69ss8tIpk7CSEejjtc42I5V0RF9bXBFG6KXBpfRGoLI2+AqJlLR1iAjgyUtAHFLnbQVIKeCe9vA3eR6aWudhFQtIVVLW2vk1HoFHdTHAmm50P52qJbXoO5oUPNQKj66j4/t42PVQpycg5CxoL1cWA8DJCSWi4nlamqNnlZppFZY6fVWNsjAAGgpVaNsmLeb6OjEmXlwIxNsY4K9XJifDXaQqwzYomFI7kBdtqo6XV2TpQXm6CB5g9A8LShPXZejA9/qr87tLk5nXT0CTAoF7g5lXT7cVXhpjFQ921ZvRRc5cY/MuNKRxkobC2vkkYY7aGpO2+nd8fsjQ7b8adnllHh7V6ujHeFiA5302gCr3tFSakAW2DF3bPD8gcqLuupLI4CMUehlI/yaAXFNj8jVIW44aJVqTHFAgIZfP3Z2659OhX2Tvn1DWsL6Oz8mFJ7YXnpme+2lnYjsPfjrSZQbKfSCfaJHR7ufHFVWndECL+ggqUPQNB0kdRB8SVt/VlN7uq/qhLLyeF/Vqf66MzrQhWFY+hAiexBxRYe8OoTKGUZfG8Fc12NzvzKCuT6CCfqQM4TK0SGvDqOvD6HzRrA3RnG3TM13LMR7NlKhjVRoar5jJty1EO9ZiPdMzXcMTQXDmPwhVK4Re7MfmDUMz1MCLkuqUqU1GYyi05R7Jye7sBNduDFpc6C7JSBrDfRQx3pp44o2Vyf+d7qaXKImlwjnFDb+QQnU3ynxD3xwsgBBE/7og4lSaaJUBn0wtpQHe/wNE0qXWYeUlgGZoa9rsJurEVB7OM2yNrSUAhU2VXfiKsS48m58uZJYOUirM7KhVj5yiA0baUeZhHirlOiSUVy9FFcPzdlL8WvYvn7m71HL8Q6w/FqOX8vxqVmePoarh2aRkgydxKEO3AAX089GyalgORUsp0BkZLCUApZSwBIySEIGqZhIDQup5aAH27EDXIyWg9aw4CoGrI8OVTOhWg58sB05yIP3c6B9DKCirV5KqhCTnna1PBW0lAuIVXxSNb+1TkCu5zRXkhElNFQJHVPCayrjN5fxGx+qKNWDpDITrdLBAtk4YBMLpGcBTe0ImxCrZ8NG2RArt8HbgRwXoMbbYW5arbX5YV/VJW1d6jA024C4Noq8PgTL0YCylLUZQw35BuRtK/qeGX53oCZHdPtEy4VE+NFwzNkEfuF5V9PjOSZwnFrnpwN8bJSRjjZ3UEeFLAEeuW3td2kpOyL+Y1lN7rkJBXNMjLMz6gzEMhvpiYtYakHfGYVcN4Cudt45JC08oig9paw4p6pOVQEy+qE5g6hbdlq1iVpDfnAhb+eazNgf7h4KLzq57cGJWPDVww3XDzXeOEy+d6y95JTkyTll5UV17UUt8IIWeG4AdDHIIPjSIPiSFnxJWX1KUXNaWXtGVX9ODbjYD7qoBV8agKQbG/OMjXkmXL4Jl29uuhHEgr85hLgSZBh59Ss65FUD7oax6aa5ucDWctdJLvTQin30h37GI3NzgQl/y9h0c7QxfwSTO4S6pkPmDCKumnE3zdgbpsYbxqaCEeytPkhOx5OLlPvHJcDcN2ry8z7KhIw409fmk7aM91ACPVRvd6tHSvJISW4JwSNucXc1u7uaPV14d2eTS4QNuhEsNVjZEDsb5GABHMw6B7PORq+xtlVbaFVmaqWZWmmiVPxDDMQyA7HMQCjVNz8eaXo4hCtZ5rXpPeZh52i/ebDX0CfRydoHuxhaIVnJbuylwSXEOiG2XIh+3IV93IN/2ttSpaCA+uhQLQc91IEdFREMnc0GcctoV7NTybApaZYemrmHbOwm66XEYTFxRNw8LMQPCRoHeFgNB9XHhPe2QeUUiIwC6qFCZTRoDxUqb4P10BuC9DLgahYq6MMwv2mY3zTUgdPxMANclLINomJA+tkNWg5cy4Vp2BAlHdBLq+turZLTansYgB4WWMoAC8j1bHxlG6aMjn1Cx5YxG5+QYPdZ2IcSSnUnsVzaXKppfjhCKjPTas1MgJkNNnDApnaEuQM1ymkYZUPMbKiTA/NwoG56vYVYrkff0wEz9ZBMI+KKCZUzirqmg2X3AS71VJ/vq0/XQi7rEfkm5E09JE9dkSEpPNl+8zD8VDToWLiw8OwME/imEx1gQiYE+IUR6Wh7q1fTXX0nb/fmNUfjNq3/H8s64GVeCWlc0mRn1A03PRzFFTuaH7maiu2ouxbYTT3gqrzktPD+j71PUzXg65qGvH5kwTDhYR/qAeLaodv7QoqPRQGz99dmJtVmJqELTlIfpzPKUrnl6cKKNHlNRl9d5gAgSwfOUgFTlaCLKmBqHyhNDUrrA6WpwBl9kHQ1JFMNy9Iirgyir41gb4zibwYf6iPYGyPYG0PovEHkdS08p7/hanB5rYFd6W+4Ooi8PozJNzQVmAl3baRCe+sDM+GuiXjXiL87ii/QNxYMYfOH0DcG0bnDmJtD2Pw/xiH0jSF0nq3lvpV4x0q8Z215YGwu7Efd7KzJZDw6xy1P9wvhi0Oc8W5CoLtlpq9tvIcypWJ6ZFR3N8XdTXFJyW5xq1vS4hIT3V3N7k68S4RzCxqdfJSjHWHjQK1siI0FtDPr7YzaP/oQHPpG8tO/x9z61EgsMxBKR5sf6/GPRpoeDuNKlk363eNe55jL4rXpXaODtuE+24DcrpWOdHOGOqlqTpOcAutsqunAlLcjSrnwx0J8VRextrsV1NsGVTARfWykkoVUsBH9fJymA9vHRctYDWIaREQB8FvqeMRqMQUkbgV0kQCdLfUiYp2QUCsk1Auaa0REgKgF2EUCickQKRUma4PL6YheBryXBlPS4WoWSsNG93PRGg5KxUL0MWEKOkTJgPYxISoWVMWCKhng3jZgDw1gEOMHhRglu0FMAXYQaznNVZzmGg6hFlVTQEGVcQm1dHSZiFSn4aGk1Dpp8xMV7uEAvmSk5amRXmdrh9kECEsHytiOMHDhehZ4lA40twEs1FoTsVyHeqAG5Y7Crprg2WbUFRP6ygjishac1lt7trvytBqUpoVkjcBzTKhcC+qGqSF3BHRlsP6ypPQC8cre1px9WmDuTDvkbW/LrLTVxMHpuK0KJvH0noTjibHHE7bEr/i/DR3NXgnRJ8LYGHVDuBId6p4d/3CcXOEjPLLAb5tgt5RP04XFZyVPM/tgBWp0oRx+txNcAM87/vBkfOHR6JqsFMSt09h75wkl6eSyrLbKy8ynWZyKzPanGfzyS53lF7ueXOx8ekFan9UFyJQCssXA7G7gZQnosgR0VQy+3AvP70XcUCBvKtC3VJi7qsY7/bjCfty9Xni+siFX2ZCrgF3/I1pMwWDjnaGme3rCA1PrQyu11N72xMl4amp9ONpaoicUD+LvDWDvqtA3VYibvfBcHe7+QNPdYfyDIUKhnlCsJxUbSY+MpBJbW6mN+thGLbXRyiyUMh2+WAa72VFzhXDvlBh6Z66POquiTytpLwa4ARllfojv7WF4exgeOd0ta3NJqU5Jq0tMdImb3V3Nrq4mlwhn56PsPISV22Bhga1MgI1eY2+rtNEqrNSnFkq5mfzE1Fr2/4OB8MjU/MiIf2hoKtE3Fo1gHyybHh+bGvNN+D1jHkfAafZZ9V7TsM84YNXKbP0SS59Q383W8klyGlKAB3AwFRxMRTuumt9c10kCSSjQLiq0iwrtpED4LQBeSz2nuYaJq6Sin7QiHhNhJURoMb8FwG8BCEhAYStIRAZ3UiASSkMXFSomQ7qoUFkbvIeBVLIx6nZcfwdey29WcbD9HIyWi9VysRo2Wslo6KFBZBRQbxu0tw2soEMUdFBQBjm1vptWr+IielkwGR0qIgN5LfXs5joWvp7eVEfDVHW0QuXcRhkb1cNGCltqqQ0PuvBP+ptLB/AlQ4QnRnqdS4D0SBpdXU0WPtrEQ46yIfo2gL61Wk98qsMU94FvyaqyhkCXR8AZI5DsYWi2DpypBqT21JzrrjytAaf3QzIGIdnDDVeNyOtWdL4Dc9PReFsHye1+msq8dZCSlyyvzp4VoV/3cxwiklfVWVuYvzts47GdsYfjNp+I2zjUjpvRMB0dcAcLYCCW6VCFJlxJgFw1Tqp0YEpGIAVDkDvymuuC8qs98CILG25gw2W4p93YKk0rxMjFDdARihbgaEejs5s0xEEY+WhzB8rMg1u5DTYO1MGCOBhAOxM4RKkepNXoaDWDtJqhtlpdW62urV7XVttPrta0VvWRKhTEcjm+tBv3SIItkaCLhbDbndBbXbCCLliBuOG2BH5HirgrRdxVNz9WNz9W4R8pcSW92KIezAM5ulCGuq/CP/pK8J4gGkJpkH5imbblibblyQCpfIBUriU+1jSXqPElmuaH6ubHPZjiDvBNemUO4VFGY+ElLRX0cljwalQ83sdySiizAwJfH8erZHsULI+c4ZbRnX+1wishecQElwjnEGDtPISFAzMzQRZGvZla+VUGI6nU0PJ4lPholPjI0PL47zESHxvxD4M+jOKKf1dibmZ2dnpmenJqcmJsMuCd8Lkm3I5Jt8Vr1vmMAx69xt4vG5Hz+nitYhqWT4S144EdRKCIDO2iwSV0pISOFLchOtvgXCKASwQwCXV0fA0NV0XBVrRinraiy7voCAkd2c1Ey9nYXi5OycOrO1pUfIJWRNJ2turElGEpbVTOMCnYlj6uva/dLGOa5XSTrG1UQtEJiWouppcB76aCZTRINxUspYCkVICEUi+h1EupACkV0NlaLyDVdxDr2wkAHgnCpyI7GY1iNr6X39pBQbKJEBa+vgnw4H72kXtZB/nY0iFK9QipLJglXAKkr7vJ1010S5ptQqypvUHfBhghVQ3hywZQDxTAG9KKLFVlhqYqVVOdoalN19Sm99Wm9dZcktVclNdektdeUNSmquvThiDZJlSuq+m2l3BvAHxVXZ+lrEnnPTjeeDmx9c7xfkKVX8GCP761fdPKkG//ddumVbu2rDqWENLPQj8f4vu6sAEB3EKr7kfc18Lu2JpK/a01/tYaZ3PlKKasu/6uoObOMB3+xtTzk3/4hUn5v555fwqYP49bv0zbPo6bPs9YvsyaX7v7v8yYvswYfpk2/Dpl+G3K8J+Thv81YfrPSdNv08Zf5ky/zZp+mTP9Zc786zPzr8+svz23/DJn+XnW/GnK8GF8ZMmve+vRvnZpXtuVb+yKN1b5a4vspUn6wiB+Ptr1TN85NyKyiFtMnYRRQdNQO0bLQqjaoAoKqKcV0EeDqNqgGkaDloXQcdHDPKye//9x995RbVzrwr7XPbeckmI7Nt0GjFucOI4T1ySuseNeacYYbEyxKQZXeu+9d1EkOipUFQRCvSGqUAEJEBIqqEsUAXaSw/eHHOLrcu7N73e+ynrWXtJo2LCW3mfed++Z2ZNDbsodaCvtby1htBQbf5EKzqc055GbcomNmfj6dFxdGr4+ndCQ0QtKg5fGwvIiUh45hdw5lx50hwIuGe8FD3UCeVjYeC+U093MRjewuuqZCOBwZ9VwG2CopWwQVjzaVjLaUjgCyR1syuqvS6GDEqmVcTRANKXkBa3kmVEGUkEQMT+QkPeIkPfIKMZbUAoeU/OCqLmBlJxH5OwAUpY/MdNvnVgsnZmRCIUzAoFgkj8xOT7G57L4HObYCIPFoDBwaBy8pQtS214HaAGWwKoL24B5HbW5iPqiruZidHMZsrkY0VQCbyxsrytorcttqc0D12SBq7Maq9PrK9PrK1Nba/LaanPhdYXIxsKu5uIeaFkvtBwLA2AgZRhICRZWhmspJ7RVkDuqqHAgFQ4kt1ZQWipI0HI8uKinPhdRnd5alggpim4rT2gti4MWR0OKosCFkZDiCFhpFKwstqk4trk0EQpIg1VlQLsPM2UAACAASURBVKuzIdU54Krc5sqcxNAAn9uXHc8fcTh36MJ3u3ab/uncQduO0jhKVQylLJhUHEIoDaUB44znJdgdxczWgv6mdGp1PLk0gljwApf5CJ3ojYxwRQU7oUMcu0Kcu8Kc0OHOyEgnZKQTPMoJEe0Ij3JARNjDI653RdljY51Jia6UFHda5n1iiisp1R0d4wzwPhF78+sX1w8+uvH9XouPDuzccvv6ueAAz8iAu75O50bR9RxEhagbMNWRO1gdjUnzQ8Z4YJP8hvJDxwAJHEASJvVZS8yj3uKkqd4WPa9vfpqpnRwxzEwox5gyzqCKP6qZZusl43oJVykY0olZxoWzFsTcRTFvScJfFk8uS6b0M2M68diceHxOPD4v4c1LxoztgnT8XQzS8ZXZsWUZd1nGXZJyDBK2QcJeFLMWxaxV3fSqVvB3zdQvqolXCt7K7NjaDgbJ6JKYvSRlLUs4yzL2ipS7MstZXZCsLohW9aJV3dSqeuoXFe9nOe+lnPt3zcTPSu5LOfdnJfdXNf8Xxbhhhqmb7FfzGFOMHmpnPYcI55IQQz0wPhlFgFRxsC1cDITT3TyKqhvpBA11VA62lA3CitntgNG2EiY036gEDZhAqYillkcRC5+SCx+vyYDPDcDl+GOz/Yj5ge9Cyguk/GcfCBm+60QzMqFIOiWYmZiYGhvjcVhsFnOUNTzEoJIo+F4sshPZAukE13c01yGg9V0t9bj2OgK8loxqpKKbaN1gSncTCdVIRNUTEPW9iJqeDhCytaITXNbaVAStL4DU5TVXZoGrs6DVOS2g3Lba/Pa6AkR9EbKhuA2Y2wbKbq/Jaa/J6ajN7azJhdfmIWryOquy4NWZ8OrMzqqMNkAqtCS+qSC6IS+ytTwJWhrbXBTVWBDekB/WVBgBKYmGlcVVZYbW5sc2laTUFyWXpEXGPn/o63bD5dqPh/fabbf4xPLTP9ls/LedJv9h8dd1F47s7qnJNCqBL3jelRPUlfcUC4job8pktRdx4aUjsBxGbTK9IoZaEmY8e90b70WI9SJEe+KiPHujPDCR99DR7uhod1TMne54t65YV1SUMyLCERHmgIywR0c4dEc64pNceuLsUdE34NE326Mca57f9D//5Rcb1l08sicrNmSQ3COZGB1n4EC5sTxSy0hH+SypVogoYNbGUwqf96b498Q/ICYH9uWEMfKicZkR5NKMyS6oaoQiZ/eJWAwhZ1jEZWtEIvWMUDrBk03z1LMinWpGr5Go5NPqWZFKJlTJZlQysUoqVYtlarFEPStRycXqWbFGLtHIJVqFWKuQahVipXhKKZ5SSQQqiUAtndbIhBqZUDs7rZUKtNJJnWxKPyuYk0/PK4QLStGCUqSTTRnRzwqMHxlZ1kqXtOJljcSgmTGoZhZUwgWFcF45PS+fnlMI5mYFevmUXjallU1oJRMaKX9eLdQpJrSyCd0sf145PS8XaMQ8uYCtnGKLuYNcOm4Ai+jr6WBRMJP9JCYOwcV3cHEwLgbC6m4YQdQMdVQOtZYPwoo5HRWs9tJRWMGaEmRADKUskpj3mJQXSMx9RMgJwGf747L8sJm+vRkPibmP3gs559GbSuDTH66bmJjg8/ljY2MsFmtkeHCgv6+fRu2jkNGIDjS8HdnegmiDottbehEdxB4EBYuk9bb34dsHSPBBKnKI3DVARjGIiD4CnNLbRuppwXaBuzpqOqAVsMaSptrcRmA2qCgJVJRUW5xcV5LSUJbaWJ7WBEiHADJaqrJbqjNbqjNhVWmwqjRoZSqsIhVWkdpcmgwpT4VVpLdUprVWpcMqUiHlyeDSeGh5Irg0vqEwsjYvrDY/tL4wvKkkClwa3w7Kq8iOiwz0dLn843df7/rc2sTGdP2WTR9bb/7IxuTjbZv+ttv0429tP9u/9dNbpw+gAMlkQAylJLg3+3FHygNYok9n9hMKMGm0tYCPArDaCgcb0ujVcXRANLUkjJjzGJ/m15f5uC8tkJzij0982BvnjY693xXj0RV7tzPiVke4IzzcERHhiIpwQkc79cbcwsXd7o5xREReQ0Zcg4dda3t+rT7oSrzTUecDWwOdz4HyEgVMupDFGMZ1NOYlEBsLBT31CnzNdEcepzGZVRPPKAnHJAfAo306Y/y600IZ1TnC7lZFP2F2hC5h9csnOGqxYHZqUiGalgkmZ2em1QqJRDQ5PT2m1cpUSqlSIVHIJbOyGZlULJkRi0WSGaFIJhXPyiRG5LNi+axYKRMrZWKtclajlKrlUpVcrJSJFTKRXCKalUzP65Rz2lm9Rq5TS7UqmUYpViskKrlIq5JpVRJjq1PP6tRSY2sUTKuQauQzGrlkrVXJZtSzIvWsWKsQ65QyvUo6p5bPqWVz2lmtSqKSizRKsXFhIZ18RiURSAXjk6whMZ8zQiPSMF0DhF5qD2qMTuCS4GP4ljEsmI1uYCJrf1eis5zdVjoKKxhqzumvTaNWx5MqYsilEYTcIGKuPynHD5/tS8j068142JvxEJP+gJAT8F7IOY/I2QHkrEBiph8h3R+f/nDdyABpgI4j41E9qBZEG7gd2tAGqW+D1HfAGlFtYAyildiDoOG7+8nYISppqI803I8bHsQPD+KHBwlDDAKDhqeRcWQCBt+DImCQhF44rqetGwlub6lubihqBOZW5iXUFqVCAJmwymwIIAMCyGipzuwA5bRWZbZWpbdVZ7SD0tuAaS1VKdCKhObyBFBZYnFOZH5GaHlhNKgsEVQWX1sa31yZUlMcXZkX1gyIg1Qm1BaE1RWGV2Y/qcoJfex5+/q503vtbM03fGKxcb21hek2CzNr0802JptsNn66c/Mn31qb+Fw9/fzW5cAbp1D5MX3lsdiMAFxmECYrCBbrCUt8SC6PY0HyBxqzhsE5I5Ds4aY0BiiBVhFJqwhnVISPgmIZpSH47EfYTF9clh8uwwcRdwcWcgMV64KKde6KdkJF3uwKv9EVfqMr7Doq7GbTk4utL651PL3c8vAM9P6JxnsnS2/9EHv1YMC5AxEe1wmtIB6tB9tQDsuNZ8OqFJhGYXuBqC1nEpI+UhNHKQ7tzXnRkx2Czo2k1OSMdtQKyV3iQaKgnzw1RJvls/VSkULAVwh5CiFPKeIrxRMqyaRxRSyFdHINuVTwBsK3UEjWECilIqV0WiWb+S29CDXyGY1CqJHPaJUirUKsVYp0SolONfP+7UqJVmG0QvbfbHVK2XtRz4plgokpziiPOcQfHeYxh9gDfUwalkNs5+KbOZiG0S7QCLxqpKOc1VbOai0ZbMwdbs4fhRWMwgqGmrOpoGRsWXRP/nNM5kNsumdvikd38t2eJA9Mqic23RuX4YNJ9+7N8Hn9Jeb443MDCLlBpLzHpOxAUuYjUmYgMSOAkB6AT/Nb19XRgGitbYdUwxoB4NoycG0ZtL4S1lDVA4fiutoo2K5+MnakjzTaTxll0IYZ5MFBwtAIaWSEymT2jQwzhgb7Bvr7Bug0XE83Fo3sRrTC2xrbIdWQ+pJGUF5DdU5TeRa4PKu5LB1cngGrzGqtzmkHZrcDs8FlKS2Vae3AzDZQOqwyGVwRDwHEQyoToMD0+vJEYFEMqDi2qTIFVpMJrk6rK0tqrcttrcuFADPT4x/5elx2vvbdsW+27tn6icX6/7D49G+mn/zF9OO/ma3/xNrcfO/2HQe/3Hv++Ilvd+36xs7m1Fe7754/aX9k3097rDMfOPZmPO1J9MakPMRlBmGynuDyQihlsdSKBOP9ViPNmcaFUgZqE+jAKFpFGKEgqDfXtyfjQXe6V0+aFzrlPirhDjz6VnfCHVSsCzLSAR52ozP0KiLkKjL0GiLMARpqDw12aA263OJ9puXuyQaX70tuHky49I3nd9tjPW/U5cXKx2g9oMKG5DAGMH8WVStqyRNAM3hNKaN1Cf3V8aSy2O7CKER+NLoindRcPoyGckjoMSqW30+eYTOVU2PyqTG5gGNcq0EpGlfN8NRivkYyoZLw11BI30Ai+AcopdNK6bRKJlxDo3iNVikyolPN6FQzb203bvxNCdl/H51y9r2oZyVS4dTkGHucNTLOGhkbHWYN9Y/2Edlk+BgJwsE1sbrrmCggs6OS2V7Oai0basobARe8pQSm4Flvhg82zQOTfK870b070R2TfK83zcuoBCbduzfjITbTd00JYm4QMSuQlBlIzHhEzHhESA/Ap/mvgzaUQ+rLIPVl0IbylsbKDggI2Vrf1d6IQcB64NAeeAsW1U7Bdg3RCGMjjAnuiEAwOi1iz8yMS6VTcqlwVjItm5mWCqdkIoFwnDPaTyL2tMOh1eDagrrKjJqyVAggE1ya3lySBgNkddYWIBuKEfVFHbW5iIaCVmAWGJAKBaYjG/NRkILOuixoRUJ97ouO0hhEZUJbaTSsLK6tKrWlMqO2OCk88N5D95s3Lp34fIeFickn5uYbLK1MdthYWH78L9vW/+se808P7tp6+uC+K6ePO12+5HrT3s3e4ei+r3dt2brD3Hy/re0eM5M9pp89vHwSGuWJjnNHxrrDY+72pPqS8p9TSiPoFXGc5mzjYj4jjWnspozRxpTXqxRXhTErg4fKXzCKg6j5/qSsB/h0H1yKV3e8GyrmNiLCqT3kZuuL68annLQE24PDbtU9vVHz4FzNvZOVTofyL+1N+HFXyI9f+J7dF3r3UmHS0xkOGVyYDM6JbkkLUWAax5sz2LXx/ZWRdEAkvSKOXBHfWxaHLI5rL4xHVmRhmwBUOHgEhxqjEyaH+oWsQSmfLZ0YnZ1iywUcxRtW/K9R4q2NOqVEp/xglP8hNHLp7Mz0NH9sgsvisZnjrBHOyCB7kMaioTnUTjapfRQPZfY0jCBqmB1VI22AIXDhCLiACc0fBecNNWTSQYmE8ihc4fOeNC9syr3uRHd0ghs6wa070R2T6tmb5tWb5oVN98akP8Bm+mKz/XA5/vicQEJOIDHrP/mAS/Vb1wauaodUd8JAyLa67s5mLApG7Gkn93ZiUa1YVCse3UnFoZkM8vT4qFo6PaeWzc/L5xdn5+flc3MKvUamnhXLxdOz05Pc4b4RGp7WC8d0NCCaAa21BbCaXBgwBwLIgJZntlRkdwDzkQ3FqMYSeF1hR01+a3UOClyG6wB1t1bCarJBxfHVhbENJfFd1RnYmiwMKLO1OL4s/nH4Ayfns4e/32Oz03z95r/9i/nGj8w++9TO2spk82effvrpVvPNJ/Ztu3Rwl/OZQ9725x7dcfC+ddPp0rkLJ459+/nuHZZWtqZmVuvXW2/YYLNxw5aPPz669bPSBxcQEY6IaGdo8PWOKFd0ik9v9mM6IHoQmDAATBgCJY7UJjLrkoaB8fTyMErhM3TCXXTcne54t96ke4Q0L3KmLznTl5zp35vk1ZvkhUnw7o7zREbd7QhzbXnhDH7hVP3UsdT/arn3T5X3fixyOJR4dmfE6R1hl/Y/vn7U5cy+8qxwak8zKDe6A5CW9tCxvyZT2Fk8Dk4bqI4lFodhCyN6iiN7SuPRZYkteXEthUntgGwMGNjf3cGl4fmDNP4gTTQ2NDM+LOEzZZOs2TesUIp/Ry75nX+WEmtv17bo1WK9SqpXzepV8v//aBUypXRGLJgQ8LgTXJYxUXBGGCwGgdXXy6Z3j1IQo7i2EXTzUGfNcFvFQHPRELiQ2Zw73Jg1UJtCrYzBl4ThC572pNzHJLmjE9xQca6oOFd0glt3skdPyn1Mqicm1bMnzQeT/qA3yxeb7YfLfoTPfvSWD7hUv3WdkCoEDIhqrevuaMTAm7FICA4JwyFhdFzXCA0/yRpQCHkLSulLvernec2rBY1eI1GrZ5SzQomIPznGHB2kDVBwdFxXV0s9ElqDaK7sqC9qA+bCqjIgFSlgQHJrVXY7MLcDlNcBymutzm0D5rXXFcIbS5DNZW11heCq7IbKTDAov6O5vKsdhIU3wRsqsyJfuF0+e3Lf7m+3WX5usXnbZ59Yr//bF1amJn/504Z/XffRunX7bLce/WL3+e8Ou10998LT+ZmHfcDty66Xjv948MuvrM2sN35k9vF/WG9av+XTj6w3fGK9/m87N63fZ2VywNri7A6T9FsHW56cRYRfbw+5Bo++hYx364i7h0p7iM97Ri4J7a+IHqyKZQCiqEUviHlPyDlBjGw/YuJdZKh9S9DlpoDzQK/TBbeOpFz9OvXaN2k3DmXYf5fu8EPStcMR5/Y/Pb7b96id74ld/qc+D/1pb/zFfdGndz77bsuzkzvCrh3yv3b0wmG78pwIcE0OtDK9MT8q3ud6QZDjREcxD5Y73JBOAsR1FYTBc0M7C6IRxfEt+YnggiRocQaqHkBHtXKoON4AdbyfMsViCNj9Qu6gmDcifcOKf5oSb6wgauS3McPvr3VKiV4l/Y1/jhLG2kkuFs5M8SfH2Dw2k8dmjnNGRocZo8P00SEKi0EYJaNHMO0DiMaB1mp6YyGjIXegLoMBTKFXxJBKQ3GFT7G5gegk9+6EO12xrshoF0SMCyrOFZ1wtzvxXk/K/Z6U+92p3kYrsJm+2Ex/XFYAId2fmOZPSPXDp/jiU3xxyQ/XdXfUY+CNWCQEh4Liu2A4FLQXDsF0gum4rkFyL2eAMsUenOGxxXzODI8t5LHYTProKH10mD48QOmn4qk4FKGrHYeAkpAwfEdjN6wSUV/UUpnWWBRTkxtenRXWWJwILkuDAjIggAwIIBMGzEWBy3vba9vrS1rqStsayuHQajgUBALkxEUEeXvc+nrPl7aW1qYbNpt9utHk4/Ub//wXk7/+1WbTJtO//PlzC9PjX+4+uM3K4+r5x3ccg1wdfOwvnzn0xff77PbZme4w+3Tbpr/tMP1kr7XJATvzLy3W79jw7zvX/+mo9cYr++3cT+0PcT5fEuRU7Xca9vhUy/OfWl6c74y0h8e6tMfcaYtxR6U9xOU+pZdFMABR9JIwQu5jXGYQId0fHe7c8eRSk8+PdV6n6n3OgrzOFrseS79xKPj4jpCTXwSf3vvs5F7/7z6/v3+by26LG3abzlp/dPPzzQ+Obgs791Xcpf2JVw8kOx9L87oYcfei183j2XGP68pSeqBlJfGPWgojou/+CEnw7UgNQuW8QOaFdGQHt2S8gGaFQXNiWgqTwPnJ4OIMeE0pqQMyjEdz6ERuH4k3TJ1g0qdYDCF30LiUqHyaqxCO/S9Q4l0f5tSyObXin8KaFVLh1NQ4h8dmTnBZk+OckdFhJmuExR5mD/ez6MQRHGoACelvBZFr8ynALGpVEqUsmlgUjMt7jMkOwGQ+7Iq/0xV3GxntAo90hkc6I2JcUHFuXfHu6KR73ckePclea1b0ZvjhM/zxaX5v+oBNerCOgIaSeloovW00XAcV20nGtBPQLTgUFI9qwSFhvXAYphOKRbQQ0R3UXiSdgCbj0GRCN42IoRExdAKaikOQezpI6FZsW30PpApeWwArT2ssimvMj2rMj2oqiK7NjWsoTIYAMtuAee2gwlZQIQxUAAYWdjRVQWpLC7MSfO47H/52j6XpJxYmH9vaWH283nT9JpvNpnYm5ttMTbZamG3ZvW3nwS/3fr5ly6UfjnrevHR63273cydcTh2++M3ub61NtplvtDLdYLH50y2bPrYx+Xi7yd92fPZvOzesO263/uo+C7ejtuE3Dhb7XgYGXWsOcUInuPUmOCLDz3eGXWiPuAwLvdwaYQ+Pd0MmeaHSHmJyHpNLwvsqYvrKo0mFwbisp7hUv96o213Prxkv6atyO1Ho/F3q5W+iz3wVeXZ/yOlvHv/w1YPDX9z9eqfzF9vsd9pc32Fl/4X1vaN7Qi4czXA9V+Xn0PjCvT7kHuDFvXhv+8euFxOfe7VUZWNhgLKEwD5YUZzH+Xj3nzJ9rpU+v1MX5w9OfwHLDodkR4OzY8EFSU35Sc1F6W1VhRhIHRXVNojvZpKxY4Pk8SHKBJMuYPeLxodfr2soHFPMjK8xK/6df5YSH/BBNq9R/iH+gRJzaoVOOSsXCwU8Lp8zOjnGnprkD3M4w2M81tg4hz3KHugbJmL6US2MtlpsdRYekIovjsbmh2CygnrSfbtSvbqSPbpiXbuibyEjnTsjnDojnOCRzogYV1ScW3fiPXTSve4kz55kL0yKd2+qDybdF5fuh09/iE99gE99gEvxwSZ79yZ5rcMim/FdEDKmlYptp2I7ST1t+C5YLwKMRUCxCCgO2YpHtZG6OykYBB3XxSB0U/DdVEIPBd9NxaGIPe04FLSnvbG7pQbbVtvVVNZakVWfH1eTFV6fGwEtjmstT4GUp7dW5yMay3tgQDQE2FyZl58aHR8edOHk4SP7P7ezNjHb/InZ5vUWphvNTTZ8tnG9uZWdmdUOM6sd23d9dfLUT6637953v+tib/+Frc2pQ99cO/3DDpNPD+3Ystvko52b/rpz88c25htsrUxsLTZarP93s7+u22P650sHtvleORxif7Qo4GqJ77ky75PgZ5fhYdfgIZdan54lpDij467i013JuR4dMQ6NIdfa4t0RqQ/Q2YGY3GeEonB6RdxgdVIfIA6fF9KT6o8McYI/vd4ScLne6yeA68lch+9SrhyOu3go8tzhp6e+9T74hfOe7VfttlzYtuWSne2VnbbnbMztv7D1Prwn+NzhrNvnSh/ezLp3Kfj6sUdXjjsf+zrh0b3uxrKehqL6zFAUIOm5w7E0X4dsf+eiF/dq4h+15ER1FCW1FSZD85MachPq85IbizKggILOukpsaxOtGz6I7+b0E8cGybxh6hSLIRwbMiohn+b+b1JC/k9UwvipQiKa5o/xOaNT45xpwSSTyxvmTbDHeVwulzs0MELqNSqBAaRjSxN6CyJ6sp90p/l2JXsiE++iE9xQsS5d0bcQEU7wcMeOcMfOCCdktCsy9o6xfEIn3n9TCWya75oPvyvRT+xkEDrouDZqbwu5u4XYBcUjoTgEBAWrRbfW93aCiV2tdCxikNTNpOJH+4g0fHcfEdNPxvSTMXQckoCCdbXUwJvKO+qLoBWZkNKUurzYipTngORn4II4cEkysqEECa5Cw0Cw2pLkyKfXzv3wuY2pxWd/s9r8scXmT61MP7My32RlttnCfLO52SZL003WFqbWFiZ7dtj+ePJ7dxdHHw+3W/bXzp0+vsVsk+1W8522W+xsLK0tTC1MN1qYbtxittHG5KOdFh/tt91wcq+V86kvnzgfzwi4Dghxbo6+A4ty7ox26opxwCc4UVNdBjLvDOXeHSr2ZhT7UAt8cNmeXan3YHF36sNvVQff6swMQmY/784Pw5VEk8riKIAECiChrzyWmh5ISvRGh7k1BVwvcTubdPVo8Om9Ad/v8T74udv+3fa7bc/bWp2yNDtmYXbcwuKEpeWNz3c5fbHj9ld2HvvtfA7v8vv+84DjX/me/jbw8knvc8dC3RyQgPye6oLO4uTKSN9o9wtZgbfznt8vj/KvTX7elBndnBPbkBNXmxULKUqHlGS3VhYg6iq6IXWEDgilq4Peg5hg0ieY9MnRPsFvTyZQzfC00kmN7HdUs7/zVkCv8aHQ16tm9arZObXcyLxGYeSttwtapZEPjQ3+qCoauVSnnDXqYZx9Ek6Mj49x2Hz+KH9ybJw/PsaZHB2ZHKRP0/EiCprRUAzPCGmK9OxI8O5OfQCPcWsLd0LF3EZEOCIiHOHhjvBwx84wh/Ywh7ZQx7ZQx99yxX1Msldvqg8mxbsn2ac7yRub7I1L9MIlemETPHvj72PiPNaxGD0sRg+Tjh6mogZJqH4CgoFH9uEQlJ52Sk87rRfeh0MOENFD5J4RCo5Jxffhe+iEHhoWRUS3oVvroTXFNcWp5dmxtcXJDcXJFRkR5Wlh1ZkROCiAjWvpR0Ninz/0dL3+07EDB77YtsvGbIvJJ1abP91q/tkOGyu7rRZbLUwtTTeZmW42NzOxtDCztjQzXf/nLZv/uttm88F9dscOf3H46507rTebbPzLFvP11pYbra02b7H4zMJ0vaXZBmtr0z3bzc4fsrn3097wu2dynzlWRrrVxrg1x7m3Jrh3JrihU+9Scn2GSgPYgMdsQOBoif9A8cOBskB8gS8i9W5DpEPp48vZD35K9jgTd/dMY1JAU1JQc/JTaNqLjqzwrsJobFkyBZA0VB5PSHsMfupafPdiisOJqCtHn5896H/imxs7t1ywNT9u/tnhTeuPmGw+YW1z6YuvHL894H7k8P2jBx8eOxR4+vDzC0fDrh6PvHk60uF8spdrjLtz3H23hrQEckMFoii1OvpR5iPX/BCfvJCH+aG+RREBZfHPQWlRjXmJzUXpPY1VGDAQ19JAgUPp6I4hXBeTjGVR8ZOjfdOcAQmfqZjmqsV8rXTSyIeUWAv9D/HOuPmPKbGoU7+XBa3qD6FTzhpFWtCq5tQK4wSUbEYkEE6P8cZZoyM85pCIPSRhMqbJaB4a3JYRBgy+V/HIHhJ+Bxnn0RbuBH1+rTXkZlvw9bbg623BN1pfXDcCe3ET9uImIuo2MvYOOsGjJ8kTk+Ldk+zVneTdneDVm+SFTfBc86En9t46IZs6zaIIRsmTI0T+EJ43iBsfwI/148b7iWMMwhiDwO3Dc+h4Ng3HpuGYVPwIhTBCI45QcANENKWnHft6yrWoIDkY0VSKawWSOutAOQl5Mc+87c/tt7PYbWtubvLppg1/tTLfuNNu667t1nY2lrZbza0tzawtzWy3WNlZb91uY71zm+0uu+277GwsTD7eYv6xjdX6bVbrt5r91crkz1tN/mJj/hcb0z9bm/yb9Wd/stn8py+tP/nx0I67N0+EeV8ufnq1KcoenuaOzrzfleHRneFBLPBlAJ7QSx/TSx/TS59SS59TyoLJZSHE8hBieUhrildD7J2qEKfyEOeaWK/Oogg6tJDTXc9GNwwhQFQoAFOTBy9LheXHgLOiIOkh3TmRsFj/sgCXNPdLsY5nnl046nF0r8NXdmesS+DThQAAIABJREFUTc/YWp7bYXd57xf2B791PXH8/tlzDy9efH79etiNa1FO1+Lv3Ei5fzPzgXOun1t+4P3SF0GgmChgXExDSiIeVFEVG1wS8rA86lF5wouyhOCyhOCq1IjGvOSOqgIsuJrS2TyKR44S0GwShkvD8xikqSGagNk/PTpgHFgblVDN8DSSidd8QIk3i6J3C6R3qyPjDNJaPfNWwbP2di2Ul+d17+WPKvFWcWU8U6GelUiFk5KpMckEW84blY32jfd24KrzYanBRX7O6XfOZt4+Ue13CfzCvuHx5Vr/nxoCLzQHXYAEXYQEXYI+vgx9egX69Ars6XXIs+udEbcQUbdRcXe7E+/3JHn2JHmi4z274u73JNzvjb+HibuLibvbE+veHeO2TjLOkIwzxGN9M1y6iEMTsqnTLNo0izbDGRCx+4UsxvRo39QIfXKYNjFE5Q9S+IM0/nDf9ChjhjMwwxkQsulTTNLEMGFyhIiGVfu6Xbty6qDd5o++sjb7xs5qj7W5tZXpVmuLbXZbd+y0tbOz3brVysrS3MrSfLuN9XYbazvrrbZbrKwtLazMTC1MTM02bbDZsmnndrM9Oy132G62Nvuz+fp1VhvW2W1at9/6L6f2bnI+vSvQ+Uicz/n8F47V8feh6V6I5FuELFd64f2+Ik9Kngcx5x4l35teEkAqfkQsfYovfdFdEoIoDm8pCAXnhjVlPu/ID+upiKWDc8d6amX9SB2PbBAOGyTsBRFrbpqpmRiWsamC/l4OsXOoC8zorG3LjasM841xv+Z7/ujdY/tvf7fX8fCXNw/scT663+3kdz4Xf3rieDPE7U6Ex73I+x5RHveygx4VPAkqCw2qinvWmB7ekhcHL0lDleVgQQBkaXFdcjIoIaElPwcQG1Ya/aQk9mlndSGyrhwDBpI7mga629jErgk6YWqALBymCYdp0yN9otH+GdaAhDMkGWNKxpiTo32/106cgRneiPGpTtrZqTXU8t8xjhbeZU2GN0om4yBB/oeUMOg17+WPKmHQa4y5xZgi1LMSpXRGJRbOSSbnxOO6KaZ4ED/YXt+SHVMQeCfh1tkMt58Sbx5Nvn6g4M7xCp8zAO9TAM/jQJ9TDX5nG/zONgWcb350Afz4klGJlmc32sOcOiNuIWLcUHF30QkeXfH3ULEeqBj3nth7RhO6Y9zQ0Xe6olzXicdo4jHaDJc6w6WKODQjQjZVPNYvHusXcwffYEjMHTIeq8TsQcnYkIw3MjsxLOMPyPgD/CF8Ynjg1k1//XKb+Q6rzV9s2/K59Ra7rZbbd+6w+/xzm+12m83NPln/6acb1puZmdnY2OzcvsPOdpvtFqutFuZWJiZWJiZbTE23mptYmG+ytPxsq+VGG4tPtlt+9LXd+tNfW9w4ah3hfjLL/3xNpHNn2t3ubI/erLu4rDuELFd8hgsp+zY1z41W4EEr8KQVelNL/KlljymAF5jS4I6CYGh+GKw0AV6bh2sF0pFNilH83Bh1RcT8Wc57OcvTidiSsaEJJl3CZ/4+zS/kygWj8smRWd6AeJjMJ6PpHY0oUDGkKL0+JxGUHg9Mi8sNe5YT+jQn5Fl+eHBpbCQoLQlSkNNWWggrzG0ryUcCC3rBZVQ4cLi3mUvq4FG7+jqg43jsJIk6jEKVxMfkRQV3N1UIBvAccvc4DScYpIhHGVL2gITVLxrpmxqiidmDa0g4I0bE3JHJ0b41K6bY/cYRtmyKrZML1tAofudDWeLD5xn+mBIfGi5/qKD6x7wlxpxM+FI2ruUQWF31qNLE6siHOb4OKW5nk2+dLLx/IfvWD2k3D2Q5HMpzOZJ/+3CR25GK+8dA3ifrfE7VPTzT6H8OHHgR9uRKy7Mbrc9vtgTbt4U6dkbcRka7IWPdkbHu8Ch3eKQrOtq9O/oOOsoVHeXaFXkbFeGyTsgmvwF1DRGnT8Tpm+EMiLmDkrEh6fiwjMec5Y8KhhmCYbqQyRCxGDPsPvFYv3isb4bHmGLRooP9rU0+PnHkm1NHD32+3XarmcXmz0w2mlps2mptam1ramVtvtXWZvuObTt32W7bbmpqbmFmvtXC3NbS0tbS0tbMfOtmky2fbdhm9umeresPf2514ejn9698F+l1OT/kTl2CFzjxXluiW2fibXjcTWT0te7Yq+RUh75cV1qRF6nQh5Dvhc/zxOd54gp8cIV+vcVB/Y0J1MZUUlMWpbV0qBcyNYLXiMdeaSR/14h/UQoMEr5WOKaY5sqnx+XiaYVMJBFOCaf5ggnuxDiTxx3mcwf53P4p7sAwBcOh48f7SWMM4jAeTeiAdNYAmkvz6vIyQNmpVRlJwIzkhrzM9spiTGMNsbV5AN3JwHQO4FoHiS1D1FZmXweH0cVlYKTcYcEAY4xMlbE4jJ4ubh9pls+c4TJE7AFj0Eu5w1LusJg9KBrtFzIZsrGRNxg1Ih0flYwNSydG5QKOSjSuFvPVYr5qhqcUjesV02tolW/wRjZ4i/dOIv1RJT40vP6jMuhVcmMZ9sow/3JxzqDX6JSz89IpER0+CCuEpj8pfuKc//B6sd+NMr/rFb5Xq32vlN0/k+/yfZbjgUyHb7Mcv8lzOVR853DpncMV7kcrPY6BvE/V+55tfnQB8vgq9Mk16PMbLcH27WG34JGu8Og7nVGuHRF3OsJdUJG3jSagIlyQ4bcQYc7rplmkaRbJqMRalpjh0oVsuojTJ2L3i9j9RjHE3EEJd1A00jfDZMwwGSIWQ8xhSMYHZPwB6eSgQsROiw+1MvvU2srUdouV+WaTHw4fO3/uiuW23RY7Pt+81e4TM4sN5laWNnZWNnamZhabNpmYbNpsYbJ5i6mprbnpdgvzHZYWX1pucvp+d8CV/WkPLoOi77emP+rICGhJ9oTGuQOfXYZE2Hcl3sFneBAz75HS3ShZ7qRcT0TOw67Sp0RgBLUumlITSawOw1WGYivD+ejSGUrj/DhuVTG6ujC9uiB+pRUa5NMa4ficRLCokC6plYs6tV6tUsoVMplMpdbKlArprEQkFkyLJqeFfKGIJxLxJKJJ4cTYBHeUxx7hswZ5I/0cBplFxQ9i0cN4NJeCnaATpgcoMyNUyUifeJQxwxmYGuub4JLGOFgWC81kokaG0MMDPZwhqoA9KmRzFVPTYt64iM+Wirgi/sjsJFc+wZnlcWU8lozHkk9wFJNc5dSYSjCuEoyrp8Y1Ap5GwNNO87XT4xrhuF48oZdNLSiEBtXMkkZiUIsXVTMLStGHlDCePXiXD51n+KNKfIg/qoROOWtUYmVBP69RykQCPmd0nEHorUpD5jxtiPIAvbhVH3y7OfR2wzOHukfXqn0uVHr9VH73VKHL0SzHA5kO+zOdvsly/Drz+he5N/cWOn5Tdvtwxb0fgF4nax/+VO93HvrkWsuzG60hTh3hLp0RtzsjbreF3W4LdUZGuKAinJHhTogwR3ioAzzUYd1vOeG1CeKxPvFYv2R8YIbLMCphHE5Mj/YJmPRpJn2WOyzjDElY/SIWQ8RiiNj9Qi5DOD4omWJlpcVut7UyM/3M1tZ261abMz+eP3H63EZza1ObXaZbt28wsdiw2czCcouVpbnZpg02JpusNvzN8qN/27bhPw7amd88/u3TO9fSAm5XPndoCLsJi3KGRTk3h9k3htxoDrsBibBHpdzFZfvQi58MVjwfqggZrgrmgMJZjYmYqngUKA0JTEVUJnVVJdFghSJay+IkcXWevzo/saqfWtVN/aoRrKgFi0rBvEI4r5AsKGYX1cp5jXJOo1YrVXK5UiqTK5RquVojV6tm1XKZXDwjmZ4W8ienxmVSkXB6anJiTDTFl0uFSqlIOsWfYg/LpsaV07w5icAgFy7LRYuyqXkRXz09phTz5JJxuWxMNsuRyVkyOUs2y5HLeAqJYGlOq5PNisZ5c2qFWMBXyKbnNBKDenZRIZ2fleqlIq14WjMjMKKTCHUS4bxEtCCdWZSJDbOSJYV4USFeVssMaumiSrKgFC+qJAat7KVe8WpBNaecWeP1NXmqGZ1qxvhk8QWt8q1WpzRaIfvtogzj/QzyP6rEil5rZGnudWvk7Qmo39oFnXYN40dLWtWSTrGoki1rZ1/pFEtqsUrAHWMQiAgoprG4LSsIleGDSnuATL7fEesGC3Vqenq9/tHlMo+TVZ4/Vt4/Wer2fe6tg1mO36Tf3Jd6fW/8uV3JF/akXd6bc/PbgltHSt2Old8/VeH1Y/OT65BnN1uCHdvCb3WEu7RHuLSGurSGOCHCbyHDnRBhzvBQB3ioU2eI/Toxh2Fkht1nxBjrEu7ge5keogqHaSLjsI8zODM+LOKPCidZEhEfAq7fZrd1s+mm3V9+YbVtm6Wt7WaLLZtMt5qZ2Vha2Gyx3Gptbm5jutF6419tP/3TrvXrjm75s8MByydXv8nwOlvx/EZDxC1ItDMk9AIs9Cdo6Pn2qCvoZBdKvvdQ5VNOQyS7LnoIGNlXGU4uCyGVhuKKQ/GFIeiiqI7ybEh5fmdNOQPdrhgf+btGurqg/Lt+9hed7KVOtqKTrejkS7rZJZ1iUadY1KmMMyo65axGIdMoZGr5rEIu+89I3kQ1+xq1XKqWSzWvL3KWGm9S08ulRuaUkjmFbE4hM95Ao1WINUqxRinSqma0KolOKZnX/B5Pv6GY1yiWdeplnXpZp/ntxWt+e9jxf8GC9nW7NKd5L7/Nlqreag16jUGvfqfV/INrLt4zttaoDCqlkUX169bIy4WFlwsLywvzS/Nzi3rdnF47r9XodRq1WqvRzs/NLSzOLywvzL+a172aU/6ik71ST7+c5emnBkSMriFENbYuC14ehyoKwxc+IhV443O8MBn3UIkubRE3mp9fbAg6D/Q9Xf3wVJXXifJ73xe5HspzOpBtvz/r5oHUq4cSLx+MPb8/5tzXcRe+Tr1+OMf5eOGdUwDP89UPL9YHXge/cGwJudUS5gILvQULdm4PdoKHOiHDbqMiXFDhrogw53VKHnOWNyQfG5Zw+6XsARGLPsPsm2ZSJaz+GXbfW62E1T/LHZrlDknHhqTcYcnY8Mz4sGicKeQxeewhGLh+x06brbYWW+22mFhu/tuGjz/65OPt1nbW5lssN2w0/+Qj6/V/+9Ji/Q87TM99afrsxpFolx/yfM7UvLjaGu2IiHdExtsjYq92J93AZzgzijyZlf4s4JOhqse00kBCof9QTQyjOooIiMSUhHcXR2JKo3GABEx11kgvSszh/KLXr/788+rKys9z+pc67c8Lc6+PVXqNkQWdek6vntOr9WqFTiXXqeRa5axGITMG+lrcv4txhzUfjGh/M8r4WqucNfapU8mN8+vvHmv/wUzLe/mjhcfa4fkt/sFA9r18qJ93fVjUqZe06iW16k0Mmtcs6fUGnW5Rr1vQaef0Wr1Oo9dpdBrt/Pyifs6g18/rtboFrWpJI3+lkfyqES6KRlQc/BQJOthRQmlIIwDjCFXRlMowWmlAX4kPtdCTmHu3N+02Iu5mW/hVaPBFkN+p6ocnqryOl9/7rsj1UJ7zNzn2+zNvfJt4+WDshYMRZ74OPfVl2Om9Uef2xV8+kHz9UJ7rqaK7PwK8L9Q8utr41B78whH8whHy3LH1uVP7c8fOYGdEqAsi1KUz2HmdlNUnYdNkbMbsGEMxNqjgDah4w6qJIRmbIeXQ327ZDPUEUz3BVPFHZnkjsvFhMXdQyB0QcgcE3P6WxsodWzdZmn60eeNfbLduttmy6csdW0z/+i82n/7HVxYbTn9p63zymyCHH+M9r2YH2NdGezTHubcn3UOneWCz7hNz7pNy7pFy7jKrgvoB/tTih4R8H3yBL7ksiAEMH6yPo1TFUEGJ1JpUEiiVUp/NRdXMs3CryolVjeLv8/OrBsOvc3MGlXJRqXil162+XDZ+kYbfrHhTCSNrVhjFWAvxD2EM/bXof1ODtT71asVblfR/OSn5f5cS744TDGrNuyxoNK8V0qrWMFZNS4sGw8KiYU5v0CjnFTN6MV8zPaqdGhT0wdmYOgo4B1MZ21seSayKpAIjGcDwvvKAgXJfRslDaoEXMftuT8otRKxDR9SN2oAfQX6ngD4nAR7fF985nH/r22yHfek396deP5xw+XDUT/tDT+95cWJX8Mmdoad3h5/Zk3j1QMqNg9m3fij2OF358ELNo6v1j280Pr4BfWLf+tSx/blzZ7BLZ7BLx4tb69iETjYRPk5B8endgv5e4RBewiRJRsmqcYZynPFuK+cyZNw+GbdPyqFLOXQJmyZmUUUsql7MwrRWH99v+/mWj7eb/Xm72Z8tPlln8u/rzuwxdzhi9+jqd8k+N4qD7wKjPWujPeui3LHFz7CFgZhc355sr97s+/jc+5R8T0rRA1JxAL0qmNkYw21NZbek9Tcm4CujukpCyfVpOFAapblASGlbneWuvpSvLkpezfJW9ZpllWpRLl/WqFcNi6tLhhW9dk4xu6bEmhXzc5o5vXpeq5rTKOc0yjUrjGKsRfx7eTf0jRi7evOLN/7dtTNWKwt6I380NP93KfGhqulDqi9ptG+xqNUuarW/DyH0GsOc1jCvWZrXLc9rX85pXy1ofp7XLGskc+JxGZfGpyE5ODAVWkRszMQBE3AVkfiKcFJlKLUimAp40lfmzyh9wCh5SCv0Jud6YNNd0Ym3kHGOTU/O1weerfM7U+19ouzud4W3D+Y67c902J93+4dMpx+Srx+KubAv/Mzu0NM7Q07tCDm1I+zHXVHnvki4sj/d4Ui+2/FSzzOVDy8AfS+BA2/CHtu3PXPqeHHrtRL9yPo+ZP0AqoGBahjsahxANw2hmwa7m/kU+DgF/k6LlLIoUhZFxqYquHTlGF3NY2j4fTp+n4pLIreWP7h57KjdR/st//Wg9Z/vXfwm2vM8KPJuc+y9ztSH3TlB2IIn2IInmLzAnhw/YnEQsTiIWPKIVBpILQtiVD4bBD0frAntq4+jNSTRGpKojam0pgw6OJsOLexrLWX31Ks5pNWFmdVXqlWdeFnKeykXrM7Jl1SKlzrtqmFx9eXK6quXf19aXNKq9XKZMSIN/9kKY7pY0L0WYy1dvDfc/8voX3g9XlSvdb6o17xpwsvFuTX+6FH5Q/v/z+7nvzzP8NZfNOh0Bt3cb+gMOp3x09+OBbrf0Kws6F4taH7Wyl6pRSuzU3rBiIRJ5BJaGO0AUmNOT0UsARhHrYml10RRq0PJ5U/JJYGUYj9yoQ+lyJtW6E3J9yTm3MdmuHcnuXQlOLeGXoO+uNz05GKN/5kqr+Ol7kcKbx/IvfVtkfuJvDvHMpwOJ13fH3Pxi4ifdoWd2RH64/aQ03ZhZ3ZEnfsi/vLXafaHc1yOFbqfLvX4sc7/alPAdehjh9Znzm3Pb7U9v7WO2dNgZBTTyOptYmObjQyiat5lAFVHaKkmtgJJbSBaB4iBqBtE1jG76phdNYOdFeDs4DD3H8NcTzSm+sOyn8CLgkFRru2Jbp3xLp3xLp0JrqiUu5gcH2JRAKX8MankMbn8Ka0yhA4K76uJoNdEUIFhRGAEBZzVW5+Bqk5BgdLILSU8cqt+auDvmqnVXzSrS4pXatGKauaXecXqovalXrGglK4aFn5ZnH+p0xo0qkW1ckmr/nlh7tcVgzE0l95nhVGMN9PFWsS/l3/ggLHnpXndGm9e1PCmGB8K2f/TlPjv9PNmJlzSz7+Bfm3/V4a5nxf0r+Z1L+fVK3OqJd2sQStb1oiXpbwFwaCcSeCTW4eRQBqkgFiXTgQm4gARlKooRk00AxhKK39CKg6glvj3lfmTCrzJhV7UAi9qgRc5z4uQ7WFcrBYV6wyPcmgLu9n89FK9/9lq7xPl974rcjuSf+dIzu0jmc4HU+33J17bG3vp86jzuyPP7Yq+sCf6wp7o81/GXvwq4cr+1JuHMp2+y711DHD/bLXnudoHlxr8rjYFXG9+dGOdgNIqoLROU9tE9I6Zvk4xAy7pR0j6ERNE6PtoGexqHEI3DaGbRtCNrO4GTnc9t7tuvLtmsCWf1V5EAsaiCp7As/0gSR7Y4qfU8mdDgMChcr/BMr/B8keDFU9GQC9G6iOYjTEsaNJwcxKtPp4Iiu2tjuqpisZUx3SDEnohRYyeJhGTsCLnrS7Nrr5Ury4pf5mXLyhFBq1sZU61sqBbMeiX5nVzevWcRrk8rzPoNcs6zfK87pflxV9XDD8vLRhjcS1M37Ri7YXRijUx1sL9H/BeDZYX9EZWFudW3sgGa8HxOnQ+EGofukbo/0wl3v23DXPzaxiVWNFrV/SaVwuaV3PKFZ3coBbPyae10kmNmKcTsWXDvSJaGwddy4DmE2tTCNUJxOo4MjCaBAihAF5QAU+oZUH0kgB6qV9/qe9AmR+l6AGtxJde6kcv9esr9qUVPjA+5qs31b0n+Q4q1rkt7Hrz0ws1/qcrfY4BvI4VuB02kud6MMflYJbztxmO36bZ70+3P5B645ukq1/HX9obf3Ff4uX9KdcOpN04lOVwON/pu+Lbx8vcTlXcO1PpcXadbAAhG+iUMDpn6K1CaquADJkiQSeJzVMk6BQJ/FY7SYZO98EFfUgBDTFN7RCQWgRE6DShUUion8GB+MhiTNFzYnlwPyiCB0udaE3lNESO1b0Yq33GBj0dAT4dBj4fAIUwasNpddGUujhsdSyiPKoTENNdn85AVvLpbVI2fvUX7eor3apB9WpO/lI/+3Je+cqg+3ll7tXy/MrywvKyYWlpcXHJsLhkMLx89fLnV/NzOsOcdnleZzwDqlPOzmuUS3NaY5i+pcRbGePNXPHfkWHNB8Nv/b8pw8ri3EvD/Js195uh9qHQ/xB/NKv8s7LQhwqn92q8sqBfmp9bml9Yml9Ymp9bnte9nNO+nNO+mlOv6OTLGsmSQjgv42tnuErBiJw/qByjsrtqRjtLBsDZlJpEYlU0oTKCXBVOrQ4llTwmFPoT8n0oRQ/6S32HKvwHy3z7Snz6yvwZ5QEDFYGDlUFDgMCBsoC+Yn96kR8xyxOXfq8n0RUe5QALvtIQ9BPI71TVg+NlXt+Ve38P8DlupNzreOn9H0o8juXf+S7b+UjazW8Tr+yLv7Q3/tLehEtfJ1/5OuHi3pRL+zKufZvrcCTf6bsC5+/XCclQIQU8TYJMk5sFRPAUsXES3zRJaOBjGyYJDUIydIYGldDbxHTYDLVFSIXx8GAuvnkM2zSGa+TjG6fJzTIaREmHykj1cnKNCF082pg4AIwYqYkerolglD9l1gQP1bwYAAUzgME0YBgJGE4AxmBBCW3FEd11mUOYBimXtKzkrS5JV39Rr/4692pJ83JJ98qgWzHoVwx6w6LesKhfXJxfXFxcMCzOGZbmDEv6pSX90pLesDJnWFpYmFtc0L1Zurx58H43Ubw5GHiTd7V5tyj6b/E/OZT/QbZ5N9zfW/0bd/7QfQsfGo7/vLRgvNRiZUFvTGKvh/Xzc4Y5vTE/LOvUy3rlik7+Uiebl04uyiaWZLz5GZZinD7B6BrGQPo6KxiQnIGmVEZtIrU6mlge0lv0BJMf0JPrQyj0Ixf5Ukt8+8p8hyr8mZX+rOpHo8Cg0ZrnI6AXw8DnA5VP+suD+kofGZVAJbogE17PPrVFXIOFXoYGX4S8uNASehkafBH87GJD0E+1AT8CfU9X+pyo8DpR/eBMlc/Z8vunit1O5Lt8n+14OOPmwbTr3yRe2pt4aW/S5a+SLn+VfGVfytWv103g6ycJDVPERgGpSUgBi6iQGRpUTIcJKWABqWkCX8/D1o731oz31vCwtXx8vZDeNkVrFVBbpkhgAalpmtAoIjaICfUSQq0YV83ryGPUxFDKQweqo4drY/uBUaOQRHp9TC8gGFX8DA0IIzamDaMAYyTwSzn7F51gdVm++uv86uri6i8Ly8u6hXnN8tL88tLi8tKiwbBgMCwYTfhdBsOK3rCiXXqNfum1Emv8l0q8OaJ4k//blXg3A7w7v/TmPn/0Qoz3dm6cRDY69nJO+3L+dXJYUQtX5BOLYpaG3ycZxoyTWgaQ1SRYMaEhg1aX2F8b2weKplVH0KtCqRXPKeWPqWVBNEAgAxA0UBE4WPmIWR04CnzEBgaya54MVgb1VzxmAIL6ygP7Sh/Riv3pRX70Ij981n1cpgc2za0n+XZXgjMyzhERYw+PvtkZdaMj8npr2BVo8MXmpxcagn6qDThb438G+PDH6genK7xOlXkcL3Y/VuD6XZ7Lkdxbh9NufG0k9fo+I+smCXVrTOBr34SHBY33Ascw1eO9QD6uZopYP0VqGsc38IlNUyTwNAUqokJEVIiYApFQmmdIjSJc7Ri8lF6bjCuPwpdFYkvCUYXBWFACriGVAssb7q6e7u/QTlJ/0fBXl6SrK+rVV7rVXxdX//7y77++fPVqxbC8tGBYXPrtx2AwGAyGhcUlI/8pPywt6ZeWtMtL+qWl+cW5hUXdGmtuvKnEm0fQNwueN/l/Rom3UsSHEsUfVeJD+xj0mt/mVVWv9LPLStGClD8nGtXw++Qs/CS1daQLSIUW4OvTe2tS8KBEKjCSUR3JqI7sB0UMgiKHaiJGasNHasMGQc8HQc+HgU+ZoCdM0BMm6DEL9JgJekIrDaCVBr4JvSSAXhLQX+rPKPGjFz2k5HuTcu4RstxxGXd60253xTuh4hwRMfZGMWAhlyDPL4GfXazxP1Pjfwbke6b6wekqn1OV3icrvE4API8X3jlaeOdogeuRPJdDubcOZjt9u46Pq+HjanhY0Bim2vgwUja6go2uGMNU87CgSUKdkNIkojaLqM1CStM0uXmS2DhJBgvIEAEZMkls5OPqxnpqOWjQDLVFgG8ahVdQGnOwwFQcMINYk0Woz+ESoFNDaO0041f91OorxerPmtUV9a8G5a9L2leGuZXFOYOxKFpcWlhcWTQsLy2tGDEYlg2G5QXD4uLi0m+J4nf0S0bm31JizYoPKbFW97/F/xsEw9d1AAAgAElEQVRKvNeH91rx/+08ybszTq/mdT/Pa36eV73UyRZnBWoBU8amzgxjOXjIaHcNo62E0phBrE3+H+S991dTeb/37Z/w3Oe+rhlnxIb0LkWKiGKvYEGkKoqCXQTpvfdepPdeQhI60gnpPaH3TkjdSXYS0Lm8f9gYGZQ515x1nmet+zys9/qsmT17sZyZ7yuf/s1QRRSmOhZfG40vDyGWB5EqgsmVIdTKYFpVCL0mmF4TRC7zJZd7k8o+kMo8ySXvSSVvSSVviUXvsHlvcPkeuHwPfMF7QqEnsciLVPieVPieVvyeWuRBLnhLyH2Fy3ZDZ7ii0h4Pp7p0R9l1RT7ojLBtD7NpCb6DCLRu9rOG+VrVeFzZo9r3V2vfX616e6XyzeXyVxehEKvg6ZkDY59Kx3vKduKi/kp5HAXZeVTdwkj9PKpuZrB6qr9yord89FPpWE/ZeG/5eG/5RF/VWF/lWF/1aE/1PBo+2l9PbKvAt5RROmunRzo4oxhwibnFXdwCVv4lYX39zP+6xf8CssWCdYCz9q8t8LNUvAWKQZFYLATFYolEIpNKt6SgTApKpKBEIgYlYlAsFoIisVgsFIuFIlAuASRAIhCAfKH4T4LAgJKQ//8g8SMMP/1c/y9XnOQ9x93aFvK3Ac4Wf026uQgsT7AmifOk/olhJKO3FtWYNVKfiq5LxNbE4WujibVR1PoYWkMMtS6CXhtBqwmnVodRqoLJlUGkCn9iuR+u+AOu2Atb5Ikt8sAWvsMUvMYUvEbnvyGWeJNKfUmlvuQyP1q5H73Cn17hS6/wpZS8JxW9I+W/IuS+wGa7jWS4otJcICR6Ihy6w+y6Qh90hNxrC7rTGni7JcAa4XcL4XcL6W/VEmDdEnCrNdCqNdCqJdi6NeQuMvgeIuguzN+60fdWvfeNA3PDtZDmUXVyLYzUT/ZVjPeUjXaXMLuKmV3Fo90lEDZjvSWjPcXM7hJGVzGzp3y0v2ZyuHFqBD6FaZ9Ed8wSelmTRHBl6jN35atU8PWL5LNEsCXhSyQ8EORKQMG2VPhlS/yvbalMLJKJRTKhUCYUy8TgFij5LJV9kW1tgRIpKNkCJRJQJBOLQLFQKhLuJNkgHxTzv1muGOSKJHwByN9DxV8jsd/R/5+BxE95+CkV+/2e/SpgUHdld24t4rHFHBawtsBbnNiYoixQhyfQndTeRmJ7GaGlAFWXgm1IJjUmUpri6I2xtPpIWk0opSp4tCGaWR9Fr42gVoeRKgLxpX7YYh9MkRcq3wOV7zFS8H6k0GOk0GOk8O1IoQe6wINeFSQXsyqQWRXIqPRjVPqRit4RC98S817ictzRmU+H0x4PpTwcTH7YE+PQF+XUG+nYE+HwKdy+O9y2K+x+Z+jdTxH3IfVEQbrXE3WvO+p+T4zdp1i77mj7zqj7HRG2beF3D8yh6maHa2eGaqYHqyf7Kyf6KsZ7y8d6yuidRbSOQkiMruKxnrKpgaqZoZoVXOM8qmair4LZXcLsKR8frJ/GtcyTe1iT+I0pErAy/S8x++s2CHXQ/rUl2dqSbn2WbW9/05Z0SybZloBfv3z++vnz163tr7KtrxLpHyLxZ0CwLeBvi8VboHhbLJaJgS0xIBUJZCKBVMyXivkgyJWKuSDIlorZIMgGQbYY5ApBHkSFHIy/RuJ/asVpT9b7F3nCfw0J6L+hmM+B9t3Ya8sbywusxbmFMdIsBcVEd5F6Ydi2SgyyBI8oICBy8Y1p5KYUWlMiExY/2hBNrw2hVgWQK/wZdZHU2ihyTRihMhhXHogu8UMV+QwXeg0VeA4VeA4Xeo0Ue6FLPmDLvXHlvoQyX0ZtCLMmjFEdTKsMpFf4U8t8KaUfKKUf/oRElutwustg6sPB5IdDiU9QCU+H412H4lyG4lwG45wHYp0GYh1QiQ9RSc7DiU7DiQ5DCfZDCQ8G4237E2x7Yh50x9h277IH6K251LZcWnsevSOf3pHP6CxidhUzuoon+iom+6unB2unh+umhmonBqrH+iqZPZW4lgJMSwEGWUToqhhHIzcm0Vucma9S1r+ADfHmIrCxKOGzRLxNzsYqb5MlFooEAgEgEooloFQqlclkUqlUKhFLQJGAwxZxuVsA/w9Q9FUCfpVKvkrAr6B4GxRugeJtULgLCT6EhFTM/SY2JBDkisS8H13EHiSgihPkIvab1/hvREIm4ELtKrmVADtWAuyx/51I/OgihNxNMYclnySX8NgSHlvC44ACzhbw83MvEwqlIqFUJNwVIPG3hXwJjy3mrgtZK7zVuc3FqbXZseUpxso4eQLdyRhsInZUjjTnoxqyMU1ZREQOve0jqTGZ3BhPaYil1kfS6sPptSH0mmBaTTCpOpRYucMDtiwAXeI3UuwLUYEq+oAu8cGW+eErAkjVgeSaEEptKKMmjF4dSqsMppT7E0t8iEVe+IL3uPy3pGJPUtE7QsEbbO7zb+MeLoMpj9Dp7pi0F+jU5+jU5yMpz0ZSnqFSnqBSXDDprph0V2zaY0yqy0iyEyrJcTjRYTDJoSPyXkekTWfU/a5o265o2+6YBwemO/MnO/MmOwqmOgunPhXP9VcsDNUuohvmRxqnBuroXRVYZMFQ48femozuqrSO6qyB1lr8YOf8GEnIXvxDwvm6BWxLuBKA/Vki+CwRbkuF21LhtkQkk0ICpRKxBBIokoAiUCyEJBYBEuGP4oMATyTk/WjFIr5YxPtRoFggBr8LIuGn2lOW3aMf56B+nF/aU7T98X0xnwNyNyXcDQnnTxbkbWzxuTKALRP82Qq4UiFvP8l3HkABB5KYz94PiZ/P6rE3QM66hLsh4W5IeSwpjyXjb0J/ki9CATRwsf2tv7YF8CQATywAhAJAKADEAr6YzxHz2RI+S8pbF6zNAquTwPIYb46yPo6ZI/WOopCMvjpaewGzLYfRms1ozWa2ZDCQ6XRECgORQqiLItZGEesiCbURpJowUk0YsTqUWB2KqwjCVQRhywMxZQGYUn9MqT+6xA9d4kerCYdErQ6D0gxKVSilKpRUEUwsDyCW+uOLfXFFPtgCT0z+e0y+B+Zbzo0veEfIf0csfLujvL0i5b4l5b5GpboOpzxBpTwZTn48lOQylOQymPhoMPFRd7RjV4xjZ7QD1Ohoj7Q7MPepaL6neK6ndK6ndOpTyWhHAa2lgIjMG2nIGqhJ765M7a7KGGoqpPY2LpD61ieJAvaqEOBuycRfv36G9OWzdEsm/sbAXkFNBunPkPipRELeT7W7+bBbf8HAT/UXSPz8lP9lH2PP+2I+R8ply7gsuaCDCJ1FGX9TKvhB/xkPciTEfLaY//duxAC5bCmPJeWty7gsGX9zi7e5JWBD+iLi7cwg7bg1rpTPAQVcEV8g4PEBLk/AYQvYG8DmCrCxCKzPsqbJm1OEjfGRZVrvHK51YqiB3lNF6yhktqSNtSSPIpOYiEQGPIEBT6A3x9Ob40n1UaT6KGJdJESFXJS6CHJtOLk2nFQTRqoOJVaFEKtCCJU7AFArQykVIZDI5cHk8mBCWSChLBBf6ocv9YOowBd9kItY5EUs8iIWvScWvYcqUcQCD0L+O0L+O3zeW1zuG+zH17icV7icV6jUZ6jUZ8MpT4eSXYcSnwwlPhlMeDyY8PhTjFNXjGNXtHNntENHpGN7pN2B0Y6Csc7Csc7isc5iensxqSUfB8tDwT5SuippPXXjqJZFah9vlvSZPf1Vsv71D+DrZ/DLZ+n2FiiTiqQSoVQi3A+G/xuR2D3rAek/zb/3ICHhsaXc7/oWq7D/tDEn+K5/M0n4XgaFpk3/TQm4kEfa4nNlAi5kIW1/Sw/kufLOQimbzYPuUFpZ3Fyc2Zgd35hmbExR5ikDs8SeCTSS2V9P7a4gtxcTWgqIiCwaPBligAaLozbFUhpjKI0x5IZoCAk5FXIwmLBYJiyW0RRDb4xmNEbTG6Jo9ZG0+khieRCxPIhUFkQqCyKWBkIilATgSvxxJf64El98qR+x1J9Y6k8u85OLUupDKfWhlH4gl3hRir0oxV7kIk8IDKivN5L1YiTDHZXuJkdiOOXpcJKrHImeWOdPMQ6fYpy6o+27ohw6Ix8cwMPzcIg8PDKf1FpM76oY7a+fGkFOYzs2JzHAIu0P7txX2cbXL/yvX3hfpew/xOwvW+ItmVgCAtAJk0lFn7clf3yRQXj8TD9HYj/9dx39/zISez77/52q1HfvAS2a8dg/2m+rpDsfxvLFzr/Fw18gIQWAn0vIlwqhrWiulM8FBRwp/09ZB3SPGHR1Emd9hbOyyF6Z25ifWplmLo+R52jYOdLwDLF3HNXGGGyidFXiWgqw8FwsLBsHyyTBMyhNCRAJcgwgAMgN0ZD2gAEhAVEBIQFRQSgLxJcGEEoCCCUB+GJ/SLgiP2yxH7bYD1/qRyjzJ5cHUiqCaJWB9KogWmUglHDTyv2giQ9qyQc5FRASI1kvhtLdhlKfDqa4jqTtoiLpu6PojXPqjXfoiXXsibP/FOPQHfPgALmrmtxTyxhsmsS2L9H6OTNEcHVMtjn7hbf4B7D6VbzxVcL5KuH+IWZvA5ugYPPrH7J//bH1xxfZl8/Sz9uS7S1wSybekon/b0fip75CLOD+3fd3DjG0NrDL7mzV/Gj3Ccx+DOG+DajzRHzBj9o9kbpLAhAQgAAP5PNFfI6IywW4mwCbzWdv8jZZXNYGe32Ntbqyvry0uriwPD+3PDe9OsVcnaAujZJmqZhp/MAYuoM5iKT3w+if6ihd5aSWQlxzFrYpAwdLJ8EzKPB0cuNeHnYCpG/uYjcYpPooWkMUtT6SWh9JqYug1IaTa8LINWGk6tD9kMCV+ONLAwhl/qSKQEpFEK0qhFEdzKwJYVQH06uCGJUBEBLkEi9ykSckUuF7Qv477MfXqMzng2nPBlNcB5KfjKS5QVQMpzxFJX+jIsllIMFpIMGxP96xL86+N9a+N9buwAoTszZB4M7TxRtTXwRLX0HWVxnv6zb/q4T7Lyn3Dwnvs5S3DfJlIq5ExJOIeBIQkEqEWzIxFDuBYoEQ4Ar47P8ZSPx4yvcbANmfCv5uyT/Fd3bNftTf4UHIY/+Uh7+QkMcV8rgCDpvP3uSyNjgb65trq5trq+vLS2tLiysL84uzM3NTk9PjzCkmc5pBnaWg58iDU/je8ZEOxgCC/Kme3FFFbC8htRWRWvKJiBxScyYJlk5uTqPB0+mIFErT3ngJ8gbyh7vBIDdEy1NtwrcsAl8RhK8I2i9wgvrc5MogSlUw1O1mVAdDPMjLsuQSL2goEJ/3FrLYj6/R2S8hJOReQk4FhMRwkutQkstgovNgotNgIgSGQ1+c/QEZb3VLsP5FtPkvKffrFv/rFvB1C/hDJpQKeTJQANWOJKAIAPhcLntzcwMQcIQAVyziQ2xIJUIoiJKAwE+1HxLQ3/6ofY/yPr//vwuJ/U75ft3u/d4XAvzdkrOxc03LfwmJP6/y/fzoCzjcn4rP5vA22ZyNdfb62sbK8trS4uriwsrC/OLM5ML0BPQtWON0CpNCYBLxTNzwGKpzYhg5OtBM762ndFYT2koJ8AI8/CO6IQ3XkEqCpVPg6XREGg2eTIcn05p3kukfcwlqUyykPWDsrj7tRmK/9JpeC3W7Q2k1obSqEGplMBQyUSsCKOX+1DJfUvEHQqEHNu8N9uNrTM4rdPZLdPbLkawXqMznwxnuQ+luqHS34bRn6HT3H5EYTn48kvwQleQI1WSHEuwH4+0O/GtL9EUKyECBRMQDhVxQyIXO35ZMIl9OEIpFgEgIiIQCISAQ8AABR8BnC/hsOR7/M5D46X7FXyDx0/dFQsEeQdEL9Gkt4n4XtLYP/h0XAXA3od8j5PH3WN4mm7fJ+tFCnoG9uspaWVxbnFuZn1mem16anZofZ86NMaYZ1AkqaYyEpeNQVMwQDfWJ2Qcf7alldFdSO8rIrUUERC4eloNvTBuqiEHXxBEbEmjNSQxECqM5kdYUT2mMYSISoVrTbjCoTbHyv9hDBaVup+gEVZzkRSeoAkuvDqdVhdGqwqiVoZCgbjejLpxeGwYhQSn3h0Qu8yOXeBMKPXH5b9EfX8kx2KORDPeRDHd0ujtEBYTEDhXJj0eSH44kO6GSnFFJjsOJTkMJ9gegTACqokqlIIQBKBXv9JllUqFEKhCDPKGICwg5Aj4A8IUA99/X/pWlvUdn5wD93SP+ZzC+T4nv8/zHNtyeQGjPYpC8FAu9L3+++83dW0TQWLscfnn7BcJAzObIBbI5YjZHyN2U31wPXWT/l9rgbqzyWGu8jQ3+5jqfxRKwNwA2G+CwWMvL7LVl7vo6j7XGWVvbWF5Ynp1dmJ6YnxqfmxybG2POMGmTNPI4hThGwo4SMQwsioYeoqD6CAPd+N42dBcC1dE80lZL66imt5dSWwtJiDxScza+MQ1Xn4KtSxhtzRxrTR9tSRlFJo0ik8bg8aPNcaPNcTRYnPz0y48+pTEGXxP+U9EboyHRGqJo9ZHUughqXQSlNpxRF8moi2TUROyhglQRTCwPIpYHQN0JYqk/qdSXWOKDK/TCFnjiC95j895hcl+jP+74B1TmczkYQ+luQ+luw2nPhtOe4bNf4bJeYjNfoNPd0aluO+lEkstI6uOhJOe+OIeuSJv2sLutIdYHZDIJJKkUlMikoFSyo61tcGtbLNuCkOCLxFxAyAUE/28jsV8R9t9B4k+LE/s8370a8dOoSX7Wd48D7n64BQq3QOF+OYZYxBeJ+dC/iBDg79xvx2OLuFyQywY5XJC9CbI5ks1NkMUWb7IEG6sC1jIk/sYSJN76IrC58hOx1liLc6zFuc2lhc2l+c2lBfbyAnt5kb28wFqc31ya56wscVYWN5cW1uaml6Ym5seZK9NjixOMuVHqBAXLxA1TRnpIA53E3nZsNwLfBakZ3wnDdzbiOxuJ7bVEeAEZnkNpzqHAsyjwLFpzJg2eToOnQjyMtSSPIhN2eIDHMJujf0wY5Jn0T7W7CCsvN9HqI6EAiV694yggHigVIVCOQSwPIJT5Q0gQS3z+AglMzisofBrJegH5DchLEHJe47NfQUiMpDxDJT+FKk5DSS598c7dUXZtYTbIoNvwQOsD0i0Z5A0gyZGAHoJQxAN93ImEAiEg3P/U7tNP+HtIQCHZj/p30m7oyY8I7X6+Z2FoTz6wx1HsWSLdAoXbEhGk3eHTbqKEAFcIcER8jpC/KeCwBOx1/uY6wFoDWOvCjTVgfQ1YWwFWV4Ury8DyMrC8JNpYErKWgI1FSIL1BUjspemfirUwzVqYZs3P7rFLE2PLU6PLk+NLk8z5UcYMgzxBJo4TsdNk9BRxeAzbTxvuJve24buaMW0NIy01Q81lI5DgJRh4KQZeikWUEeBF6No0XH0yqSGVAktlIDPHWjIn2rKnOrPHkCmjyKRxxI5/YDZHQ9rTf5C35ORR0x7J3QsTFstsimE0RkPa6V5/8w/yXIJYHkQoCySU+RPK/AklfoQSv79GYneTDmIDk/UCk/UC8hKYjOcjaW6o5KeDCY8H4l364x51RTm1Rzgig2yb/O/Wf7Cq/XDrgBwGOQ/QZrNEJgWlYolEIpZAq21CkUi0Z4Vtt/4uEvuJx2X9VP8pEnv+GPs9/3GNbk8+sIcKOQOQIDDkXkI+CSIP+kUCtpC/AfDWd64i3ljirS/yVhf4a4uC1UVgeYG/OMdfmOXNz/BnpzmzU5z58c2FMfbcGGt+dHN2dGOOCdmVccrSBPkHS1mbZCxP0Fcn6EvjtJVx2uIYdXmMujhGnSSix4nocTyKgR2ij/SThnqI/V343raR1np0a+1IS80IshKFqNjBAFY80pA/Uv8RVZeDqs0cqc5AVaUNV6YOVyXjapLwdQmkxmQKLJmJSB9rTZ/syJrqzIT603IeGLAoBiyK3hS5h4TvAdK3tHuPxuA7Gm2OG4XFMptiIDCo1WHy9JpcHiwvPe3uXhNK/PDFvoRib0Kx935IyBvYUKsOnf0SnfkcnfkcSiSGU54OJD7ui334KcqxK8K+I8Khyd+mztem+r11yZvrxS+uFLy4fECeP0CC1jt3JAEkf7b75bgScF9U/j9A4kcshQB3v+c/vVsA3HV5x56AajcJu93C7tsMvl+nyVoRcNcEnGU+e4nLWuCszrKXplkLk6y5iZVx2vIYdZlJWaSTFimEeRJunoidI4xMEYcniAOThKEJ4sAEfnCc0D+BHxzD902TUFPkob2WhJokDI3jhyZwQ2O4wVF0PwPdxxzpo4/0Uge7SQOd+E+t6C7EcGtTP7K+r7m2H1aJLElvK05pL0ntLk39VJbWW57aV5E2UJk6VJEyXJE0Up40UpGALo/DVMRjKuIxlXHUplRqUzINlkJvTqU3pzIQKUxkKhOZ/G1YI5beHAvBQGuMoDVG7De4Ab3/o767iG9eAgqfyJUh5Mo/wwD1KEoh+eFKfHcPdOyHhNxFoLNfDme4y/sSffGPemKdu6Md28Oh225uw3ytGryti15dz3t+Pcf1ctojyxRHiyTHMwf28iABwG9ln2/HXbAFCqUSACrI7td/2C/W/7tI7Bc4/aeDHrvPPVQH++nzn95AI+8q/EiFnITdDkHIY8sxYK+vsFaX1pcXVhfnVpdmWaszGyuTa0vjq3PM5Sna4jh5fpS4wCBM4oencEMTmIFxVB9z8BOjr4vW00HtaSP1IAm9cFIPEt/TTPyEwH2CEbrhuE8w+fM/WySlr5XU30rqacX3IPBdCEwXDNMOG+loHITX9sAqumpLkZV5zcU5DUUZjQWZTQWp1amhdSmBjanBTelBiIyQlqzQtuyQ9pzg3rzw/oLwkaJIbFkUqTKGVpvAbEhmNqWMItKZiHQGPI3enEqHJ9Oak6iweCpMXmmNocFiIB6oDeHUhvDdKfXuXGI/L/E9t/6WXlNqwym14fK+BATD7lYdNNCBLfbBFfnginxwhV6QforESNYLiIT+FNeeRJeuOGdoqg8ZfA8eeAfmb13vfePbTQXnitwtUxwt4h3OxdicDr19KuSmQeBN/QPyMy0HABQLvg1jQ9dk8LZBYFsq+CIVfZbtO8u0v/f4ufZr1f2tREWOxJ5zL0fix+f73UOzX0C1m4TdDmFzbZm1urSxsri6OLc8P7MwMzk/PTE3PTYzQZodJ0wxsRPUkVHSEAPXTx/poaM+UQY7qf0dlJ42UhcS396MQzZi4PXo5rqumoLO2rzO6vyOmtzO6vz26o8dVXnt1R+RpVmIsowfbFZXTUFHTX5HVUFr5ceWso/w0szmokxYcXplRlxJakR+XEhmpE9qsFdS0LukAI+UwDc5gc8LgtxLwl5VRr1piPNsTv7QmubTnuk7mBc6XBiKKwojV0Qya2ImGhJmm5NnEKmjiFQGPG03ErTmBCos/ltlKZraFE1pjCI3RJLqw0j1YbtH/aB3dtegftR+Y39QgCTvXuOK/LCFvthCXwgJbLEPttgHW+iNLfT+ayT6kp/0JLp0xz/siHFsiXgAD7WBB99tDrpT43m1yuNy+ZsLRc8t8l3Nch6dynDUT3M4FW5tGHjrlO+Vk54XtT3Oabw5q3ZgCxRKJcItUI7E94q7PL/clog+S8WfpeIvMhDyFT9aGSiQgIIf7T6xEx8Uf3csUtF3uw8q+xaj/nz0BUJgp1kmFgEiqCIgFAiFAgCAysd8+XzeHiq+95t3hiCgG4oA6LcJ+Fwel70THa0vs9eWNpbnWUsz6wtTq3MTy1OMhXHq3Ch5jkmYIPaN47tHsZ30kTbqAILcAyN0NRA667sqcjvKctqLs9ry05EfU5qzEmHp8Y3pMaXxgSUJ/qXx/sXxfiVxfsXxfkVxvkVxvvlRPj8qN9q3IDYkPyY4NyowJ8I/J8w7M9gzM/BdRsDbZJ/nie+fRr10DHli4//wlq/TDV+nGwGOVxKf3019dSfH064kyKUu6gUy2bMry7c/1x9fEUUojyBVRdBropl1MWMNcRNNCePNiXRYErU5hdqcQoOn0uDJdEQKA5HEQCRBVFCbYiEeyA2RpPoIUn0EE5nERCYxEImMbw0KSLs71rtFrA4nVocTqsIIVWGEilB8eQiuLBgSdE0BrsQfWxSAKfLFFPpjinyhGSdc0Q4P2EJvbIEntsATV+iFLXiPL3iPzXuzG4lPcc7dMQ87Ih2R4XawYJuGgDu1vtZ13lYlry4Wvbj48dm5zMfmKU7GCXZGMTYnI+/q+1w9+f6ywWtLnednNJ6aqriaKB+QCnkSEU/6HQARJGgBWgpKpKBMLplkC/qnWyIRtOizLRFBaxJ/yIRftoRfZPzPMv5nKWdLyt6WsLckXFC+zfMNuS1QuCUBpN925WSgYEss2JIA2yCwBQoloAj8yY8IAADoWO+REOADAp5AwBMIeHw+n8/n8vl8Ho8nEAj4gACyPD6wIx5PLOBKAPmiAl8mEkDfhMBe3+CyNgGOQMQTigCJUAACfLGAJxKJQC5PsLGxsbq6ura6vL40tzI7vjBOXZmirU5QlkfxS/SRBfLALKF3Btc9g2mfHGgc76mhd5QT4AWo2szesqTOwti2vKjaeN+aGO+KiPelQa/zfdyy3z9Of+Oc+to+8ZVtwmub+Bc2sc/vxbjdiXxqHeFqHf7EKuSxddCjWwHOt3wdrnvZXXlnc+HNnQuv7lz0cbb74PjgvZ2Nh83td3dvety9+uHuVd97l15dPvXqkv6b87oeF7S8r+gG3NQPv2sSbWuW6XYp7/WNct/7sMjHXSmvB3K90cWB2PIQUk0koSaSWBtFrI8mNcSQG2MpTXGU5nhScyKpOZkISyLCkoiwBEJTPKkxntQUS0cmMRCJdHgCJFpzPCRGSxKjJYmOTKQhdh5SYXFUWJw8iCLWRZJrI0k1ERAMpMooYkUksSKSUB6BLwvHlYbhykKwpcHo4sCRooCRooCRIn9UoT+q0G+4wG+4wHen9FQWQCr1J5b44Yt8CGVCnZQAACAASURBVAVehAIvTO5Oe24o42lfisunROeueMeuGPuWEFtE4P0m3zs1XlZlb67mP7+U8/RC5pPzyU4W8Q4WUbbmIXeN/W4avL+i++aC5ktLTVdzzSdntB+ba7mc1nxkpuFsonZgS8jZEnK2hdBdtoItMbAlEsnEIqlIDIrEUE9ZIt76Jil0r5tECOzsXkE1SlCwJeHLQJ4M5MhAjhRkSUGWRLwhEW1CWz67qZCBgi0JII/NtsS8LTFvG+Rvg/wtKJX/GRIi6FNfBIjE/B0LSfi9YSwfoxAIeMJvPwAACACRABDxBUKBQCDksUW8zW+7B9/GUQU7k3NSoUQmkoIimQiQAHwxnysQiUAul7u+ura8tLC+NMdamlmfG1+bpM7T0POkwWls1/gQgtZdS2wpwcDy0Q05I9XpQ5VJvSWxHXnhiPSA+gSvqmiP8og3ud6Pc7weZb1zTn1pl/DsXrSLVYTzjTDHq0H2F/ztz/vbnve+f877rsX7O+bvrE6/vWX27LLh00sGT84buJw76WihY2+u9cBMy9ZE+7aBrvVJ3Vt6Wje11ay0le7pKD/QPeGgd8xJV+HRyd/djRTeW5wIuaaRdP9UrsvZIvdLFe9vVvndgYU7dCY9G8z2wBT54iuCCFUhpJoIQl0ksT6a2BhDaIolwuKI8HgiPJGMSCUjUknwFBI8hQxPIjUnQqIjk2jfkJDzQIXF0ZGJ1JZEGiKBhkigwuMpzXFUWBylKXb3IKCcB0JVOLEiklgRTSiPwpeF48sicaVh2JJQSJiyYExJEKYkSI4HusAPV+SHL/LBFXpj8r3QeZ6ojx4j2W9QWa+HMl8MZrj1p7h+SnRuj3ZARtg0h96BB9+t/2BV62lV+fZm8YsreU8vZjw6B8EQesc0yNrE95ax5zWjV5f03Sx1XS20XMy1nM21ncx1HU/rOJhp25loPjDWOLDz/U6cVQl3TcbflAHsLYAnE/Hlo8sgwIMAkIlBiRgUAUJIYqFILBR9ywrkUQ33u0RskZC7c4JFgFgs3O0r5JxAt/ptSQBIEhDYU/X6QYJvdic8+2mLALrK4IfdDD7AW4ck5G8I+RtC/iYkeWdaKtqZv+CzNzkb6xKAy99c21iYXZkeW5qkL46T5+m4OfLgFLZ7criN/qkBDy/pr87oKIxtzgptTAssj3lfEvm2IPRltv/TVK+H8W/sYtzvRT27E/bIKsT5ZqDDNV/bS953LN/fOvP2utmr66aul089vmzkcsHAyVLP0ULvwWnt+6aaNiYatw3VrA1UrfRVbp1UvqmndF1H8Zr28WvaipdUj15WPnJZWeGqisJNNYU7Wgp2OkecTh55fVbD47yG/xWtqDuGGc4WpS+u13+42xxgh4xwao11+ZTiPpTzDlfkR6oIJldHkGsjybWRxPooUkMMqSmWCIsjNceT4UkURDKtNYPWmkFtSae2pNNaUqnIFEg0RCKEhBwGGiyOCouDYIB4gGCgNMWSG2P2+IedSKkqnFAeAfkHfHkorjQMWxqMKw7CFQeRysMIFWHEslBCaTC+JAhbFIAtCsAW+n9nIOPlQNrzvhS3nqSnPUlPexKfdMe7tEc7IcLuNwTcqfa+Xv7+cum7y/lulrmultku51IczeNtTaPuGodYGwXeMnp3XvP1ea0X53SeWWg/NtdwNlV3NFa1M1azM9G2NdG+b6x1z0jjrqH6HQO1A8tjpNVJ0sY0nTM/xluZEm7MidlLIGcZ5KyCnFWQtybhr8sA9paQIxPxpSIBFJ1DPQqRSARdJyMWC3fCGKFAKOLJP8XF4E4ov0PFzwZav41CAVBd68+HfufogxKBVCb8QQKZTLAtFX6WCD9LhNsgsA0CW2IBpG0Q2JIA26BQBgq2xIAM3LnWQCjcBEQbAoAFACyBAKJiA+CtC7hrclr4nHUOa2VzdZG1NMNZmmTNMJaZpAU6bpaCmsT10PpbCJ31KFjpYH3+p7I0RG5UdaJfYfjrbP+nad4ukS/swt1tg13v+j285WV/9a3Nhdd3zr20tnhx0+L5jTNu1067XjZ5ct7o0Vl95zN6DuYn7xprWZlo3zLSvGGgflVP5bKO0kUtxQuaxy1UFM4pK5xTVrBUOWSpcthS5ZClyqELqgq3NI9aax6+q334vt4RRyPFp6dVX1lqelzQirW3THA8m+5yPtf9Stk7q3rve/BA+9ZQ576U530Zr4Y/emCLfYjlQaTqUFJVOLE6nNwQTWqIJjfGkmFxZHgCBZEIHX1GexYkelsmoy2d0ZZOb02jt6ZR4QlUeII8LqLKZ5ma4yHnQGmO24GhIZrUEP1txXSHB3xlKL4yFFcRgi8PxZeH4spCsKVB2NJgTEkgtigQWxRArggnl4eSykIIJUH4wgBcgT823w+T5z2Y/mIg3b0vxe1TomtX/OOO2Edt0c6tUU5tUU7IcHtY8P1aX+syj6sFL8/nPDuT9eRMnK1RzL1TkbcNQm6e9Lum63VJ+52lxitLzSfGSo9MVR4aqzgZqzqcUntwStXWUM3GUP22obqVgcYtffWbJ9Vu6Kle11U5QOmH04eQY+iOGWLvAmN4bRLHnqVy5+mClQlgdVKwNiXcmBFvLkg4S1LusoS/KgQ4gJALAHyhiLf7uAsEPDkVYvFOf0MiEX9H5dubcqcBaedNqVAqEUukQlAiEEt5YuluyxNLeZItwY+SygSfJYI/JII/JIIvIP8LyP8s5kH6AvK3Qf5nkWBLzNsW8mUi7raQLxVDV91whSBHKGIDog0AWBcI1vj81c31OfbGPJe1wGUtsNdnNlYm1xfG1uYYC9ThOWLfDLZ3Et3JHGwhttf21uS1FCYVhHvmhrzJ9HNP9HCOcr8f5HLDx+GS54OLr+5feX7/ivudi663zj26Zu502dTh/Cm7c4b3TLTvGmvdOaVpbahupa96U0/5hq7SNR3lsxrKZzTVz2ionFZTMlM9YapyzFTpqMmJI2YnDpufOGKhfOSc2pGL6oqXNRWvaJ24rnXc3lDxodHRx8bH3cyV3l7U9LtpEHrPJOqBWZb71bxX18s8rGv9bOBhTp0xj3sSnvUnPx/K8kDlemEKfPClAaSKYEJlMKEiFFcRQm2MozTFUWHxVHgCBZFMRabQWlLprWmjHdnM9ixIEBKjremjrelQKXY3DFDhFXoCwfCnxYnqcGJ1OLEyjFi5N43GlQVjS4Mwpf7YogBssR+20B9b6EsoCSIWB+AL/bD5Ppgc75EsL1TG++H0t58SXbsTH3XGP2qLcUJG2jeH2TYF328IvAd9tWe5p1Xh66vZTy+kPjyT6GAa98DY/4qWz2Vdrwta7yw1Xp5ReWqm9MRYydlYydHwhJ2hkp2hyn0DVRtD9XsGancM1G8baF7RUb2ko3ZRW/WClsp5TWVLDaUDKGQxurUY31lJ6a1jDMEmMC0zhI450qeV0aHVseH1iZH1KczmLJEzT+YtUjnLTC5rjs1e5m4us9nLPPYKh7PCY69xOes89hqXsyHgsAR8rojPEwkFEiEAioVCgAsIuZAVCQUQSD9BAuqNSIW7MdgFxs8FSgQ72blY/u0e3C2AJxVyoCtKIckAtgxgSwWbYmBTCPL4Yq5AxOEBGzz+Ooe7yuGscDcX11emN1YmN1YmNxbH1+YYi5Pk2VH8LG1kCtM1PoAkd9SNwEq7KzLrMiJyQ94lvn/i/+i2r/NNb4drHvcvvrp91u2G2ZMrho8unbK7aGp70czmvMmds0bWp/VvmerdMNa5aaRtoXr0jMqRMypHzigfMj+hYK70+xnFQ2YnDhseO3ryuKLB8eOGiopGJ46fOnHU5MQxkxNHLNVOnFdXvKKlfF1XxVpf456xlq2ZrqOZ5tuLWp6X1HyuaQRa6UbZGiU/ssh2v5z36nqp5+1KH5umYPu26Ec9SW6D6a9QWW9Hst+N5H1AF/rgSvzxFUHEqhBCVQi+MhRTGUJriqc1J1DhCXRkEgQDBACjLRMSvTWD3ppGa0llIFMZyFQqLJ7StBMX7e5FUOWR0q7kgVwbKa8pyXnAlgZhS4Owu24hwBT5ogt9MAU+2HyfkY9e6BxPVJbHUNqbgZQ3/Qkve+Oe98Q+a4mwR0TYwkLvNQTdrfGzqvxws+z9tVKP63kvLn10u5T55HyS89m4B6bhdw1Db+kH3tR/e0799VmtF+bqT03VXIyVHQ1P2OufuH/yhK2+yj0Dtbsn1W7rq1mdVL+lp3ZDT/2anqaFupK5hoq5urKZmpKZ6gkTFcUDeGQ+HpmLaynAtxYS2oqI7cXEzhJiZ+noYB1zqH4M1TiJaZ4mIOfIbQvUjgVaz+oMYWWOvDpLXZmjrs0xVucZa7PMtflR1sI4a2mKszzHXVsQrC8Bmysi1rqIvSESsAEBWyRgCwGOWAClGX8auICSBzkS8kjpz+HTn2+53OVtoCs8vvcWAA4o4IoE0J1FbEjQt3oKuSyAx2JzN1i8DRZ7bZ21sra+tLI6v7I8t7o0vTjLXJyiz4+RpmhYBq6fMNgx0tWEaq0ZbCjqKkmrSw3LD3uf5Pks5OkDD9trbjfPPr1+5vF1c5fLps4XTtmf1bc1171jpmVtqnVJX/Oigdb5kxrndNXOaqlYaCqbqyuaqx03Ov47JONjB02OHzI5/pvpsUMmxxQMjx01VFQ0PqFkpqJqoa52XkPtkpbqZW2VKxqK17QVrfRU7htpOJpqP7LQdT1v8OKCTqCVbri1RtRd7QQ7g/THp/NeXCh7f6PK27rO/15T8ANElHNn4pOeVLf+jBcDmS/7M19DX2pDqAglV0dQa6ModVHk2ihCTSQdlkCHJ9IRKQxkKrMlY7Q1k9meNdqRTWtJp7WkU5FpVGQaDZ4M7UXQ4cmUprg920LU+mhyQ/Tu5SFKXRSUPJCrIyAYiGUhxLIQKD3AFQfiigMxpf7oEh9ssQ+myBtT8AFT8AGT543J8x5Ie92f/LI38XlP7LPOSNf2UJfW4IctwY41PreqfK6Xe10rfncp/+X5HLdz6a5nUx+fjbI1irhnFHrbMOCmvu8VPc+LWh7nNN5YaLibaz47re1qqvnwlIaDoaqtvoqNntJtPeU7eqq39NRu6qpf01a/pKV2XkPFUl3ZQl3llKqSgZqKoYrySRUlfaUTukqKB+gd+bT2PHLbRwIyC9echW5MH25IHapPwSNz8G25xI58SncRra+UOVgxNlw1iqpdZHTNM3oX6b0LjIElxsAic3iZMbzIRG1M4NYniZuTFPYskz83xl+cEC1NASszUt6qWLAu5rPEfBYo2AQFmxKADQrZ8oqTBBTIt5F2FpKgJHun+iSCrFAAAADwzYoAQARZAAAEOz87X5sp4HP5PA6fx9n5DiEuSz56zWdvrK+vrq6vrKwsLS0tLC7MLcxMLkxPLE6OTdNJk2TsGG6YNNA53NrUUVfaXJzT8DElL9w75YN70JP7b22uuN+0fHztzKOLpg7nT9020bIy0bxhpHFVX/WSrtJ5reNn1I+Yqx01UT1mrHz8lNIxoxNHDY8fNjj2u/7R3/QPHzQ5ccRE6bCp8pHTSgrmykfNlQ9bKB85o3LMQkXxnJrKBU31q7qaVvo6d431HpietDPTtTfWdDTTdLXQeX7h5Ltrpz5YmQbcORNmY5pgZ5Bir5vupJ/jalL08myl19WGgDvNYbYtUQ7t8S69ae7DuW9xxR/wpT6EMl9CmT+2LABfGUyujqA1xDCa4miwOGpjHKUhlg5PlCMx2po51pY12pE92pFNQaRSEKlkeAoZnkJtTqLAEqmwRCosEUJid5eaWh9NrY+mNezgsZsHUlU4oSKUVB4q54FQEoQvDsQX+2OLfdAlPpgibwgJdL4XOvcDOvfDp3i37rhnXVFP2sMftwY/hPs7NPvYNfrYFL+5VPjmQt4Ly4xn5mku5glOZrH2JlEPTHyuaX24rOV5UfutpdbLMxruZqrPTJSfGKs+MdNxMdN1NtF1PKVta6h5T1/d+qT6LT2N6zoaV3TUL2qpndNUM1dTNVNRNlE6YaisqKeirKuqrKOsoq18QlPxhIbisQMUZBa1JZvWmkNrzaG05pBbsknILCIiEwdPx8HT8cg0HDIN35JOaM0gtGYQ27LH+kuZ/eVjfeXM/sqxvkpmX/VYXzWzr2ZqsGEK1TyHapnHdq4SetYo/WzaEIsxwl9kcpbGOEsT3OVJ7vIkZ2WSuzLNXZkWc1dB3pqIt7GDipANCrkSEU8i5EM7BmIRABWCISsBQBEgBgUSESAR8yVCvkTMlwA8kMMFOFz+jjg8zrcfHo/H47I5bBZnY3VzbXljZXFtaX5taX5uanpuanpuYmp6dHSMRCajUdi+XlRXRz8C3g9v6qmvbS0rqkpLzgj2i3jp5uvi4HzptOMFY7tzhjbmerdNdG4YaVzVU7msp3xO/fgZ9WPmasdPqx4zVTlmonzUWOmIsdIR/aOH9I8eMjimYHj88KnjCqeOKxgrHjZVVDivqXxe88QFLaWLWoqXtJQvaZ+4qq10VVvpmpbSTR2VO3qqNgYaDiY6zubarhY6z87pPD+r+eq8luclHb+bBmF3TWLtzBOdLNIeWZS8PFf+2qLa43yd9+XmAKuWsHutkXZtMQ4D6c8GMl8M5rxCFbzDFHnhyn0Jlf7EmmBqfSS5IZrWEENpjKE2xtGa4umwBFpzAgORwkCk0BFpe8RApjOQ6XREGrU5hQpLpDQlkBvjyY3x5PoYcn0MxIBc9MZYSl0UpS6KUhNJqYmEYCBXhJErwug1UfTqSGplOLk8FMqYsfl+6HzvwY/vBj++Gch+1Zf5oiftRXeKe3fS865E9/Yo19aIx8hg5yY/+1ovm4q31qUvbhQ9v5bpejblsVmCk0nkA/2Q27p+N7Q+XNHwuKj+0kLZ/Yyy22m1p6ZqT0zUXE6pPTJSdTLUeGCkdd9Q28ZA5+5JLStdrRs6Gte0NS5rq1/S1jyvrWGhoW6mpmKkrKyvqKh7/JjWsWNKR46cOHpE8chRxSOHFY8cPX5Y4QAdkUFDZjJbsphtOcy2HHpbNr0li9qSSUakE5GppJY0YmsauTWd1JZKaksnt0K1uXQaMvObsmnIbBoyh4rIpiFyGS2Fo23F4x3lU91V05+qJ3trVyh9S7TBZQZqbQzDmsRvzpI4czTOApO7OApxwludEazPCVjzQvaikL0s5LKg7YKdnRseT8wTiHlCKQBK+BIJXyLhS0GeBORJQK5MxAO5HGCTx+dwATaHt8nmstnszc3Nzc3N9bWVtdXl1cW5xdmp2QnmJJM6RiONkQljRNIogcjA4EiDg5iurt7m5vbq6paysqr0tNLEhJyQoLi3b3ydnZ7fvOZ07sx9U6Nb+prX9dWu6qlc0j5hqXb8jMqR00oKZicOmSoqGJ9QMFY8bKSoYKSoYKR4BNJpleNnlI+fUT5uoXr8nKqipdpxS7XjF9WPXddVuaGnfENP+dZJZSt9VSt9ldv6qnf1le0MVRyMlB8aqz05rfH8rPbrC7oel/W8ruj4XtMNuKEdfls/ztYozfF0zuOz+W6WRc/P1XldavC+DPO7hgyx6oi0+RRn35P0sDfFZSjnxdDHl6iCdyMlntgyH3yVP6k2iFgXClWWKI0xlKZYWlM8FRZPa/6vIEGsjSLWRkHVW7kodVH0+hh6fQytLppaG0WpiaRUhlMqw8kVYaSyEGJpML44EFfgj871Gc72Gsx8P5Dxtiftxac0t66Up+0Jri2xLvCoR83hzk2hzrW+tjUf7le+v1vy2jrf/Xr2k0tZDy+mOZ+LsTOOtDUKvXsywFrX+5qWx0X1V5bqL86qPzNXe3pa/bGZ5iNjTWdjLUcjDQdDTTsDzbsGOlDr5qae9lUd7Uvamhc01c9paVpoqJtpaJioqRmqqOieOKF5/Jj60SOqR44eUzh8+PDhIwpHFRQUDh86oqCgcIAGS6MjMsZasic6cic788Y6csfbs6HsitaWRmtLo0C2PYXSlkZrS6E0xVEbdyuB2phAbUzCV8fgq+II1fGE6nhiTQKpNpFUm0yoS6F1lNI+VTP76qZQzXO49mXyp3X64DpzeIUxvMIcWRvDrE8SN2conAU6f3mUtzLFX5vnrS3z11f46yuCjTWAtQ5ssISsTSGLI2TxhCwesM6HJFjj89Z5rPXNtY31tbWNlZWV5eXlpcX5xYW55fmZucnRmXHGFIM0RsHRsIMkVC9+oAPf2zGMaB6CNfXW1baXlzXlfqxISSyKjswLDYl0fxr00OmN9a2HZ83v6OteV1O5rKR4/sSRs4q/W5z4/Yzib6eP/Wp29KDxkV9PHf7FSOGfpscOmRw/ZKqoAIVDZsrHIBiuaavf0FG7oaNyU1fVSk/N+qSq9UnVu/qq94007hup2Z5StTNWsTdRdzBVczZVf2Sm9vyMxhsLDQ9L7Q+Xdf2v6QdbGUbcNoq6o59gZ5zqeCrroVm+q3npi/NVby81eF5p9LnaFnq7LfxOV7Rtb7zDYMrj4cxn6OyXmNzXmHwPbJEnrsQbV+5LrAoi14VSG8IpjRHkxhhSUyylKY4M26kvUZuTaPBk6Oh/U+YupTOQ6Qx4Gg22gwSlIZ7SEE+ujSLXRpFqIuShEaSxhrjR+lhmXQy9JopWHUmtDKdUhFEqwrD5fuhcH1TOh+GM9wOpb3uTXnXHP++If9Ya64KMftgc4dgQbF/jf7/8w+2S99bFHtbZ7pezn17OeHwh2fFc/APz6HsmobdPhVgbeV/T8bym7XFF880FjReWam5nVJ+Yq7uYqj00VXc21nA01nQw0rI11Lyvr3X3pNbtkzo39bSv6epc0dW+pK1pqaVpoaFurqZqqq5uqKSkp6Sko6ioeVxR9cjRE4cPHz906Oghhd9+O3Twt0O/HTx88LdDB39V+PXg7weIdcnUptRRZNZUR950d8FUV/5ER+54O1SJy2B0ZNDb0+ntqbS2FEp7Cr01hdGcOAb7iWi1cdSaWGpNLKU6hlwVDfXtcVXR6JpETF0qoSmThPxIby8e66mYGqibHmqcQjVPo1vmcO3zxE8rtIG10WHWBHZzisCeZ2wujG8ujHOWJrlLM7zlWf7KgmB1kb0wx56f35xb2JxbYM0uQtqYm1+amVmYmZybGp+ZZE6N0qYYpAkaYYKCZeIHmZg+GuoTqb8V29080lY7iKgcbCqH56Y0ZSRWx0fmB/smezwPf+rk53DX0+amg6n+fX2tm+onLh8/ZKnwD0uFf1w8+utFxd/OK/1uqfz7bmuppGCppHBJ7dhl9eOXNRWvaitd11W5eVLtlr6mtb7GfUNNW0MNe0NNh1MajsaajsbqzsYaziZqziZqD01VXcxUn5irup1Rd7fQeHFO4+U5Nd8reoFXtUNu6EVY68fcM0x6YJzqYJbubFLw7Gyx+7myl5a17y7CvK8iA260h1h3ht3pibPvTXAcSHYZTnNFZ7/E5r0hFHoQij8Qy3yI5X7EqgBSbQilPozSGEGDRdHgsaSmGDIsjgyLozTHU+EJNETizuTS30SC1hBLrY+BcgZ5jESqCmfWxUA8UKsiKBVhO42F4sChLM/BzPcDqW97El92xrq1Rbkiw10QYY+agu3rAh9U+d4r9bQqeHMt5/nljKcX0h5fiLYzjXpgFn7PNNjayP+GwYerup6XdN5e1HpxVt3dQs3tjLrrGbXHp9Uemqo6G2s4mWg9MNK0NdS0MdC6fVLLWk/7lo7mDW3Na9paF7W0LLU0LTQ0zdXUTVVVjZSVIRg0jhxRPXpY5fARRQWFo4d+P/T7wd8P/nbw4MF//vI7pH/887d//PO3//2PgwfQZbGE6kR6c+Zke/5MV9FMV8FERy6UbEGVaXprGrU1mdKSREYmUhCJTHjKWPNPxIQlMJri6Y1xtIZYSl00uTaKVBNJrI4YKQtFl0dgKmNw1XGE2iRSQyqxKZ0IyyDDc8jIfGp7Cb2rYryvdmKoYXoEPoVFro4Nr4yjVycw61M41gyRPUfmzNG480zWNJ01Td+YpG9MMjcmx9YnRtcnRtcmGSvjtMVx8gIDP0NBTxKGxrC9oyOdo8Nt5B4Ysase21I+WJ/bVZ7Wkh/TlBXWmBaY7++W4+WS5P4gxP6ax43TrhY6DkbK9/WO3VT99ZbKrzeVDlopHbyt8vtdNQUbjSM2Wsfu6hy7rXvsrs6xO3rHbfQU755UvHdS+d5JZVt9lQcGqnaGKg6n1JxMNB6aabmY6zw+reNiovXERMPVVPOpmcaz05rPzDXczTXdzdWfn1Z5Ya786qzKG0s1j/NqXpc0P1zW8rmiGXnbIOaOfryNUbKdSbqTWY6LeZ7r2fxnZ6rfXa55f6nB+1qz/43WkNudEfc+Rdv2xtoNJLsMpD4dSndDZb/A5r3DFXoSij8Qy3wpVTv3ClPrI2kNUTRYDL05lo6II8NiSc3xpOZ4MjyBgkimIJLpiJRdSOyCAZHNQGYyvw2H02AptKZEauMOEtD/X0ZDLL0+BoqRICooleEQCfjiwO+eIdurL/l1b9Kr7jj39ihXZNgjWJBjg79dna9tpeedMg/rotc38p5fSXe1THp4JtbhdLTd6UBrwwArA+8b+p5Xdd9e1n51QeP5WfVnZzUem6nvTB+ZajqbajuY6Ngba9sZ61ifVLfS1bipq3lNW+OqluZFDfUL6hqW6uqnVdVMVVVNlFUNlZRPnjihffy45tGjakePKf72+9FDvx/5/bfff/v14MGDvxz89Z+//vKPX/75v/55ENL/849fIR3oywtFlUST6lLHWj5OdRRMdRSMteYyW7IYrdn01gxaSzoFkUxCJBGa4/CwWHxjHLEukVSbSKmFbDypLp5SG0+qi6XWxZHr4yh10cTaKFJNJL5mp4ePKwsmlAbjykJwZSHYsjBsWRi6PGKkPGKoNGqwPHq4ImGkJhldn4FryiYgcgkteROYpnEcbAqPmCa1zFM6F2jdy/S+ZWb/xjhmfRyz5+pg2QAACkFJREFUMYZdH8evjxLWRgnro4Q1Jn6VgVmmDS+S+2dw3ZOoFmZ/I7O7jt5VhWn8OFyT3lsSi8j0r455UxDkkuX5IO3NnTA7i+B7Zn43Dd5d0nppoexqetzl1JFHRkddTh17YqLobqb6wlz95RkNd3P156fVnpqqPTPXcDXXhORmruV2Zse6m2u6m2s+P6P1wkLz5VmtV+e0X1vqvLXUeXtW9+1Z3XfndN6d0/Gw1H5/XsfrgrbXBS3vCxo+F9X9rqgHXtcKvakdbqUbeftk7F39NHuzDCez7Edncp+cK3K/UPryYsWbK1UeV2H+1vBA65aQu+0R97pjHvQlOAwmOw+lugxlug9mvRrOeYPO88AVehFKfUhlAaSKQEptKLk2nFIXQW6IpDRG0WAx1OYYKjx+Fw+JUEsO6jMwWzKYLRnMlqzvQuYwW7KYiMyfIgF93kE8kKsjiJVh+PIQYlkIpsAPne87/PHDQNb7vrS3n5JfdSY874h3b4tybYl4jAh92BhgX+NtU+5hXfLmZtGr6x+fXcx2PZ/hcjbZyTzW3iTS5lTIHcOg20aeV3U9ruq+vaz98qK223kN17PqLmdUH5mrPzTTcTbRdTLWsTfWsTPS3UmdDXSuaald0VS7qKF+XkPjnJqauYraaWVVMxVVw+Mn9BVP6B07rn30qPrhwyoKh5QOKRw/dEjh4K+///brwYO//HLwn//89Zf//esv//HLP//jl3/+xy+//scvv+2m4kB7RkBvXji2MokOy5pozZ9oy2MgsqnNaVREBhWZRoanEGEJuKY4TEPMSF0UujYGUxGPqUjEVsRjKuKxFXGYyjhsRQymMgZbEYOpjMJWRmCqwrCVYejKUExFKK4ihFQWQC7zI5cFEEv9CWWBEB7Y8pDhktDh0jBUWfRIRSyqKh5dk4iuTUE1JOPaszFdWfjuXGJfAXWghDZUMYqqHUXXzRFbZ0mts4S2GULHLL5rGt85g+uewXXOYdrmRhDTAw2j3VXU1mJC80d8fSamJqU7N7gjyw+R9K4uwrXU1z7nza10t8vJT85F3jcIv3cyzFonyEor1Eo79I5ehI1B1H3jgBu6gTf1gqwMg62NgqxO+d8y9L128sNV3UAr00Ar04BbJgG3TAJuGPvfMPS/fsr/hmHgDaPAG4bBNwyDbxiGXNcPvnYy+NrJ4GsGgVcNAq8aBV01CL5mGHLdMPSGUfgNg4ib+lFW+tG3T8bd0U+0MUqzM850NMl2Nst5eLrQ7WKR+6XSl1cr316v8bJq8L0NC7gHD7LpiLLvjLb7FOfYl+g0kOaCynqKznHD5L7E5L/HFHzAFnoTSvxIZQHkyiBqdRi0hQPluztj2I0xlKZYMiyWDE8gIRKg+SWoRU1rSae3ZuxGYhSZ800/QYJWH0+rj4d8PrEyDFcWjCkJRBX6/Z+6zvQryTSMw/M3TML74pKnYrd0xpHAlL1xd1xI0ZRUQCU1cUnRMCFkFxRFEEUj4FVAUVRMK800F1CWBJv5e+YDZufMOXPO9en5fp3nPvfzu5/7dF50Mjd4MC3cN7zY03fuatr9Ct6GrNk3yll/3egZYrsGa6C+KtuLMmtbgbmFPs0hGxryNE8ISlaOvCpbWpElLsscKn4wUJTRX3i/k4kTMHGtdByXiuOQ0Q156LpcJJuEric+qCNksXN+e/JHZlXWTYGEZ2AxdBwuIUMuCk1Coon3UIS7yMzbdx7cvpORmo5JSUMmp9wBEbdBMBUEECAcAGBwEJaEgN0C4L+C19wCwAS/woEEv2zp+z+ZxGd2Vcw7/c+W5R//bMxnjHoN3zamoj5DeF134dUGPKpT19jJsvwYUiSUuJlL/IHy1CE/dcgCzrGA800QkgUhaRCShZakiV9GovZXUfurqEMccb6OOqVhSBpZkkWWFSGXKuxWhz3jkRVdeFUX8uoP3fIvXvnRmvpkYzzgN1zsGMMfZiMf5q4O7FcH9qsDZ3wfiu9DsT0otgddfYL+/mj/vrMQ27SEvIYzSHP4VnYwN7I3K/Ip29YUXK+U4x6phwarbb3liy8KrZ1/OnqLbd0F1g7GbBvFxM8386mWNrpF8NjEo83wGDM8hpHLmOIxDFz6ZAttspkxyWFMNDInGpm6p3RdPWW8jqxl52tq8wxPKZP1ZEMdeYKdq68l6WqIOtbDcRZJUUFQVBCVlSRVFVFVRVRXP9SyCFpWjr6WOFlPnH6aa36WN9eSv9hGtbcz7M8fQ91Fyz1lnv7yNVHVxkjNtrR+d6xhR9G4P968r2/5YuB/NbafmgUBa9f5YvfF296QbShkF4cdI1FoNOZ6E1sZi6/K415F1H09Bh1ZkYdX5NdBI68iuqGNbF77cLllSPjwHyW+b5m//1TiR+Hk0/1UYlUVdIwG7CNnb18dW0WHlpeHpr4DY8/BtPCD7vmupnVbyd0ca/JJGlbFbPfQE5eIZROWLnaVzgsKTTzGVCNZxyapWTnKquzRovvioozhApzoT3wfEyekY17QsR00LJ+C4VKwTfnYhkeYulxULRHFeoisJmBqCZk1OVms37P+yrpfch9fgMcwsBgaFk3BYfOxuDwMloTCEFDobCTy97uozLtIXFo6Ju02KjX9XnJKOiIlFQRSABAEYAAAwEEYHASSQCAJBG4hroEhkpNARIKEG784hpo2Vd2fTeKjOcmJTR5ya6NrEyGvPujRBj3agFtz5lIHXerAsiIAKQOQMrik+g/nkOp8SRGE5EFIfuG8QZYYUrlckv3YGCD5tiRJhF7CkDS6LIsujyX6GFG3/JtH8c2jiHhU4XVtyKcN+bThjfGwTx/26SMbhsiG4dJvuvSbYv7ZmH82vm2Jb8/Ht+fj25aYz3jpM0S8+pBbHYTkp3bJ6cLIycLwV3P/kannaKrzYEKwP877qG7+IOfsjjW+f1O/La3zS9ibr2t8YtbacPWqqNIzVOkZ+Gt5oHzpZRnUV+7sLXP0lNqFJU5hiaOrxNFVYu8sftdR9E5Q+E5QaGsvsLUXLPCZC3ymlceY51ItzeTZpnwLJ8/8jGxsJBsbyTMciukZ1dxEs3BpFi5tjke1ttIX2mi250xnd8Fyb/HKQOnaYMX6cMW2pOa9tHZXVvdJ0fBZ03Ko4x9O8o8MrcczHUczHcfmrpO57jNrT3Cx7/xt/7ltIGQXn9tfXzhGQ05JGJJGXNex1uuXhzXV5bo65tNcbY5/39Jd+X+akGidx/0z/0dCj8SCiJhPF/Vqwm7l+dKbc6ck6Bg9WRg+toq+zr78YhLuTXV+1At2tK07ar5P0rA+WrcqrnGJqqD+0nfCwsWux9YOholHMbZQJjn5WjZJUU2QlmePFGe+KsgcZOAHmPiXjIxeOl5Ix3dRsR00vICa0ZKHbXqE5eTi6km42oe4Jzm4ymxMZTa27AG2NBNfnIFLyEDFoPIx6EdoVA4SmY28d9NBQqWm3UlJS09JTQURySAiGUxBACAAIOBwOBwOwmCwJBiQBIclwYAEN3fCzckN/wImtgIDAih09AAAAABJRU5ErkJggg==" /&gt;&lt;br /&gt;&lt;br /&gt;Caros alunos,&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Nos dias 13 e 19 de novembro estarão sendo aplicadas as segundas provas de grupos dos cursos de Geografia e Matemática. O dia 13 se refere a um domingo, já o dia 19 a um sábado. Portanto, no dia 20 não haverá prova, visto ser o dia do concurso do estado para a área da educação.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Att.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Coordenação do Polo.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9042229907315140441-3261773264002131150?l=uabpolomarcelinovieira.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabpolomarcelinovieira.blogspot.com/feeds/3261773264002131150/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9042229907315140441&amp;postID=3261773264002131150' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/3261773264002131150'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9042229907315140441/posts/default/3261773264002131150'/><link rel='alternate' type='text/html' href='http://uabpolomarcelinovieira.blogspot.com/2011/11/provas-do-grupo-1-e-2-de-disciplinas.html' title='Provas dos Grupos 1 e 2 de disciplinas / Matemática e Geografia / UFRN'/><author><name>UAB - Pólo Marcelino Vieira (RN)</name><uri>http://www.blogger.com/profile/08890337089198801049</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_Rmk16TDLr48/ScE84-pFj_I/AAAAAAAAAHA/ConIlrSeGVw/S220/magna+1179.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9042229907315140441.post-6050830588101485071</id><published>2011-11-06T09:23:00.000-03:00</published><updated>2011-11-06T09:23:33.249-03:00</updated><title type='text'>Polo UAB de Marcelino Vieira participa de projeto de pesquisa da CAPES</title><content type='html'>&lt;div class="MsoNormal" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"&gt;&amp;nbsp;&lt;img alt="" height="240" 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
