<?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-1099478913984356403</id><updated>2012-03-08T12:52:10.165-08:00</updated><title type='text'>Fisioterapia na ATM</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>36</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-1870761958922965322</id><published>2012-02-09T13:15:00.001-08:00</published><updated>2012-02-09T13:15:13.520-08:00</updated><title type='text'>Cirurgia em mandíbula</title><content type='html'>&lt;b&gt;&lt;br&gt; &lt;/b&gt;Toda vez que uma pessoa mastiga, sorri, fala ou tem qualquer atividade com a boca, a articulação têmporo-mandibular (ATM), está em ação, colocando em atividade uma série de músculos da face, diz o Dr. Antonio Renato S. Colucci, cirurgião buco-maxilo-facial. A ATM permite que a mandíbula se movimente para qualquer lado desejado e efetue a mastigação, triturando os alimentos e tornando-os menores para que a digestão seja feita. &lt;br&gt; &lt;br&gt; Quando isto não acontece, explica o Dr. Colucci, podem aparecer dores de cabeça, dores e zumbidos no ouvido, estalos e dificuldade de abertura de boca, até problemas gastrointestinais como dores ou úlceras no estômago. &lt;br&gt; &lt;br&gt; Em certas situações, somente o cirurgião buco-maxilo-facial pode garantir o sucesso no tratamento de problemas da ATM. Esse profissional está tecnicamente capacitado para intervenções na articulação e para orientar a fisioterapia mais adequada a cada caso (procedimentos realizados no joelho e agora disponíveis para a ATM).&lt;br&gt; &lt;b&gt;&lt;br&gt; &lt;a name="Encontrando um Profissional"&gt;Encontrando um Profissional&lt;/a&gt;&lt;br&gt; &lt;br&gt; &lt;/b&gt;Os profissionais que fazem esse tipo de cirurgia são cirurgiões-dentistas com especialização em cirurgia e traumatologia buco-maxilo-facial e com especialização – e residência – feita em ambiente hospitalar durante dois anos. Eles são capacitados a cirurgias mais complexas e mais delicadas que as normais, podendo tratar defeitos congênitos, deformidades da face, doenças benignas, traumas, fraturas e estética dos dentes, ossos da face, boca e tecidos da cavidade oral.&lt;br&gt; &lt;br&gt; &lt;b&gt;&lt;a name="Cirurgias na Mandíbula"&gt;Cirurgias na Mandíbula&lt;/a&gt;&lt;br&gt; &lt;br&gt; &lt;/b&gt;&lt;em&gt;São vários os tipos de cirurgias que podem ser feitas, segundo o Dr. Colucci:  &lt;br&gt; &lt;br&gt; - &lt;/em&gt;Remoção&lt;em&gt; &lt;/em&gt;de dentes inclusos (terceiros molares, caninos, pré-molares, etc.). &lt;br&gt; &lt;br&gt; - Pacientes com perdas ósseas importantes fazem enxertias ósseas. &lt;br&gt; &lt;br&gt; - Dores na face, relacionadas ou não a problemas de ATM, passam por intervenções cirúrgicas como as realizadas através de artroscópios, tratando das artroses, artrites e outras deformidades ou alterações.&lt;br&gt; &lt;br&gt; - Mandíbula, maxila e região zigomática com deformidades faciais, causando problemas estéticos e funcionais (fala, deglutição, etc).&lt;br&gt; &lt;br&gt; - Vítimas de acidentes com ferimentos e fraturas nos ossos da face e dentes.&lt;br&gt; &lt;br&gt; - Pacientes com tumores e cistos - remoção dessas lesões e reconstrução das estruturas de apoio da face (maxila, mandíbula, zigoma e dentes), para readquirirem a fala, deglutição e recuperarem o perfil e a estética facial. &lt;br&gt; &lt;br&gt; - Cirurgias reconstrutivas e de implantes osseointegrados. &lt;br&gt; &lt;br&gt; &lt;b&gt;Cirurgia Ortognática&lt;br&gt; &lt;br&gt; &lt;/b&gt;Embora nenhuma face seja exatamente perfeita e nem todas as pessoas se preocupem em mastigar de forma adequada, existem padrões de harmonia facial e mastigação que devem ser sempre seguidos e almejados, relata o cirurgião. &lt;br&gt; &lt;br&gt; Um queixo avantajado (prognatismo) ou quase sem projeção; dentes que não possuem contato correto quando a boca se fecha para mastigar, ou um sorriso que exponha toda a gengiva da maxila são situações comuns e grande parte pode ser corrigida através da cirurgia ortognática e ortodontia.&lt;br&gt; &lt;br&gt; O cirurgião buco-maxilo-facial é capaz de manipular os ossos da face (maxila e mandíbula), reposicionando estes ossos (e assim, os dentes) da forma adequada para conseguir um bom contorno e harmonia facial, melhora na função mastigatória e também na respiração e fala, além de melhorar a autoconfiança e a própria imagem do paciente. &lt;br&gt; &lt;br&gt; Este procedimento, continua o Dr. Colucci, é realizado geralmente em ambiente hospitalar, sendo algumas vezes, dependendo da deformidade, feito no próprio consultório, sob sedação e anestesia local. &lt;br&gt; &lt;br&gt; Para se fazer a cirurgia ortognática, é imprescindível que seja iniciado um tratamento ortodôntico alguns meses antes, para que estes dentes sejam alinhados e nivelados, garantindo maior estabilidade e contato durante e após a operação.&lt;br&gt; &lt;br&gt; Na odontologia de hoje não é mais possível que seja feito procedimento (ortognática) sem um trabalho ortodôntico prévio, pois esta seqüência é que dá melhor resultado, afirma o Dr. Colucci.&lt;br&gt; &lt;br&gt; &lt;b&gt;Implantes Dentais&lt;br&gt; &lt;br&gt; &lt;/b&gt;Atualmente, é possível haver esperança para centenas de pessoas que sofrem de um dos ainda maiores problemas da população brasileira, a falta de dentes, lembra Dr. Colucci. Os implantes dentais são os substitutos dos dentes naturais, havendo vários tipos de próteses, estes implantes sendo utilizados como pilares de sustentação, o que devolve a função mastigatória e um sorriso agradável para as pessoas com problemas de falhas dentais. Através dos implantes e próteses, elimina-se a necessidade da remoção das próteses para limpeza ou a eterna briga para impedir que esta prótese saia da boca e dificulte a alimentação, lembra ele.&lt;br&gt; &lt;br&gt; Há solução também para os casos onde existe falta de osso, e um bom cirurgião soluciona casos que muitas vezes foram desenganados por colegas que também realizam implantes, mas frente à dificuldades ou a maior complexidade do ato cirúrgico, dizem ser impossível realizar tal procedimento. Nestes casos, diz Dr. Colucci, enxertos ósseos são utilizados para devolver o osso ao local desejado e depois se fazer os implantes.&lt;br&gt; &lt;br&gt; &lt;b&gt;Cirurgias com Finalidade de Auxílio Protético&lt;br&gt; &lt;br&gt; &lt;/b&gt;Devido à perda de dentes, tão presente na população brasileira, existe a necessidade de uma reabilitação dental que devolva a função mastigatória.&lt;br&gt; &lt;br&gt; Existem situações nas quais a simples reabilitação protética é impedida de ser realizada, como em casos de extrusões de dentes (onde os dentes saem do osso e ficam em posição desfavorável) e rebordo ósseo remanescente desfavorável (que dificulte ou impeça a realização de próteses), conforme informa o Dr. Colucci. &lt;br&gt; &lt;br&gt; A cirurgia buco-maxilo-facial levanta estes dentes para uma posição mais adequada, evitando o tratamento de canais e a confecção de núcleos e coroas, visto que muitas vezes, apesar de extruídos, os dentes estão em bom estado de conservação e não merecem receber um tratamento de canal só porque existe a necessidade de se realizar uma prótese sobre estes dentes para devolver a mastigação para o paciente. Também é possível realizar enxertos ósseos e adaptar uma prótese ou conseguir um melhor perfil de gengiva, melhorando a estética da prótese final. &lt;br&gt; &lt;br&gt; Assim, explica Dr. Colucci, com o entendimento entre protético e cirurgião, este pode oferecer mais recursos aos seus pacientes.&lt;br&gt; &lt;br&gt; &lt;b&gt;Cirurgia para Auxílio Ortodôntico&lt;br&gt; &lt;br&gt; &lt;/b&gt;Apesar dos esforços para se corrigir o mau posicionamento dental, nem sempre é possível movimentar os dentes por não haver espaço suficiente, ou devido a dentes inclusos, afirma ele. Para se colocar os dentes em sua posição natural, faz-se então uma cirurgia com a colocação de um pino que guie este dente (incluso) para fora e para a sua posição correta no arco. Os resultados estéticos são cada vez melhores para problemas que antes eram mascarados apenas através da ortodontia, e agora podem ser corrigidos com a integração da cirurgia e da ortodontia, explica. Dr. Colucci também aponta a cirurgia buco-maxilo-facial como uma técnica que auxilia com eficácia na correção dos dentes inclusos.&lt;br&gt; &lt;br&gt; &lt;b&gt;Traumas e Fraturas da Face&lt;br&gt; &lt;br&gt; &lt;/b&gt;Traumas e fraturas dos ossos da face, ocorridos por acidentes de carro, moto, brigas, acidentes em esportes ou outros incidentes traumáticos podem ser corrigidos. Isso devolve a função mastigatória e estética de pacientes, lembra Dr. Colucci. Mas a prevenção é importante e pode ser feita. Nos esportes cada vez mais competitivos e com maior contato entre os atletas, aparelhos intra-orais podem ser utilizados para prevenir acidentes, evitando que estes aconteçam. O tratamento de traumas e fraturas faciais geralmente requer ambiente hospitalar e anestesia geral, podendo também ser tratado através de anestesia local e sedação. &lt;br&gt; &lt;br&gt; &lt;b&gt;&lt;a name="Controle da Dor e da Ansiedade"&gt;Controle da Dor e da Ansiedade&lt;/a&gt;&lt;br&gt; &lt;br&gt; &lt;/b&gt;Um especialista tem habilidade no controle da dor e ansiedade pré e pós-operatória, causando grande conforto ao paciente antes, durante e depois de um procedimento cirúrgico.  Portanto, deve-se procurar esse tipo de profissional quando é preciso um procedimento cirúrgico na cavidade oral, desde o mais simples como extrações de dentes já erupcionados até o mais complexo como cirurgias ortognáticas, fraturas faciais e implantes.&lt;br&gt; &lt;br&gt; &lt;b&gt;&lt;a name="Anestesia"&gt;Anestesia&lt;/a&gt;&lt;br&gt; &lt;br&gt; &lt;/b&gt;A anestesia geral é realizada em ambiente hospitalar, por um médico anestesista, sendo obrigatória para alguns procedimentos.&lt;br&gt; &lt;br&gt; A anestesia local, com ou sem sedação, é realizada pelo próprio cirurgião buco-maxilo-facial em seu consultório, o que facilita algumas cirurgias mais comuns como a remoção de dentes inclusos (dente do siso), cistos, tracionamento de caninos e outras.&lt;br&gt; &lt;br&gt; O cirurgião pode ajudá-lo no controle de dores pós-operatórias ou provocadas por inúmeros problemas musculares e da articulação - ATM.&lt;br&gt; &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1099478913984356403-1870761958922965322?l=atm.facafisioterapia.net' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/1870761958922965322/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://atm.facafisioterapia.net/2012/02/cirurgia-em-mandibula.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/1870761958922965322'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/1870761958922965322'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/2012/02/cirurgia-em-mandibula.html' title='Cirurgia em mandíbula'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-7440519601278185115</id><published>2012-01-31T06:56:00.001-08:00</published><updated>2012-01-31T06:56:33.775-08:00</updated><title type='text'>Pontos gatilhos na dor miofascial</title><content type='html'>É uma área localizada, com sensibilidade dolorosa em uma banda ou feixe de um músculo esquelético responsável pela referencia de dor, e se tratado, resolverá a dor à distância.&lt;br&gt;&lt;br&gt;Característica da dor&lt;br&gt;&lt;br&gt;A dor geralmente é localizada sobre o ponto gatilho (PG), ou se espalha do PG até a zona de referência (REPRODUZINDO A QUEIXA DO PACIENTE).&lt;br&gt; &lt;br&gt;Os músculos afetados podem apresentar fadiga aumentada, rigidez, fraqueza, dor ao movimento ou função e limitação da amplitude dos movimentos.&lt;br&gt;&lt;br&gt;Os pontos gatilhos podem ser:&lt;br&gt;&lt;br&gt;ATIVO – reproduzem a queixa clínica, em geral dor, que o paciente reconhece quando são pressionados digitalmente.&lt;br&gt; &lt;br&gt;LATENTE – não produzem dor espontânea, mas apresenta características semelhantes ao PG ATIVO tais como tensão muscular aumentada e encurtamento muscular.&lt;br&gt;&lt;br&gt;O PG ativo e latente pode causar disfunções motoras importantes.&lt;br&gt; &lt;br&gt;A ativação do PG pode estar associada a traumas e micro-traumas, ou seja, abuso mecânico do músculo, na forma de sobrecarga muscular e esforço repetitivo. Sendo agravado por hábitos para funcionais e posturas inadequadas.&lt;br&gt; &lt;br&gt;Disfunções causadas pelos Pontos Gatilhos&lt;br&gt;&lt;br&gt;Os distúrbios das funções autonômicas – sudorese anormal, lacrimejamento persistente, coriza persistente, salivação excessiva e atividades pilomotoras.&lt;br&gt;&lt;br&gt;Os distúrbios proprioceptivos – desequilíbrio, vertigem, zumbidos e percepção distorcida do peso dos objetos quando são erguidos.&lt;br&gt; &lt;br&gt;Os distúrbios das funções motoras – espasmos de outros músculos, debilidade da função do músculo envolvido, perda de coordenação e redução da força do músculo envolvido,&lt;br&gt;&lt;br&gt;Atenção! Muitas vezes indica-se o aumento dos exercícios, mas com a presença de PG o músculo é impedido de realizar os movimentos adequados, então, outros músculos são exigidos, aumentado o enfraquecimento e o descondicionamento do músculo envolvido. Dificuldade de pegar os objetos, esses "escapam" inesperadamente, há uma inibição motora do reflexo.&lt;br&gt; &lt;br&gt;Transtorno do sono – a dor pode perturbar o sono, e esse transtorno aumenta a sensibilidade à dor no dia seguinte causando mais desconforto e irritabilidade.&lt;br&gt;&lt;br&gt;Teste&lt;br&gt;&lt;br&gt;Nenhum teste de laboratório ou técnica de imagens foi estabelecido como diagnóstico de PONTO GATILHO.&lt;br&gt; &lt;br&gt;O Exame mais confiável é o exame clínico, (Veja as figuras ilustrativas 1-4 no link Identificação) por palpação no músculo envolvido, com resposta contrátil local e resposta geral do paciente a dor que poderá ser careta, gritos ou pulos afastando-se do examinador quando o PG for pressionado.&lt;br&gt; &lt;br&gt;A pressão sustentada do Ponto Gatilho, quando esse for responsável pelo sintoma, fará com que a dor, ou a queixa do paciente se exacerbe.&lt;br&gt;     &lt;br&gt;&lt;br&gt;2) Identificação dos Pontos Gatilhos&lt;br&gt;&lt;br&gt; &lt;br&gt;O exame do PG é realizado deslizando o dedo na superfície, até encontrar a banda tensa e então localizar o ponto que é capaz de rolar para um lado e outro.&lt;br&gt; &lt;br&gt;As imagens a seguir são desenhos ilustrativos.&lt;br&gt;&lt;br&gt;&lt;img src="http://www.ortodontiaeatm.com/imagens/pg_id_1.jpg" alt="" height="125" width="180"&gt;&lt;br&gt;&lt;br&gt;Fig 1-Exame de PG (palpação plana)&lt;br&gt;&lt;br&gt;Ao pressionar deve-se manter a pressão para que a dor seja irradiada, desse modo é possível confirmara origem da dor.&lt;br&gt; &lt;br&gt;&lt;br&gt;&lt;img src="http://www.ortodontiaeatm.com/imagens/pg_id_2.jpg" alt="" height="125" width="180"&gt;&lt;br&gt;&lt;br&gt;Fig.2-Identificação PG&lt;br&gt;&lt;br&gt; &lt;br&gt;&lt;br&gt;&lt;img src="http://www.ortodontiaeatm.com/imagens/pg_id_4.jpg" alt="" height="125" width="180"&gt;&lt;br&gt; Fig. 3 – pressionamento sustentado do PG&lt;br&gt;&lt;br&gt;Fonte: OLIVEIRA, A. S. ; RODRIGUES, Delaine ; SEMEGHINI, Tatiana Adamov ; CARIA, Paulo Henrique Ferreira ; BÉRZIN, Fausto . Diagnóstico diferencial entre DTM, síndrome da fibromialgia. Revista ABO Nacional, v. 59, n. 3, p. 195-200, 2005.&lt;br&gt; &lt;br&gt;&lt;p class="titulos"&gt;Pontos gatilhos irradiando dor para locais distantes  de sua origem&lt;/p&gt;                                                     &lt;p&gt;&lt;img src="http://www.ortodontiaeatm.com/imagens/pg_id_5.jpg" alt="" height="180" width="135"&gt;&lt;br&gt;                           Dor de cabeça temporal ou dor ângulo da mandíbula&lt;br&gt; Origem: grupo de músculos subocciptais &lt;/p&gt;                           &lt;p&gt; &lt;/p&gt;                           &lt;p&gt;&lt;img src="http://www.ortodontiaeatm.com/imagens/pg_id_6.jpg" alt="" height="180" width="135"&gt;&lt;br&gt;                             Dor de ouvido ou dor de dente&lt;br&gt; Origem: masseter &lt;/p&gt;                                                      &lt;p&gt;&lt;img src="http://www.ortodontiaeatm.com/imagens/pg_id_7.jpg" alt="" height="180" width="135"&gt;&lt;br&gt;                             Dor de ouvido ou dor na maxila&lt;br&gt;                             Origem: músculo masseter, pterigóideo lateral&lt;/p&gt;&lt;br&gt;     &lt;br&gt;3) Tratamento do PG  &lt;br&gt;     &lt;br&gt;O tratamento consiste em sua liberação.&lt;br&gt;&lt;br&gt;A experiência, treinamento e técnica do profissional são essenciais para o resultado satisfatório.&lt;br&gt; &lt;br&gt;Massagem por fricção com gelo, spray congelante com alongamento, pressão no ponto gatilho, shiatsu, respiração sincronizada, ultra-som terapêutico, injeção no ponto gatilho, agulhamento seco, acupuntura, micro corrente, TENS, LASER terapêutico.&lt;br&gt;  &lt;br&gt;É comum a dor miofascial estar associada a diversas outras queixas, fibromialgia, bursites, síndrome do túnel do carpo, tonteiras, alergias, respiração bucal, sinusites, dor de dente, dor de ouvido, torcicolos, dor nos braços, pernas, dor no peito, dor ciática, lombar...&lt;br&gt; &lt;br&gt;A Anamnese e o exame clínico de palpação digital são essenciais para o diagnóstico.&lt;br&gt;&lt;br&gt;Laser terapêutico em ponto gatilho no músculo digástrico posterior&lt;br&gt;&lt;br&gt; &lt;br&gt;&lt;table width="510" border="0" cellpadding="0" cellspacing="0"&gt; &lt;tbody&gt;&lt;tr&gt;&lt;td height="20"&gt;&lt;p&gt;&lt;img src="http://www.ortodontiaeatm.com/imagens/trat_pg_1.jpg" alt="" height="150" width="200"&gt;&lt;br&gt;                           Laser  terapêutico em ponto gatilho no músculo digástrico posterior&lt;/p&gt;&lt;/td&gt;                           &lt;td height="20"&gt; &lt;/td&gt;                         &lt;/tr&gt;                         &lt;tr&gt;                           &lt;td height="20"&gt; &lt;/td&gt;                           &lt;td height="20"&gt;&lt;br&gt;&lt;/td&gt;                           &lt;td height="20"&gt; &lt;/td&gt;                         &lt;/tr&gt;                         &lt;tr&gt;                           &lt;td height="20"&gt; &lt;/td&gt;                           &lt;td height="20"&gt; &lt;/td&gt;                           &lt;td height="20"&gt; &lt;/td&gt;                         &lt;/tr&gt;                         &lt;tr&gt;                           &lt;td height="20"&gt; &lt;/td&gt;                           &lt;td class="titulos" height="20"&gt;&lt;a name="pg4"&gt;&lt;/a&gt;4) Exame do Paciente &lt;/td&gt;                           &lt;td height="20"&gt; &lt;/td&gt;                         &lt;/tr&gt;                         &lt;tr&gt;                           &lt;td height="20"&gt; &lt;/td&gt;                           &lt;td style="text-align:left" height="20"&gt; &lt;/td&gt;                           &lt;td height="20"&gt; &lt;/td&gt;                         &lt;/tr&gt;                         &lt;tr&gt;                           &lt;td height="20"&gt; &lt;/td&gt;                           &lt;td height="20"&gt;&lt;p&gt;&lt;img src="http://www.ortodontiaeatm.com/imagens/exame_pg_1.jpg" alt="" height="150" width="200"&gt;&lt;br&gt;                             Fig 1 - Exame dos músculos subocciptais&lt;/p&gt;                           &lt;p&gt; &lt;/p&gt;                           &lt;p&gt;&lt;img src="http://www.ortodontiaeatm.com/imagens/exame_pg_2.jpg" alt="" height="150" width="200"&gt;&lt;br&gt;                             Fig 2 - Exame por palpação:  Esternocleidomastoideo&lt;/p&gt;                           &lt;p&gt; &lt;/p&gt;                           &lt;p&gt;&lt;img src="http://www.ortodontiaeatm.com/imagens/exame_pg_3.jpg" alt="" height="150" width="200"&gt;&lt;br&gt;                             Fig 3 - Exame por palpação:  Músculos posturais, representado na imagem pelo trapézio&lt;/p&gt;                           &lt;p&gt;Procedimento clinico: tratamento com agulhamento&lt;/p&gt;                           &lt;p&gt;&lt;img src="http://www.ortodontiaeatm.com/imagens/exame_pg_4.jpg" alt="" height="150" width="200"&gt;&lt;br&gt;                             Fig 4 - Agulhamento em PG no  músculo trapézio&lt;/p&gt;                           &lt;p&gt; &lt;/p&gt;                           &lt;p&gt;&lt;img src="http://www.ortodontiaeatm.com/imagens/exame_pg_5.jpg" alt="" height="150" width="200"&gt;&lt;br&gt;                             Fig 5 - Agulhamento em PG no músculo masseter&lt;/p&gt;                           &lt;p&gt; &lt;/p&gt;                           &lt;p&gt;&lt;img src="http://www.ortodontiaeatm.com/imagens/exame_pg_6.jpg" alt="" height="150" width="200"&gt;&lt;br&gt;                           Fig 6 - Alongamento procedimento necessário após  o tratamento do PG&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt; &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1099478913984356403-7440519601278185115?l=atm.facafisioterapia.net' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/7440519601278185115/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://atm.facafisioterapia.net/2012/01/pontos-gatilhos-na-dor-miofascial.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/7440519601278185115'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/7440519601278185115'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/2012/01/pontos-gatilhos-na-dor-miofascial.html' title='Pontos gatilhos na dor miofascial'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-2841132131739727964</id><published>2012-01-31T06:51:00.001-08:00</published><updated>2012-01-31T06:51:30.913-08:00</updated><title type='text'>Causas das disfunções temporo-mandibulares</title><content type='html'>&lt;font face="Arial"&gt;&lt;b&gt;Má-oclusão&lt;/b&gt; - significa &amp;quot;mordida&amp;quot; inadequada. A má-oclusão pode estar  	relacionada à discrepância de bases ósseas maxilo-mandibulares ou a  	desarmonia dental. Como a manutenção da saúde da articulação  	temporomandibular depende de uma boa oclusão, potencialmente, todo portador  	de má-oclusão é candidato a ter problemas na articulação temporomandibular,  	(GOULD, 1993; STEENKS &amp;amp; WIJER, 1996; ASCH et al., 2001)&lt;br&gt; 	&lt;br&gt; 	&lt;b&gt;Macrotrauma&lt;/b&gt; – procedimento odontológico longo como extração do 3º  	molar e anestesia geral, (MOLINA, 1989; MINORU, 1995). &lt;br&gt; 	&lt;br&gt; 	&lt;b&gt;Hábitos Parafuncionais&lt;/b&gt; - Alguns hábitos podem causar pressões  	inadequadas na articulação temporomandibular. A persistência de tais  	microtraumatismos leva a alterações intra-articulares, como: deslocamento de  	disco articular, alterações capsulares, ligamentares, diminuição de líquido  	sinovial etc. &lt;br&gt; 	&lt;br&gt; 	Exemplos de hábitos parafuncionais: apertamento dental diurno ou noturno),  	apertamento de lábios, permanência de objetos entre os dentes, apoio de mão  	na mandíbula, bruxismo, roer unhas ou remover cutículas com os dentes,  	mastigar de um só lado, chupar ou morder o dedo, apoiar a mão sobre o queixo  	enquanto dorme, dormir com travesseiro muito alto ou muito baixo, stress,  	apoiar com o ombro o telefone de encontro com o ouvido, (BARROS, 1995;  	STEENKS &amp;amp; WIJER, 1996).&lt;br&gt; 	&lt;br&gt; 	&lt;b&gt;Aceleração/Desaceleração Cervical (Whiplash)&lt;/b&gt; - Freqüentemente  	relacionado a acidentes de carro, o brusco movimento da cabeça para frente e  	para trás causa estiramento e compressão dos componentes da articulação  	temporomandibular, podendo danificá-la, (BRICOT, 1999). &lt;br&gt; 	&lt;br&gt; 	&lt;b&gt;Frouxidão Ligamentar &lt;/b&gt;- Algumas pessoas possuem todos os ligamentos  	das articulações relativamente frouxos (provavelmente por questões  	genéticas). A frouxidão ligamentar em si não representa problema; no  	entanto, sua associação com outros fatores predisponentes pode levar à  	desordem da articulação temporomandibular, (MONGINI, 1998).&lt;br&gt; 	&lt;br&gt; 	&lt;b&gt;Excessiva Abertura de Boca&lt;/b&gt; - Todas as articulações têm limitações de  	movimento, e a articulação temporomandibular não é exceção. Quando, por  	razões diversas, a boca é mantida aberta de modo exagerado, poderá haver  	danos aos ligamentos, à cápsula articular ou mesmo deslocamento de disco  	articular. (ASCH et al., 2001; MOLINA, 1989; PAIVA, 1991).&lt;br&gt; 	&lt;br&gt; 	&lt;b&gt;Estresse Emocional&lt;/b&gt; – Em muitas pessoas o estresse crônico pode tirar  	os músculos do estado de repouso para um estado de contração excessiva. Essa  	hiperatividade dos músculos pode fazer com que eles fiquem doloridos. É  	muito freqüente o problema nas articulações temporomandibulares aparecerem  	após um período de estresse, (OKESON, 1998b; STEENKS &amp;amp; WIJER, 1996; MINORU,  	1995)&lt;br&gt; 	&lt;br&gt; 	&lt;b&gt;Má Postura&lt;/b&gt; – influência diretamente na oclusão, promovendo mudanças  	de posicionamento das arcadas e sobrecarga muscular, (MONGINI, 1998;  	ROCABADO, 1979).&lt;br&gt; 	&lt;br&gt; 	&lt;b&gt;Apertamento e Bruxismo (microtraumas) &lt;/b&gt;- Desgastes excessivos dos  	dentes normalmente estão associados às pessoas que apertam ou rangem os  	dentes, essa atividade é chamada de bruxismo. Com freqüência as pessoas  	rangem os dentes durante o sono, por esse motivo desconhecem essa atividade.  	Alguns dos principais sinais e sintomas do bruxismo são: acordar com os  	músculos da face cansados ou doloridos; acordar com a mandíbula como se  	estivesse travada; presença de desgaste nos dentes caninos, (ASCH et al.,  	2001; STEENKS &amp;amp; WIJER, 1996; MINORU, 1995).&lt;br&gt; 	&lt;br&gt; 	&lt;b&gt;Doenças Sistêmicas&lt;/b&gt; - Alterações sistêmicas que comprometem outras  	articulações do corpo podem atingir as articulações temporomandibulares, é o  	que ocorre nos casos da artrite psoriática, lupus e como mais importante  	temos a artrite reumatóide, (MOLINA, 1989). &lt;br&gt; 	&lt;/font&gt; &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1099478913984356403-2841132131739727964?l=atm.facafisioterapia.net' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/2841132131739727964/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://atm.facafisioterapia.net/2012/01/causas-das-disfuncoes-temporo.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/2841132131739727964'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/2841132131739727964'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/2012/01/causas-das-disfuncoes-temporo.html' title='Causas das disfunções temporo-mandibulares'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-1229723271248913263</id><published>2012-01-25T03:00:00.001-08:00</published><updated>2012-01-25T03:00:25.384-08:00</updated><title type='text'>Diagnóstico de uma disfução na articulação temporo-madibular</title><content type='html'>O diagnóstico de DTM está baseado em vários sintomas, testando a amplitude dos movimentos mandibulares, auscultando os ruídos articulares, examinando o engrenamento dos dentes, apalpando as articulações como também os músculos da face e cabeça. Geralmente o cirurgião oral, pergunta ao paciente em busca de informações que causam a dor e outros sintomas, traumas, hábitos orais, tratamentos médicos e dentais prévios.&lt;br&gt; &lt;br&gt;Instrumentos de diagnóstico&lt;br&gt;&lt;br&gt;Os mais comum são:&lt;br&gt;&lt;br&gt;A) Radiografias Convencionais (radiografias planas, inclusive panorâmica): são rápidas e relativamente baratas. Porém, elas mostram somente a estrutura óssea da articulação, sendo geralmente úteis para avaliar mudanças morfológicas e processos degenerativos da doença.&lt;br&gt; &lt;br&gt;B) Tomografia Linear ou Planigrafia: este exame mostra &amp;quot;fatias&amp;quot; da articulação. Quando realizadas corretamente e com precisão, permitem melhor visualização que nas radiografias convencionais. As principais desvantagens da tomografia são o tempo e o custo elevado e, como as radiografias convencionais mostram somente o osso.&lt;br&gt; &lt;br&gt;C) Tomografia Computadorizada: mostra os mínimos detalhes do osso, com uma dose mínima de radiação. Os custos são bastante altos e oferecem uma visão limitada do disco articular e dos tecidos moles.&lt;br&gt;&lt;br&gt;D) Ressonância Magnética: produz imagens detalhadas e precisas do tecido mole e é considerado o melhor método para estudar a ATM. Nenhuma radiação é usada, mas como o equipamento é sofisticado os custos são altos; às vezes, acima de R$ 1.000,00 para ambos os lados da articulação.&lt;br&gt; &lt;br&gt;E) Artrotomografia: permite o estudo posicional e funcional da articulação, inclusive do disco articular. O procedimento é realizado pela injeção de um material de contraste na articulação, seguida por radiografias ou tomogramas, vídeo ou uma combinação. Um profissional qualificado é um imperativo para interpretação do exame, o procedimento pode ser muito incômodo, mas quando feito corretamente, a artrografia pode ser uma ferramenta de diagnóstico extremamente precisa.&lt;br&gt; &lt;br&gt;&lt;br&gt;Foram desenvolvidas uma variedade de outras técnicas para diagnosticar DTM, inclusive para localizar as contrações musculares, chamada de eletromiografia de superfície, sonografia (SonoPak), termografia e cinesiografia. São exames que detalham com precisão as estruturas afetadas.&lt;br&gt; &lt;br&gt;A Conferência de Tecnologia do Instituto Nacional de Saúde dos EUA fez observações e comentários sobre estes métodos de diagnóstico. Os fabricantes desses dispositivos de instrumentação diagnóstica argumentam que &amp;quot;são métodos clinicamente úteis e objetivos que servem para quantificar os componentes físicos de DTM em pacientes que estão em tratamento&amp;quot;.&lt;br&gt; &lt;br&gt;Os oponentes ao uso rotineiro desses aparelhos dizem que &amp;quot;nenhum dos instrumentos oferecem mais informações e nenhum deles provou a validade diagnóstica ou utilidade clínica, a não ser o seu uso em pesquisas&amp;quot;. Estes exames podem ter um custo muito elevado. &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1099478913984356403-1229723271248913263?l=atm.facafisioterapia.net' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/1229723271248913263/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://atm.facafisioterapia.net/2012/01/diagnostico-de-uma-disfucao-na.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/1229723271248913263'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/1229723271248913263'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/2012/01/diagnostico-de-uma-disfucao-na.html' title='Diagnóstico de uma disfução na articulação temporo-madibular'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-9045897819218632987</id><published>2012-01-09T11:40:00.001-08:00</published><updated>2012-01-10T04:18:03.501-08:00</updated><title type='text'>O que é e da onde vem o nome Bruxismo</title><content type='html'>&lt;p&gt; Bruxismo é um distúrbio do sono caracterizado pelo apertar dos dentes,              em que as forças sobre a musculatura mastigatória são excessivas produzindo              dor de cabeça, danos gengivais, desgaste do esmalte dental, dor disfuncional              muscular da articulação temporomandibular. Geralmente é o dentista              que detecta primeiramente o bruxismo.            &lt;/p&gt;&lt;p&gt; &lt;b&gt;O que é e o que não é bruxismo &lt;/b&gt;           &lt;/p&gt;&lt;p&gt; Bruxismo já foi atribuído a enfeitiçamento por bruxa, deslocamento              de energia invasora reprimida podendo ser ela um íncubo, um fluido,              uma repressão inconsciente da libido e outras coisas constituindo              todas variações do modelo passivista de mente humana. Uma incisão              circular na calota craniana, para que a energia invasora esguichasse              para fora, tal qual num poço petrolífero, deixando os dentes em paz              é um exemplo estimulante para entendermos o que é psicoterapia baseada              em deslocamento de repressão inconsciente.           &lt;/p&gt;&lt;p&gt; No limiar do novo milênio superstições ficaram para trás. Sabe-se              que bruxismo não é doença mental nem fenômeno inconsciente. É simplesmente              um ato comportamental acionado por uma memória meganérgica ou megane,              criada por seu próprio autor, a qual contém os arquivos de memória              programadores daqueles movimentos mandibulares, sem cujos arquivos              o ato comportamental denonimado de bruxismo não poderia ocorrer.           &lt;/p&gt;&lt;p&gt; &lt;b&gt;Fases do sono &lt;/b&gt;           &lt;/p&gt;&lt;p&gt; Bruxismo pode ocorrer eventualmente em vigília e em todos os estágios              do sono, mas predomina no estágio II e geralmente está ausente no              estágio IV.           &lt;/p&gt;&lt;p&gt; &lt;b&gt;Origem do termo &lt;/b&gt;           &lt;/p&gt;&lt;p&gt; Bruxismo vem da bruxaria, cujos manuais foram os mais completos              e abrangentes estudos do sono até o século XV. O modelo teórico central              desses manuais teve influência tão forte, que sobrevive até hoje camuflado              de psicanálise, graças a Freud que, segundo ele próprio, copiou tais              modelos, substituindo íncubo por id, possessa por histérica, pactuação              por neurose, possessão por psicose. (Se alguém não gostar vá reclamar              com Freud. Foi ele quem falou. Eu só estou informando)            &lt;/p&gt;&lt;p&gt; O sonho era produzido por um íncubo (Freud chamaria de id) que penetrava              no cérebro, assaltava o depósito de memórias, escolhia uma delas e              capturava a imaginação passiva (projeção), a qual tinha que se resignar              a fazer um teatro (conteúdo manifesto) de acordo com as intenções              do grande invasor copulador (conteúdo latente).            &lt;/p&gt;&lt;p&gt; A teoria dizia que o corpo era incorruptível, o que deixava para              o íncubo invasor uma única via para penetrar na vítima e chegar até              o cérebro: era pegar carona no útero (hysteron, hysteria) ejetável,              que caminhava fisiologicamente corpo acima e produzia sufocação histérica              na garganta. Esse hysteron foi a grande usina provedora de energia              do pensamento aceita pela ciência, desde o século III AC., quando              o pai da medicina, Hipócrates, criou o modelo teórico do útero ejetável,              que Freud também copiou substituindo apenas os termos (útero por libido),              mas mantendo a essência conceitual do axioma da energia invasora,              continuando a atividade mental como um simples epifenômeno inconsciente              das vicissitudes da energia invasora: nomina mutantur, numina permanent:              mudam os nomes, permanecem as crenças!            &lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1099478913984356403-9045897819218632987?l=atm.facafisioterapia.net' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/9045897819218632987/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://atm.facafisioterapia.net/2012/01/o-que-e-e-da-onde-vem-o-nom-bruxismo.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/9045897819218632987'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/9045897819218632987'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/2012/01/o-que-e-e-da-onde-vem-o-nom-bruxismo.html' title='O que é e da onde vem o nome Bruxismo'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-42408748906901975</id><published>2012-01-04T08:29:00.001-08:00</published><updated>2012-01-04T08:29:46.235-08:00</updated><title type='text'>Resumo sobre Disfunções Temporomandibulares</title><content type='html'>&lt;p class="basic"&gt;D-ATM,  ou disfunção da articulação temporomandibular, é uma alteração da  articulação que liga o maxilar à mandíbula que pode, por exemplo, não  estar funcionando adequadamente. Essa articulação é uma das mais  complexas do corpo humano, responsável por mover a mandíbula para  frente, para trás e para os lados. Qualquer problema que impeça a função  ou o adequado funcionamento deste complexo sistema de músculos, de  ligamentos, de discos e de ossos é chamado de D-ATM. Geralmente, a D-ATM  dá a sensação ao indivíduo acometido de que sua mandíbula está saltando  para fora, fazendo um estalo e até travando por um instante. A causa  exata desta disfunção, em geral, é impossível de ser identificada.&lt;br&gt;&lt;br&gt;&lt;/p&gt;            &lt;div style="text-align:left"&gt;        &lt;p&gt;&lt;a name="2"&gt;&lt;/a&gt;&lt;b&gt;Quais os sintomas da D-ATM?&lt;/b&gt;&lt;/p&gt;        &lt;p&gt;Disfunções  de ATM apresentam muitos sinais e sintomas. É difícil saber com certeza  se você tem D-ATM, porque um destes sintomas ou todos eles podem também  estar presentes em outros problemas. Seu dentista poderá ajudá-lo a  fazer um diagnóstico preciso, através de uma história médica e dentária  completa, um exame clínico e de radiografias adequadas. &lt;br&gt;&lt;br&gt;Alguns dos sintomas mais comuns de D-ATM são:&lt;/p&gt;      &lt;/div&gt;      &lt;ul&gt;&lt;li&gt;          &lt;div&gt;Dores de cabeça (freqüentemente parecidas com enxaquecas), dores de ouvido, dor e pressão atrás dos olhos;&lt;/div&gt;         &lt;/li&gt;&lt;li&gt;          &lt;div&gt;Um &amp;quot;clique&amp;quot; ou sensação de desencaixe ao abrir ou fechar a boca;&lt;/div&gt;        &lt;/li&gt;&lt;li&gt;          &lt;div&gt;Dor ao bocejar, ao abrir muito a boca ou ao mastigar;&lt;/div&gt;        &lt;/li&gt;&lt;li&gt;          &lt;div&gt; Mandíbulas que &amp;quot;ficam presas&amp;quot;, travam ou saem do lugar;&lt;/div&gt;        &lt;/li&gt;&lt;li&gt;          &lt;div&gt;Flacidez dos músculos da mandíbula;&lt;/div&gt;        &lt;/li&gt;&lt;li&gt;          &lt;div&gt;Uma brusca mudança no modo em que os dentes superiores e inferiores se encaixam.&lt;br&gt; &lt;br&gt;&lt;/div&gt;        &lt;/li&gt;&lt;/ul&gt;      &lt;div style="text-align:left"&gt;        &lt;p&gt;&lt;a name="3"&gt;&lt;/a&gt;&lt;b&gt;Como tratar a D-ATM?&lt;/b&gt;&lt;/p&gt;        &lt;p&gt;Existem  diversos tratamentos que você pode seguir para diminuir  consideravelmente os sintomas. Seu dentista pode recomendar um ou mais  dos seguintes tratamentos:&lt;/p&gt;      &lt;/div&gt;      &lt;div style="text-align:left"&gt;      &lt;ul&gt;&lt;li&gt;Tentar  eliminar a dor e o espasmo muscular através da aplicação de calor úmido  ou através de medicamentos como relaxante muscular, aspirina ou outros  analgésicos comuns, ou ainda antiinflamatórios;&lt;/li&gt;&lt;li&gt;Reduzir  os efeitos prejudiciais de travamento ou rangido, por meio de um  aparelho, algumas vezes chamado de placa de mordida ou &amp;quot;splint&amp;quot;. Este  aparelho, feito sob medida para sua boca, se encaixa nos dentes  superiores e ao deslizar sobre os dentes inferiores impede estes dentes  inferiores de ranger contra os dentes superiores; &lt;/li&gt;&lt;li&gt;Aprender  técnicas de relaxamento para ajudar a controlar a tensão muscular na  mandíbula. Seu dentista pode sugerir que você procure condicionamento e  aconselhamento para ajudar a evitar o estresse; &lt;/li&gt;&lt;li&gt;Quando partes da mandíbula são afetadas e os tratamentos não surtiram efeito, uma cirurgia na articulação pode ser recomendada.&lt;/li&gt;&lt;/ul&gt;      &lt;/div&gt;      &lt;div style="text-align:left"&gt;         &lt;p&gt; &lt;/p&gt;    &lt;/div&gt;  &lt;br&gt;  &lt;table class="basicwhite" align="center" bgcolor="#000066" cellpadding="0" cellspacing="5"&gt;&lt;tbody&gt;&lt;tr&gt;    &lt;td align="center" width="200"&gt;&lt;img src="http://www.colgate.com.br/Colgate/BR/OC/Information/Images/ArticleImages/OHB/CommonConcerns/TMJTMD/Hinges.jpg" alt="" height="200" width="200"&gt; &lt;/td&gt;   &lt;/tr&gt;  &lt;tr&gt;    &lt;td class="basicwhite" align="center" width="200"&gt;&lt;font color="#FFFFFF"&gt;D-ATM ocorre quando a &lt;/font&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt; &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1099478913984356403-42408748906901975?l=atm.facafisioterapia.net' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/42408748906901975/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://atm.facafisioterapia.net/2012/01/resumo-sobre-disfuncoes.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/42408748906901975'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/42408748906901975'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/2012/01/resumo-sobre-disfuncoes.html' title='Resumo sobre Disfunções Temporomandibulares'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-4730017093723987913</id><published>2011-12-21T11:00:00.001-08:00</published><updated>2011-12-21T11:00:21.536-08:00</updated><title type='text'>Desordens temporomandibulares e suas implicações psicológicas</title><content type='html'>&lt;br&gt;&lt;br&gt;As Desordens Temporomandibulares (DTM), são desordens músculo-esqueletais, associadas as dores de face. A sintomatologia dolorosa encontrada nos pacientes são da ordem de 80% das dores da região da face, outros diagnósticos corresponderiam as doenças intra-articulares ou de ordem inflamatória de outras estruturas. Os estudos das DTMs , apresentam na atualidade um grande interesse dos profissionais da área da saúde, porque é cada vez maior o número de pacientes com sintomatologia dolorosa referida a essa articulação, estes pacientes apresentam um quadro clínico, que muitas vezes é obscuro, devido a complexidade anatomo-funcional da cabeça, e o comprometimento emocional do paciente&lt;br&gt; &lt;br&gt;O trauma apresenta um papel importante como etiologia das DTMs, o trauma pode ter sido diretamente na face ou cabeça, ou indiretamente como o whiplash, ou microtraumas por apertamento dentário repetidamente, por estresse emocional; muitas vezes a dor começa meses depois ou ainda anos após o trauma inicial, outras vezes pode ser uma sucessão de traumas até que finalmente se inicia a disfunção. As DTMs caracterizam-se por apresentarem dores de face, cefaléias, dor de ATM, ruídos articulares, limitação da abertura bucal e estruturas anexas como cervicalgias e dor no ombro. Se conhece que um dos fatores que influenciam na produção da dor é o estresse que produz apertamento muscular crônico, isso criaria uma diminuição do oxigênio nos músculos da mastigação com o conseqüente acúmulo de ácido láctico e portanto dor, o grau de dor e sofrimento pode variar desde uma dor crônica intermitente e tolerável até dores intensas e incapacitantes.&lt;br&gt; &lt;br&gt;Os fatores psicológicos têm um papel importante nas DTMs, o estresse produz o apertamento dentário, contraem os músculos consciente ou inconscientemente e causam danos criando um ciclo vicioso de dor/estresse/dor, esta dor produz mudanças de comportamento do paciente que passa a estar irritado por qualquer estímulo, observando neles mudanças no comportamento, sentimentos e pensamentos e por tanto em cada aspecto de suas vidas . Os dias de acontecimento maiores dos pacientes com dor produzem grandes mudanças, esse estresse emocional aumenta o estresse físico a fadiga e a depressão, e os músculos da mastigação são especialmente susceptíveis a estarem tensos pelo estresse e isso causa o incremento da dor tornando o tratamento e a recuperação mais difícil.&lt;br&gt; &lt;br&gt;O tratamento das DTMs exigem uma visão multidisciplinar. Profissionais diversos são geralmente implicados no tratamento de pacientes com dores crônicas que não respondem aos tratamentos convencionais ou causam incapacidade. Quando haver situações onde não se tenha resposta aos tratamentos convencionais é de grande importância a condução desses pacientes para a realização de atividades que possam alterar seu comportamento, trazendo dessa forma alívio para a dor, já que se conhece que as reações do paciente a determinadas situações é que desencadeiam aquele processo, dor/estresse/dor. Recomendações: As primeiras medidas realizadas, são conducentes ao alivio da dor, o uso de medicamentos, de acordo à intensidade da dor, a ingestão de água, em quantidade de 2 litros aproximadamente ao dia, evitar o álcool, fumo e café .&lt;br&gt; &lt;br&gt;Do ponto de vista físico é recomendado ao paciente o uso de uma placa de re-coordenação muscular e acompanhamento desta, fisioterapia doméstica ou em instituições de fisioterapia. Aos pacientes com estas características são recomendadas as técnicas de relaxamento muscular, prática de esportes, contatos sociais mais freqüentes, férias e todo tipo de atividade que permitam interação com outras pessoas, formar e fazer parte de clubes de pessoas para discutir seus problemas com esclarecimento sobre as desordens temporomandibulares, tal como existem nos AAA. CCV, etc.&lt;br&gt; &lt;br&gt;&lt;a href="http://www.portaldafisioterapia.com/?pg=atm_dtm&amp;amp;id=734"&gt;Fonte&lt;/a&gt;&lt;br&gt; &lt;br&gt;&lt;br&gt;escrito por:Nicolas Tenorio Cabezas, Francine Ribeiro de Arruda &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1099478913984356403-4730017093723987913?l=atm.facafisioterapia.net' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/4730017093723987913/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://atm.facafisioterapia.net/2011/12/desordens-temporomandibulares-e-suas.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/4730017093723987913'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/4730017093723987913'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/2011/12/desordens-temporomandibulares-e-suas.html' title='Desordens temporomandibulares e suas implicações psicológicas'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-8252107492134122726</id><published>2011-12-11T09:21:00.000-08:00</published><updated>2011-12-11T09:23:15.380-08:00</updated><title type='text'>Ultrasom em Fisioterapia na ATM</title><content type='html'>O equipamento de ultra-som é muito utilizado na prática clínica de fisioterapeutas. Esse equipamento pode apresentar freqüências de 1 e 3 MHz, com sua intensidade podendo  variar de 0,01 a 3,0 W/cm2 e podendo ser usado tanto no regime pulsado quanto no contínuo&lt;br&gt; (NEVES, GUIRRO e GROSSO, 1999).&lt;br&gt;&lt;br&gt;Os efeitos térmicos produzidos pelo ultra-som ficam por conta do aquecimento profundo nos tecidos, ocasionando aumento do fluxo sanguíneo no local com conseqüente&lt;br&gt;redução do edema e da dor; aumento da permeabilidade da membrana celular e aumento da distensibilidade das fibras colágenas. Esses efeitos são predominantes na forma de onda  contínua e decorrem da absorção das ondas mecânicas pelos tecidos biológicos e sua conversão gradual em calor. Como efeitos mecânicos, notam-se a cavitação estável e micro fluxo protoplasmático, predominante na forma pulsada (NEVES, GUIRRO e GROSSO, 1999; LEÓN, SOLANA e GARCÍA, 1998).&lt;br&gt; &lt;br&gt;É importante o uso do ultra-som no tratamento da disfunção da ATM devido a sua capacidade de favorecer a regeneração tissular, de aumentar a amplitude de movimento&lt;br&gt;articular em decorrência do aumento da extensibilidade do colágeno, reduzir o espasmo muscular e aliviar a dor, contribuindo assim, na resolução de processos inflamatórios crônicos e na cicatrização (NEVES, GUIRRO e GROSSO, 1999; FUZARO, 2007).&lt;br&gt; &lt;br&gt;Com o ultra som de 3 MHz a profundidade de absorção atingida é de 1 a 2 cm da superfície da pele, o ideal para ser usado na articulação a ser tratada (CARVALHO, 2010).&lt;br&gt;&lt;br&gt;&lt;a href="http://www.faeso.edu.br/horus/num5_1/saude/A%20FISIOTERAPIA%20NOS%20SINAIS%20E%20SINTOMAS%20DA%20DISFUNCAO%20DA%20ARTICULACAO%20TEMPOROMANDIBULAR%20_ATM_.pdf"&gt;Retirado daqui&lt;/a&gt;&lt;br&gt; &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1099478913984356403-8252107492134122726?l=atm.facafisioterapia.net' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/8252107492134122726/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://atm.facafisioterapia.net/2011/12/ultrasom-em-fisioterapia-na-atm.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/8252107492134122726'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/8252107492134122726'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/2011/12/ultrasom-em-fisioterapia-na-atm.html' title='Ultrasom em Fisioterapia na ATM'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-8932782259532096514</id><published>2011-11-29T08:14:00.000-08:00</published><updated>2011-11-29T08:15:00.068-08:00</updated><title type='text'>Fisioterapia no pós operatório de cirurgias da ATM</title><content type='html'>&lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: 150%"&gt;&lt;span style="font-size:10.0pt;line-height:150%;font-family:Arial"&gt;Os  métodos cirúrgicos de tratamento das DTMs(disfunções  temporo-mandibulares) evoluíram consideravelmente durante a ultima  década.Os principais tipos de cirurgia para tratamento de DTMs são a  artroscopia e artrotomia. A cirurgia ortognática é menos usada, e  qualquer cirurgia só deve ser contemplada depois de falharem todos os  métodos conservadores apropriados para tratamento da disfunção e da dor.  No pós-operatório pode haver indicação da fisioterapia para combater os  efeitos da imobilização no pré e pós operatório, a inflamação, a dor e a  fraqueza muscular.&lt;/span&gt;&lt;/p&gt; &lt;ul&gt;&lt;li&gt;&lt;span style="font-size:10.0pt;line-height:150%;font-family:Symbol;"&gt;&lt;span style=""&gt;&lt;span style="font:7.0pt "&gt;  &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-size:10.0pt;line-height:150%;font-family:Symbol;"&gt;&lt;span style=""&gt;&lt;span style="font:7.0pt "&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:10.0pt;line-height:150%;     font-family:Arial"&gt;Artroscopia:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:10.0pt;line-height:150%;     font-family:Arial"&gt; A artroscopia evoluiu de forma espetacular no  decorrer da ultima década como método de tratamento das DTMs, não apenas  em virtude do seu sucesso,mas também por se tratar de um método menos  invasivo que as demais técnicas cirúrgicas. O procedimento exige duas  incisões de 2mm, nas partes posterior e lateral da articulação.Além de  ser empregado para fins de exame, o artroscópio serve também para a  realização de intervenções cirúrgicas , inclusive para irrigação do  espaço articular superior com a finalidade de eliminar os produtos do  processo inflamatório, para desfazer aderências do espaço articular e  para reposicionar o disco articular. A curto prazo a artroscopia  apresenta alta porcentagem de êxito, diminuindo a dor e melhorando a  capacidade funcional nos casos em que está indicada.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style="font-size:10.0pt;line-height:150%;     font-family:Arial"&gt;Artrotomia e cirurgia ortognática&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:10.0pt;line-height:150%;     font-family:Arial"&gt;: A artrotomia ou cirurgia articular a céu aberto  é empregada no tratamento das luxações do disco e nas perfurações de  tecidos moles,nos casos em que os métodos conservadores fracassaram. Os  resultados da cirurgia dependem em parte da aplicação de critérios  rígidos na seleção dos pacientes,depois de esgotados os recursos mais  conservadores. Parece que os progressos da artroscopia diminuíram as  indicações para este método mais invasivo. A cirurgia ortognática  encontra indicação em alguns casos de DTMs, nos quais as anomalias  ósseas resultam em desalinhamento de dentes e articulações. É geralmente  considerada o método mais invasivo, envolvendo muitas vezes a  osteotomia e o reposicionamento da mandíbula ou do maxilar.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt; &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: 150%"&gt;&lt;b&gt;&lt;span style="font-size:10.0pt;line-height:150%;font-family:Arial"&gt;A fisioterapia no pós-operatório:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:10.0pt;line-height:150%;font-family:Arial"&gt; &lt;span style=""&gt; &lt;/span&gt;A  fisioterapia é aplicada no pós-operatório para deter o processo  inflamatório e diminuir a dor, bem como para promover o funcionamento  normal da articulação. Outros objetivos da fisioterapia consistem em  normalizar a postura e reduzir a disfunção da coluna cervical, de acordo  com cada caso.&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: 150%"&gt;&lt;span style="font-size:10.0pt;line-height:150%;font-family:Arial"&gt;Durante  a primeira ou segunda semana, ou seja, durante a fase inflamatória  aguda, podemos lançar mão da crioterapia(terapia com gelo -frio) e da  estimulação elétrica para reduzir a dor e a defesa muscular e conter o  processo inflamatório. O ultra-som pulsátil pode ser útil para deter a  evolução da inflamação. Durante ou no final deste período podemos  introduzir os exercícios isométricos e a abertura controlada da boca com  a língua apoiada contra o céu da boca,sempre dentro dos limites(dor) do  paciente.&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: 150%"&gt;&lt;span style="font-size:10.0pt;line-height:150%;font-family:Arial"&gt;Podemos  progressivamento aumentar os exercícios ativos, passivos e  contra-resistência, a medida que a inflamação regride. Os exercícios  delicados de mobilização articular podem ser instituídos no paciente que  estiver progredindo bem e que apresenta dificuldade em readquirir a  mobilidade, podendo avançar os graus de amplitude,desde que os tecidos  tolerem.&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span class="Apple-style-span" style="font-family: Arial; line-height: 14px; "&gt;&lt;span class="Apple-style-span" style="line-height: 19px; "&gt;Os  exercícios domiciliares,destinados a melhorar a amplitude dos  movimentos, a capacidade funcional e o controle neuromuscular podem ser  ampliados de conformidade com a cicatrização dos tecidos.&lt;/span&gt;.&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="text-align: center; "&gt;&lt;span style="font-size:10.0pt;line-height:115%;font-family: Arial"&gt;&lt;img alt="" src="http://files.viviansturza.webnode.com.br/200000037-59b995a56e/t8.jpg" height="261" width="270"&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="text-align: left; "&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-family: Arial; line-height: 14px; "&gt;MALONE, T.; MC. POIL, T; NITZ, A.J. &lt;b style=""&gt;Fisioterapia em Ortopedia e Medicina no esporte&lt;/b&gt;. 3&lt;sup&gt;a&lt;/sup&gt; ed. São Paulo: Santos, 2002.&lt;/span&gt;&lt;/i&gt;&lt;/p&gt; &lt;div&gt;&lt;div style="color: rgb(0, 0, 0); background-color: transparent; text-align: left; text-decoration: none; border: medium none;"&gt;&lt;br&gt;Leia mais: &lt;a href="http://viviansturza.webnode.com.br/news/fisioterapia-no-pos-operatorio-de-cirurgias-da-atm/?utm_source=copy&amp;amp;utm_medium=paste&amp;amp;utm_campaign=copypaste&amp;amp;utm_content=http%3A%2F%2Fviviansturza.webnode.com.br%2Fnews%2Ffisioterapia-no-pos-operatorio-de-cirurgias-da-atm%2F"&gt;http://viviansturza.webnode.com.br/news/fisioterapia-no-pos-operatorio-de-cirurgias-da-atm/&lt;/a&gt;&lt;br&gt; &lt;br&gt;&lt;/div&gt;&lt;/div&gt; &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1099478913984356403-8932782259532096514?l=atm.facafisioterapia.net' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/8932782259532096514/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://atm.facafisioterapia.net/2011/11/fisioterapia-no-pos-operatorio-de.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/8932782259532096514'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/8932782259532096514'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/2011/11/fisioterapia-no-pos-operatorio-de.html' title='Fisioterapia no pós operatório de cirurgias da ATM'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-4549789527723542815</id><published>2011-11-22T07:29:00.001-08:00</published><updated>2011-11-22T07:29:21.328-08:00</updated><title type='text'>Sinais e sintomas das DTMs</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img alt="http://www.clinicaevolue.com.br/wp-content/uploads/2011/07/atm.png" src="http://www.clinicaevolue.com.br/wp-content/uploads/2011/07/atm.png"&gt;&lt;br&gt;&lt;/div&gt;&lt;br&gt;A articulação temporomandibular (ATM) é considerada como uma das mais complexas existentes no corpo. Ela faz em torno de 1500 - 2000 movimentos de abrir e fechar a boca por dia. Em virtude da sua extensa dinâmica funcional, a ATM é alvo de disfunções que ocasionam uma sintomatologia dolorosa crânio-facial acompanhada de movimentos estereotipados. A fisioterapia une-se a odontologia, cada uma em sua abordagem própria, para tratar a ATM com objetivos reeducacionais do complexo músculo - ósseo - dentário envolvidos.&lt;br&gt; &lt;br&gt;1 - Muscular&lt;br&gt;As desordens podem ocorrer devido ao uso excessivo e incorreto das ATMs onde os músculos sobrecarregados irão desenvolver estados de contraturas e espasmos dolorosos. Os músculos envolvidos nos movimentos da ATM são exatamente os envolvidos com o processo mastigatório. As atividades parafuncionais são as grandes responsáveis pelo estresse muscular que inicia com situações de contratura, evoluindo para miosites ao qual determina dores mio -faciais e/ ou Cervicobraquialgias.&lt;br&gt; &lt;br&gt;2 - Funcionais&lt;br&gt;As desordens funcionais encontradas podem estar relacionadas ao disco inter articular, ou a uma incompatibilidade de encaixe das superfícies articulares, ou a uma flacidez da ATM. Estralidos, súbitas oclusões, subluxações são algumas das situações que podem ocorrer com ou sem sintomatologia inflamatória.&lt;br&gt; &lt;br&gt;3 - Inflamatória&lt;br&gt;As características inflamatórias estão presentes como dores e edema localizado a nível da própria ATM como também estendido pelos músculos acometidos. As estruturas intra - articulares também sofrem processo inflamatório onde artrite e artrose poderão se estabelecer.&lt;br&gt; &lt;br&gt;4 - Dentária&lt;br&gt;Mal formação dentária, ausência de dentes, frio, calor, oclusões dentárias fortes são fatores predisponentes à disfunções da ATM. &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1099478913984356403-4549789527723542815?l=atm.facafisioterapia.net' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/4549789527723542815/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://atm.facafisioterapia.net/2011/11/sinais-e-sintomas-das-dtms.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/4549789527723542815'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/4549789527723542815'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/2011/11/sinais-e-sintomas-das-dtms.html' title='Sinais e sintomas das DTMs'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-8354045719275126974</id><published>2011-11-16T03:39:00.001-08:00</published><updated>2011-11-16T03:39:31.996-08:00</updated><title type='text'>A eficácia dos recursos fisioterapêuticos no ganho da amplitude de abertura bucal em pacientes com disfunções craniomandibulares</title><content type='html'>&lt;br&gt;Introdução:&lt;br&gt;&lt;br&gt;A Articulação Temporomandibular (ATM), componente do sistema estomatognático, tem sido amplamente estudada pelas ciências da saúde, dentre as quais, a fisioterapia. Nota&amp;#8209;se o interesse de conhecer sua biomecânica, os sinais e sintomas que causam seu mau funcionamento, tendo a fisioterapia um papel importante na reabilitação da função dessa articulação e auxiliando no reconhecimento dos componentes envolvidos. A ATM é constituída por várias estruturas internas e externas, como a fosa mandibular do osso temporal, o côndilo da mandíbula, a eminência articular, o disco articular, a cápsula articular, os ligamentos, a membrana sinovial, a vascularização e a inervação&lt;br&gt; temporomandibular, sendo capaz de realizar movimentos complexos, como abertura, fechamento, protrusão, retrusão e lateralidade da mandíbula.&lt;br&gt;&lt;br&gt;Qualquer alteração em um dos constituintes articulares e musculares da ATM predispõe ao aparecimento das Disfunções Craniomandibulares (DCM), sendo esse termo utilizado para definir condições adversas que acometem a articulação e os músculos responsáveis pela mastigação. A DCM é caracterizada por vários sinais e sintomas, que incluem dores faciais, limitação&amp;nbsp; dos movimentos mandibulares, ruídos articulares, dores de cabeça e dores na região cervical. As DCMs são classificadas em musculares, articulares e musculoarticulares. As musculares atingem apenas os músculos responsáveis pela mastigação e do pescoço; as articulares caracterizam-se por distúrbios dentro da articulação e as musculoarticulares acometem a musculatura e a articulação.&lt;br&gt; &lt;br&gt;Ash et al.11 relataram que 70% dos estudos populacionais incluem pacientes que apresentam um ou mais sinais de distúrbios craniomandibulares e musculares. Cauás et al.12 relataram em seus estudos que a prevalência de DCM foi em mulheres, sendo a faixa etária mais acometida entre 20 e 40 anos de idade. A etiologia da DCM é multifatorial, sendo influenciada por lesões degenerativas ou traumáticas da ATM, fatores psicológicos, problemas esqueléticos, alterações na oclusão e hábitos parafuncionais. Todos esses problemas podem trazer prejuízos e desarmonia para todo o sistema estomatognático, levando ao desequilíbrio da ATM.&lt;br&gt; &lt;br&gt;Bianchini et al.19 relataram que a principal reclamação dos pacientes foi a presença de dor, sugerindo que esse fator pode ser determinante na redução de amplitude da abertura bucal e da velocidade de fechamento dos movimentos mandibulares durante a fala. Outros fatores que também estão associados à limitação da abertura bucal são os desarranjos internos da ATM ou as desordens na musculatura mastigatória. Segundo Dimitroulis, esses desarranjos internos interferem e restringem a função mandibular, e geram limitação dos movimentos da mandíbula, dificultando assim as atividades da vida diária, como os atos de falar e alimentar-se. Além disso, como mencionado anteriormente, a dor também pode ser um fator limitante da abertura bucal. Vale ressaltar que os limites normais de abertura bucal são de 45&amp;#8209;60 mm para homens e 40-55 mm para mulheres.&lt;br&gt; &lt;br&gt;Mediante os problemas citados, a fisioterapia, por diversos motivos, tem sido considerada um tratamento opcional para a melhora da abertura bucal em pacientes com DCM, sendo uma terapia relativamente simples, não invasiva e de baixo custo se comparada a outros tratamentos.24 Dentre os recursos mais utilizados, encontram-se os alongamentos musculares, o ultrassom terapêutico, a estimulação elétrica, o biofeedback, a massagem, a mobilização articular e os exercícios, além de diatermia por ondas curtas, estimulação elétrica transcutânea (TENS), iontoforese, laser de baixa intensidade e a acupuntura. A aplicação deste amplo arsenal terapêutico, disponível ao fisioterapeuta, está indicada para alívio da dor, redução da inflamação e do espasmo muscular, melhora da ação muscular e da mobilidade articular, e restauração do equilíbrio músculoesquelético.&lt;br&gt; &lt;br&gt;Diante do exposto, o objetivo deste trabalho foi identificar a eficácia dos recursos fisioterapêuticos no ganho da amplitude de abertura bucal em pacientes com DCM, por meio de uma revisão de literatura.&lt;br&gt;&lt;br&gt;Leia o restante do artigo, com todas as referências &lt;a href="http://rou.hostcentral.com.br/PDF/v39n1a09.pdf"&gt;clicando aqui&lt;/a&gt;&lt;br&gt; &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1099478913984356403-8354045719275126974?l=atm.facafisioterapia.net' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/8354045719275126974/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://atm.facafisioterapia.net/2011/11/eficacia-dos-recursos-fisioterapeuticos.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/8354045719275126974'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/8354045719275126974'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/2011/11/eficacia-dos-recursos-fisioterapeuticos.html' title='A eficácia dos recursos fisioterapêuticos no ganho da amplitude de abertura bucal em pacientes com disfunções craniomandibulares'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-3353290157568718079</id><published>2011-11-16T03:32:00.001-08:00</published><updated>2011-11-16T03:32:52.845-08:00</updated><title type='text'>Disfunções na ATM é uma realidade incontestável em clínicas odontológicas</title><content type='html'>&lt;br&gt;Outrora, mesmo subestimando essa queixa de nossos pacientes, volta e meia, nos acercávamos de situações onde, em nossos consultórios, éramos obrigados a ouvir relatos quanto a sinais e sintomas que sequer sabíamos a origem, sequer sabíamos as características, sequer sabíamos se pertencia a nossa profissão, muito menos a quem encaminhar ou mesmo se havia tratamento. Queixas como dores de cabeça (cefaléias do tipo tensional), dores na região da ATM (Articulação Têmporo-Mandibular), na região do ouvido, dores no pescoço, dores nas costas, zumbido, vertigem, barohipoacusia (pressão e diminuição na audição), que forçávamos para que passasse despercebido aos nossos ouvidos, dentre muitos outros sinais que serão citados neste artigo. Ocorre que, atualmente, o número de pacientes cresceu assustadoramente que a comunidade científica passou a dar uma importância vital a casuística transformando-a em especialidade. Hoje, a ATM, elo mais frágil do sistema estomatognático, é objeto de inúmeras pesquisas, o que tem mudado dogmas mantidos no passado. Revistas especializadas nessa área têm alcançado cada vez mais o interesse da classe odontológica. A temática ganhou destaque em congressos de grande vulto não só pela presença expressiva de participantes como também de professores nacionais e internacionais em nosso país, com temas como oclusão, disfunções da ATM, envolvimento multidisciplinar nos tratamentos das DTM (Disfunções da ATM), fisioterapia e medicina no tratamento, dores orofaciais, dentre outros, além de inúmeros cursos de atualização e especialização Brasil afora.&lt;br&gt; &lt;br&gt;A realidade é uma só. Erram os que pensam que não sendo da especialidade devem desconhecer ou não se atentar ao assunto. Por estar envolvida com todas as especialidades, o CD que a ignora não só submete o paciente a riscos como pode colocar a perder todo um trabalho realizado, como uma reabilitação bucal, ortodontia, periodontia, dentística, implantodontia etc. Muitos pacientes iniciam tratamentos já com disfunção e, quando desprezada no planejamento, podem, ao final do mesmo, encontrar seus próprios pacientes após, por exemplo, um belo alinhamento dental da ortodontia, ou uma bela estética realizada em tratamento complexo, e observá-los com limitações de abertura bucal, desvios na abertura, fortes estalos na ATM, quase sempre em presença de dor.&lt;br&gt; &lt;br&gt;A Articulação Têmporo-Mandibular, esse elo mais fraco do sistema, é composta de côndilo mandibular, disco articular, fossa mandibular, zona bilaminar, líquido sinovial envolto pela cápsula articular e estruturas ligamentares e músculos, para que o sistema mastigatório realize suas exatas funções. Algumas dessas estruturas, apesar de frágeis, suportam a carga referida de todo o esforço mastigatório do sistema estomatognático, porém quando exposto a um valor excessivo fatalmente sofre injúrias vez por outras irreparáveis. Precisamos, via de regra, conscientizarmo-nos da necessidade em correlacionar as estruturas articulares com os movimentos mandibulares normais, buscando uma conformidade do que se prepara para o plano oclusal com as estruturas anatômicas presentes, pois segundo Peter E.Dawson: "ATM estável, oclusão estável". Ou seja, que mal existe no final de uma reabilitação oral ou um tratamento ortodôntico finalizá-los com o paciente estável (sob ponto de vista das DTM) e com uma bela oclusão?&lt;br&gt; &lt;br&gt;Em outras épocas, era possível negligenciar nesse sentido, ou seja, épocas aquelas onde o fator estresse, um dos principais fatores etiológicos não estava tão presente. Hoje, a realidade é outra. Observamos crianças, adolescentes alimentando-se de refeições cada vez menos consistentes e mais pastosas, como as macarronadas prontas para consumo, onde o exercício mastigatório resume-se, praticamente, em apenas deglutir. Soma-se a isso o fator estressante de jogos de ação e atividades extra-curriculares preenchendo por completo todos os turnos possíveis e com a cobrança ainda mais dos pais para que seus filhos cumpram a meta de conseguirem, a todo custo, um espaço no mercado futuro de suas competições. Por conta disso, já encontramos facilmente também crianças, adolescentes e adultos jovens que possuem hábitos para-funcionais de fazer apertamento dental, bruxismo, onicofagia e com disfunções musculares, apresentando, inclusive, fortes estalos na ATM acompanhados de dor.&lt;br&gt; &lt;br&gt;Observa-se uma média na proporção de 80% das mulheres para 20% dos homens portadores de DTM e, se formos analisar o fator emocional que leva a esta condição, acaba sendo muito justificável encontrar esta incidência pelo simples fato do papel feminino ter sofrido uma reviravolta nestes últimos anos. Uma competição acirrada, onde há mulheres desempenhando a função de esposa, mãe, companheira e profissional lutando para se equalizar não somente nas vagas no mercado de trabalho, mas também na equiparação dos proventos em relação aos homens. Soma-se ainda condições sistêmicas e fisiológicas, em que, mensalmente, a mulher vê-se em grandes variações.&lt;br&gt; Cabe a nós, profissionais na área da Odontologia, restabelecer conceitos esquecidos ou sequer vistos na oclusão, para que a mesma não seja mais um fator colaborador no aparecimento das desordens da ATM, ao finalizar tratamentos complexos.&lt;br&gt; &lt;br&gt;Implantes bem instalados, cosmética sem nada a desejar, ortodontia com as melhores técnicas de movimentação dental, tratamento protético metal free com as melhores porcelanas, muitas vezes confeccionadas via digitalização. Esses são alguns exemplos, porém é na oclusão que se observa a maior displicência, que pode pôr em risco tudo o que se previamente planejou. Outro exemplo é a finalização de tratamentos sem guias anteriores compatíveis, ausência de variações mínimas entre RC e OH, falta de montagens em articuladores simples como os semi-ajustáveis disponíveis no mercado para planejamentos em reabilitações ou ortodontias, também a tão famosa Oclusão Mutuamente Protegida, Oclusão Balanceada, Curvas de Compensação, etc., relegados a apenas conceitos de livros de folhas amareladas pelo tempo, desconhecimentos de métodos simples e práticos para tratamentos de insucessos corriqueiros.&lt;br&gt; &lt;br&gt;Especificamente quanto aos tratamentos de disfunções não se aceita mais a construção de placas oclusais acrílicas montadas ao acaso. Quanto à classificação das desordens da ATM, segundo J. Okeson, sabemos que, além das desordens musculares, temos as articulares que merecem tratamentos diferenciados e específicos, que, quando não diagnosticados ou não interceptados, podem levar o paciente a uma condição de situação irreparável (p.ex.: limitação de abertura bucal). A DTM sendo multifatorial merece uma atenção em especial no sentido de estar atento para acionar equipe multidisciplinar dentre eles, fisioterapeutas conhecedores do assunto, fonoaudiólogos, principalmente psicólogos e psicoterapeutas, neurologistas. Não obstante ao precisarmos de intervenção concomitante destes profissionais para buscarmos, juntos, um equilíbrio aos pacientes que já fizeram peregrinações em várias clínicas médicas por anos a fio por exemplo.&lt;br&gt; &lt;br&gt;Entenda-se para isto a casuística crescente de pacientes encaminhados por otorrinolaringologistas sem ter diagnosticado em sua área algo que justificasse tamanha sintomatologia em regiões próxima a de sua competência, como fortes dores na região do ouvido, diminuição da capacidade auditiva, zumbido, vertigem, produção excessiva de secreção no ouvido acompanhada de prurido. Situações perfeitamente tratadas em nossa área com excelente índice de sucesso, bastando para isto um bom e completo histórico acompanhado de uma anamnese, diagnóstico e tratamento.&lt;br&gt; &lt;br&gt;A Odontologia passou da condição de profissão secundária em relação à Medicina na resolução de questões quando o assunto é dor. Hoje, ocupa papel de destaque inclusive em congressos internacionais, onde, dentre várias profissões participantes, somos nós que além de organizar e sediar, também competem de igual para igual com trabalhos de pesquisas voltadas para a área da dor.&lt;br&gt; &lt;br&gt;Não existe mais tempo para espera. Urge a necessidade de dar estética e principalmente função, urge a necessidade de relacionar a oclusão com o cotidiano do ciclo mastigatório reconstruído, urge a necessidade de fazermos a nossa parte, ou seja, que em nossos trabalhos em momento algum sejam a gota d´água para o surgimento de uma disfunção. Aplica-se aquela situação de antes mesmo de fazer o exame clínico para uma futura reabilitação oral, começar perguntando a esse paciente: ...você tem dores de cabeça constantes, cansaço muscular, estalidos com ou sem dor, etc.? Pois aquela máxima de que: prevenir é melhor que remediar, aqui se encaixa em gênero, número e grau, principalmente para nós mesmos.&lt;br&gt; &lt;br&gt;Victor Ferzeli&lt;br&gt;Especialista em Prótese Dentária&lt;br&gt;Especialista em DTM e Dores Orofaciais&lt;br&gt;Mestre em Prótese Dentária (IOWA –USA)&lt;br&gt;&lt;a href="http://www.victorferzeli.com.br"&gt;www.victorferzeli.com.br&lt;/a&gt;&lt;br&gt;&lt;a href="mailto:dtm.victor@terra.com.br"&gt;dtm.victor@terra.com.br&lt;/a&gt;&lt;br&gt; &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1099478913984356403-3353290157568718079?l=atm.facafisioterapia.net' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/3353290157568718079/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://atm.facafisioterapia.net/2011/11/disfuncoes-na-atm-e-uma-realidade.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/3353290157568718079'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/3353290157568718079'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/2011/11/disfuncoes-na-atm-e-uma-realidade.html' title='Disfunções na ATM é uma realidade incontestável em clínicas odontológicas'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-5490464431938164028</id><published>2011-10-13T05:56:00.001-07:00</published><updated>2011-10-13T05:56:32.844-07:00</updated><title type='text'>Mulligan na dor na Articulação temporo-mandibular</title><content type='html'>&lt;a href="http://i0.ig.com/fw/dt/ga/e9/dtgae9waa5kghzbytnktipfzz.jpg" rel="lightbox-foto" title="Dor de cabeça é sintoma da DTM" class="lightbox-enabled" style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; outline-width: 0px; outline-style: initial; outline-color: initial; list-style-type: none; list-style-position: initial; list-style-image: initial; text-decoration: none; color: rgb(51, 51, 51); "&gt;&lt;img src="http://i0.ig.com/fw/86/81/de/8681de01vousut15ahk9v2cnd.jpg" style="margin-top: 3px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; outline-width: 0px; outline-style: initial; outline-color: initial; list-style-type: none; list-style-position: initial; list-style-image: initial; text-decoration: none; float: left; "&gt;&lt;/a&gt; Uma técnica de massagem se mostrou eficaz no tratamento de DTM (Disfunção Temporo Mandibular) e já está sendo utilizada como alternativa terapêutica na clínica da Unicamp (Universidade Estadual de Campinas).&lt;br&gt; &lt;br&gt;O método é conhecido como mulligan e consiste em pequenos movimentos nas articulações da mandíbula, realizados com o objetivo de reposicioná-la. &amp;quot;São micro movimentos de deslizamento, que vão acertando a posição das articulações&amp;quot;, explica a fisioterapeuta Renata Di Grazia.&lt;br&gt; &lt;br&gt;  A DTM é uma disfunção óssea ou muscular das articulações temporo mandibulares (ATM), que pode provocar dor de cabeça, estresse e tensão muscular, além de dor nos dentes, na face e no pescoço. &amp;quot;Cerca de 80% dos pacientes são mulheres&amp;quot;, revela Heitel Cabral Filho, consultor da Associação Brasileira de Odontologia.&lt;br&gt; &lt;br&gt;Para comprovar a eficácia do tratamento, uma pesquisa foi realizada na Unicamp. A fisioterapeuta Renata Di Grazia reuniu cerca de 40 mulheres que passaram por sessões de 30 minutos de mulligan, duas vezes por semana.&lt;br&gt; &lt;br&gt;Após dois meses, cerca de 90% das pacientes relataram que estavam livres dos incômodos sintomas. Todas as pacientes tinham diagnóstico fechado de DTM e apresentavam pelo menos três sintomas típicos da doença.&lt;br&gt;&lt;br&gt;Saga em consultórios&lt;br&gt; &lt;br&gt;O paciente muitas vezes passa por uma verdadeira saga em consultórios médicos até descobrir que está com DTM. Isso por causa dos sintomas, que nem sempre parecem estar diretamente ligados à mandíbula.&lt;br&gt;&lt;br&gt;A dor de cabeça, por exemplo, gera muita confusão em pacientes e médicos. O primeiro impulso da pessoa com o problema é procurar um neurologista. Mas os exames que geralmente são feitos não revelam nada. Então, o paciente busca a opinião de outro médico e corre o risco de continuar sem respostas. Com sorte, alguns acabam chegando ao dentista, que é capaz identificar e de tratar o problema.&lt;br&gt; &lt;br&gt;Massagem ou manipulação manual&lt;br&gt;&lt;br&gt;  Existe uma diferença entre massagem e manipulação manual, que é o nome preciso do método utilizado para tratar DTM. &amp;quot;A massagem serve para tecidos moles, como músculos, enquanto a manipulação manual é aplicada em articulações e regiões internas do corpo&amp;quot;, esclarece a fisioterapeuta Renata Di Grazia.&lt;br&gt; &lt;br&gt;Fonte: &lt;a href="http://www.facafisioterapia.net/2010/07/mulligan-na-dor-da-atm.html"&gt;Faça Fisioterapia &lt;/a&gt;&lt;br&gt; &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1099478913984356403-5490464431938164028?l=atm.facafisioterapia.net' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://atm.facafisioterapia.net/feeds/5490464431938164028/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://atm.facafisioterapia.net/2011/10/mulligan-na-dor-na-articulacao-temporo.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/5490464431938164028'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1099478913984356403/posts/default/5490464431938164028'/><link rel='alternate' type='text/html' href='http://atm.facafisioterapia.net/2011/10/mulligan-na-dor-na-articulacao-temporo.html' title='Mulligan na dor na Articulação temporo-mandibular'/><author><name>Faça Fisioterapia</name><uri>http://www.blogger.com/profile/13914192055504643704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://3.bp.blogspot.com/_Gux76eHK7qc/TOEy3hKFRoI/AAAAAAAAABs/B3QZvWGt2zM/S220/fff.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1099478913984356403.post-7312406290423641282</id><published>2011-10-05T07:17:00.000-07:00</published><updated>2011-10-05T07:18:00.560-07:00</updated><title type='text'>Terapia Manual nas Disfunções da ATM</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a href="http://www.submarino.com.br/produto/1/23819542/terapia+manual+nas+disfuncoes+da+atm/?franq=172965"&gt;&lt;img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAIAAABEtEjdAAAgAElEQVR4nOy9Z5Qj53nnq6/33HPP7t49u9f32t493r1r79qyJZmSLIkUSYkjZjHHIWcYhlFiHmYO0wzJITkkh5NnOncjF1BVKOSOyEDlnKsAdJhAaih7g8P1WmLfDy9QXQ2gerpJ2lqN+z3/MwddKBSAbvL3PvV/n/d5vrZ8vo7Pl5eX/+Fz8ODzf1i08vnEO/TkR8zcISA2fxiIKxzhCkf4/GEgoXBEKBwRi0eB+OJAf5UG+0ooDzniyyccCeWjKyodW1Fx2JFYGllRZdQtqToGJNfGgZwjHU1I1Qm55pNrPqXuB1LxADjiVvvZWsCRXPU7cl7bJbUeXI80PNQWGfYQ1FcqEdmQNCLWV1I1rNQhlQhpZBj8q5OwQSEaHVOpqEJCCumcjGgEouMh3fnMRFAjQ0AyEZGJiEJCjsARlQi5tfK98KiGR1wHIZVCNQpTKdRDUfeVJTwMBN5FJiIyGeooKJNBjeiWigdUPLDyC18trz+Qgq9LzheUcEgmokASDon1iFALC7WwVG1LrkXkWkSpQyoeXUNKHeorCV+RWI/0yn2CTET7ntNX4HMKtbBQDkvliFDyEXMjPJlYXv7/lj//TdPpn2R87Tf9Af7RhgfcyemPgaiZA9TMAXr2IBA1tZ+a2k9Pf0xPf8zMHFjR3JG+omaP9hWTP87kj9Nzx+j8EUfU3EEm31FndmHmDjFzR/jCkCM36LniEBBfGnZLKI84Wn18DEisjAMB3PeqTXkX0KWKz5Hz8i65JwO3wKvcV2urHvBQ6CuRFyzESkiqhqXaygcAx10AhQCPgNSur1PzAYn1EBB41cqPNb/74ivvUosotdDKj3hYwmMyAUt4rK8AwR2mO9cXakEgEQ+IeEAighIRlIiAM8t2z9a9v/k1JVZ95xT4jkBuwjrE5KshoeJ3S6wGxGpAqgXB79/9G3bPAb3qj+NamK+G3HI/1VfOmVwl6JZQC/OlkFSO8MWJTbifL8MD7vjkR8TUfiAH9OT0xw7Zu+BOecgL+mz+OJs/zuaPug4eYuYO9SU7M3eEyw86coOeLQwCOZRfW3xp1FEv6N1qU94N9PKEI+e1XXKf3/vaPk+5ALFawb7ygjigBgDHqjM9YCFVw2Il5EBKrgfaBzv0FOshhzhSNdwXfEJlAiCjFz2936gD95BcDbq/pliPiPWoF9zdAalbfDXg8F2o+4W6H1C+70z8BSRUJjYmD5KCZ/nyeLdKAaG8gvj2nwPMuP3kBfQuRgN1EX8V/ctBIL4UWKVqiC+FxFJ4E+7n0fCAu5vpDqnp2YOsS9zcIUf03IG+4grH+oovDvDF40Bc4RjwfLjCEa54eOVx4cjKOS64u/neG7OvrV6aA4ifE+5usovl/sF+12TgVldguGL1bDByV/BwX7mB7hxUicgaDoBciwDCtk2GOiTXIp37emCtRBQ83L5m9wd2Avb+8HXF5qt8DA2PaHhIwYNyHeAeXCEmE7CHom4pZAyocyTSDufxAEB872+yPbV4ROhek+t6Ine3+Gpg1XzTEfgAK3PhivxdkzEQQLyjXrivAW535O51Qtf1xUob91wlyBWDm3A/v8YGbZlVVkxH7OxBL7ivjsEPuaz8ox0dXlHB7fK3T+AKx7jCid6Yva1zWTHug0J5pA++XXBfD6wB3Hs9+rVv/3uNmnN5u/0h7qUu+p/Tc9eImFKHHP6qRMjxdh1uqkREJQCIA2D5oQNr4HpH11CvKw2kE5BOhFUiqOABBQ8oeLBjZUT7yu1lu+HuonzbtAGRe9ev0WUH9ZfX5Op9R+U1BwT63mBJRNCZePiazxEgu9uu6YL7GpG7G9/ntF+61HVZ5+024X4+Du/IvW/w3hfuzMwBavbjvmJXB/srUf/sEW72CDd3yFmh5fOH+PyKFbOK7IUTvVjv8ty7Qvi+Rrzbc1/Dee+FdZ9g3MupX5+l+4Ujdy91OTYr3Pfw3MHaHaCY23N3Rd/hTnztl+t+sToh1YCBE2o78gS8hlfutfwIljEVPNC5cqAT/ve/jovyXcfdS4iuJdaeX0ubtl/CW19bIBL3MtBA/A7iercA2fmyjytNcKUJvuxrx/I9cHd77uuHuBf0pUrILbEcBNq0Zc7HsQ64uz10txXjlpfnzs0d7Ct+7qiTciMUjgiFw0AgZu9YN8edrBuvyL2fq74C934LrR5eed/V1Jq3e/7l4O7w/Te1oApMGHeICogPbG6xHhHrYNnTL+MTMj4h1XxuFrfJTiBdCHYo7Jlb0r5fCcj4BLggmCoUEumrvmTvvOPKGqaTPONeM1hlj3j8FdzR9OrIegNkFyoTXsutQg3iqxFHQg0SapBYj4Kov8uOFyoTwIjv5fs6sX5O270v2cXy5oLqeTk84O4GdNuQmTvErAa6OxL3tF9mD/QVuII7Zgdw7yy3grD9BFc44YZ7nzXVPrF525ZZ7cY46ZL9s1zOact0ee5etoyX5/5V2TJeKY+e56+dcucyLlQ8qpNtmxuEw3I9oOABhfAphE8lgioRVAmQ+xiVCVgmUZlEneDdTWGZgLvcmJVsSDykAU+G8CmET8GD4IJetoy3F9/lyEe68mq6smu8bBlgmPTKy4fp69v0st7BvVCNOhJrMakOS3VYxhH3RVa9trPguU7PfT1RvFtyNeyWA/rNVMjzcXz+q+Xl5V8t//rz5eXlXy8v2aVy8g0uewCE7R2yH/ZKenFEzx52tPr4Qbf6ee6r1FlxPbGi/CCXX5US44a414LqShJ9d1q9R27MF8qpWNtV71q4O2eEvvYCqRvi7peA414Lm13pz+5cbOeI+8o6GdKIoCsBPAzUa3YDedkpKg4uG1JJv0r6nbmh88D50ckT90qF7I917/NXfUEnh2e1Ed+2a8RqoAvZLuCurHa6HR6v1Ni1TflVf806pNShzi2FOxiHhBrUmzcJ5GQudS2Hum8L3ALB+6q12UpILAe7bJlVUXwlwtUiXGmCzY8pRHL587/7h980nP5pxibcvyDcmblDvXB3r5d2qZMe49oG1Ul57HJaenPY3cfFyrB7nxSQWBleT8rjPwbc+2R8d0BzzkwYN827gvT2qil5brJ38X0tuK/a3RPW8IiGR7zg7gXfFbgTwQ7cQ6vh7o7rI17X8bJr1pNd0zd7p8eU7w7JgfqS/UvCvX21WkSuRbzgDqYct9qg75dCI1XDXnB3cmOcKcEL65twP3/hvvzrZRfcF61iOfkGm1lZR90o3Hue6s2TOfwF4N7XQ++Fu9uH6cqT6ZgzHj7Ml8D6ejJk+pLdDfd1ZsX02YNKQl8A7m65vR331k2AdQ2P6ATkBXcv+K6C+yqa9yG7SkS8rrNReSbweGSU9ua39N45rYr0Pf4bOFc6jWv/QXuBFPhF7t1JUbEe7Xo7B+4gL95JjXcWWnsNfaBNuK9//DOCeynxOoC7Y7ifk+wO3PttVjrcS3aucMQ7/30tuPei3CsVEjjs/Wx3D4f9q2P6OeHeZRH0JXuv8QI43r/GwBeFOwC0c1kFD7vyFzszBxHTiJhKwX3lBdl2wiUZdgoVdGoqhPpWWfiq4O45Ca2sIff5hfeiv2/WjVgNeO1QPSfcV/gOaLsm3N33Cm3Ed7YddSHeKz2mT+LjJtw9xj87uK9eSj033PthfS1XnS2c6CsvuK9vg9I/Ltw3RPZ1wt0rNu/ai7R2bRnFO+t8baw7cHfxvU12cFAnYSAvuHvVhNEIRCPAlcMuoEP9i+cQnncAnncGHu/rPdkgKg53EkAdvgfBF++luTfcV7Q693FjcG/XTlhVHKad4tlflRDgO1f0c0W/s8F17cXVTbivZ/wzgjuwZVYnyayE5xslexvlrh/bO06LA331heHutVnJq8DAOneW9pK9j5++EbivnRWz0bpgK0usa24p6mW6G9C900YX2b803N0070P2rxDuXojXCFQjUIfvCh4Gfw6NiLnTh1YqNKyD7+uBe59iEi64r67cEJXwWG85ByCwoCqUg264t3eWrs59XKl8UFu1X0lek++bcD8fh8eC6uol0I3BvV/2S7fxslG4ey2f9iX7OeG+/rIBXXBfKx/GYxoAWY8eZA96kX2NUL23SKSCe2az9KoX0DoVdS7lVHnsIfgXgDvSDfe2UdNNdo2IbTQSXxvuXS+UCVitx1UcUfF2/A7uUUDRBWdXl5vyXmV8uIrf2Yi0UrzMtTC7Trh3ruBGedRJ3u+tEdaVLePkSrJlH1v2cRW/+4Px1cAm3Nc//pnC3V2664vBvVM6ZhXZhdIJL7gLpRNC6YRQGlwRKADpWeWxG+vAgVmrXEy/ApBfIdy7Tl4jn10lQl5w70qG0UhIp6KAws5jN5S9PfG1sN4X7qC+rhvfColsHO6oB9z7kF0jYhod76tzQnxtuK9k3dRQwHdwS9FZ7G3X7XLg3p5p8GhvKqoDdwejDtnXgLs7RacX7k6g7cDdncHZZbA4RYPdpd8A3Hv57hQcdk6W1+T7JtzPy/Hrz5eXP1/+h+Xl5eVfL59sFEuZ3WuU8F0f04878oI4cNj7HudWqsAPu3ecehUC6y30CPLWxcq4UB4BGZCgkjuoyyiWJ4TSuFAad5dp7F+y0dtndy+puWsr9m5TaqtnU093oXMy3JtD0idUdzHIIRHYf9RXnkBnMIVEVCYuUwhXC2kMpFNhFfdpNAKmBJWCNRoBUilYpaIqFdXomFtqZ7LpmnKcScjrW/SR+xutZ/LwmADcoT14ViERCY/JONJfFCSRq8rEtz85GQdzg1KHQJlirRbW8ZBYDbiNGmDOrLVDGA/LnZqdXoul7olEJCCRgAQ84oivh/l62GuTV2djqp+r+LnqBFcd52sTfG3CaxKSa1GpComViFAOr1ItCCYAoeSjCmMinVpe/tvNTUy/7eOrgfvqVdPjbP54ewuSB9y73Zh+DT3WrvjYidPHHL67K8Z4wR2E2J4FeNe9fAoQDHZ4trEO4vENwt2b+P3bdDgEBOzu+nFDcAc0NIWEyaEA7joZcOJ9lYJ1BtUZFMDdobm7I4e8Gtm9cAcfu+8J3XJ95tV3GxuDu8N355z2EQLtKwB399bWdvYRCUud/brtNdhqUKqsQrkD97X53lVwxv2qXri7se6WN9wjrqXUoFOerI371V6N0Llv6NoPJZSDXMUvlINiOcgVxsn8KE8mlj//m024/7aPfxS4r+wv3SDcnW2lXHFgPfnsXjXZ14B7Xxdlw4kx7nKyHbKrRKg/2b3h3ls6EUTxvYgE8oL4RuGuUqjBJsR6RCYiBh1TiZBBR3RqxbvXaMSBu0YjvVgHP3qBu2tmAgcNOrZRuHtmv6zDt1l1DhnvK4WGZSrmTitq19gBcKeQzrNhUKymq7eGs6tonXDvAnrv9ODdMqk/3IVqtF2splMUCIDegXuXepeCQSo9gLtUCfHFCaowJlDJTbifB+Orh/uq4gHrg7ub764jfbDe47OvkN3ts69hy6xYK+WVI+sku6sV0QrW3SF8f7KfC+4O3x2LxpOSXxHcZQoxOUwlIjYHN1jYICMaGTZoqLOaumLCgMde8grJe+881oa7QSEGhbjh7lXjd+2I3gne+/C975k0rNAweDsH7kodEukYkEzFwDkyFZOpWJ9eS2DB80vDHfDdnc64HriLtRgQqFrjiuhXAnY33PvWOAP16MVKCNgydHF805Y5P8ZvBu5reO7OUw7cezem9sK9uzK7B9zdNPcyZ9aT2uiAuMuf8WqXes6CX17GdBcEvWAN4NgrxzfvkkKjGh2z2NiShGl1X5OHFTxssPHeBds1AnOViPTBNB0z6FW5811rwhuCu5fW3lS1hofTvWDLICrTXmZoTycgW4aMSmTUIbvEwBIDi3TMmQa6s1m8yd4f8a6ilX27fDgueUfngLtTm6z9o0dBsb5tpMSqj6v4wS7WTbifT+Mrhnt32a8vYrUPdMGdLQx6p8d4pLGvCXd3tO6VyOhF9q7sF8eccZe07W2EvZ6M9TXIDohp0J4ZLxuFu8TAJoc2uFgp/r7vwM9bHGzQMYNN9JIdvPt6AO3+nGuYMxu0ZTaa2blC83XxncVUxmXNkyBXEgZdYUHWkELDCo3KFCKR7bWKrspl7p2l54zfwSqruyixG+69deE7k4Fn4UyxHm1XHXDz3aPnqugqJQ+KyIMKZWzZxxX9QinA5sfaVSE3bZnf/vFVwr1PTUdvrHewOyJVV+p8KfUxsTLs9ty54pAD936Jjx6dN7xtGaAVTK/dwHo13N02i05FTCZqMlGNDLc7UZDhvmRfA+5e2SOeEfGqDJaVhJYvAHeLjy8IcOjwY8/ee+EihzS4hMYkdCqiUxGDhpwHFhtr8IjNoRaLmAzsgNsN8S6yG3QMnLmWyb5euEMe6s93jY7rDGawCYNNOIvGKoV6/R40FtNYzD0ZtDP08YiGR1TQp5CCdQYz+KQppAw+qbGYw3ogkYitH+4KHtZIqAvuDt83Dnd3GQNXLN/j2jvJkV2lJcFmKKY0wRX9XMFHz47UZ4Y4Alv+9V9vwv23fXw1cF+9U+mEU4rdM5+9PCRWhuXaqFIfU+pjcm0UIN6kAyo+LpSHuOIAcGNAVRmvfHZnm1KX+X7OBVWlFtDwkE6EQZEsL6B7wb0lxk9q6TNm7rSRnZcwgPiuyH09cPfyqd2gXAVB1yInEDiyYbiziEKFPzXS6YmXn7/3+7/QMgaF6GwSAN2RxcaaAjovYZ/aM6eNyQU5ZXMocF16P7/7M7sng/XIKxVyo3DXGczkkhafsviUwSZcQfpacNcZzDlTJ1GdRC0KMnBIqYWUWkQjYhafWtSmT5sFS0zrXAKkkDqSSHg9cAfZkOCX5gX3Xg+nvSHWC+44aJ8S7iwIxwDfvToxybWoW05aJFfx86UAX/Qzc6P47DBPJjZtmfNgALj/enkZwL1cyuxmpg95c/yYI3c+u7s+zBpOuvMsUxyU8AGpNlDLHodOvGrRAaU23KSio8dfK00OSTWfVBvii0eF0iA9OyRVQhI5zleGuOKAXB1RaqNMfkCqj/O1CaE4ptYCcsUnlMfYwrBJR9jCoIxPqKWQVB5VaoN8+ahQHlIIH1sdEskhtjau1iExP6qTPrI08uwTd3DVmEb45eK4SYblul+hQkx5VCKCUi2oEzE3rIF7oxPhJoeg4++89MQdu1955JWddx966+F5HlGJoEyHNWJCJ30GFTTpiFgZN8iIQUZ1AhKIAI/7NQ7iaxM6FVbwgElHTDqi0mFgJtgsphC+hhCymLBFRzUyZNARjQzL9YBKRQ0WkXDI5DA8N0LOjDbElEYjppBQaNjkMJVCZQqxhaSCh5scohNhm0GafFKlUIUJ6xzSlLIyjqhkHBgvFhu1GEhj0VN6Jjvy3K4dPzippXUubrNRnQ7aHGqQsEFG56W4UPct2fng2Lt7dt27++UdM9jovDprC0mFCjX4uMUkZCoGbGuDjZscZrBxnYSXlJxvaLdvaHdLmbL4lExEGjyiEkGbjahMUGdArk7cYqNy3W8ysIojMhFtiCkJb68kAwKq9bBKoWI9atKoikflesikIJ0Iq/UgMEYsPs7XfELdb/KwzsAKGdO5BFPyjx5+1hYwnUEbXEon400uB6J4g40bFGIxcZWImAxskFGdj8l0WGNBriciE7BJJwwKA1OIgIckMmrwSZPPjp9467nHt6bCB+flGY2OO1OsUAurFKoyiEyHTT4m1wNSFWJLYZ1DBGJCrIcUPGgwIY3wyzWfRscqU6Nvv/qQSMQ0LirVR8XaiIKHlXpMJCCRDApMmKn7VDrMl8c0Iqji7doVndX7sLMNSiMQqdru69TbCctL7sqRq6pI1sNCDZKqEFfqZMtsNuv47R+/GbgL1VG+eqwphsPHX/sP/+fXqNmBX9jZdGDf7/6rr+XQg0tqkpw9pOGjzNwxi45qRIytjvCVEaU+wcyeYOcGbDYqVn22iFp0lJ4dEkrjGhGUaj6uNNrgYanmk8sBpTrO5g+rxDBbGtLIcFOO8/URpjomVUJNKmqzoSy67+otf1adnrDZiEVBXH5EJYIyGWwpCYUKK3hYw6NuuINAXifCNhPLhPd9uOdnf/HN33/ioevRsT0NJmqxUVNEdCpsMlBTQA0aavCIggcNMqrhEUvETCFu8GhDTKhEaF7ClFrAZmI6G21K2ZY02eTTJgPptN+gIwYZtVnMZrElJWdymMXHFRLS6FhTSg7ue/rj3Q8bbNziExIZtfiEQiKL2vSCPq1SqMXELRpu8ZhBwg0u1RRzhgDLFKSQiErGNQpT25Vkwp5wp8ImA7f4pEnFLDZq8jFTyty79cc7H7vhxIGXr9/y59Hxd5f0KZOPtcSEisO2lLKllMFjOoNylaAtJDUa+dSa2/PKA7tf3nF2AZcpRKORBh9viXGVCBoCbLCJ02ZJIRGNgTQypFNRi0loLGaJ6UVjZl6ZbN+RkLDNYhqTaIq5ppQ9acxKOGTSKLitAaumMhEBZBfrIb4aMjnsTKOSTw+89NTNCg0vapMGm9DphFRHDS51ys435KyEx0wuafGJBpcwKMQUEraUaqlZoQaBSN9gExqBGGxcIWMai8pUrKVMvfnC9tuv/8HAgTfu/Ol3crGDp628hEM6g+oM1pImm2JOF9I6h+hs1KBjNpvS6ZTKIKoQbYgpujgu1fxK3a9TEYtPzKUGb7r6OwaXkilIIXwGA3afxmQKMYU4WZkweJQpjyl4kCuMgu1sOgODZU8w7Sl1SKqGxUrEoOK9bQ7X5c5vwt01NuHeDfdVZD8X3HvTY4TyiFQbaPKR2PA7//vXvvb687f/zWfMjju2/Ov/7Wv51FGVCCr4iFAZ0Ai/XA/Nood1BlbpCFcc0ckQVxwxKag2PViZHORKYyC85UpjEhHQWaiYPSTUfToeUmqjCj4k1YZUIqSTaDEz0BATOh8Vy0GzHmpw4dn0gS0X/2e2Em0JMaXq14mwQUMGF5tEPrL4eEtMaCTUm/2iE2GTgk5pUwva3A1XfzsBHfqsUWiyMQUPqExM5xJcLcLXIZPDQMKDRoZ1KsLhUbYaJov+hpiaV7JKHdKpqEXDC2qOLgTpAsRXoAU5YTChBo80uFRLmmVLkFCFF9UZvhqx+ITFx00eNumERqBLSs5g4wYbb4ipljJF5P10KdSUsk0+bZBwg8U+MfNsCSLzEY1Fl8xpgC2dwWQiajKwyYDIHVsN94TNRpsCopFQg0laNKyRoYaELtn5u2+7NOp/9/O/be1/65mnHvrpGXtOoUIaCdlscl6bwvMTfB063SioFNwQUyaHLelTe19/bM8rD+lMdl6dnVcm2XIAeDUGlzpplIup8aY4ZQuYzkLzEmYxiXkjLzPJ8syEKWVtMWvyaYNPqkxcZbMqm8WLIZlE59VpiYQlPGZymFiPgq+jUtGGmJDwcEvOLKhTOj8b8+9/7YVtlpxrKjmdS+hscsmYM8RcLR8QKWzemNWYhELFVSbekLMmN8mWYRFH59Vpk03JBCzUII1GZBwxuaRCo/PalM4mr7joD9PwwH/7RMNnx8FSh0rBDTFjcWkZT5CzkClON+SsyaEmjUoVeEHJ87VovTjKV6BFbRrsU1WJyIIyHRp657brLixmR1QGMRmILY6KlciiNEOXQuWp4aaU1RlMrLTNGZPDFBotTA7NS0mpFuTLPpOBpWqYLwV0ElbqUNe67ibcv8DYhPsquHeTfR1w7/bci6N8+ZjFRbDA/osv+INLvvd7aGT/BV//vUu+83tT6IGmgOjUuFwfFqqjN1/5xxf80f/xwF0XU4UJg4aUur/Jw+Ts8LU/+k/f/fq/uvXK/1SdPmbyMF0abcrY4Q8euejb//LCC/7FHPJhkwtzpaMG5Vfq0AN3/PjCb/zfD2/bIpKBBotpFX+DC9fmBq6/6gK+BhtUUK35GyysEpEnH7j8qkv/4N5b/4LMjzf4eK+HrhNhg4xYLGIJmcsv/WMk9OFJJWcQIZOBFvRsJj5w9Y//5OrL/svwoRfPNPMmh8pk6JSVDY/v/cnF/++NV3z9hcdvOmnMmjRms1iDS8gU8uSD1/700j99dNtPiLmReQkzGXhRnspAA9dv+fPrLvsG6tt32iyYHKaQ0KKePvHhC4fffaolZBbklMmh88rk0Q92XrvlT++8/rup8EctIdNgkovyVDZ66JFtV2y56I8GDjzbkLMNMaMzWFNKG2zcZGCdinTgnuvAPQvgbtARBQ8bBGrRqM3FDC7W0qcfvu+aWOC95V+d2rvrZ08+eO0njXxLwSwWWZQnjx944Yar/vSeW38whR1eMmdlImrxiU8a+ff3PH35xX+y7dZL33nlwYaQXdJnDApp8kmTm3zqwZuvuPBPXnzsNoWMNeU4X/N9as1V85GH77vmpmu//fpL97X0OVuZ1viUJec4Inn3bZfefuP3d9y1ZSp5YskuWEJGoeIKiegMptGIRsckPCwT0QVlGhp565af/nDbbZft2HaFIeZsJWfJ2YY6KeDRR3dcc/WWr+96frshTZrSpMZnGuqUIWZefHL7dZdf8PN7r+WrqEQgTSlrsHGNjtl8TiXjQj3WkHImn3320Zsfve+6JZM4Zc8qNGzwmERGm0puGju+9foLr7r46/v2PKVQCZ1BLT512qwUU+PXb/mzW6/78wfuvCyfHGxwKY2IzYvZcnb0zhsv+uYf/du7bvhBDj24pKY0EpoXc/Wc7+FtW7b84N+/+sSdTT6jVNsZSiIR+/lDV13wjX/7xs6b5XpIIyG+7FPxKF8KgDozXfX6z73p6Vxw58u+ziamv9uE+2/72Bjce7EO1k43CnepPC7VBmwemjj6xmP3XX/XLd/7d7/ztZ/tuPmx+6/Agu/aXEyqjij1MaEyDvv3yiT208v+M+p/12JjUnXCYqBS+shlf/H7OfhYNXeEKY/KZNDkYSI/dMXFvx8c3jWFfVzLHGnyEbk+vKjGD7372H23/EhnJm+8/JvBkWRY2pUAACAASURBVJcWxHSDhFoCNJs+cM1PvlGf9Tc4SCOCCyKWDL//s/u2GFzqntu+/+HuB84259w95wDZgVpiXKaQ66/6Viywb0lON5ioyURtKfHIjuvj0OHZ7OhN13xLZeIGiyhU+BeNqQ/eevzpR29SufTWG/4iNPjmSWN2ScmZNKqx2D23XuQ/8bZYQxQyJhHB08bkkjJ9x/WXJqHB6fjIA3deZnFpYM6cbc68/eojbzx3zy9bFQUPz0vJvzqJ73p229uvPwr2sDT5tIrDv2xVn3v05o/eeVrlZp544BqhjjSErEbHLT5hsIjFIjoVtehoB+7P79pxYRvuTEynIjaLGQSq1iGbgxtSvKXP3HPnZa+9cNfosTe23XRpZPSdppRuSOi8lNRJdOtNF5amfL6h3S8+cfOSOTuvTWk0csae2/fWM+/tflLjpp752c055MiSNtsQM4tydvTYG3f89MKGUBw78iZZnFjU0yaHnrELr7304DtvPm6rhXvuvCwRO9zUZhfMOUPM1PKx+++6UhOm33/riZ0/v2XBLDTUGYmO20Jao+OgRoJCxiw+pVHJh7ZuiQWOZOPDLzx9l61MG2KaJ2JLdn706EsP3HvFUqv2zGO3xIIf/eIkydbh061qZOLdG6/8PlNJBkf2Vaf8S0aBqYQMNm6wiMlmpDps8mmFii9oM1QxfN3l39r58zsWjamWmpWpmERGW8oUV43NJka4cvLWa3/IVBFbSll8YkGZTUWO3b/1J7qQfeO5HS8+dtuiOtPgUiaXVOlkKnbs1usuIvNRU0iBsqA2mzr01tNPPnCdiMN3XPO9XOTggpQTKv7T1vTQoed/fNF/IKvogT0PmTSqETGu6FfwMEhndDY9dSrCr9Tu99rp6gV3rhbiq5FNuJ9n40vB3UmMOSfcu3afCuURBR+y2dD4wVde+PmtWWT/977xL4uZiQfuuDgV2WcyEFsaUIjxpoxlkQPH9r944xV/Fhnb0xLjMj4h4xPEzNC1P/4jYg6al+ImA8l1v05F8Nnhyy/8fabkn1eyaj2sEX6VHFvSsCPvP3HT5d/Mxo5e8p3fO3HgsXkhZRORJh+ZTu6//qoL8LnAvAgbVPhTe2b86MuvP3f3fz3NvPTkLe+9du+Cmlnddq4dtutEuCkgCg3fcPU3Id/ek0pGx4MWGztpzezYfuW7ux87duCl6674E7EebUrJpoD+wpo69OELzz9x+9/+pfbkg9dGxvYs6TNcJbggpww++cDWH81gwwva3LyStkXE5FCbz2y77fJDH7x8+IOXtl7/fZNPt+RMS0wsKun3dj/12s57PmuWF6WUycAL6tTrL+3Y//4LZ+crTT69IGWafPpsq/qze64Kje/77Iz8wmN3iHVsXp6yhSRYJLQ51KAQi45qTGIV3NmkzcRsDrZZzKISOhHTqUhDip+Zr+y4+6rHHrxq260Xv/7s/Z+2avNKVqFCJ7UsXwrdv/UnGjeVgA49+/jNnzTLMoVYYvKTVuG93U8e+uClv/sr861dD+aQQ/PalM6gLTlTLwRv/en3hg68fsauzWs5HvefMqda0uRHe58bOPTGX//SfOKRm+KR/QtmQaTQ060SUUIf2Hb1L88Is+mRR+69qqXPWULOFrMg01FnUIONW3yqJU1qVPqemy7h6imunnjpmTt0Id2Qswaf/KRZ/uitR/e++ejf/w9r75uPBsfeWbJLpjTZ1KaJUvDWay/cv/fZJau2aJY1JjGvTclUTCIjMh43mKQlpkHW46etikQn7rvzx2++cHdLnbTEtCWmLSFz0izm4BMD+1+986Yf44XIvJabV9JNMZeGjj647cozCwTiO/DMwzfPy1MSHjPYxKI+W5oK3Hb9RQqZashZk4laLLIgTe7b9fCrO7f+1Wniwa1XhobeaYgpiQgaXKyYO3HT1Rcc+uCls41Ck08K5aBOwnzZB4qRSbWgU8Pd4TvYivVl4E4Xxzfhfn6MLw53dz772nDv2qPEFQe48jBXOdoQQoEjr9xz/XfPNqak6liLS99+zbew4LuLSkIhxlsSHB7b9cPv/j/33HnZ9771f8H+vS0FU8kJiwuVckcuv+gPytPBlhATymNcccSio5XssRsv+8NyeqDBpXQCUuoTDSHUFGPHP3zye3/2bx7etuXRey8r5A7NCymjFmzykeLkkRuv+Q5ThiwmbFDhM+aU79iru56+66/O8C88fssHb+5Y1LJOtO4Y7gDuDSGqsfAVP/qjyMQ7p7WcRUU0MtxUMvduvXTb7T986J7L9ry8TaORJTkrVQKfWbP739u56/ntZ0+SD27/cWDo9ZPGtC1gtogqHLr9lu/PYIOL+qzGRRsSOq8mbSF9+00X79h2xc8f/On7ex61hExTykrV8Nnm3Lu7n9nzykNnjLxOQEty+rP52q7n7/1o38ufNgtNPqlT0QUps6BOPfnIdXDowOkF5tlHb2dKSFPMteSMzsAGixh0TKlDbbhrU224q5MA7joV0YiYTSfn+YzJRBUSmjdmt9++JYMeiocPvPj4XX95kmpKaaHuW1IzfCm0/fYtllTIICeeeuTGRSvfUieXzOkFffLDd3Ye+vCFX5yk9+y6Hwvvm9dytoDNK+mmnmNq0C3XfufVnVtPWjPzekokoLOt+q7ndoyfeOezk9yzj90aHt97dqFmCqmWmiWKsScfvskQpkrZ8cd3XL1kzDWErEq2k9ktPqXRcY3CdDql4OmHt14l1BG6FHrtuTs6CTzJk/rcsX0733j53rMnyff3PBoae8tWJpvypMEnT9l5Fo/ffcsPdz52ky5kTSmrcwlTSBg8ZnFpg03IVKwhJy0RWzSmluyCzGA3X/PtHHbMknMihZhSZuzEqzdd863nHr/ttusvIUtRS8QUKryoTU/HB7bdeukni2R47MNnH735lJFviCmhFm7KkzOZkbtvu1QmMZ2La2RIwYMn1en3Xt7xzq77zi5W79l6ORL+qKVmueq4wUWX9KlCZviKS76+/82HNAIxaRR0GlHwMFsc1chwb91HkBn5JeEu0qlNuJ8H4zcDd6Y4qJBDDd4/fnDnQ7d+3yB9C2LEwsNbr/s25ntHI0M67V9Q0Ie3//CFp25Z/tXpZx+/OTTyusaGNGrcYHzF7KFLv/u7tbmIRYW0esAgQiYF4ZMDW77zO8ys77Q+a5CwXPPxlYFTdvK917Y/dv8Vf/eXwlJj1hBiOhEzasGWAM1lDv7kkv8i4ui8COtkaEFO+Y+/9uxjt//9f7OfeeT6t165+4w9o+EhQHOQLePAXaeDOodcedkfwsH3F8TkgoDqVGRey+3Y/qNafuKvf8mfMud0EtaJWING/sqe2/f2488/dcd/Pys8sO1H4dE3WnLK5OGmjKk8cvet388hRxb0aYkK6Vy4KWMWn9h256WFGd/f/w/jVLNk8mmLT9ks9qk1984bz+x++eFT2uyCmJwXEif1uddffmjv28+fNCYtFmmJiZaYOGPPPXzvFjh88Oyn8s6HbxfryYaQ1WhEYyBbwDQSslnMC+4GDVlMXMdRg0AtNmZy6II5t+22y/zDb34yT9x53UXF7MiiNjmvJpbUDFsIbLttS1Or5OKDzz1+26JVbCo5U0h8tlR5/+0nP9z79PKvTr749K0p+OMFfdJgkYYUl1nIkrNLdumnl/9xeerESTtn8NgnzeobLz54bP+uz/924fH7r0X87y0aM00pvaDm8NnIg1u3nLaq09jxh++67KQ+15JzTSlr8SmVQkEyu8mmbH5KJTL33nyZRMIajbz6zE0NMTGvZDUCOWPk97/x6BsvbfvV3xhvvXof4n/vdKOgc+2JoanPnVmoX3/l1zHoo1PNokjEGnJW5+I6g1l8whTiOh9T6Ggq+r6tZv77WfbxB28aPPSarUybUnbRmrv9hm/HIx/+6m+sxx+6rZYPNBSsocRbajYTPbL9tktONmuh0Q+efOC6JW1WwqGmlG7I2ZnM0A3XXtCQpppKymBCCh44rU+//tSde17a/penatvuunx08A1bTRkCJBITXMW/pOVrk+EfXfA7fCmkk7Bci6hERKj4VSIkVn196xYItaBXE91NuPeO8xnuyz1w52ZWdbtm80fdcF+1AdXZrFQ4sap9UnGALw4I/aoLuGsM2Gxk8MNHHr7z21J1zGIgFQ/c9JP/CI+9anEhoTq8oCUH9j99yZ//+93PPnzxN/91ZPC1Jp9U8ahJo4XEkcu/97uVzAmb9BtEQK75dAIy2MT9t118/+0/uvPGi7LhvS0BESrjLQXLwu9fcfEfPLr9yuce36rgQYuNCZUJk4H5su/qH/5+6MSuk+qkRcOLUoacGd923V+8/fw9V/3gP8b977ekSYUKK1RYJkOOwBGQnnjVxf8OGn29JadUKmpy6LySfm/P4/fdddnjD10dD70LwuQGi5218x+99ejzj934X0+SD9/1I//RXWeMvEUl5vmsSMe23/pdLPzekj6lM6iKR1tC6rQ2tfu5+x+84ycvP3HHFHLU4tINMdOUsova5Puv/uz1ndtOGXmwT+e0WXjj2e37Xvv52eaMyaEGG1/QJ1vK1ImDz991yw/2vPrgzkduakhTTXlSZ5MNMSUTUZ2BDS6msahBYZ8Zk/HBx1595PsnBcxikqaQ0OmESqEmjZpUzKJhm8WaUnb7Td8Ljbz52VLtqYev3v3S3WcXqyoTb6mT89rU0w/e/urTO158/K6RQ683pKlFY0bn4r9YKOx787n77rjq7ZcfeXT7lUI91lKztogu6ul45NjWGy9948UdD931E64KteRcS858Yk1DIwfvvuHHH+1+ZvvNlxD54II+rXPxeS2DzwXuu/3iRT2fCO//2b1XWELOFidNPquzSZ1NGlzKFrMKFW8pUy1l6pWnb3vqZ1tfeGr7C0/ebQhT8/KUTEQX5NR0bN+t1174/u4nH9p+VWUmsGSXBBJZsvM57PCdN1zyys57t992WXk6uGiWJTqhsAlDzGgsbIlJlYm3lBmFzDyy7Zq7b/jx6zsf3H7zj5gS0lJmBDw6r00d/WDnHT/9/sG9z9161TfoQnBBmZbq8GmzkAh+sOP2Hy4o075jrz654yqbz+h0wuLSDSErVKN33/Ddl5+8k8xHVCqt0ZmmNBse3nv3jRe+8tTWWy+/gMkHTA7TmIghxNDg3ttv+PZD26/accdFYJ8t6MEk10MaHpGrK52yu2pVupt7rK6E47WgCvEVSKxAXNFPF30indrMljkPhifcHb6D0gJfLdyF8hBbOKGTgVJqf+DYMxYTlms+oTwWPvFibfKoTvuJ2UMq6dfo2Oihl3Y9effHe3bg04MKHuZKEwoeZovjowefESr+BhPBc0ctBpLrIY2I5VPH97y0fd+bj1Azg1LN3xJRvjJicNHI2Ou7nrk9MLh7XsJA6qSCh5sC5j/2wmz8Y629WSmsETHM996e5+6aOPzykj4j4bEusjt8B0UT/SdeIvOjBouA6okmh/Jk4uC+p99+7b659OFFLWvQkFILLcnpmeTRJPThSWMW8e0tpU4sypMmGbfphCUm/YO72GrQFpJgB5DFxBekjIwnjn/w/MdvPVabGjtlzpkcptHIkp4rpEamkKML6pTFJyw+sahNTyFHi+lRW8BacsriExIJLxozMoMNH9313u5HajO+U1ZJZ5M6lzC5pM6gGh0T6yGVQTQC/cyYzow/++KO756RMzoZ17m4waV0BtNJWMMjTS5us9hJYxYae7s6M/pJqzQZP5RDDzaVHEhLXzJn6SJ6dN9LQwdeVenkkjGnc4kFfXLRmCpPhw/te/HERy/PJgdOWnMGjykkNK8mZTobHNm755UH5lKDp6yCzmAmhzWltMXlg4PvfbTnySn0xCfN6oI+rbHYvJbTmBTi37dkFKhiGA18MK/OWkLO4DK2mNWYhM4mTT6ts0mNSZyyChKBHP7oxYMfPI+GPraEnMZii9qkzaELcirq+2jv64+ERt+dN/IihZpSVhdSppSZGNi7b88TU4nhJasikHFbmRRIWKQQlUE0FpVIWKHiv1wiq1PBoQOvv/rMvdWpYFOatcWsRMItdVLE4eDg23t3PRIafFOjsKaYM5ikyabIOX9keM+iOoPPTCRDH7akSakOaxSm04l5eaqUGdrz0r1kIdSUpyUirrPphjQVGNz99iv3T8eOLUiTMhFVqHBDwUQCOrp/597XHylmjrfkjFAL61QUbGUSKn6+OLYG3J2DqyvMbMK9e/zzhbu73ONXCHdQTIYrDulkQKyM6mSAK44I5TGTisk1n1gbkerDQnXYYELzStoWkjoVbgqIXPfz5TG57leJYIOHhcq4WBoziBBXHJHrAb48vqClDB5dNHIWi/Dlca40KuMTKhM0uGhDii+oGQUPcqUxlQhJNb/NoUtqRqoFNRISK+MmBelUdEnJNbjEp9acSkV1BvYqvA62kywqaVAtwGRgsLVSYRMtffqT1lxLSQh1n0oEbSam1oO2kGxKaYWMLag5k0YtJm7SqE7COhcH+2jam2JI2KAQm8UaQva0WTg7X1nUphUyJhMRg0VMDm1Jky05B/aCgk2hLTk3L0+BCcbkMJ1L2FKmpc/MG/mTjfJpu2zyWYWKm0IKWA0Gi+gMrNBwg82eNWewkZ1PbfvzT7TJBptVGUSlMZVCDQoxyGiDRQ0Kacm5pjzZkLOmkDpl55tKTmXiTSVnSxlbypyyCp+2Kqeswrw6bYlpg0/aUsYUUgtm4VSzNK9O/+UpXKYQnYs3paRGxyw5+8lC5dPF6ulGQaHRlpxTKdQW0iafPbuAnzTzZxdqBpfiahFwKUvILep5W5y0xclFPd+UpwHcdTap0pglZHQ2CUCvMYklY+7MYnWxUVi05ua1KYVGdQaVa5Emn2ypk0vmbFPJtdRJg08afFJjEraY/UWLOGkWW8pMQ8pZQoavQ6aQsMSkRMKmkDppzYlETKWxBW3mlFX4pFmeV2c1JqGxmMFjMhVTmfiCNnOmUWlJkzafMZhkQ8gqBGrzGQB6nU44D0w2pRCojCMNIbtkzqpMXMCjBp+USNgS07aUOWnNLSh5i0uL9YiIB5jquCkkGlLO4qeaUlIhIaY0IRMRtjiq4EFQ0NHdfMNLq8sIezT92IT7+Tg2APfuRhxfzpaRa6PU7HGxMqoRfiY/wJdGpeqEUPKp9SBfGpbqwwoxSs4dpQsDMhk0mBBfGRGqo2xpSKiOCtVRjQpw5WGxPKHUAioekGo+qeYT8HGFDkikjy/7VCIkVidU0s9XRqT6qFQf5esjXGlUwdsFe7nSmMUioJCTQQXZwrBBt+u6aGRYpcMK5dksyWRgBQ8vyCmh4jcZGLxKp6I6FxeJsEyGDC5qsmGDjhh0RCfCFh+3+LhQCzalZIOP61QUzAcSDs0rWVAjBexoN9i4SsEWn1LIGCg50BATOgMrVNjgYiaHWXxCZ1CdgXUG1hkUhPAaiyo0bAqJljqpsZiIw5aQaSlTIKq1xSyAu8HGZaJdoKbBZlt8Ehp85tUnftJgsQabNTkMpJDbLGZzqEpEDAqx+FRDys1rUzKFtNRJAMeWOtmQszqXsESsIScbcrqpZCwxrTJx8KzKx1vG5KIxZfAYWw2aQgLsbzIEWKbDTSWlsbAtpUwhBegMahgsGlMiEQNYb0g5vhYFH15jEg0p15ByAOgmnzb5tEpjIFXR5NPgm6o0povxpp6RGFjn4raU0uh4S85pdFwiI5aI6Vycr4dlCtFYzIn6bTGr0phEwg05C36HEhm1pYxEwmAaMHisqWRUJtaQkwqN6lwCNMOzxKTBYyIRk0jY5JImlwQ7xXQGs/jUgjol4TGTTQErxmCSCoGCf/kKpNAwuDmwxKRIQDoX11hUY1GpjvIVSKMRg0UEPMRWgxKBCHWEqfj4elAmIjIZYspjGhkWKuMqETwn2cVKyNWqaRPufcYm3L9iuLOFE2JlmC8NM/kBsTLK5Aek6gRfGhWKY3LNJ1XH2MIJtnhMxkcUYpQuHJeqY3xpWCP8UnVMqo4p9QkmP6CTAYuOUnNDOhVhiyMq6Zfq42JthKsN8+Vxk4lKNb9QGRdrYzrtp/JHNHJEqft1MqTU/QYZEcsTfHFMJyC1HhbKIxYD6VREqvlNJmrQEYn0qYxfI0MeCoPuFioRsjlYrgfATlSNjukMrLMQ+DAaGTKZqEGvlNlS8DAIw0FFAZCpLeEQQDaAOygHZvFxEI+DmN3kUIuP6wysUlEncrf4BDihqWRADKhzCZCo15CzChXXmIQtZUBKH0gv0RmsXUCRSi5IObk2WssdmBezOp0y2LjOJg0+qTOozaEKHjY5rKnkDC4FTAxdSOlCyhDTKpfQhZQlZ5tqwhKxppIyhYTGogv69KI+K9RjLSMrszGdQzQWbqlZS0wqZMziEwoTXjTTGhe1RAyUbQHrAfNaxuBRlUHmtZwppDQmYfJpg0sZXErEYUBzEYedaF1nk+DbgR8NLtUmPh9T6GhTSVliu4ijziY1CrNEjKn4TCEOZkFAbZWJ61xCoVEwUUlkFJTrMXgM3AroXAIQ3BTiEhmxJFRlEDCTqQwikVGDxwweAzuAVArVGUwmYJNLgsdOPTLwQKxHNTpu8SmZgCUyqtAwVwuJBATq84B/TT6t0KhEwgIeMdh2rUoZRwQ8JOAhrhaQ8LCIB4S6v30D6oV1p+LY6jZ7XgXFNuF+Xo5zw91d8fEr9NyZ/HGhPMLkB0DRdqk6wRaGheIoMzuo1P06GWALg/TcMaE6rBDjfGlYro2LlVGhPMIWBuXaOHghWxwFrWRUIihWJ7jysEr6xdqYWJ0Qqz46P2yxMb40KpRHbC4gVI6reEDolGQyKUipBUwKUutBgwqLlXG+PN5BdtAUIAEf1YigRgR1MuSofYQIg+QZcBGDjBhkRMNDGgmpREinwjYXMxlIwQMqETHomIKHQd1Hg46J9ZDFx8V6SGfaddhNGgWuersIF485vZAA0w02DnK6AeUNNg6q2hpsHNwTyExc5RIKiwGsA5qYXNIUUjqXAFXLQXQ5r0yaXNJgEZ3OmGzK4KJNOW6yKZPN2QKm8amGnNVoxOZQm0MNNm5LGcehdvgO3stWcgaPWmISkB3YMjKF2GJW4dCGljWFRENOiwSkMgiYkJoypjGQQkJNJaOxqCllRArVhTSwpwweM4WURMKWkLGEjMYkHGqDB7aYNbiUxiQkAgEngCMyiQLWN+S0REYtMamxmEwhYHow+bRKwU0pDZpy6AyqkIgtpBUSEevReWVSJmCDTYDfj4THGmIGGFkgyV1lEJ2L61zcEjGDR7laSKYQsFEWOE4KHdXouFCD3JXincrvGh0H72ULaVC6S2cwEK0DpstUTGNRg8dEAgK9/VQmDjq4ivVou4oOFRPwCFMJ8PV2Cz2xHuKrAc+A3dXvaXXtyU24d49NuH/FcBcrw0z+uLsRh1gZ50ujam1CrozxhRG+NKrUAnLNx5dG+dWN9OSaTydDAMci7pfrfrHqk2p+x0yXq36J9AmVcbkekOshoeSTKz6hOGyQPhX3iZVxi4FACO9uuafhIeDSqERErE7oXFgkxlQ8oOIBAHQgcEQnwk5ReLE8YZARMElYNGrRsElBKhFUiZBBx0waNai4hkdNCgGpPioFG2xcIqMa2zbZLSberljCIOD/c7C+qtEIKGlrcklbSBtsQmdgk8N0OmEwaYNJ63TC5DCDRWQGA1vtAcdBjqDBxg0eU5k4KFQLkv9sIW2yKZNDm+KMLU5aEtpQsKY83ZJmbQHThbQtZUwOs1ikKWAqBetcQhfShpjW+KQupMC/zoN5dVpnkw0pZ0sZg0825Cxw5y0519SmNSbRVHIiEZOpmHNrYnKYLaTB/QSHRy05q3IJW8zKJLqoz8okagmZhpQD9dM1FgNhtcEngdFv8EmdSwArBgAdhPNtcWmTTwMbBxyxxaxIoTafk+qoRmE2n1FIBNww2QLWEDPtMu4UphBoU8xpFGYwSfAuzr/gjXQ2qXMIuBtQ6aTGpDQmoTJxhY4abBzkGoKKY2AmlnAI5OOD2pbAIAIZnM72KINPikSMLgfbhg8dk2hUZeI6m1TJOKgvb1CISKEqjYG5k6tFxHpEJqJ8NdTbzRWso3rB3d2VaZU24X4+jt8M3EFJd6k6JlZGQTwOqrFzhRNa3ScUR4XimFj2CyWfQ15mbljDQ2x+RKr4uMKoXPULpXGuOs7X2t3CVCLCFMbUOiRXwxI5zlbG5HpIrobVOqTVwkJxVK9NKPUJuTYuVSfkmk/FA8CyB1XdTSrGlwIGhahExKAhujykMn6l7lfqfgB0IHAEROvOnlWhNN7Z6wTpBAQea2RYIyGNQHQybjNxDY82uIRQbpdO1FhU5+JNLqERMYuJ6wxqcpjGoqaQkBgYnGOwcVtIm1zSYBMWl7a4tMmhOoPZfMZkcyabawhZncEsPq4KKZ6AFRYDhoPJJTUamRfTIBxuKjmZQhpixhbSBpO0+YzFxy1u0mBztpqQmEhDnAGRe1ObNvhkU0qD+wadQRtyVhfSGp8EFDbEtC6kZCZuyVmNT5p8VmNSlpADMbIlpjUWM4WUIUypXNoWJ3U22ZCzGtu2lWw2ZTBJg0nqbFJl4oaYtuSsKiQNNmewuc7VMjrbNlVMIQV8fDA/AdPJFFKWkFFpTKHiTXkSeDht+NIZm5+y+CmNSUlE3BIyMoOZUsagJxv8rEaldTql0XGTwyQ8rFJR8GGAFW6yGZ1O6XRKo5KAuZaYVqi4QsVVOqmzaYVKqAyisZjGpDQ6o9EZhUrIFKLQsErBtpDkqyHQ97XdQYVtGzLApQHNniw+xVcjMonKJCoRCLi+RCA6m+RrUZlFJBrlahGZRFUyrtFxuRY1aVQg4zwBqzQm1GMqjSkkwlXCKoWeE+5yp3D8Jty9xvkL989/vfz58ufLv/58eXn58+WTjWI58yY/dcBJglzdheOYm929XsyfAAAAIABJREFUm5jc+5X6NdJb6YMKWnD064zap7OSWBkHHfJ61dsBtd1TqTbuqI3jul+p++XauFKfUHHfCq/rQaUW0PBxILU+ptbHlNookEZM9Je7EYe7LPBKQ9TOCW1jBwZBukmjqxWxGMhkohYbs1jE5toLpMAi6BVIbwda9ZSQAjR0BFAIjjtq75sX24EzAKVz3Jbaa5VgSjB4zBQS7SMeWgmZ+8n5SDrXvqDBowaPtq8sJJzP0/fiYMJwtOrZ1d9r5QuC9+25CLDpwe8E+FQai7ZJ3VdMYqNS6XaHJplCFBrtlLlfaQjlLLdqdFyhUXAyeKAy7SOg1V+vunqDOGo/S8BO57/eAmF8NeKoa63VEVsNOpuYyPwoTyY2NzH99g8PuLtXU9cJ97U7o/bC3f3jOeHuCXGvxng1H5ATaAN1ej8BvvtckfioUhsFZHdLI/x95VQQA1G/I3mly1JIIzvnkCGncx5oQWcysMUiFotYDNQFd5PDTA7zgruX3FgHAW8vzd1yjncLkFFIrOhcBO8rW8wCuLumnDbcV13cG8pr4/5/Qbh3LBq0I1hlEPeyqhvu4MyvBO6A7O62rn2rPwK4u4HubrPnhjtVGNuE+3kxvOHe15bxgru7KNh64N6rLrj3NrzeENwdmvc0th5pqz7W0YRcG5crY0p1XKmOq7UJtTah1X067tdxvxvcbhlktEs6AelEuwlcp1teWKciYK0VtCR1GpOC5qsWG+uCu8W2Wxp9Mbj3Mr0v2f/J4O7cGZhCajXT22R3ZqOVYL/fncH64X6OWcF1T7N+uKs05uiccHfxHVZouIvpjtzTgPtVTtPXVWQnYDfQ3aB3yN7bs7tvpd9erPeF+2bhsPNieMCdmjnUN3j3grtQHup1Y5yDG4V7F9m/ENxDjlbbJkMKPuQgXq6NAin1CSAV97VjczKgk4H1N7Bu94drN/N0jkQMGjIpqJ3wToWBDDpiMpDJQH3hDipebUweWPeEoMuKcVs0HTtlBcHnMF7WtGtWv2M32d04Xs813ZjeKNwdM8fhO8gr72L6Smjfj+znhDu4SIfUsEzFFBLphbvOYKuAzqwE8k6fbofvbXBvEO5elO9yYxzK9yn5u+m5/9aPDcP9uCN3RO8F99WxvBvi3XJyZrqxXp0ADa83BHe1Hu4oqNQCK7Y7PqTgQ3J9uK1Oh24nGcad9aiTIXfjZre84A7W1kATCa3d/Rl0mo6azCrEg8cO3E0mCryateHuZOx1ufBeIfk/NtzPwX1XbA6u1rHyV7ko65ww3NOALqQ3pC6n3uCTILuxL9ndcF9n5N5+qnMplYk7cO/KeW+nva/MAd1wd/j+ZSL3NRDf17EBcBcrkZXCYZtw/60fa3rubrj3899XQN+nqG9xoMer8SS7F9zbZP+icHdhHQTmYwo+0oV1YL53Mf2ccF+hPAm7BZbRQLIE4HvHYY9ZbAxAHOAeyFlQXSfc+y6ugszCLrgDim3AkOnYMpaQAanrYCP+F4Z7b+RuiSveEXgvW8wCefG9aynVOeFLwt0UUmCa6SV7O7Rn2+pC/BpwV2nMDXeVQRQaBnB3GzJuuLvVG7m7+f4Vwr0v5fl6eBPu593wgLuzJbWTAXn0C8C9Z5V1Be6d9Me14L5C9o3DvW21t7E+1gnVBzs+zHgnbaaTw06G+wp46P0U6zgwbQGgg/+r3XzXGdhcQ3TEpB0Xfr1wX4V1IW0LnrDeGNk3DneHzn21+pOkbCnlfiPXmZPrjN/PCXeNT2l8yn3EEDOGmGnPEC7bCnzBLrivLEq7lmHXmSqj0pjKuG8FUI1dYbSDeBDFOzvLuuDuJrtbXguqboKvAfpzNtvrgrvEpDfh/ts/vOHelQTpLkLghrtQOiGUTnQtpfZ2xO6Fexff14b7+hdOXVh3k31Qrg/K9QFXiqQPJLCDXPWuumAg10Ujw6DAb696se6Cu5vvMVAExtmJajFxi4nbLAYeGFTYoMJdcD/ngqqb7A0x0xAzXrkxXv6MVypkZyE0uaJzEbyvQCkY52M05GxDTjdk12TjIrstTvYG72vj/svDHXy7teG+fr47cHfxHdVYVKPjTvS9QvZ/Wrh7RuuuFEk33JnSxCbcz4vx+f/8fHn5fy7//T8sf7786+VFK1/J7uGnDlCFQ3TxMFM6QhcP04WjVP4IXTjKFNugZwpH2eIxrjjAlQe58iBfGeLyw3xhRCiO8oURLj8MxBdGuMIoVxjli2NA4Ec2P+I+Ah4IpXGhNO5+vCqlvRoQKn6+7BMqfqdohlDxS/VxqT4u1fxiNSBVAnK147DXAnJtXKoNSbUBsXpCrA5K1RGpOuHkPjqJksBnb29QwgMA8TIZkomITERkOiSTQZkMKThokB0xcMjAIVBLQCPbRWNWVllJVCdRg4qbZNykEJNCDBI2CbhjsjuGTAzkRFo0DHa0trdEkSGTjths1GZTFpNo1xhwNoUKmOlpoCf7qsGl+8oJ+btkKWlTTuliQhcThoSZcgKo195pTx6uvPtVOfhyW5aSdmteSs5LyXkx3RBTDTHVEPtf9pzXXzvff225c0ZVHlE4WGNhjYUNHrP4hMlhOrM6ymYwsNHUYBMGFbeYhEljzh/aoOIagTinOb4KeIlEICqNSQQi4FEBj4pETKYQUMFGIqOg8IBCwwIeEQlIY1H1/2fvTYMkW9P6vk/yBzvCKwJGQiIGg8AwrIMAsTjAFpZkNiEEhBVhS7YVlh1CIzMQAwJmLMAMDDPMMOudmdt79X57rd6qa99yrdz3Pc++b+95z57L8Ycn89SprKzuvgPCce/tE/+48ebJU9n15f7yqf/7f5736C50n8JwNxjVW03fBpOnmn0rUiVzG34KFqXUzUrmdjX7FkwpgNO0G5lbpYOV0sEK9F6UD6+WD65XEzfrqdu15C3YSoXWp0JmpZy+kd+/Wtq/ltm+Usk9DScutDa+6693L9zDyTQMR2EwDsNwGpKd7YOnv19c+8zR1qdz25891tbnclufy29/Pr/550ebnwXltj6X2/libueL+d0v5Ta/nN/6Cii3+eWjjTdmd3bOFXbPg4p7F+LrBZX2L5b2L8bfgjul/Yvlg0vF/RMqHVwuHVwu7l8q7J/L772Z371Q2LtY3L1c2rtU2r9Y3DtXT16sHr5ZPvxy+fCN8uGXq8lz1cSlWnKldHCpdHCpuH8xUungUhkGGySuVBJXqsmr1eTVcupqJX2tkrpRSl8tpa8WUyulqJ87cbOeXHKA2fxs4ru1zN169h448o30W43U7UbqJkwjiGn2fQD/1zWztyEl2czenE0YTt1pHN0HoDTyD6q5+7X8g/oL8tdnRfqOHi3XGZ8DcwXqhYf1wsNGcbVZftiqrDbLD6EiPq2FPqNIzdKjpWrl74PjHCUO64XVemH1rM+PvO8XKP77V3MPlgr+lXphtZZ/GFc1f7eSu1PJ3TluPoJKObtE9aMH9czDRna1nnlYSz+IVE3dr6TvVjP34BloPa2k71bSd6EBtZK+W07dOQ6n5+5De201cy/+U/Ah8HAp+VakcupOKXUbvh7K6bdKqdugcvqtYvJW/Casi8lbhYMb+f3r+f3rUJgXD28WD2+WErP7ub1rub1rhYMbxcOb+f3rR7tXs4eX8ofXjnavFnZXMttXqvlnr6OQ7/hrOhmFYRiEPtgyPHGQ3/pEa++NeuILkRqJN5rJLzcSbzQSbzQOvwSqH36pkfhKI/GVeuqrjfSb9eT5evJ8I3WhkboAa3g5DxrC1uXlpTqrC7SVXWllV9pHV9tHV1u56+38jbg6hZszQaawcGdQvNcv3ukVbnTyK938hfbRuebRm83s+XbuUq9wo1e80y/d65fuLlWveOd4Xbnfq9zvVx/0qw/a1Yft6sNO7TFYxv3as5kNUj1Wt/asW3vWq6/16mtwPhHRXCOaa2RjbVh7Oqg+6ldWyVpcj6n6E1C/9mhQf0w0n5KtZ1R7jWw9I5pPB/XHcPgG1XxOd7ao9ibR3iLaO0R7h+xsLxW8e1pUd2+5eodLRff2yc7u/N/apbp7dG+X7u3S3cOlGrb3loru7VPdveij4NPIzi78tvA7kPFfo3OwVGT3lUR09kFke7mGzd0FDRo7g8bOoLkxaG70G5u9+ka/ut6vrg/rm0Rjq9/c6TW2T2vQ2OnXtyP1alvd6mavttWpbXZqm936FjzWrW+1qxutynq/uj6obfSr65GzBKMUhvXNfnV9bkk975bXQL36Rre23q6sgVrlZ+3KWqf6vFte65SegeBJWLcKT9rFp63CE5h10yo8ma1LjxvFR43iI7Cq4JusUXzULD2tFx5Xc6vV3Gq98LheeFzLP6rmVmulu63ig+bRw07uYTV9p13dCqfuZPz/N57+Sq53Ldxhtsx4OoO7zqXa2c9zxRW+cYWrX+bql/n6itC4KjavCY2rfP2a1LgqNa7KzWti84bYvCG1bkqdW3Lnjti5f1pS94HYW5X6j+TBY2X4BKQST+NrlXiqkc9goRJPdWrNoJ+DELMeyWA2Ebtlctsmt43YLVhjfgcJe4g/wNyBxR86woHN72LmOaKfGvQ9nbqnUQ906gliNyxh3xaSWEhbUhJkyylYYDGBxYQjHTrSoSulbDnlKGlXzTpa1tGytl50jJKLyh6qzVV3jZptVEEOqjmo5pp1kG/WfVz1cdUzK75R9vSCpxdcLR8Yc+nFkVEaGaWRURkZFR+XPbPimRUfVwOrNrLrIB/lXS3vakXfKE+t9tTtTt3+2OqP7e5STezBUo3s/lIF9nCpJvZgbPVHuDfCvbHVn9jE1CGnDjlxz5DHLNXUGU7swQj3ArMLgs/0zI5ndnzc9a2Bbw0Ce+g5pOeQI+sMOdQrKrDJwCZ9c7hcuB/JM3sLclHX0ZqWUreUuqc2R0bHNXsgB3Ud1LWNDsgze47RcYyOi7ou6lpay9JajtGBZ7DWwlrL0tuW3sZay1SbSKxYatXWapZaNcS8xh+pXFYXcoZQ1vmSKVVttYHEikznVLZgKXUkVxWuoHAFQ6oYUkVm8zKb18WyKVU1rijTOYXJa1xR50sKkxeIjM6X4L5EHcFbcF/hcrpYVPm8QKU5IinSGYnJClRaYnISk5PZvEgfcUSaHaZ4MiNQWY7cE8iEPExJg0OqtcUNc68993f+NZ2EYTgJg2k4CacTg0/38l8QSle4ynm2fI4pvcmWL/DVS0LtMl+9xFUuwVqsXxHrK3x9ha+viM1rUusm374TSejcPVb3vth7IPUfyoNVebCqDB+Bopcq8RgE93VqDbSAeJV8rlHrOr1hMJs6vQELxG7p/K7B7RvcvsntYnbbpNd0clUf3lOJWxp5R6MeIGYN8zumcGgKCSSkTCGBxWQkU0gg/hDxh5jfw/yeKe6bwiEWE1hOYjmF5RRW85ZWsPWio1ccVHVQ1Taqll4Bxfk+p3zFQWVbL1paDqtHtnLkqDlHy3rakacd+VphrhJo9rxRclDVw3XfagZ2K7BbgVVxjAJW85Zaco3qBLcmuDPBHR+3l2pkD5fKt3tL5drEUgVWz8ddQJ5vDueQpc6Cr4OJpQqsQWANgJsg+ExLb9tGx0Fd1xw41tCxhg4mbIsIMLlUZ32+a5GR4vc9NFwq1+jH5eg9kG30baPn6D2stJFcR2INyzVHa1pmH6MeRj3T6JpGF+kdkKV3TbVtqm2sdbDWQUrLkJum2rb0LrwEmWp79pZUNaWqpdSxXENSSRcKGp9X2IxI5lS2hMSaKdV1vqIwRY0rI7GmCRWVL6t8GRYKVwLpfEVlSwpTlOmCwhQVpihReZHMwVqmCyKZE8mcTBdkuiBReZE+gi8GILhAZSUmJ9JHgHKBynJEmu4nyO4B1TtkBslBe4No79Ctfaqx3a+ukb10OHFeV+7v8GsKMyGDcAb3ZPfoz5ncOa5yHsRXLwi1y5EiuPONK1ztCl9f4ZtXxfZ1oXM3Dnexe0/s3hM6d/nOPb5zL0L8ggDxcS0U9VDXa+QzgDvw/STc93V+3+D2Ebtj0M918rE+vKMNbmuD2xp516CemMyWwe0bwqEhHGpCEokJJCZMKRkJ7ujcDsjgd3V+3xAOZuKTSEhh6chUcqaSQ0oBKQVDzptq0VSLWCthrWTp5Ui2XrS0gqlkkZzBUgZLGUtJ22rGkY8c+chVcq6Sc5VCJEsvWnrRNipQ/ntmy0Vtx2j5VsPDdQdVLbVkygVbKXp6ZWTWofI9rQV4RYIC+bTicIzLMzvwCzhGxzX6vkmAPLxcZ39Oz0VdKHJtvQ0Lx+jM4d6Pw93BhGsOl8pCg1cUNvrY6J/5OXpvQVjrguClqbYNqaYJJV0sI7mKtC7IUDuG2tGVNiiiNvxXlxq61DDkJqxhAdLEuirUsNzQ+YrGFQ2hjMQK8F2k0twgA0CX6YLKlkypbghVicqrfBnJdUOqiXRepPO6WNXFqsQUJCoPz6tsCbAu0wWNK7P9NLwlkjlukOGHWYnKy3QBOM6TGYnJCVSW6h3S/QRPZthhCphOdPbB0Rq29/rNnV5ra9DYIep7g8p6t7xG9TNh6L03Cvd3MdzHk3ASTqZ+GE7CyQTxh73cnzO5c1T5TbpyjqmeZ6oXmepFtnaJq13halfoygW2domrX2Zql+nqJaZ2mWlc41o3uOYdtvEW23iLa97hW3eF9j2hfY9v3RW6D8XeamTORAKCx9czx2bwTBk8U4drII14DjKYbZ3eMphtg9k2ud1IMrersrsau61R6yrxWBnc1Qa3jeENg7iP6KcWu4m5A8QfGnxSEw51MWEIh0DzBZnirinum+I+EvdN6cCUEqaUMOQEVPqWlLLkrCVnsXpkKjmk5CytABX9giyt4Ki5SLOCXc+5GtgseU8vxVSx9aJrVH2zPrJaI6sTmF0f9XzUC5zuyO4Gdss1a7ZWdtSCpxdGZvmsStzD/aXyz5JFLBduwxeMi7q+OQwwMbKokUWd9fxZ0PdxFxR9/cBLAL2Luh7ue3jo4aFjDW1z6Fvk29Lid8wc4g4anKH+gmyjZxs9bPQtNICXptpEchXJZSSXbaNn6d1IUKdjrWNpLVtv23rb0lpYbcJ/TaUBiq9BhlRT+bIuVg2ppotlMFtUvgjeiMzmFa6gCSVDquhiWeEKKjuTRB1J1BH4MDKdE6isSB9B9S1QWSjAgeDgtEQ3YcETSaZ/wPQPYAGbCrAFMmxt9xubg+ZsF2fQ3OrVNwadvUFrn2zs98obrfIzqp+ZTp3XcH+HX9MwnIZTqNwnAeIP+/nPsoUZ3NnapZmql6FOp6sX2fplrrHCNVao+mWqtsI2r/Ptm3zrLte8E5EdPHehfY/vPIjzPRJgPb6eIX7wXBk8V4fr6nBdIzYiqcSWMtxUhpsqsaVTOwa9a9C7OrUjMtsKs6Ox2yr5XB6syv07OnHLpG4g4rFFr1nMrske6ExSYw9V/kCTDnUxEZchJUFI2EHCDhL2DGHPEPaQeKhLh7p0iLkDzB3MzBw5heQMCEsZwH0kqNPhvq0cuUrOVbOeduQrWV/J2soRyFELc5VAnl4JjHpgNAO97WsdX+sEet81e47ZdoyGg2ouKnt6wdWPHC0TecELOhPuZ3jQASaWyjXrjtGw9bpjtIDvULnbeLBUZ32+i5pLBR/rmT0f931rAHw/ruJPyUODF2vhLxXLXC7wWCKbJRLSuqbew6hn6W1Tq+tySReLmpjDSjsuU26BsNoEskc0x2oTyXUs10ypisQKmODgp1tKXaSKClcylQaS6xJTEOkjXSybSk0Xy8BiJFcNqQJrrNYNoSwQGZHMwgcKRIYbpDSuqAkFiclyRJInUzJ7pHA5gUozg8PoPjtMgLHODhOD1jbb3ed6B1zvgGrtwBYx1dqh27vD+jrZ3KTb20xnh2ptUa0tWA86e0TnkGmniPpOr77BDI8mE/s13N/h18yWGYdhGI5GiNkf5j8jFr4SFexQp3P1y3zjCt+4AuYMW73MVi9ztatc/QbfuCk0b8WxDjX77GVvNVIc7vFCHqp1KNgVYk0ln8+1EclgNlXyuUKs69QOYvYMGnSgEtsWt6cTz9TuXYt6YDEPtMFtZXhb4/ZBOn8AngxU6JhLWnwCi0lTSupiSheONDGni0UkVpBUMJUclpNI3Id9WotPRB69JaUiYTG5QPZjdp+0Xxw578h5W8r5WsFTZ3ukrlacmfh6xUXtSCdslplJ3ZmV0mbdNqqWXna1A8/I+WYrQJRnci4iHavvuK0z4X5WxQ14xX0f9wNMRFB2UM1FTc/s+OYQngxsMrCHHiZeoYIexj5/uX203Nsxh2f+BRD7V15Wmw8cNDjLlrGN/mlZM899VsU7es9SO0iu62IVyVXH6Nha15S7ptzFSgcrHUfvGWLDlFuW2rHUDpKaulBHUtPWurbW1fiaylUtdfaYwlZUrmppLUOqKVxB5YtIrppKDXCM5ZrGFUUyKxAZjStiuWYIZdgUVZg8FO+wlukc7JdK1JHGFVW2IJJZkcyqbEHjitzwgBsesIN9urdLdXfIzjbR3hq2Nsn2PtU5YHoJtp9kegl4yfaT7DAFYgbJuKjeIdNLUZ0E1TkgOrsUcRSG7vS9Qfd3L9zDSQzuE4NNnIZ7xHeuflmoXYZCfgHuEc0XdBbcT1g0MbjHyD6Du0ZtatSmwWzCS53eiuCOmH2D2TaoDXXwSOvft6hVRD5QBncN6uFSsiMxYbAJxB+awiESD5F4qIsJJB+ZcsGSC5acs+SspaSxnELioSEcGMKhKSzhuy2nwUk/LVfNump2Dvdjez1Odlebk92ongV3IPtcLdeszzZs9ayr5V2j4aFBgMnAplx74FjdrxnugTV4FbifxnpgU4FNnUT8y+EOqI2D+7TH8mK4v5jvZ8Ed3l3Kd0vvnYa7JpRsve0afVvrWWrflNum3LK1LjAdSU1TbkFFD2uAvim3dKGu8TV4iaQmVpuGVFP5osoX555MXmKySKwYQhmCLiKZBaxHQI8L4A58h4eZXoLpJfhhmh+m6d7+UrH9JNtP8sO0QGT4YRooLxCZCO4LiKf7iQjuw/bODO6vm5je4VcM7uOpwSb6+c+KxXMA94Xinasfk52trrD1q1z9htC8JbbuRNX6AuJfXrYPn5zw2U/CHciuUZs6vTWn/DZi9gx6FzF7iNkz2efK8JHcf4CIVUSsav376nDVZJ/H4X5MduHQFNOmlETiviHuGPy2wW8b/C7iDxzp0BGTrpS2pawlZ5Gc0cWEJhyac2ExAQFKyEra6rEcLRMJTPYI8Z6aB0VYj5PdQ7UzyN6Ju9We2QL5uO0bVVcrW2rZMRqB1Rs5hGsTNh68Xbgfl+0n4e6adRc1ISozJ/gSuAPZI7jPFRnxw7PgDvxdgPsL+L7w1kv5/mK4n+b7WXBHchWrTay0sdJx9L6j9yNzxlI7WGkbYsMQG7DW+Jou1KO1zJR1oQ4PK1wJPs2QKgpXkNm8yucNqSQQGZnORaFGgDvgPl6zQ8EOWBeIDLg0VOeA7h5ygxTbT/LETAKZEsiUSKVBgHX42oCf4odpkcyyw8yCmEGaGaTpfoLtp6lOKg7311HId/o1g/s0DMPJVOdSvfzn+NKFhco9Qvyc7JeB7HzjJtd6i2/P4L7guYud+0vJ/opwj8geR7zBbCN2ZyZmz2Aey/17+vAeph7rgwdy76FOrpvc7vKyXThEcsqQE4a4o3MbBrumM88Qs4aYNZtft/gtmz+0xIwl57CaN5SMJiWwnITNVVNKYDlpKSlLScXJvoB4V8+6+hFk5B01N99ELczJXra1sqNXXKPmmnUPN5aSfQHu0eZkYHV81HONhq1VbKPi4bpvd3yL8EzqbcM9brtbg4j1kNiZeTXHcF9O9qVwBxv9BZX7abK/Otxfas68FO4LfF+Au611YRfUVGpYrWOlbcptrHQstWupHUtrIalpqR1b60Z8n1XxahNSLkiuz2v/CsQZdbEa7ZfKbF7hcppQ0PkSeC9Ac4k6AhBHcIc7UHcDlwHQQGqByMAD8O5SwZcBfAI3SMGPn8b6XEm2nz2G+zD3Gu7v/GuWcx9PwzAch5qQ7he+yJUuHkM8Jq52JSI7wB3IvhTuUveB2Ln/AqzHNlGP4zEvgHuUlon4bjCbCnFPGdw1qYeYeqwMHqrEU8TuaMyezh+chjsSEzq/r/FbKvNcYZ7o7GPEPsHsmsU9R/RTRD0zmS3MHVhiBqtHWD1CatZWM5aSBq8GyylYW0r6LMpHWAcB0z295GplVys7esXRq65Rm7sfraVYj8g+Z3pvrsHIJAHBtlGyjZKDaj7ux6vmV9Q8SB6He3f+V0LHx/0Axzn+ErjHHnsJ3Jcy3T07LXNmBPMMiL9duC947rbWBUxrQsFUai7qOnoPSS1dqGOl7Zk9W28DwR2jY2ktyKTbehvIbki1eEhG4UrwPKRiIC0js0cckbTVhiGU45YLlOcyk5WZrERnRCoNxfisJCezgHhgOqRoJGqWd+SINCjyWzgiyxFZnjziiCXV+mm4s8MMNziiu2m6myQ6+9QwF4bBa7i/w6/pKFa5hxqf7Ra/yJWvRDRfEFu/wtavco1rfOMm17oVL9uPN1Hn7alS98ELyP5iuGvU+llkh4S7wWxq1Lrcv6cR9232sUk+UgYPdXId8QcquwdYj3TMd3bLYNY1+onGPDKYx4h9YrJrmFs3qA1omDK5TVPcxXLSVo5sJQ+MjvZLj3dQT7ntc6zPwjBQp7ta2dMrnl5x9OqxjAZER07DfSFBOCf7AATMDayBj9sOqlp62dIrLmqP7OHXCndyDvfoH235GEKQZGAxgcUENuQgl5Ad4B57+XK4L/xshOm/SrjH+Q5ryDvCvijEGZFc1sWyqTRsrRuHPmQfAeWm0rD1NlabmlCBSIyltXSxqvJl+AKAlLomVDShpPJF+K/K5xUuBzU72DIqWwDEK0w+MljAY5HojERnZCYbee4Kk4cNVahYY5VRAAAgAElEQVTlBSq3VDx5FC2A8rP1MAdiB0cnNMzwwxzbO2L7abJ7QBP513B/51/TUXzkryocdUtfZipXT2N9psY1rnGNb14/QfbOvdOGzGm4Lyf78Mkx2edwh36lE3CndoDsOr1lMJuI3dDp5wrxVBk8NKhHFv0EEavqcFWnnxvCnirsgwljCIfx+t2Ukph5bjLPDOoJkB1xz01u0+S2TTZhcrsmv24Kz0zhmSVsO2LGk4qWWjotrBRjicZC3E+3Z8ZLFSp016i5RsM1GvN1zTEac7i3Xbyc7D7u+rgdW/cjF8XD0EnfdVET+mNdsx7g5tuF+8hiIMA+ssjAGswbU8HZ7waYOAn35WSPNHLokUNHcHfNwYsr99Obsa8Od7j/F4R7xPcI7ljrANznAfaayuc1oWKpHchcWlpLE0pIrkMUEggO0wgUrqQJpXkYpqTyReiEMqSKxBQ0oRJ57hKT04SCqVRkOgdxSUMogy0zc8aJZIR1qOIV9khhZ1up8B0AZgvU8lGFviCRzktMQaTzgHiJKcxekgWBLPBEfkHsMCMQea6f4wYZup9gyMJruL/zrzPgzs+nC/D1lTjc+eZ1vnldaN3gWrdmLamde3znHtt4i2/dXRgs83bhrhER1k/AXae3INhuMNvz3tQNjVqThqva8DGin2LqqU4+1sjHOv1c43YMOQGtpwD3aFvVlJKYemqSj3RyFdGPMffcFncsed9WElgsWFLKlDZM4RHiVzG37vBJTyhipWSpZUst21olLqjKo8I80hzrDQ81fbPlo45ntD2jDRNpXKMxh3vbMduO2T4L7oHVCawoNtPz0AD6iRzUdY8norRds+6hmmdWvia4Myfh3p7t2S6D+1lMf7twj+i8zLJ/Cdzj998u3M+y6SElCXAHMx3GxehSXheLltZyjT6EYSyt5RgtqM0NqQaIh9rc1tuO0dKEksIVkFzFah3WmlCKp2V0sayLZYXLiXQGDPeI1DBbRmULUakOTFfYI0A8+O/RzqpEHYE1LzNlkESX4lqAu8wWZbYoMQWRKsYFrBfIAkdkhWGBH+T5YZYZpFmq/Bru74JrMg3DaTgKwzCchoaY61fOcfVbTOMW27x9WmCsx5tR57ovtB8I7Qdi56HUXZV7j+TeI6X/+JXij7FO1Mht1+mtmagdndrB1FNM7+lkUqWSBreP2Cf68C2tf0vhDjG/YwwfasQjjd2U2QODT1p8wuCTOpfQuYTBJ00xbYppJKQMPqlzWzq3pXM7iD/A8rzvVDqylbyp5LCaN5UcEhOI3bHYzUDcdpWSq5VtrYLVKlartlF1jWpUm5+s0GtgpjsoXp43Z1umRtcz2q5Rc40q5GR8sxHg9myKy+mxVujM/qCYUd71zA70HHlmL8DEyGLGFj+ymACTI3s4svsLXjlQeOwy0XCYhQ3VE9aNTb5UEd/n7k20pwqTD2asd82Bd7xDu2Qz9qy/CV4F+q9C86VJG9vo21rXNfoeGkBUBgKOttaNDPR4yxJwP96+BN1JhlTDal0Xy5B3NJWaIVVmkwzEGoyFUdmSxpU1rgyjAqBrCfpUoe8UJDFZkc5EkpisxGRl9kiiSwBxha2AZi/5KkjmKjJXkdiyxJZFpqQwZZkuHUOcLgp0UWRKAlkUyCJPFBbEDHPsIMcNc9zgiOpmOKoRQtf6e+B6z8H9NNa51ltc660I7pEP85cOd6jZF+CO6Kcms2dQKY1OmdyuTj/SBm8ZgzsKd2hy2wB3ndtSuMMXwx3aUE1x35QSEdyRfGTJOYC7pRUsOYu5A4vbcYUdR85HcLe02tcMdx/13hbcz2J6HO6B1ZuPgmm4qOnj7nzI1zHcz7JQXgr3VyH7OwjuZ2UifXMIU8Og+cg1+pBkd4xZJtJUGjAeB8l1TahgtQnDIGGeF0wjgDYlrNYdowX2C7ShGlJFZQswVUbnS1GkXWULgHUYAAl8Xyp4RuWLKleNK4K7yJQWBBxX5uV8BHd4V6LLcYlUCcQRJZ6YOTZM/4inWyF0rb8Hrvc63IHsXOstmDEQ1eyxZtQZ2c+C+6Inc8YMmbghA3AHQwYxayazZ1AJxBwazKZKPlQGdxGxCnDXBw908rHObal8AgkpgDsICSmAO/Ddkg8t+dBSUrOhj1IGJoLN4K4Ubb3oqDlLStn8vs3t2FLWUQuOXrW0mqXVHFRz9BNwj5M9DvdYz/0x3D1Uj8PdN1sLZI/4fta0gGg9socxr7zjoKqHG4HVGdnDE3McZ4bJIjTHNjW2qQW4e2bvLLy+wG0/C+4QxJy5NHi4APcFWP9F4P4qfD8r7R6Nh4TKPRKU5FG1DkV69N+oZo8EKIc8DDjssIYxkCqXAx07LWxRZovwDQGGCbzU+Bp0uqpcFdYQoj8Nd5DIlBcksRWJrShsVWGrMlORmQrciQueFOgSiKeKIl0V4duCKrLDosh2XsP9XXC9HO7HZJ/DPd6stAB3qbt6Gu4LZAe4LyE78VynN0677YjZQ+wGYvYQc4iYPZ15Jg/vq8MHiHoWh7vBb6t8whTTC3CP892WUxBusZQ0ljJIzkDBbit5W8ljpWhrZVsv2sqRIyZtft+SUo6ac2C6r153jEYc7gtkj+B+cqDKDO4+6nioHs2Ff3W4x2e/xOEOgiCNYxZds+JbzZN8p07DfebMxOAe/6dPfxP8ReA+S87goYeHL7ba/4Jwfynfl5Ld0ntQsMOMGmhTgjtgrEejwZBcx2rTMTrzFHwDopAQhkFy3dab4LODLTObAsYXNaGgcDmwVlQ+DzPWJSYLWIckJSw0oaKLVV1oaHwdpHK1SHFPJo5+Vagv1fGHCHVVqCt8TeJrEl9T+JrC12SuKnPVE5SnKjxVFKkiT+Tpfp6jmpOxNx6/J2b+vob7ItzjZOdbd6FmPw33JVg/lZA5Jju5Hod7VLkjZk/ntnR2z2QPTGZHIx/Lw7sa+dhktuJwR8KOJiTjcAeyx/keDfyCqbxIPsJqHmsFVykA3LFWsrWyqxUdJWMLCSwmHDXnGKWTcK+cxrqH6h6aHdkRh/tssxT1fNTxzcYC3E90isbtkbPgPn9yYa66a1ZcszKbCG/1jv2ZUyweu8zYZV4A96V892xqqc6Cu28N4nCHMOVSWL84LfPq260vBf1SuHtoAB1JkS1ja11TbgHHwZaBMZAR1qOtVBjPC+hXuIKp1CytoQklickB2RWuINIZ6FoCysvskSYUkFyGWcG61NDEOggmBitsfakiWOtCQxcahtg0xCaSWkhpRzLkliG3dKmpS00ktZB0/FKdS5M7IFVqK2JLEVuy0JSFpiq1NaGlS01NbMhsXRGJEJjwHrjeu3A/QfbW4kTfaH2a7DO9SkImIjsZTWyfGe4Gsw1wV9ldnd0z2X3ErCvEPYW4ZzDrJnug8ok43HUxZYppzB0ukB3gjqUMlo6wdITk2Xx2U8mZc7g7agkrRVMtYYgzqjlbTmMx4WhZF5VtY168L6vZgeyn4R4l2SO4+3Bak1l/RbgvDm6cZ96jYzTGNj22aci6eLjh43Zg9Ub2cGzTY5tdUrO7zMRjj8k+P6Vo9rE2O7LZWU4mJs9erhfDHQyZuYO/pBJfmoT5q+Q7ZNgXNGtGne2ULs71jRQ1LiG5DtunuliG+j0uSLiDIt8mIrsq1GBHVBVqqlBTuYbGN3WhZYhtJHWQ1IHJZZY6G15myu0TUnogJHcNqWNIHV1s62Ibyd1IutKNmB6He8R3RWxJfEvk6lDUc3RN5PphOBq/N4bLvEfhvkj2M+Audu5HZH8B3COyn4Y7kB3grlHrx2RntsFzl7ldjds3uV2deiIPbmvUA5PbRlwygrtBPTHFXV1MISFlsgdL4W7JWUsumHNhNW/O5ch5Ry1Zahngbull2Fk1xX1Hy7ioaBsVS6/Yet01agtwj8i+APf5TJjlcPdQ3UPNOFhP8P2swbzRk/NJ6wDxkUUFmIi6kCK4xyvxCO5RWmYB7iN7uMB0YP3IZv9DwP0F88LeFvT/InzHSvu0LeMafUA2kB04Dlup0LKki1U4XkoXqwpXgnEFcHZdNNEXmI6UlibWgd1wZpMhN1VhZqdoYuPYSBEbutSMph3YWs/WejDWxtH78DJCfKSI4ED2BQHZI7grcluWWpEksRlJETsSP/tlBLYhC8MwnIzfE2x/78F9CdZh0kCM7BHope6DiOx/WXA/7keldw16V2LmcCcfS/2bOv3QFHcNPq0JSYhCLoU7bKKCwJDBSgkrRVMugAODtYKp5pGSs8QjRy1FkUdLr1hqyZJzWNo7DfezyvYXwD0w+4HZDXDzFeG+dNj6PJN+Au4jixnb7NjiA0x7aAB5eYD7xOHGLjOLxzj0cVTGoY/Jbg4jso8dYinZ/wrgfpZj/pcF97OikODDwCbq7OA9rYuVdtyWiRKQgPiFmh1CNRKTg8YlaGIC591UarrURErbVDtIaQPKNbFhyC1AObxlqh2sdaGjCrL2x39AqB34yjldswPcI4gvSBfb8FZUqgPZFbm9IAC9InZkoQm/ocg1FZEIw8nkdc79HX1Np+PZRPcwDCchkgqD6nmufpup34a+pOgUjpOp9rsnPZn7S6eDLZkRNj9xSSfXTwbb11VmQ2M3NfKZTq0ZzKbGbqvsnkLvy2xC4ZKY3bf4DYt5oA9uKp2bWu+eQdzXyLsKdV8l7+vkA5N6aNHPLHbT4vYsPoGVkiHmNT6r8VlDyiL5CMlHhpRGShHN4W4rRVvJw8j1efdp2VLLrlZ21IKjZR0tY0hpW897ZsWF41LnzaUn8zDHJoypNh3UDVzGQoSlDXyT8g1ygmjL4AOL87VeaLRDs+kbVc9smUYzRORI64/13tgaBtYgcPqe08eo5Tnk7LQKh4yvLavnWMMAkyFmQ5Mao+EI90Zux7MZz6Zce2DhpoWbrt3zXcJzyJFDBxYzceWprQRIGJvcGFOu3ptYbIAIHw1GmJjY1BhTI5MeIdY3qYnDTRwusJixywQe6Todx25OLXmCxREWRlgYWzxYNz6mfe9Yrjt03aHnEb5PzoclEBOHHttUgEnfJGBG8UsVB/c8Rjk8ad8Tp7EOdyDSDh8CHAey+xYJpTrwHeaFeZgYWeSM5vMcJExzdFEXso8wRiZiPXz3m0oFyWVdLGpCAcYJ6EJdF+owR+yE5lZ4JPDHTX1g6gNLG1jaAKt9rPYt0PxlXKbSg+8A+JI48ZmxOh0MGVD8ftxe14SOJnQU8Viy2JGEtiQ2JaEr872ZPyN1w3D0uonpnX2dBfd4j9KL4T7rR33hgLDTcFeJp9G8gXiqXWO3NXZb53aQsIP5HcRu6eS6MnzCNle59h2hfYWrX2SrK1wd+mNvk42bVOsG27zJt2+L3XtK/7FCrCnEusruIvHQUtKWnEVCBgkZSy64WhkOQZ0V71IeS0eOnPfUIlaKcbi7WtHRsraaRnLmNNwdo3UW3Mdm09drAW4GuDmyWhOr6agFVym4qBng9tRuhXZzrJU9tThGdV+vWVbJtque23K9NsZtbPZti3BseoLYpfJcynPIAJMBIqYmFbrM1GcDjwwtIbS40KImZm+MulM8DC0qtJiJS0J5PrLmzozHjgMWkG1bDZBjt32XGAfs1BJCR5lg0UfcCAtjSxxb/NQRZ38fwGasy8yMe5/zTM7HvI9Zz2RcRLuI9EzKx/TInnlKsHP76nA/VZUPl+osuMeZHr0ErMNjsI8aIR4rbWhighoZJslEnjuU6pFsvQ31OJKrUd4RFB3VBEJSE2ZGngC62jk+svVrhfsi309ZMUvhHvFdF7u62F2Auyx2JLEpi73XcH9XXS+Ge1xnkf0lA8L6T0ELXUs6taaRz9ThmkZswOgYjdzRyB2N21PZXZXZUMlnyuCh3L0tNK4KtctE5S2yfo1uXGQbF/nGTbn9UB08U4mnErmmUWsq8VjuP5B696X+Q7H/iO09Ynr3+OFDhV4zxX1bTjvyERZyiMsiKY+kPFTujlqwlbwl57B0BHC3tQrA3dNLjpbFchKreccoRXCfBWZO9CidgHtg9SytYRl1G9Vss4px2bIq43HLD7omrmGni+0+Mro27vm47+oty+rYdteyeg4mXIsOLCHA4shSAqc/cgcjdxA4/fja1HuBTU1dZmxTASY8m3JsGpkUPObbLd9pulbdwTXPagZOd+rQEIef+MQ4IF13aFoDyyE9p++7A9/r+e7Ac4aeTXk241lCYDFjmx1ZzAhzU0uYWtIEi6El+y4ReOTIpwKPdm3CwYRrkZ5NTS1haglTm5tY7BgzY0xNLHpqM7MEPSZg1xeGlMEXzNuC+4u9l6Wpm6VwB6AD3KF+d9AAa11TbgHcISQTHxMWdaVG8XZbbwPWIwHrTaW29Fg+JDUj12U+W3i2kRuHOwD9xXCHs7wX+I6U9oIbs9R5j2djAO6q1H0B3CW+8Rru74brLLgvkP1UP+oJuMu9h2fW7GfAXaPW1DncdXLboHYMclcndqC0F3sP2OZtsnqFqlxkapf4xhVl+EQe3lWGN/XhWyb5BNM7Fn/oiEksJm05ZYt7JruBmDWTX0fihsFvIu65Qj7muw/57iN5+Bwxe7aQcKW0pRVMJQdpGRjGaytFU8zNEu5zuPtG2dGyppSw1NLsyCSj9ipwd42qoxYcNefpBUvLITWLtLxlVWyzioya5RDYoS2b9hzS1VueUhnpZIAoTx/4xnCMqTGmAnM4ggFhsfHox142BtOccu2BaxOuw7ie5HnKxBXHjjB2uLHLBDYFaJt47MhVAldwLdK1ByOfGPlE4JHjgA3MLmiEe1OHDh1+akkjJDge7bmU5xG+S4wcIrBn+7quQ3ou5XuM7zGey3ouG7jCyBNHDgEK7CF8wQROf+T2YM6MbxHH4LaY0cn0ztuC+1LEn37rLFsG6vSofrf0Hta6DkwEmxvusKcK9TtkH2EMJIx+jI9rh/4mKOdnjrzaNtU21jrxY7UtfZHp0QT5Bbhb2uBV4L6AeFPtxNMyZ1E+Ho+J4B7xHeAuSy1Z7ClC/zXc3z3XWXCPuzGn+1EXyP5SuC+QXR2uycNn8vCZSj7XyXVEbyNySx9uaIN1uX5VqF1hKlfo6hWmcUPo3lPIRxq35og7mH+CmLsGfd+k1zBzgLikKSUNPmkKCczvGcymwaxjfstW9mxt35MzrpTC3IFGbYr9J9Lgsc48s8RNTy84ag7mySA5KtjLEdxhKBhU7qaUiAcfHXSC70vhPlKTgZIYS/tT5TDU0lO9MNErnl4JjUboDEKPHlnkyB6OUGuslkK75uu1sdkc2+2R3Q2crut0HKfneYORRU4cejKfExCtw5EQ2JSNB45N+B7te4xjsTae5dajx6A3auIOHdf0feS7smczI4caO8QID3zUC5y+b/c8q+1Z3cAejhxq7HBjR3J9zfFkx+ecgHY8wvXJwGcCn3Vc3nF52+E8R/RdaeQqgSP7tjTHPTWTR4Dim6iBTcX3ZpdqIaXjYxoUBepdi4zr7cI9MmRgKxVKadccngX3KAoJEI/IbqrNSFhrYa1l6W1Lb5+uzWco1wa2Pox07MMYQ2wM43C3tYEdc2kW4X7aqFmmBbgvRCFfDHdF6r+G+7vqehW4nxwzEDtCbxncF632/prcX1MGz0HqcB0kD5/DsdeIWTfINa2/KrbucvVbfOmrTPGrdPEcV7+hDB8Z/DacdGpxewb9VCXuqMN7OrVm0Hs6l9CEpCFlkZBC/AFid3R6Q2M3dWHbkA8MNoOFnCMfuWrWkg81dl0kH7H9+xq3j+WUZ+Q8vYDVPJJmXamwoWprFUevwoaqrWYsJeUaDUevO3rdNRozuBtV16yfBXdNL1m4FliVqV2bmLXAqAfWwMGEq/dGFmmbpOswfiDZDmNbBDb7ntez7bZt9x2PdgPRH6luoGNHdQLFHanuSHUCJb4eu7TnkK5DeS7re4zvUlOPCn3KndDumPUmnDfhnRFrB7Q9GrrT4TiQx4E6DbTQVye2MLWZ0KbHqIttyXJE11eCseaPNNfXXM8IRvbItca+NR0bo7Hi+bzni44jISy4ruw4kudIgSONXHnqKaErTR3RdyXflVxbcG3Oc3jP4T2XdR3GjzedzoM3CwmcV6H8QjjHtWjQ27VloGZ3zSEUv/CApffOsmWi6QKGVIPRj1htemYPa51l5Xl36TxhS59BeYbvGOUB7hHu3xbczyL7AtzjOfeI73G4A98B7orcBrjLQvs13N8l10vhvpBqFzv3jxMyp+B+ehN1KdnV4bpCbev0lk5vqMRjsXuPa1xjKpeo8nm2domrXRHbN9XBIzgXyWATKpMw6X2VeCoN7ijEA4PZNLgDXUzpctKQ0rqYMIVDSz40xX2d29HEA1NJYymPhCOdSyEhg6UMllM6vy/T28JgXWN2LSXt6QXHKFlqyVSLaM73WeupVsbSEZZTjpaJw91Fzdl0gbPhjr2O4zY9nA+9UhiUQrcYjmrhqBm65dCrh3Y5nPbDUd+1e6OJoBhDz2WxSQQ2FXrsFA9DlwzHbOgS4UgOAykMpHAkx9e+OxgHrO9xNuZciw09Ogx6oVcPAyYcC+FYnD084sMRG46IMGyGTjV0yTCQA5N3ET1yaN8lQk8fW+LIYsJACCdSOBLCQAjHUuixYcCGYyYMBhN3GI6EcGT4lubagu9KI0+ceOzYpScuGXpkOCJDjw5dauoMp84wdInQJUJvMHX7DiY8m/Id2rMZ32EDlwtczrO5s5g+drixs+TdsyKYb3dD9cQmqtaN6vezNlQXRseAP+PjfkRzOLzpWOYwLgsNsNHHRv+E8RLjewT3iO8vhvsr6gVwB74vwF2VuhHcVXmgioPXcH/3XK8Id7FzH+7EJ7ZHu6ly7+ESrA8eK8MnS+GuERsKtaMSW9LgKde+S9VWqMoFtnaOb56jWjck4r7JrzvijsXtIWoPUQeYSdlcyqA2VPKhTj8yuW1DONSEQ1U+1KSEyh8g8dBWEqa4rzA7ErOviklDSptKztIKWM3PWpaUkq1VFGpbJrckalvnEpZWcI2qbVSgJRUrxQjuppjFcsozjly9ZasNW6vF4e7hM22Z0E6IlQvp2x9Kr/zz0s1/Ub79z8t3//fc7f+tcud/Lb/1LwrX/5fa3f8ztfKvqk/+MFQPQ6c+wsQYdUO74dPrrZ1PFB/83+1n/3aw9m/6W7/Z3fhwd+PD/a3fjK89tx0ElOfwri2Gvhw6hNxfL+18ntn/Q+7gE/zhp9j9T3EHf8Yf/il3+EfM/h80E39cO/iM0lsPXSb0VNcWHJ/DHhnirE08YUuX2fIFqXFZrF/iKue5ynmhfE2oXmWrK8PyFbJ+FwmZiU1NbMlz2ZHHjnzGxR1dykvMoULva9y+yWwhelMn13VqDY6yMuhnOvXUNocAd99hfYcdeXzgCi+F+2nEz+r0ONYd1nfYtxuFdNAAbBNAPNTvttE/KwoZnZwHI2VgkgxWmwveS1SqY6NvoYGFBguUdwzCMYh4hT5zZv4DwH3Bcz9eq72I74bUW4C7AnoN93fjNTmG+zhEUoGoX1xIy8R9dr7zQOg+BMHh16cT7nG+a+QTSD0qxLoy3FSIdYVe19hNi1qX2nepygWm/lWu9SZTP0dXL7L1qyqxrVO7Oruvs/sas6fSuwqzqzC7hrijkY/1/l1ErBr8ti6ndTGF+AOFT2lC2pDSWE6ZUhLxBzq7p9Nb0WgwLB1hKW9JRVsu2XLF0StIyKjEtjLYsNjDkVry9RpWKpZWc/SKp5ccJWNJKazmLVQxUX2+mwpaPiDMMZuO2fasrm/3xgHNFd/c/t3/OP3R/yjx0fcl//1/sfNH35D52Dcm/+Abjj72dcnff1/iD/6zxO/8tYNP/2RoFr0x7Tn9kUVOx6pNPyp+4QPtz/4njS9+Q/tL72+/8U31N7++/cY3Nb/yddWv/M3+l76x+Zm/1rz+E8GoNw7UsTec+pwTkJMJlkqf7135of6Nnxjc+Mnhzf+euPXTxK2fJm79/eHNnxrc/G8HN3+see2H9Pynw8B0PSOwyYlFB4408gml+Ab//F9K2/+K3fmQsPUhaffX+L1f4w/+rbT/r5mdD3Hb/wfx7H9Wuiv+mJ86ou+wrs+4rho6rEHc15tvmq1ravuC2TofCTXPoeY5o/Gm0XgzMJoTj3E8yXbFwGVGFhm4jOPygcvN6HxSE4eZOAyMUjgxsGx+YMjxlBs89PBwvobWpEE0WHjk0NHeKVhDgHJL78IDUHdHa0evO1oTZGmxoQJyCykzJ31msICfYxBLBbCeOemIiOQYlK2TlkZYGmHrJKyxuujCn4jNnLwTR3+c+EjrI+1M+iO5v1Sa3It0EvF9Ve6pUlMRG7LQVuXh69ky74JrOdyXhiC/BrjLg1WAuzx8rhAwEWxdIZ4KzbeY2gpdvUjX3mTqX2XqF9jmdbn/QCN3dGpXY/ZAKr2rsnsqu3cS7rualAK4q3xKE5IwUgbgbnD7GrNrCAdInE1st5W8rRRtpWhJRawUXa3oiCmd3FYGG4jZt5W8o8+Kd1crOvKRLWUtrWAZVWw2TpMdOkvjox8ds+niDsA9nIpS7crhH/yXhY//57mPf2v+E9+U/PT7S3/8/sInv6XyJ99c+NNvy/3p+7K//5+mv/APQ7vqT/kI7g7ztPrVD/bf+Oudc+/vX/jA8PwHele+nbjw3f2L39q+9AH63Hf0vvjXe2/9bBAMxoE2coiJyzsBPZ06SuWN4bUfpe/9D/S9f8jc+x/Z+z/H3v859v7PMPf/EXP/H5Bv/VTj+o8ahc+GI+y4emAPJzblO/xkwqqVN8XN/0vZ/zXx8Dfl/d9QDz8sJn5dSvymevhh4eA35INfYzf/pTG8NQ6V0FMDl/MC1vf10OUQ+cBoXsDt63r3ktW5bHevgKzOZdy+hNuXzNbFwGhOffbV4Q5YH9vHwxJ82Dg1Kc88nkwJSaGRQ0F5PnJo3yId1LeNnmsOArgNHk4AACAASURBVHtWuQP3wfuGOx4egn8CWAfr3EF9R2vaasNWG5bWiPLsptoElJ/eIH0p3ONkPwvulkYsAP2lOgvuZ1Xur+H+6td7F+4LzagvhfuCMyN0H8KMAWXwXCHWdXpDIR+znTtE6SJVucA2LrKN82TtPNO4pvRXMbOlU7sAd5XenYnd07h9Xdiew/1xDO6HmpAEuCMhhcSEKSQQf2hwBxq3p/P70McER11DpB1JeUcteNqRLSQ0alMi15F46FsFmOTuasXZWdh60UE1GzWWkt1Dzbgt45jtCO6TUJIaVxN/9L7yn35j6ZMfKH/629Kf+zvVT3574TPfUf3ktxU+/Z2FP39//uNfl37jZ0K77kz5wOnO4M4+r5z7kcH5b+5e+Z7B1R8aXvrh/tUPkpd+ZLjy/Z2rP0Jf/MH+l9/fvfurQUCMfWPkUBNXdHwunPpa7U365k9SD3+GfvjzzOovMqu/xD76p8zqL9IPf55e/Vnq7j9o3/wpVPhCODIdT3Xt3tghfI+bhJJSvyjtfkhL/rqc+l05+dt65rfl9G/Jyd/Wkx9RUv9OS/yGuPOvTfLuJEShZ4x9wR9xQWCEvoTpVbN9yendQv0rdu9qXFZ3BXeu4M6VEWpNfc7xJMeTApeL4A4oBwv+hOYp+GhSwiwhg0jPpKJZ8COHHrv02KWXwt23CNg4he+GKB4D9f5puNtGD+A+Pze1ZWszMz3aF42Pg/fwcrI7BrHAdAsRtknaJglwX5ClES+o3N8W3ONl+8mczGu4v+r1Gu6vBPfTtrvQW5WHzzTiuUZsaMRzjXwidO+R9WtM9TzbuMg1LzHNK2zzutC9r5PrNn8IcAesz+p3bj+CuzG4Z5JPAO6akET84enRvkB5JO4j8dAQDk6W8EeOWjLFrCVnAyPnqEmF3VC5TUdPWFoBYu+OWgAv3jXrDqotJXsEd89swWmoLu54uB/Yw9FU5es39v/obxQ/8b78J7+7+Om/k/rcd5Y/+V2ZT39H8ZPfkfuzD+T+/FtyH//69Jd+LnQazpQfuYORRY7GmsVuls/9ePf8t7RWvr9z7ccGl/5e59rfHV7+0f7VD7ZW/h518YfaX3p/+86vBgE19s2RQ09c2fGFMBzptfP0zf+OePDz5INfpB7+U3r1V+jVX6FXf5l6+E/Ih7/A3Pv5zs2fRoUvhSPT8WTX6UxcMvD50VSW6yvi7q+rqY9I6Y/JqY9qmd+VMr8jp37XSP22kvyonvyIsP1riHwwCtHURWNfCsZ8EJihL1nMI9y57PZvm4MVq3stLty5arZXzPbKGXAXl5Pd5XyTiNXmtO/QAPdZMjKWiolOgIolZGZNAA7qR1b7vGAnYEN1Vqej/qIto7Vhoq+tt4HsDurHT26KT6d5RbgD1udwJ+IhmQjo0Q+efuu0ohanONwNtWeovbgtc9Jwfw33V73eo3BfIPsL4B41Ky10LcnDZ9LgqUKsG9SGRj4Tu/eo2gpRvSi2LvGNC0ztEt24InTvacRzg95FzDHcNWZv5rxzoB2NfGIMHpjkE4Pb18SMJqQRf3h69KMppk0xaykpLCeReGgIh3A6NpZTlpJ2tSKWjrCUsfUj28gicV9m1iT6ma1mPL3gorKjV2yjApGYkwPCGhHZPaM9h3vHMzsu7rhmD+A+DQ2heevg49+U/8TfyH3yewuf+Y7UF76r/KnvPvrs9xQ+9V1Hn/nu3J9/S/6PvyH75V8IvZYXimNvOLKo0UjH3Gbx/I93z39rc+WD7as/3l/54e71Hxhc/ZH+9e9vXf9h8vIH21/52637vxz4zCTAY5cJPc0NxDAc6bWL1I2fIlb/Cfnol6lHv0o9+p/ox/+MevSr1ONfIR/9EnP3H3du/rRe/FI4QrYv+14v9NjJSBlNVbm+Iu19WE19RMz8e4C7mPk9Jf0xLfU7cuqjSuIj/PaHDOL+aIpD1xp5oh8IAHdMPcady07vLbN/1exei4Q6V1HnqtFeMdorY9QNA971FceTRx4/sqjA5eJwH3n8yONnZHdYGFoQWExk1Hg24zoM7K9GFrw3b+9agHtgkwB3MNkXPHdL70Vwh5r9GO7GLOEOTI/tji5iGuSi5Yo/c9KWme2mLhA83tAUV7xZKd6vZKldSz3RvmSoHUPtnN50nSdk+kv1Gu6nr9dwf3twj7qWFGJdGqwB3JX+Klu7TpbP07XzYusSW7tAVS6yzZvK8InBbGvMnkLuLcDd4A7icEfDh5h6hvgDVUhrQhpxSZNPgZCQQkLGkGZjwuYnX2dgoxWExITJp2zlCKt5VUhrUgpraSTui8QzLCZc/cgzK645OyfPQ/WzyO4Z7dmx1wB3s+eaPd8aANzF5q2D//dvFv7kfblPfE/hz7499bnvrHzqA/nPf1/p098NcM99/OszX/7Z0Kl5Ey7wyJHNTibI5rYq539icOG/7q78wODaj/au/GDn+vcNV/5u79r3NK/9AHH5+9pf+VutB784GtHTkTXx2NBXvZEUhiOtei4Od/rxP4vDnb73j9u3ftoofTGcGE4g+/4wDPjx2JiEutq8Ju//hpb+LTnz+0r6Y3r29+TsR9XM/6Onf1dJf0xN/ha//SFEPpiE9tS3j+Huyph6bLYv293bqLeCe9fjiig/Rt3QF+dwF5fC/ZjsNrNAdt9hZ32w8w3VWPFOREd/zAyc45P8Zs2ocSMFXnp4OA+k9x3Uh4ZS2+i5Rt81+q55XKpbiIis89PIfjHcT5sz8ahMRHas9k90mcbHCZw6fAM0G+Yee1JX2rrSPis58xrur369F+F+muyvCPdjsg+eicRzhVhXyQ2VeMq371CVi1T5Tbb+Vb5xialeZOtX5d5Dg9rQmF2F2pHpHYPei2wZgLvOH+j8gcpuL4U7FpNYSGMhjYSUKWYNMWeIOSTlTTGLpSNLzllyLgK9KaYRf2CrGVPNa3JOV/KWXnS0rCkcGsymJSVdVHbMumXUYbSvry8n+0m492JwJ6ehLtVv7v/h+wof/4b8n3xX/lPfmv7sd9Y++YHc576n9Kn/JvdnHzj6s7+d+6P/KvvFfxRaZTcYei7tO/x0ajn8dvX8jxHnvrl/5QPktR/uX/5g+9r3Dq78YHflA82VD5IXv7fz5b/Vuf9LoxE5CdDYpaee5AZ8OPX1+jn65k/GPRnm0a9Gzgxz/xc6t/++Ufp8GOruSPF9MgyUydgNQ01rXpN3P6wnP6KkP6YkP2pkfk9J/46U+T09/e+U9MfU1EeEnX9jUA9HIZ76eOwpwUgMfCv0lAjuRvcKHlyLy+xfRb0V1IPKXXJ9xfWVY7g70kLZPqvQLXpks6fJ7rks9KmenE+wCPdoSIOHj/2ThTP2opzMAtw9FPNe0GKdHvH6pZX7AtOj/dUoabNQnp9F9uWjH+UWjPmN39fklia3Tg/7fV25v93rNdxnjUtvF+5c/6lKbmjUptR/RNdvkuULTPVNrvFVvnqJq12RO3dMeh3zOyq9I9PbKruLmH2d2lWoHYXa0Zg9gzsAX+UsuNvCjO+mmI3grkt5U8yZYg5LeUvOwW6qreQdNRegLMDdMeue1bSNqq3kPTUvD58h/sAxCjaqxeF+jPUY2X3Uicp2gDscBh3YZBiqUv36/8feeYbZdZVne6tYphkDIRRDAnYoMSZ0Awmhh0AwEIJJwhcIJASTEPgSUkwxIRAgwRiMQw1gS7Zly7Itq4xGvU1vmhlJ008vu/de1lp7r/1+P9Y5e86MZGNzfVdyxXhfz4+Z41GxftznPc961vOOfuOyczc++9y3XzZ/y4tO//Aly9996cz3fuvcd66c+e5Vs7c8/8y/P23mv/4AwnOEtKKEx7FCIYyVUwu3vb75k8tq217cuvMVze2vr+94TevO1ze2v6J09+vEO66u/eyKet+fpWmbpk73QFWEHLvLW8X73ir0vV/cf620/0/k/g/J/R+S9v8JO1aV+t5X2fV2b/77HbgjAZCdpRjAcJa26wOftUf/UR+/wRj9ojvxBWPii+rEDdb4542JL5nj1yunPuPwezB4WeJRbJFUS0m0Du5+/e5eebW73Op2t7qd+jUgeoLtHrir58OdkT0O+GKKL8iOkYyRfH4UkqE8S0Rmr+Ow3c3PNCO39mCT+zpbpvh6tefda0d+Ow74JBSSUGJ/q95hPA74OOAfDtx7Y5G9Mcpesj+YD7Pu9dU3gO7avEJsbd75Hb+Pwf2RPo9iuEMOQCEDAKDgqdP1cz9VF+5Rlu9XV3apldXiAbm8Vy7v7exKre1Xq31qpV+t9Ku1A1r94INO7s3jpnDCEY4bjf3Cys7m/Lbm/FZhcWt7aZdS7bP5Y540YIvdUV0cLXIy7CiVje22PGwrxx3+oN/aHwpHfGnEVU578mSojDGr3dEmXH2SGTKuMe0aaxbpBeZZpqLUN7Q6NTKsOiZ2FnxrTBVOJvZs6i8k1jzylmJ3OfZXipqw2F1m03p3Zq8VKgz3LGljmmmLO4/d+OLpG3/13LdfcPqmV0/f/Nozt7zizM1Xznz3ytPffsHcTb8+9bXLpn/8++BPhMTMI5kSBTIvbhw5c+fv1LdeXv/pS+tbX9m6+zX1O1/d3PG66vaX1e6+srL9ysXbXq7sfneImjnxaOgQZMRRAAh7M//V3vXyxt5rm/s+2N7/J3z/n/L9f9re/yetvj9u9f0xv+v3l3e/3V3+DqQ6pFkGZox4IDHJFa30gDb0pWjsn7zxz+ujXzZHvxKOfNWZ/LI7+uVw7Hpn5G+F4X8KGv0AVkjsnNiE+BkO87jtNPY75a1u6Ta3eo9bu9Nv3BU07+4d273ajtiXM2TmxCaxjiMtTYwMmSTWM2SR2MCRRhI1RUqKJBS3o6DBympQqKJIxrFEEhHHAorbvdDvnLWGbRS00ljobZJh30bu6noQFDQTvxa5lcitxF418RvMVS8Sjczlj3wh8oU4EAsloZSEUuS31/wnX2ZKQikOxMgXQo8vRvvAbRYUXgdr9l7SLS1Y77Cvy1lGbj22arFVYw57h+9Ojcmzq65V6dmZV7ONmmOW7S7ou1tSS7ZRspUVW1mx1ZKtliy9bBsV26raVtU1W47RdIymrTcsrW5pdVOtmWrNMhqWUbONkqktm1rFNh/bofqoeC4Id3Vll1Z6gMG9a8jsUSr72EY9NrAzvmv1g3rjQQz3xmGtddRqH+9k26t75NJ9cmmnWrlPq/ebrUOueMKTBixhgI3qFj9cxNvPg/vJdXB3lcmwY7VfAO6rK1IfHtwjd1KXBjx1ArtzxFv8xeCexi0A1V38wan/ePaZb1y8dNOvzt14+blvPe/cjU87++3nznzn12e/+2vzNz9r9KtPnfzR74J7PCZN5LWTmAdwUPvw1LbXLv3k2Y1bf7N5x8uE21/Ruu3lwu2vaG57SeuOFza3vaj0k5eoO9+egQjUSwMZJTwiDmSxP397ZffvSHv+QN77bmXfNWrfe7T971X73qP2vUfZd43R977lXW93Fm4CJJLIx0TFqQQZAmgqy3e0T/ydNXidPf53ysQ/GuPXu+P/qE98zhz7gjdxvTX+aWH4+qC2H3KLZE6GTEL8NPUAt12+36tvCxq3h+2dfu2uoH532NhRGO5MSaBkyKTYWgf3NDFJrJNYX4V7xEdBI0UaSVQcKzhWev2Z3lx814TpZNhx2O567quUXwv3RuxVC7j37mDqJCx9vhfra8XHAc/4vipPYl+sJXvds6u9ScfY5QuhoIV8PvHa3WzM+p/pzUeGdis2W7HZiqxWZLE4fMt3Wp7dZNkY16p5dt2zm67VYJN4D/TLbO42tWVDXeqFu6mVLL1sGmXLrPRO7mtGeKPBJndDXXpscn/0POvg3pj7mba4cxXuBd+re9Vqp3KgMGS02v51cO8lO0vLsEVLNn/Mah1imzrs9mFHOO6KJ1zxhCueMvlTJj+wJv7YDUGuwl0bcoXDXrMv4A/50rCjTXnqVCB3QpCuPvlgcA+s2R6yPyjccXDW0cYMfii2ztBwJXEX18GdLWB6CLjjsJHGLQBJOfPjg/921fEbnjH0L5cPfPnKka+9aPKbzxv59+cf/7dfO/bV5x7/6rMOfOEZQz94R24eQ2kjjYUkbkNuBK2DQ7e9deKHl5/98VUz//VbCz99/bkfvW7up79z9ievmbv1lWd/9qrTP3zN8rY/SJI6ED1LBEJbBAzIA+HMXeM73lXaeU1p5zXle99Tue+91fvfV73/fZX73lu57721ez8ws+Pd1tx/QirmiUMzNUvlNPaBNtXle5onviAO/L0w+s+14etrw9e3hv6hNvz55tCXxOEb2oN/Xxm4wSz1A1IhdSgxMuwSYqdR3Wr1m+Xb9co2s36PXb7fLt/vVHY5lV12+X6rdB8TCtXz4Z4mRpoYDO4p0jKsMrjHQYskIlMX5QqOFZKoDwb38ytlulb76uam7rRej736mlCjzxdiczqbx9lI3h3Y+S7fmdsuhB4fejw7FI3dVuK1C88ndGqJJ/QyvUcs8sh3mS4mnpR4UuyKsStGjlAotPnQ5kODj0whMoXYEiNbjGwxtITA5LupmGZXbSbPbjIVuGewZlgv4F5sYjLUFcb69fuyjYZl1ExtWVcWdaVk6g2ANM9/KfoHHuVwL7plfG2GwV1ZvlddYduOHmCrU5XKnh64r/JdbxwwmocvSHYGd7PVs26JH3CFQU8YdMVTndVL7VMmf6qIxxRkZyFIBndHGXH0UUc46jb7WM7d1ScLuPsaI/tkZ5feLwR35M9HzqzBD/na6SxYTNxF5Jdiv7y23ffCcEdBncGdRM2YNlz1cGXoX8XhG+SRf2uP/Ds/9hVx6gvS8NfEwa8Jg19VBr8snvwXaez7EC4GoYiTRhy1INOwM92e+pZx+kv2zNf0qW+oc1+Xz35dPfcfyrlvqAtfVea/Isx+zVj8HklEYN2QaSNI5SxzA2lSnv+RubyVyVrZZq1sK771Fv5LPvPdWD4IqYJCjWZqnqoUu0DMWJ4NKwdxoy9sHrCbh9z2kYA/7An7A/5wwvf7zR1G9f5EnQPi5ZmbI5UgA7M/2piO5JOxNhCZY4k6gbRJpE0ifSLRxmN1LFbHEm0cRxqDO6N5AfeesZ3BXWFwT6IGTloECV2+KyRR08RYjdP0wJ1Z7YytbGDvKZNh0ZdC3Wk9aDEVvZKFCXP+2N4L9x6+N6P1W1jrkVsLnapvlR19pVe2tsxkyPNdLRjygqksWsqKrZbOP0TteO5mk43tsd1e+2mApW5agdX0zQYje2jzrtVwrUaBeEZ512r0rtzrJbuhLjGxGX/Vz7nQ5P4Y3P/XP+fDXV+6V17aqSzfK5d6NmWXdyuVPVqVbUxlfN+n1/v1xgGjefB8rBdb9MzWEXam6vADLOlo8gMOP2C3TzFZwoAlDPTO7EXCfRXu2oQrnvBa+532fkc+6eqTvnbak8dZsH0d3L1esluzPWR/cFvGnk/DFVeZdOSxxD6buAskrMR+eW012Gr8EQf1XrjjsMHkhFaempC0gaqQOwABgJ3lMmQNgDbQGtAVoMsQzAPh3YCPg/kkaqVEBSJCXAZahawGmQSZCZkLWQjUB7AB7DxzIceAbMAOjqUYCX6sIOxBakDeANABdAANQANQe8RDXs/SJsKa78spUTMsA7HTNABiA1Eh1YBYQH2AGPIIcgsyH3IPgIesDdTPKY4TB5CMYgVhI8M6xCKEbUAyYA0yDTINqA6ZCkQGIgIRIZVIrGfILIDOZvY0MUiidrZ8dOGOYykJhSSosI8+WSJkiZhGUharWawWcEeR2AtxFmNn67/Zt8yIT/xaz/DeQkEnvLiO7L2j+vlwT0JpdbrvfETodNfgsMWCN75V9sxlR1+0tQVLnWf7VAtZyiyTY5yz9bOWdsbSzpjq2UKGcoapeMXSzlnaOddYKtS7EmTthdXO/B7arV6s987vvWJlYWx7avfIdElXFpkY6A2tZurVLuurzHN/DO7/6591cG/O38rgLi/tlFbulVbulVbul1bul0q75PIDamW3Vt1TwF2r7bsg3IulHFb7qNU+ztKQJn+qU8rYOunwg529eu0B9jpTQfbi+pKjjLjqqK1NedKA3+532vts6ZhjjLv6aV+ZKODuGVMM7p458wvAPbQW0rAUW2cceSzQpzpw96rr4N5NyFwY7iioR26FJs08qWdxC8cSImZMrTDVbNQMM9FL6l64ksQrcTAfhctxXImDcyQRUSKgRCI4JMQPIjVIYkL4lKgktUhqkUzBVEapjlM3DfUsMnCkZcRAyIxjM0MWED1NHUJsjC2EzCQxmBAyg9RNIUhSM4zVKJZzaqRIo4mBiZ5nVp5ZhNiY+ClFJEui2EMoRgklJMOpm1KX0hTjJEIWYDmJxThRkkiFxKSBnkcujj2SdYRTGxEzIRpKdZR2yF5YMT1wX03L9PrshbXFLqCuxmO6F5oKuBcDe1EZX7yCglbSSaZ2GmZwICBfRH5PEXwkPogPs3qamoTSahLG73j3TKFd8s1lV1+01XlbPVfINc5cUIZyuquZrs7o8mzxrS5Pa9JpTTqtilOqOFV8rQiTKj+p8pOaMKUJU6Y0b8kLjrrs6SzzXmOyjU6knQ3shXpf9M2GZ3QR3125pyvLmrzEpCvLulo1tEp3nH8M7o+WpxfugT7L4K6s3KMs39uF+729cFcru9Vq14Kv7dOb+9fBfZXszSN267jVPs4md1M4YYonDeGEzh9nI3wxyK+DuyuPFNeXunCfcZVBTzjgtPeZ0mFbH/WMqfPh7pszBdw7ZLdme8j+oHCP7TLyVrA756qjnjqBvEXkl9bBvSB7L9xxD9lRUM+cZubymS9jTyShnEYaCrUk0ONoJY7KSVyJwlLgL8f+UuzN4WAuCZeyWM0SASd8ioIoMoKoGUUaiasUSTnSU6QRJKSYz7BMkEYSOcMqjhWc6BnWU6TkmZViM8N6hnU2F3c8DaSlSItRQNIgidQkasVhPU9Viq2M2DmWM6xjbCXYRsRJU4ekFkFGTuwMJQQnUaIjYqYkxrGXUwMSFUV8jOUwEgAbWail2MSphbGDscPeUeJEi2I5TqQ4kSi2zid7mhhdrLMopLqqqM2G4tirJz3HGA8GdxaFZJFHlqJhy/NQUC/gTkKRhDIJZRwocSR0FEpsd1UUiFEgP9iBamfe9xrMeAmdcuAsB84y293BgO5oc65+zjPmPGOOLfQo5OqLHbEZ3FxmS/gCu8ICjp5Z8sySa6y4xoqjL9vakqUuWuqippxT5bOaeEYVZpX2tNw6LTem5MaUys+o/IwmzBrSWUtecNQlV1v29JXCWrGNkmOW2bVVz65aRs3ugbtvNny97mm1Ig1p6VVDLetKSZNXNHlFUyq6WtaVRU1e0JXSYweqj5LnfLgby/eppZ1qaadcuk8u3cfgLpcfUCq7Fcb36h7G9w7cW/0PDveTduuk1T5uCics8bglnzClo7p81G4POfxwT5PMgC0OOtLQQ8DdU0Z88aDD7zGlw5Y24hlTgXr6EcE9suce9EDVq0X2Inbn2F1WHCzE7vIjhXvi17KwGTu1OGglUYvE1TSspG6F+i3wF6l2BtwVCOrIquZBE4IydebjqIx8OY3qFFXz2EijJpB5SEo4qlEk5cjMYh3HEk74DKsk1lHczDOJYBHHEkUSxS2gahTLKZJS1EkQ4lhIkZRhmRIFkE0jPQ1agGtpWKJISrEVxyaERh7ZaexnOKTYzWIVkAyZBqgKiQypRVM5pxrFNvZVICJEGo4llElR0k6xiIImInwMLUA2YAuwRRMti2VW7EWR+HPhThK5IHuKNJooJOJjj101KkdeKQlKSVAqyM7gXljta2+otlYPS7twZ3XBaaSQUF0H94LsbOHJOtudDfIF3EOnGtglz1p0zQXHOBdYS8VSbN+c9815z5hz9XNRt5U3dpprxI5efbHzAcKT2Dkq8mV2slocrjJ1Vnw4NZZtt5UlS1ww+DlNmFbaU1JzQmpOyK3TmjBrKXOuvsiikOvSkJa+YupVy6ix4X0N3I1mIVtvmGpNlyuaVNaUiiqvqNK8Is6p0jI7UP2fJtN/0/MohvuaS0yBOc8vb1eX9yiVfb1iIXeptEer7lG7iNeqe/TaXiaj1m81Dtqto53edv6UyQ9orQG7ecppDbj8QPcQ9bjNH7H5Iyw/4wgnXWHQE4dcYcgVRhx+2BYHHWnYlSZc5bQtjVviiKkM2dqAqQ676mggDQfto55wwFeOusaYbcywhIy3LthuzfrGmSIB2SvG9PVju7MQufOJt4LtErIXTGE4caZRsIz8Wq8V00P2aoF4EjaYsN/EfhOFVRRW2eEqiZpdk6GN/eVCyFsqhOOVNKmlscBmzCyWs6RN4iqJ62my6kFnsZzFahopa22N1XoWtj2VtaJTJOVIBawB1lJspVjPEpElNXMsZ8TIiE2xdUFlxE6xxRwVii1KDLZ6myZKsScvi9Uc6UwZsjJkZcikxMiwShIRJzyK2wSZBJkEGQQZBGkEaQQrBCvs4wWzYnqvMpFEpkQjicyug7LXA7eZeAL703EgsBqZbkFYI41b3btL9dht4UCgicIMFhTJ3VRlRyy0g6JiVOeZRUNCFQcS8sVOYLF7Uhr75dBd8e2lLtbnXXPBNRc8o+qbNdYlUOQpeyOVRVaSqXixeKWTuunZ1sSWZTN5dtN3Wr7TCtx278+zhRuWXjblZU2ck1qzQu00X50ShTFdnnL1+dBcCfSyq5UtpWwoVddYsbUlW1v2zHK3KrIWWE3XbtpmnS3oYNM9+1ZTKrpSMqQlTVjQhCVDeQzuj4bnYcG94HsB94LvTEatz2z2W61DLCFj8MctYcDkT/nScVc4arUO6fV+pbZXquwWSrv4lfvlyj6l2qdU+7R6v9E87AjHPelkoAw40pAjDTviqCmMWuKYp074+phrjBRw9/ijLt/vyUccffgh4H4+1ostqQ8G99hdZnC3xJHY6LObUQAAIABJREFUPv0w4V7wfRXu3fAMDhvdu/ItEqwUKihPghUUrpC4fmG4x621cJfPh3txx6eX7AXcKVkDdxI1KZJ+Ltwz0vMt1mmipZFCE6W7I0mhidaFu1nAPcM6izZ2Lh8xoJ8nHCsp0jKsp0hbjcF0qwjY/xo7YkWRmGE1jRTWQMA+FrBTTebhdMPsnfulRbRxHdlRJKNITgKF/aeuOi48CyyyX85iMMyH8cxlpnW7sIsoJBvJV8sd1ybieyAunE/20OMZ1gO3vnbLB1+QnX3BvmagL3Zq+2bNM8uOvuJqK63GWLs+ytfG1dasIy8FZsU3a7ZRcY0VU1nQpXlLXXL1im/WXL1mqxXLqDGmO1bDsRq2WbeMmqlXDa1m6VVLWTGkJUNaMdXmY3B/FDw/B+5F2YBa7WOXmNid1WKNamffXn2f0djPpDcOmK1DbEK32nvV2v388t3Nhbuai/eI5V1qfZ/R6jeaB/XGAa3Rp9b3qfV9WmOf0dpvtvttcdBTRj153BZGLHHEVUdZc6+lDnvaWCCP+sIJlz/oSodddcg1ph8m3HucmQuQPXYWYm+BwR07i448FllTDx/uHflN7DeL2Ewv2XHY6p3W10zuUaULdzGNlCyWs0RgM/v5cM/iC5Xl9mwyKsieI5WSVbhTJD1MuKfYZAu1GdlTpLFPDN2/gJrFKoM7c2PWwl1PkcKsoW5uXWbWf5oYaWJmyOqGIPUUab1AZ0xn83uGVQZ3SrQslhncmQPTXbfE97oxrHQM+XzstgqrpyA7M17Wsr7TeRAHfNKTbozcWmBXfKvsmSWWTYzcenF429nIurZ1oOjsPW8wX095xuhiHj+f7L0oZ3Bn6ZeC9YHbZo1mnbcTtx65ddso6cqi0jrDV6falUmpMaNK85a+UmQrXaNkKSumvMwimJZeZWewxQ0mx6x7dtM2m45Zd/WKrZYspWzr7cfg/ih4Lgx3uby3gHsRaVerfVptn1rd28m8dwMzanWv0ejT6/u02l69vs9s7rda/UajT63vrc9tbS7cLqzs0Gp7Lf4gu7XkCCc9ccgTh5hRY7YOaY0+pbZXqjxgNI47/ICnjAbauKeMFp67pQ576oSvTPjigMMfcsRDrnIq0KceDtx7D1QvTPa1cPfUicCYwOHKQ8MdB9Xz4U6iZi/Zi+BHtw7+fLjXSNRMY2F1lWgiZEm7C3e+A/cu34vLPoW9znT+zE6JkWE9xVZGDIqkNG6RqJkl4sOFOzGYhcL+YjiWCn88w6thmA7ZmbrIJomME56F1jt8T4wMWRlyujM7O/JVMtwJO7JY5Lr5PQ54EvEs78gMk6Ldl033zF0pLrImocQSOL1wZ+phfZFhb8U9Pk/oVHt6AqpslmdvG+xfgLXcrIM7M3MSr33+bL6O6b3qwn092Zknsw7unt0M3DYbtD27uWa7nlXx3Xbo8bHb8o2qLsyJzelWY6rZnNDEOUdfYYe3ReDdVkumVjG1CuuTKZI2jlm3jAaDu6OVbbXiGPxjaZlHwfNQcF9XEMY6wtb0hTUOdNd07Ndq+9TqHr2+z2ztM5q75cq9wtLdwspOufyA0djvCScCZSiQR11hxGoOm+0xix+1hTFXGnOkYVscNIUTBn9crR5RqgeN5lFPGQn1cV8dc5XxQJ+y1GFXGfeVKV8acYSjjnjYk04G2vgjhfv5WO+U+vqLDO7EXQqN0542hsOVxKs+GNy7WgN3ErTOm9k7++FQsIyCZRyuFGKvMF8+jXvG80TMEpGVYXXV5XuPWESkUEF2NrBTYlBipF2451gu4J5i/SFtGSsjVp6alBjMOWFvOUUCZ23G0eyhvJkhk83pJFFx0sIJ3wt3Nrk/NNwLo4a9GAc8idpZIpCozRYksSE68Zs9Bovce521l+xr4B5IOOh0TOJgtQue/basMDJya90msvXh9/U9BOelJ9eN6ucDfZ3H0uOzr07rgSOcP7yzVzyH95yW1/VqigV7jtVyzZZvNiK7kbiN0Kma+pIkzfK1Gb42IzbOqPy8Z5ZZqb2tLetKSVdKhlq29CrL0lh6VVdKpl639Cp7A3C06mNwf3Q8vyDc9Xq/2TzIxJYu6fV+rbZPr+/Ta7uV8r3C8vb24h2ucNjhj9ito1bzmNk8YbUGXX7ME8aN1qjZHrP4cVsYc8RxV5pwpTFXGnPFU0r1oFjaZ7aO+NpwoLHG9ilLGbHVSU+d9pUJRz7piIc98Vgoj/xcuK/NQa6H+2pju78YOUvYLqXecmzNOMrII4U7CVokaBXdJjhs9RbVnk/2xF9K/KU05lfhnojF/L6W3Wx+F1an+C7ci2+ZFZNhtSB7RoyMGOvgnsbCz4O7kbGRvzuDdz8xqBnWKe46NshME/MCcC9SMcVnjljOYpkmGk0MmhgP4bmzrynRUqQwWyZP9Sxps9sD7B+2yD4mgYIjrTgmZYhnbxvr1IW70CmYDMXiGhRbnL3qvfT8TBIoSaCwsrDIkzqtYYGyDvcXfA9YZ8L0wrr4ultN0/OTrhi64rpfXshzeM/hfbftr/5uDd9peA7vWC1Xb7h6zTdroVML/EYYNG21pAkLYuMMX5tR+LO2tswqJz2jbqsVUy6ZcslSyo5WZfebdLVqahVLWbGUFUeruqbwGNwfBc/Pt2XWqHZAqXabIJuHzdYRtmvJaB41G4et1iG93ieX7hMWtouLd2rlHXp9n9nsd/hDrnDU5o91Mu/tU0XTgCUMWvywxQ/bwogjjibaqCOcVGsH1Np+q33UlYc9edwRJ2111FImHHXG10576pArHXGFo4Ew8NBwX0f2dXDvXbSEgiUG98xfQc4ZWx7G4UrsVh4a7qtpyC7cmW+QJQJFUo5lJpooaVzOkkqhNC4zxBeYpkikSFo139fM5h24UySyL9hEX7yYY6lrxawhO01tBncgShq3cNj4uXCnqZkRoyA7SWSaKMypp6kN1AXq5pnDQjVFrmatS2NlyCoOCdap+ARAEpV5372L9yjRgJqQdRKTeaqnSaf8CwV1EnU+BuVYTrGVEZumTkasFJsEaThRcaKef5rKJmvmq+BA6NrrbAtSdS3TZRwonZBiuEbF+8eD3X56iAPVC8J6XStZEigoVFlZZhJKvSerTLbTdu3187vvNEyr7jmtyBdil/fNhqVXLaNm2bXEEyKn7RlVXVwUGtNCY1oTz3lmiV1ocrSqKZcMacWUS45W9Yy6odXOhzul9H+aTv8dz2Nw70iu7Jcr+5VqP4M7k944ZDSO2/wJlz9u1PraC/c0z26Tlra7zV1ma5/N73eEfqvVrzf79Gaf2T5gC4ds6ZglHrXE45Z40pZOsQSkIw0H0mCkDLriMbW2X60dsMVBX5ny5NMM7rYy7WunfW3YlY54/FFfOPFgcD8f6yzn/nDgjt2zljREotLDhDvjO4N7B7WpAlSH3IDcgMyEzATagrzdEW1B1oS0AaTOgJ7GPIM7ifiHCfc1ZCdyl+xahvUU64zFDO40NR8+3PPMSjtpRYnN1B3DJ3OAugA+gA+5n2duRuysO8WvJzuy2NFrr9HU+ZsjrZimiwPhJBRSpAA1IbcgM4CaAA5Qk9USoLDKyntR0MyxDKmaYxloCDQECAACyD3210axcj7cGXlxIMRui/nUgV2NvQaJ2hSJPViXcKBgX2Vax+4Hs2gKZ+aCvk0v69dP4naTWS6hx6NQpdgC6gEEkFkkUUOPZz9Q/Lzj8o7LhnfB78nSuF7bsRq2UXP1mm82PKvtWC3Tatoqyz7WQ7vhGiWFP8vXp9q1SVMueUad9dW4eq0Y4U29/hjcH30PhXz1EpOnn2kubtNXdmuVPr26v6sDevWAVunXKv1qpV+rHtCqB/TaQb1xiMHdbB0xmwMuP2A1+sWFHa1zt0sr91vNI64wqDf3MxmtfqPVb7YPWPxBWzhUXFt1hJOueMqTBnx50JcHHXnMUUYcZdDVBtTmIbl+yFNGfWXCM4ddY8xTpwJ1JlanI3nMl467/MFAPBlpI6Fx2jFnbeus75wL7DO+eTowzxXqvbVUnKau3Y/KVuuVEqdCgpXQnrHVUeTMZ1593cWlXq0he9hIo2YWt1KkYCRbdk3T6rYt61I7MiVPqVtawzYXdPWspTXkdt1Qy5BrlCh5YqWRkmO5m0OXSChmsZphNcMyTngUN1PMZ0Ri/jUOGxSJQGSKpDSSgDpZrAMukuZyisUMy5Sw3i6XEJsgLUVSnohZxMdeA6iTISsjBlCbIC3FJlAXco8ggyCTEtYQIKZYxAmPY4ESJU91gCCKjOnZYZwFOYQksyHXaSpnWKfEgNTBkU6xCyREgZXjKCNGEskpUihRSCKy96E0btFYyCKevRGmYTuL+DRsk6BFsCTws43qaUWoeIali2IaKQASxgsoqGehkoY8ED3DfgoeAlm3ZD+wbENslBekxjIQl5XYUKKliRH7WuiKBAm+WyZIiAMxctqB1YycNotydi4NhHLkC52sZHdC78TkI401y7M93ay0AIVqHIg40pJACRwx9pXQFQNHiAMx8mT2BY6FOGhFfjsJhdDjQ1eMPClwBGbveFY7dMXYlxnuTa0UB3yKtOX58dtv/f6NX//yJz7yZwp/Nidt5IskMJAvRk4zceXizcBftd2bDyG7e4OpaCNgt1KblXG5PctcmiIfaasVVVo21BVbW/aMqiIuGWqTjX2/DM8vHdzV8h7Gd6PWb9T6GdzV8v6HgLvTPmHU+oSF7e25O9TKbqd9zOEHbf6I1T5stQ+brUNm65DRPMi+KOBe8J0h3pHHPG3MUQZ9bdDgj8r1Q440FCpjrjXqaGOONuWp04E6EypjnnTSFQ67wtFAGQjNSd+a9eyznn3Wt84G1mxozZ0Pd1YQ9vDhnrq1h4B77yXVAu4JFtrNc8999lMueTz3jF/hXv2yy6547lOu+o3Lr3zhc19wxeOv/M0nPPPpm57ypA1vesNvorgJ4OTIzJEKRGEJGTa/50hN/CZQDYhIoiZFfJZ0GleAiMymB6IA1rJYBWzlyMSRlmE9T3WgOlCdJCqO9Jx4CJkAQRK2s0QAomSJiCIZqE+QhhOdIKNraxg4MSD3U6SxmnVGdhSJKdIAAsjh43/xlxs47oYvXp/hEPIEsoASD3K/GN5z4uTEIbFBYoOV/ZKEMVRkdgqNRYbyTrIoaBUCME8c33nt+9/8wsuf9fzLLnvGU5/8uc9+HDIBoJ0jlUY6pEYaKZCnWUZ27r790qc88UUvvvw5z7r0g+//vX333waZnSKNIANFfOiKGbJQqOKEj8MqituRLyBfpIkG2EB+p5MgctpAzOJjRByIKdJQJJNERZFMYp05453Geb+dhBILy8eBGHmSb/PM9CeJGrjt0JUiT0pCyXcanl2NA74zznfJ7pot3+ZRqPo275qtwG3HgejZ9cBtAnjHDt3/xt9+xWaOe8JGbnxoN4BME8U32pHTTPxm5AjryP5z+X7BqhnHrDv6ssKfbdempNasq1dilw+spqWULb2qSosKf9bRyqZWcS0RgKbZLwXef7ngri0/IK88wPjehft+BvdVsq+H+0mreUyt7BYWtouLdxn1fS5/0uE71b42f4LR3GwdY7LaR5m6V1WPdySPedqYqwx66oAjn1Qah83WsVAZdYwxW5+w1NOOOuNrM4F62lNGHHnA4Q950vHAGA3tGd8665lnPfNs0TGwbmx/CLhH7kIv3B1t7BeDO4A5NHRwC8e95x1X33/3NwaO/+Rb/3H9Bm7jEzZw99317WMHf/ST79/w6pdedvEGTmxMQu7RhDkwfI4Filg4RMyRSmMRUjWLW4lXJmEN+TXkNYCoLGIIVM2wnCIlT00AD8cKUI9RKcNqnuqQO0B9SH2AKA6VPNWZmQOpmoQSZC5Ql6Y2QADUy4gNuU9TBycGjqUMyxmWUcRnWM1TE0c60JCk8JxnX7aZ415z1RVpoEIeUuIh5ObEZoyDzM2wjiI5T808NUmo0sTIYj2NlCyS0lBEXjOya4zsyGswuKdhmwklAoAJ4H38z/90M8c96eJNz3v2Jbp0FqgMxAXsQG6kSGNdGe//wB9yHLeB465+5QsV/kzkVnyrDJmRRCpO+DgQPYsPPT6JWr67kmIRRTJNNGZDs8mdje2JJySh5DutOBCB2szsZjZLmhhJoMQBX5QfsINiFMmRL7C3ARTJrtVgxkvgiLEv41jxnUbotUgiM988DkTPbsaByMx0ZsiwP8KzmxlWUST6Tgtyv1GZe9avXLKF444fuiMndRLxoc06KZuBtUr23uzNQ/C9SFKudkOyVKVdtdQluX2GBWlsteKbjdBu2UZNk5c0cc7VK5q8YmqtPP/lQPsvJ9zZTaUec2a/1ju2d+Futo6YrSNW66RRPySt3M/P3ykv77Bb/Z5wyuEHnbXtvuxbhx9gTF9PduG4JQ258ogtDrrKoK8N6o1Dau1AoAzY5ritT9jatM1WYBvTvjbpaWO2fMSWjrnaQGhOstYB3zgbWgsF3x8R3JFb7YU7caoPDffVqEzYSKNmGjUxNXfvvvMtr/8tsTQYaGMA9fGxvk0XbX72pZfUVwYoXgQQW5XRN1z9nKHjOyC1gapAVYIEmso0lQkS8lSlRAGspGE7jZo4qOaoBZmcRXyeSHmqpkgCqgPYlGhAbUoMoDabviF3APyMWDS1gXo4MaLIAggBPBy2KBJjrwG5Q1MbII58LcUWTR1GdvY1u0OUYTkJhRRpQL2ceJCjFMgPfvCtyy973M9u+aLNn4ZMArBwZgD1AUJInTw1KdHyVAUwccKzO6VZIqYhn7h1EjYg4bFX6Z3WmS3DihNyqgHYQL27tv3kil979gue9+yLN3D9u7cCmBRbSSglUQPAgpx6dvSsZzzzHW//vU0c98m/+gDkQuDMQ8qnSCLIQHE78tuQOiiSUywCaCQRM2SyU1w2njOgZ1hnPgxQuzh6BfBSpFHSSXniWIn8NknkDOuRJyWBGvtyHIhJKDhmlXkvJFEjTwocMXBEdkpcRNdxpDFTHscKYy4lBopkZrV7dtPSy0ko5KkJEAANX/riy5+wiTt2aCtJSjmWcCBFbi2wS6HdWHe+WvD9kcLdVkusPsFWS1LzrFA/a0grgdV0zLpjVh19xdUrYntelWqPwf1R8KyBu6vNNha2asvdBR3d7diFBV/A3aj3jO2tI1b7uF7vF5buac9tU1bucdoHPOGU3e7sz+tdtMQOTi3xZOcoda1M/pQtDpr8KVcYjLQRs3VEruzzxCOOMWnrE7Y25Woznj7b6Qgzpjz9lK0cd+STvjYcGZOhMRPqF4Z70dv+YHBPvDJyq9hfDqxpRxvD7sIjgnuH71k8O33iwO4fhPoEREs0qS/MDXMbuWde8sTZid0A1SwpQy4f7f/pwuzBPNZSzNNUZsNynjJfxcywCkhFXhMyDVIpjZqAZUAyED0OJQAvzyyamkBtgCDFJoDPQiw0dTrncp3DxhCAxLFJkEaJkiUCivgM60BdoDHQGAAxdyUjNkBAUwdyj/UEZMRIsZliK8M+5DiDFCAOraqvzGFrCUClmYozI01MoD5kLuuWoUSBTMuIBJmcYyFL2pAJWVzDQRlIPY3LBdaZsojv8D1T88yCLOh74J6XXfkbn/+nv9nCcdd97FqgMmQWjqUwWqZUgDy6Z/udz332035wy3c2c9ynPvH+HNcABADVsWtxqGAkEKQRZKbYJFgCMAEc1N0GxdKNbGEI2xWVESuJVIAgzxzWhAPg09ROExNHWp6aeaqjSGRRRciDbmGOlhI1JWoSyXGoEGRCHsW+EjhCEkooEuNADD0+9mUUqiTWfZsH6uXE9qx2hszIk1Aks8k99FqRLwAEkEdXvej5Wzju5NE7IKtTJEYOS/dXImf9/dWfC/f1bkxPtzsb1X2zYasVXVxU+XmVn7eNGoO7o5UVcckxhcdsmUfBQyFfXbPH4K4u7VpdwFTarZR2a5W9BdzZ2L4O7jZ/TKvt4xfvas9tU1buZpO73R4qFl4X6m7kGGRypKFedRZ3tAdcYTBUh23+mFzebbcPeNqYp40VG/WKeIxnjrrqkCMP+PJgqIyG+kRkzvZW+z5SuCNvyTdPM7j/XFuml+xMkW9AbkDecJQRGpeB6rPTAxs3cs/9lSdNj+0CqEMuQqoCKKZ8hgQCgzuA3d3sEQB4AC5AQBMN+Ty7oATUAvCA2AAxZAFQDyAECCH3AcIUW3lmAfgAMQACQJ3NGxAmKABANLUBzChoQKZhJAO4kGMAAhRREgDEeeYChEA9yBOAOCM2y8bkmQsQQ56wTBXkBJADeQB5SBIbIAHqZcgE6kHuA7gAHuQO5A7kGlA19KtxWKe4haMKiatJUOqd3AvnPQ3bKZEBAsjindtvu/KFl508uvuSLdzznvUUTTwD4GXEyEBMSBMgvOadb/rg+970wL1bn7CZ+8x1HwDcBtyOvTqAh7GVEjkjFkAMEOeZlaVaRmwAAhBEnkSxBakTeRKJ9e67YOdfEsU6QJgRu/OvmgcU20koMa8pCSWAkGL2W8UZsWim+14TIACIgaIk0AFCii0WoYl8ga0oyYkDmQd5kBOn80YIIYmNyBeSUAq9Vui1ILMyZJLYesVVL3zSRdzg8R2QNpgtw1rM2CbVR2TL9A7sxfo926j5ZsvVG45W94x6YDV9s2ZIS1LzrMQvGOqKa5R8s6bJK8xzz34pwjK/THCvz9+2CvfyAz3D+16t0rcO7t2x/ajNH9Fqe/nFu9pzW6Wl7Wajz2mfsNsdiDNks8b2Dr6FESZHHO2Vqwy6wqAnDrvCUCCPuMJRpbLbaO525WFXHvaUEV8d9bQx1vTra6ddc8ozJgJ9JJBOBdKpUBkNzcnQnrmgJ/PQB6rIryC3mriLnjHlaGPEW/wF4J7HAvNSfOsc5G0AbXL0+GaOe8qTNkyf3gMgZFgG6uGEz0g7xSKADmDR1Dx5fO91H/8/r37Fi1939ZWf+PgfL85NAoQAfkYMADcjFt9a/NH3v/UPn/30O3//rZap1Gsr73rXW974xqunp0cAEIDn+SJATLPkru1br732mje84ZWvetWLrr/+nxSVBwgo0TIsJ2EbwMnB6dt9/9e/8i9/cu377tj6Y1Vq/N2nP37F85/+3mvefOzQwTQJARDkfkYsggygnu+K2++480tfvOHdf/DO0ZGBJHTY+0eKHHanCSCYmx36+0//xRte99Lfee1Vf/Tet504sY+kFkCQYj1LNZLIKOJRxBcz+zrzPadaRmzIyc7ttz3vOZcq4tLvXn3V4zdwfbtuhRwlsUfBycExNf5ZT734zlv/fc99P96ygfvMdR/IIh7AosSIAoUQNw4lgNi11H//2pfe8fbXveVNr3zz715987duzIgFELAz5CRSM2JB7o2PHv7ed7/5yb/6yMc/9iEA5Dvq31z30ct//Zlve/Prh08dBAhzYiehRBI1Q2YSqH277/7XG7744Q9d+61vfom9k5WWT//gP7/9D//3Mx/+0/fNzY5C5jJv3bObONIyZAEJxwaPfeja977tja974+tf9aFr3zs3Mw45Cj0ex4pn11laJkMm5NGLr3juFo47dvBOSFtAdOQpLLsZ2vwjPVBdt76j4LunF3Bv+mbDN2uOVjbl5XbjrCzMW+pSaDd0pWRqrcfSMo+C58JwZ6v1Ou3tbEE2Q/yDw12v7xOW7m7PbRUX79Rre+3Wcbs9xOwXUzhRiL3CugeYHHG8UKSNeOJQII/60kggDXviMbX2gFa/r4hLeuqQp4ywcjFPnXL0mcCaTqypSBn0hBO+fCoyJkL79AXhnriLDwfurj758OHeS3YSNvJggfqNNJBJIiJcTkltcXZsC/f4p13KnT2zP6dNAA9HJiUKQU2gMkYC5Ob2O3546ZMueu2rXzY5dmrrz763eSO3aRM3OnoMIKS5m4MHEJZKZ97//ndt4LjHXbzp9m0/e+UrXrqB4zZt5D553V/QLEkzEyCMY/vv/+5Tmzdxn/irj05PD23d+j1uA3fVS18U+jLkFvPraaYDeD/78Y+eeskTNnHcG17/6ne/8y1f/+rnd9239bmXPXkTt/G+HXdnOASIgXpAXYDAMhqf+9zfbtzIbd7Cfes7X88hzMEHMGgqp0gD8A7377zk8dylT9x44nDf8MnDL7vyhdwGbuc92yHHKYnSNMiwSxKbpk63mrgTiCyGd5QIBJmQoV333PHMX7k4w/pNX//iFo779Cf+DLIccgAgJA3279m1hePE2sQD99588Qbub/7yfYA0SF2KbcijJHEAAtcSX/3yl27ZyN3yna9Pjp34x7//200c9+cffh+7hIUTnaZ2HCoAwc4dP7nyRZc/7iLumU+/dHpy5HWvefk73vbGD/zhuy/ayD3+Iq68dBogYGY9ZC6JjR9978ZfferTNnHcB//oXQQZAMH82fGPffhDm7kNmznuxJG9AEG3CEEF6uXE+fH3bt7McW9742+PD53cuX3bM5/25EufsGXp3AyAF3o8JRrzfACCnHgvffHlT9y0YfD4vZDyNNGQp+FAQj4fWsIjjUJeMDPjWg3faDO+u3rDM+qeUWWFwLpS4ptn+PppRytbetU2eErTxyb3/+1PCgAUSJZTyCDQzvDzt+sL9xeGjFLqLuio7Naqe5TKbrW6R6/3Gc2DbIWe0T5ptE/ajWN285C0ck9rYZu0fLuwcIeyfH8snvDlU448YItD7BqqKQxb0pAlrfFqekd4Xx8zxUFHHPXkSV+ZcOQBtbbfaO0PlYlAHg/kcV8aWyNtMtCnAmPC18d8bdhTBzz1pK+diq0zsXUmsediZz5y5yN3IXQXQnchdpYSdzlxl+OuIm85dJcSbwX5Neo3sLPoaaOBMZr4i9hvdte2dXYDrSqsFu2+3b6BNg7bJKwl7iIOFkg4nyUVyLTp6RGO4576uCeeO7MTcgEyOUPVNObTpJFjGcANPfPSJ258w9XP8cwZSBXI41NH+zfErhypAAAgAElEQVRtfMJv/MZzHLvG7GAAKwUvB3jz775uC8e96srLfnTL53/4/f/4o2vf1N9/c+LNAcSQk7Pn5jdu5LZwXLM0SYkG4H3xC5/bsvniH/3nTQBKljYzZAIkACEFvPPeuzZzm7dw3Fe+9FFKFADUVmYfd8mWpz3lV6VGCcABiDF1CDUhp2mKb7rx25s47pab/zmnjTxTUCJlGZ9nDmTB+695x2aO+4e/+zCAnlK11jh3EcddefnLwvAc5BZkAaQIRxolxrqlIkwkETEqh3EbIN5+xw+f8/SNrrpUr57lNnBXPv/yJGoBoDQLgcJHP/Le3371b0AuPrDrp5s57pOfeFOOy5B5kOmA7Aw5kMHtt921meNe8uJnxFEZQMxz/3VXv34Lt/H4kZ0AKopkil0S6wAhZFgUzlxy8eNfesVVH7zmbd/8t08BkYH6//TZT120YeMt3/1HAAMyLUdmjgMKOqXprT+5hdvA/dn73oacUZTZOcRA02ve/Y7NHNe/7/actkkix6GSEpVmauBJF215wmaOO7jvRgAVMD56+Ngm7qKPf+Q9gMtArMhvo4SPIo2kBoD9khe8aAvHDRzfRrNWmpis4yzwpKDbRcNaw5iK/vefH3/s2c7BtG5lh603HLtiqOVW5Uy7Ou1bFc+uZ2n8P42m/6bnUQx3CgAUCBvgA+0MP7/NXHpgHdyLAncGd622T6v3d1oHWseM9kmnfcptH1Mru9qLdwjLd8rLd8lLO/XyHos/aPNHXPGUJw7bwojZHjLap/TWyV4vvoC7K4256qgtD3vyuCuN+eoYg7ve7AvUyUCd9JUJTx5n8pUJX5lw9VW4ex24D/jaqUAbD7Wp0DgdW2eiDuIXIre3KWypWLEU+yuJt4KDOvVriT3naaOhOYGCJdxL8/O0tt23q6B6HtyHOI572uOfdO7MTqAipFKaVEjUzlATUhUguGf77U/cwn33pn+AvAFUAwgDR37Kk5+6eSN38thOyJ0M6znVAEKaw/vf+64nbd74rrf8FgqWATwAM/AXEneZbbhWjPrb3vGKD33wt015BqgKENx91+0bOO7Tf/3RlDQARKA2pUEOXgZocOj4Fm7zMy69aGJ0B4AVJ34Ozl9/5pObNmz5yfe+lcYCQJRDCOBBSgDo9275/uYN3Pdu+VxOG0B1ghVKJUojAPTdm/7tiuc9pb/vZ0nSBAgA0mc//alP3vLUcrkfwALqp7HPir0yzO5nqb37RjKspqSRIJXmaNut33/WUzeEZjnF1tWve+3jOG5m6ghACJAChVe/8gXf+MpngCp9e7dv4rhP/tVbsqQMiZknEk0MSN0cnPm52Stf+Nx//fJHPW+aEiXLwk996i83c9y2W2/KM4ESg2IXRxrFNuRpTo3Lnv6MLdzmj3zwnTlqAJFzHNy59WebOO6mb/1fyFRIVQb3HAwAum/33Zsv4j78h2/H7lgOYQ4xEPTJ6/5iM8ftfeBWmrXyVE8iFSUSzfSM2B/7+J9e/arL52fvwv4yQFirzV+8iXvVy37VM6YBGTiWUMLHsU5zG8B5CLh3EzjrEf//C+6WWXLMui6W2tVpvn7a1CoAJH9scv9f/nTgngNADr42w89vs5YvDHe5tEup7FYqu5XKHqWyT63t1+oHGd+d1oDTPmHW94vLO9qLdwjL2+XlHcL83VJ5p1p7wGz2O+0TrjDkCkMOP8wOWhnfbXGoGNtdacyShli1ryOO+uqYLZ1Sqn1Gq7/oGHD104U8Y5ot2Av0KV8f97RRTxv2tWFfG3aVQVce9tXOEWtsnUvsucSaj+w5VkLArJhexOOgmnqlyJz1tLHYPo3DZeTXejrC1qp7ByeNmmlUJ2EFB2UclFGwHNlzyD+Hg7ksqQBVp6cHuA3crzzhkrmz9wEVgcgkLpOIp7gFVM8y/+tf+epmjnvtK5/z+29/we+/9bfe867ffesbX/nkJ27ZvIG7/davAdEBPMgNgCBL4f1/+O7Hb+Bu+eZngVQAHExUAAVyB9Ioz2MKPqZiEiw72hxAkBK06/4dmzZyf/WxDxJcBeBTpBBiA3hZjk8NHN3Mca94yWWePQ3gIERyILfdeesGbuN1f/4BAAMgJrmbgQlZAkB/+P0fbd7A3XLzP2dpHTItI0aWygSH7IzRMau6ugBgASCawpUveP5F3JaZ2R0ABqQOiVjIUj6vi6YjAJXmLs3x3Xfe9oxLOaUxCxDf8C9f2sxxP/rBNwGcjNDFhbOXPGHDzEQf5HZ//66LNmz860+8g6IKjXQc1Eko5qmZQzPLQhS4ijwZRQuQIaDw2c/+zWaOu/mmL+aZAOBmyEkTA0ca5ATF+hW/dvkWjrvx658FELJEBCBbf/qzTRz3zf/42xxLDO5Z4lHQAWj/vp3cBu6jf/Qu7E6k4GUQQppd94mPXbxhw55dP8lpO09VFGsokVKi5qlPwZb5ZV0Yh9wBiCvV2S2buDf/zovk1iBgM8NqHLXiWM/BebDJ3XdFv6eArPBkGL4fwoF5RHA3jRXXagRWW27NlxeHJH7hMbg/Ch6a56twd5XJ5rmfmkv3FaM689wZ5eWVjgWvVPYolT1qd4+S2TpiNQas5gm7fViv7W3N39lauF1c3iEt3c0vbeOX7hSX71Mr/XbrpC8M+8KoJ452MzND6+EujnjqhCePu/JIoI0Z/HG5st/mj3jmjGtMr5NnznjGtGdM+eZpNr8HxkRgjIf6eKAMBMpAoAz56migjUf6TGzMJua5yJztxmnORfZ86MyH9mJoL8ZuCfkl7C4E+pSnjSX2LAqWi2KZ8+GOvCb2myRskLBGwgoOV1CwlPjzib8YOWeRP0/CxSypANXPhzvbq5eTNuQGAProR/7ycRs3f+eb/zw5unPg2D0H9981NLhncvTIiSO310onkdcE6gA189SHHK559zu2cNwDO74NtARgZdTIUzWPXMgwwUkOFABB6gANNUGolfkv3XD9xVs2fuq6/5PEKwBNAItSL830HNJDh/s2c9wf/N4r4+BcnpqQA0npA327NnHcu992NaQSZEEOEc1NyBEA/cH3friJ427+9j+npAG5BdTNqYaImecxAIEcsfxJaenMmZnZ51329Cdd9KT5hftoKkLqUOxSotBUZvdXO/W/yMqQxdolITfS1KOU3nv3nc+8dGNlbhAgnJia3MRx17zrrRgJQOHmb//ry6+6wtTnIA/79+/ZzF30yeveCWkDsEmiZuQ3SSJSUIDmkAHkAUAgN5XKsvj+9/3hxRs2/efN/wKgQG6R2ILUyZAJOXFs7XmX/frjN284cuBWkpQAHMjSn/7XbZs47sZvfjrHEmQaYItEDskUALr3gR3cBu4vrn038SYpBDnEkNGP/vmHtnBc/76tkPMkEf8fe+8ZJmlZpv0/090zAwoLrvF11VVXRV9zRFDAgIKssoK8uK6rGF/MAV0ERMG4BAMiSQGBYSKTh8k5zzAzPZ1jVVd6cs7Pc+fr/XBX1zTDjPt3/35Z5D7OD9XVdRQNx8Gvrrru6zpPVNgEm6gwOYkFZEAI8DSznMrI2IoVC7uVrve+881GYyewkGErS2t5bnMRgPBe/+qzjoN7njQl3I8bgjwO7k8l+19euU969mTqNyOn2po61Kr3g8Dwt3Gj+rcAdw6c+dq+ypHfW4OPGuNLzInH2kF6kyvtyZXWxCpzfOWxyZnqKmdqtVtb69TWuvV1Xn2bU90UNDYFzXXa2GPNofna6CJtdJE29nBz+OHm0Hx9fIVf35you+PWrqC546lwl5a/oXEgMveH+u7E2ps6e4yptcbkmtTc0QF66BwKnUOdHxO/95gTpH8499oq/P25ty+19yXW3sTal1v7C/uJ0jmUuYfkC7LgqJyYTIOBxBvMw7EiHsq9w3IUB4WDZTJSRKPT0djjUrI8x+lEGU2VsZyCH0fpaJkMF/FAHh8tk+E8GMDJCM3GBWqA8I8c2anMUp77rDMG+paA0IFZDE2xUhNYBeYBoM999ovdStfdd/4MwADwSeGUhUaRCUJF2RhOWgApQAgiAQGXfOTCuV3KisW/AZhCRAeI86wFeQoQc1bKT+gH77r7w+899yMXnv/lL33uQxdeMEtRvvW1z4Koc14B7lAacuExgbdt39ijKB+/5FyKRoDHwIFxWL9x3amze84/+9UomRQ0AUACXBCpEOyuO+/uVpTf/vpawVSAGKAA8AV4iITA+O4tu6/+7FXnnfOWz/77x//tXz/6/DOfddrs04aGH+NUA0iBJqTUCFKfCnfJd4CA81wIMf/hB194Rtfk4A6AlAN79ateefqzZk9VDwKDd7/zVf/x3S8TVAdB1qxe2a3M/tIXLwLWBJEIrBZpo8ibhAQAXK/pN99w43ve9bZPXHrJ56769OvOem2Potz1ux8L3uTEpqUnqCdIABwXefz3pz/n708/dahvPYAGkNISPfTgvNmzum695RtADOCOhDumBgBf/tijPbOVf/+XD6Nwv4CCihwY/8LnP9OjKOvXPiR4nZQaxT4uLYJsAERFvnrp8ssuOu9j73//Jy+77GMf+2C30nXBu9/maHuBR6Q0srSGkMdFILj7xrNeN1dRdmz5k+DN4yr3p7rD/3mm/6VwD/yKZ1Uju554tcAat/RRRstn4P4//LQ9IYkADoz62p7Jw3doRx/URhfpY4vNicfsygqnssqprLEnV1sTqzpwd6urnanVnWi9oLXVqq71ahtibbPfWG9OrtBHl7aGF7VG57VG56ujj9mVtWFrR6LvidRdfmP7yeH+RGgcCPXdqbMnNLZplTVObX3h7A2dI8cpcnsjtzfxexO/N/V7U783C47mwUDh9xd+PwqPlkFv7h1O3QOpvT+196X2vszZn/sHc/+Jwj9SBr150HETG87DsSzsS5x9kbUn9w7jcLiIRot4GMVjHeFkvCN5K4viMRSPoHi4jAfKeKCI+stkpAiHSDrG8xogHSDq7d0zq0t57rPOGDi6FIQF3OG4xgqDoxZQl4n0+h/c0K10/esVFwPYFNlyoRTAB9CANYGHgAKKTIAMAC66+H09irJs4W+AVwEiAQnBOqCwyMcAQgHkIx+5aI6i3HTdV3T1CAfz3nt+d8rc2V/+/JWMTgleA+4JkQDEmBayLfPh972DlpMAGSMgAJYuf2xOl/KxD72FlZMgSgBEuQXMF4Ld/ft7uhXljt9cL5gKPJbj8xQ8AeWqpStnK7Nf+/KX7d+xTjpwveYVLz2161lHeheAsAFSjpK2sQHyGfI5Do4TMB8EBoCHH7zvBWcozYm9jNoCyA033DBLURbPv89pNeYoyooldwM4wNnqNctnSbjTBkAK3CSlgZHBeWwYk88/81nPnqs89MDtunoEwPvc5z/Royh333kTo3UQPrBYesqDQFkanHnG6f/wgjOnKns51QROQcA9d93do8w6BncS0CKi3ALgSxY+pCjKv//LRVD0FTgQgIDBZR//qIT7dMMqKHNDsFDQ4nvXfnNOl/LJj799amRnkWoHD62b26O89+xXOdpeID4pjbJoUhoCRCA8CfedWx8SvMmQ/yS4h2pHSdBKglbsN2O/ebJq/S9vy0yEbj0wp3yzEruV0K0L/kzl/j/9cLmfSjgwYDQ091R671B7H2gMPtIaXqCPLbYm2xtM9uRqa2KNMw13p7LKra52plY5U6vc2mqvudaprXVqa4PGprC5OWhscqrrrIk12uQSo7LCqa0NWls7m0qBtnMm3Ds9mUjfF2hPRObByNgTW7vsxgZ1cnWkbS+cvZF95DjFTm/s9CZ+X+wdjb2jiXu03WnxBwpvIAuGs3AwDway4GjuP5F5BzJ3b+rsyty9mXdgmu99RShHJEeLaDwNjsbOzsTZg8J+Eo1JuONk9LhgvOnpyaETCqcTZTTKsilRqIA9gKy3d9+sLuV5zz5zsG/ZNNwbHbgLSObNm9etdL3sxWeojV4QKQBiLAJIMW5S3AKRAks59QBSJuhFF79vbpeycvHdAAZjEeVhWdYB2wBeXlhLVyyYPUe58uMfAKwy0mTCePih+7tndV39xX8DUAE0TlyMQ4BUANm8Zf0cZc4bX/Ny3+4HKECAAHLr7bf1KMrXv3QJy8eBlyCw4DZQVwh29+/v61aU3/76OsF0oBEIzGlAABdFdtZrXtWjKIf3rQNmAQRAo7Ne+Y+nzjrt6NHFIFyAjJUpww4w91gqyJN77qQ0CEkAYP4jf3zhmYpe28uoySDbu3d/T4/ymX+9/Nf/+cNXvviMenUbiBC4WL1mWZcy+0tf/jCjdeApgMOpx6lHmfODH3x7tqL8/Cff4qwB4HARfOvbV81RlHt+fzOIFoAPNJIeAyBQnFoveuFzzzht9sToHoAQBBUMHnjw3m5FacOd2YB9VsYS7suWzFcU5VMfvRDoMGaxAJTY3qv+6R9nK8qGdX+ipArgEeRR7ICIx4b7lFndr3nl//Kt7b65D4RbnertVpQLzn2Vre4B4lNkorKFkCd77m8863WnKMqubQ+DaDHko1zrXKjmsS4dKCXcJdmPg/uTNlH/Qri79qSEu2dMhvZE7DcB6DNw/x9+uAABAigHBpzE9r6pvjvV3vtr/Q81Bh9RRxaaE8va60uTj0u4H+N7daUMTXWmVllTK73m4259nT21zqttilrbYnV7rG536ms8daO83gy0nU5rm6tu9fXtJ4R7bOz31YOx9URi7QuNbVpllVZZk9t7cmtfYh+ZqdTpTZ3ezD0ae0dlCR97Rzs2YanXH3ujSTCSBcN5NJiHh3N/f+rtTtwdsbUrsXcnzr4ZgzRDZTRaxhNJcDiyd6TebpoM0Xi8iEbLZISkYzgZlYgvo+HOJlQZ95VxnyzYy2gIxe2IVJxOoGiC5w0odCAhQHG092BXt/L8054z1L/8RHAPx8ZGzjzt9B5F+eF1VwNLAQhjCWEhgAvg48IXNCPUxTwQQD966Qd7FOXxZQ8IrAIgTAMAFYgGGIOA71zz7Z7ZynXXfAG4K6gHUNx263/OUrq++qXPFlkFQAdIOc8BMgFk46a1PcrsU2cpldHdIHJGgUFy+RWfmK0ov//VNcAbIBBnJWcWcAeA33PXH7oV5c47fgjCBC7vUVPCoN7QZynKi14wS2/tAtCABa6un9rdPVc5bXR0DXAPRA4UCRLIEO3pmCerI4psgJDzHIAvWzLvBWcozcntACaHJEnL5zxn9stf/OI3nfX8T1zyQeBjBHkgYOWqxd2zeq7+ykcEbwJLQLiCSeuF8J1vO+eUWacsXvhbAEPgHDicffabe+RfDi3gDspsacgDvMxL+3nP/bsXPf/vRgb3AKQcExBw/4N3tqdliCFHIWkREWYKwR5ftbS7e9ZF576tDA4IKAgv1i9fNUtRTulWtmyax9kUcKfILIAYeLRk4SOK8veXXPhhlB4GqANkB/bv6lFmv+edZznaXqCBoE5ZNNPUpMwDCN/wmteeqsyScOc4kGEmEu7SMTiLtGM1u9eIvMZfEe6uWQ2tWuTUQnvCt6eegfvT4MhpGSYAgENkHqz23qkdfVAdfEAdfEAd/JM68JA2/Kg5utidXBFMrTYn1pjS+Le6xq6tnjZqb+epurW1Xm2DX98YNDaFza1hc2vHZqDNcX13qO8Opy9U2z/OkK8ezJ1DqbPHqa3VJ1YGjS2FebA0e1PncEeJe3SG+qRmuvue0MBdTshkfn/kHAydvbG3O/V2Js6e1D1Q+EcKf29s7YqsvYV/hMSDZTxQREdRcrSMe6WK6IhUHh7Ow8NpeCSLevOov0yGUTKO04pcYmJFAyd1krcYdigKAcjGTWu7upTTT+nav2uL3FAHCHGh4rIFwgSICQu/9e2vKUqXovTcf//9AJSLAgQAlJQ5DHTEVAERF1gAXPy+fz61Z9bDD9zR7sLTROAUaAI8AZb+6tafdivK+eedk2cRADGtxlvf8JYeRfnm1Z8G4YCwgNkAqYCcc7p5w/YepXtOl/LNr34OKACD4b6RUxTllS8+fbj/ceA1ABOXFsa+gBQI/Pa2O2bPUn7+k+tAxIwEwHIQFATomv38579wltK1fOkyEMAp+8qXvjina9Zz/m726NBOAF+QEFgKLGKlJp2Ny7xRpI0ibaHcwKVFsQc8A1qCoPfcccez53RXx4YACoCUArnwgxfPVebOVZSFD99G8BRAygDuv+v+U7p6rrzsUhAIIGPIB54IEnIgl1/xL8os5eqvfJHgHARduWzR3C5ljqI8/IffceIChNLzXdACKCmS9LlnnHbaqcrI0P62J4+g99z5+zmK8qNrvyVIDJAViSnTZYEHU/XarFlKV7fy+ONLAdDh/Tsv+eB5F13w3h5Fuf++38mNhCJvAISMRdu2Pd7VpbzwRc+tjA8BzQVO/+WSC+f2KO8+++2RPwkQ5qkmWFjmNgCiJD/rNa84rVtZtegeAD9xJ8xGr2v0m60jvjXomQOBPRR746k/lfr11G8mbjP1WtIO7LgRmo7ZwEy4PxXrM3Hvu3XXrgZu1bUmXLMSerokw9/C+duE+5+0oYe0wYfVoXn68EJzdLE9vsypdPJUVzlTqzt87+SperUNXm2DO7XenVrvTm2UlgPTxgMzFpf0vb62x1N3e+ruQN8bGvsic39sHSjtI7G2255aZ0yucmprY31Hbh1M9UN/LbjL/nge9qayV+MdzLyDqfNEYu8Ozd2RtTdzj5RBXxYczYIjRXQ0C9rKw76ZKuKBMhlE6QjOxtpkn56MRHGN5C1gvu/WHnzw9+94xxuUWUqPolzy4XNXL38kCRuc2KTUGNEp1hj3hUjiyP3aV6+epSg93crb3/66X/zi+pt/dO0N1309jqoADuUmF1GS+j/72c96FKVHUd72ln/YsO5PAD5AKmM6OA0AMs9uvPkNr+5WlHPPftPVX/7UJRe/5+c33zS3SznrFc/dvulRnNUApAUNAiDbt27rVpSPf+y9n/vMR7/8uc/87KabT5mtnKIo99/10yIZKYtxAKfMLSGSEjmrli1/5cv+oadLedELZy9fdh+jNkBEsQ+CUFL86vZfdnUpz5qrfOGqKy/60Dn33n3rOe9825we5Zc/+46h9gOkwBMgHslbtGiQvImKpkzAIKVFsSPdYBqVkQfvu+t5Zzy7R1H+/V8/tn3LMk5sDuXdd/++R1H+4e+fPdK3CcAyrMkHH/rTS1743B5FOf1U5Sc//vb4yF4QPkBMSguAHD6yv6dbmTVLueKyi6/69OVfv/rff/iDb8xRlH+5+Px9ux8H8EmpCRIAoP4jT3zmU1fO7lK6Zymfv+rjjVof8GjF0vmve/UrT+lS/uH5p8770520dIGGtHQJcgULKcU/vOHari6lZ5by+rNe8pLnP3v9ykXXfPULp3Qrf/cs5fvf/Vye1gC8KJwCyBhOLrv8o12zlJe9+Dnf/drnPnT+O2772fXPnqucdmrXQw/eYpuDwJ0sbnAaDPTtufZ7X+tWlFMU5UPnv2Hj6oeAWCxXI3csj6qBPRLYI7414uiDVmvQag17xnjs1vOwnfF0nAHkn4H7iUdl7Kln4P60PCeGe2vgwZlwVwfnq4PztaEF1uRSu7LMrq6cvk1d69TWO7X1fmOG6hulgsamTiJHx+9XTrsH1n7P2Otoux1tt6vvCaz9oX0gtA/k5m6nuq41stSsrgz0zYmzL7aeiM0jfy24l5Fso4/lwTAKhkg8jKO+zDsYGDsia2/qPNEZlJRAf6r1mHwTko+TfJxkkySrTpO9SdJme7E+bwGEQ/07br/1hl/+5w9+/Zubb//5Nd//5qd/9YvvtSpPAHNw0gBq46RBkSnNpwRON69f/t1vfv6D73vzue/+p0v/+d233fK9NK4KagH4wKPRoSO3/vInd/7mp7f88rvfu+aKP9x3Q5ZUKDIBAop0ARFhAUDqWNWv/N9PnfOuV3/u0xeP9G8VLPrtr350wbmv+eJVHz68fxWAL0RCWcZFsXXLptOf1X3lFecx0rzu+195zzlv/OIXLt23Y0kWjKJsghG1HdMBqaaP3PHrX/7utz+7/bbrbr75K9dff1WjcZAzE4SDC2kpnP769hs/9IG3fvSSd97/h58CNw4d2PnxS9//oQ+8edGCOwBCgCgP6530V1yopDQoMhl2GPEZ8QWJjxzc8etbb77jVz/5zW0/vubbn73rzh8l0RiDMIqMO39968P3/do3B1BRP3x4x3/eesvv77jpt7+6/qc3f/273/635UvvAfBQ3gIIAEpBs13b1116yQXnnfv6b179SVcb9I2h733jCxec88Yf//BrcVAB8IH5RWatf3zZr3/547t+89Nf3vydH1xz1aa1j4T2xB/vuuX2n99468+/e+MPvvSzm7/de2gLQEwKh5EAl6401fndb3960YXv/PD73rJh1cMg4nt+85PrrvnS727/4eZ1j9haP8UaLnSOA+Al5+mNN3zrg+e9+Z8vfMeWtfNFaS546HcXX/juyz72jlVL78ZZLfbGA3d81/blt/zi2lt+ft1Pb/y/13zjyvkP3ubpQ7RQi6hBMiMLGmWsymCN0K64+oitDtnqkKMNdyr3mXw/rn6fifVn4P7U87cK98GHtcGHW4OPtAYfaQ082hp4tDn8sDoy35x4zK6udGtrvPo6d2q9PbXOqz/u1R+XcA+aG4LGJnmzKi0K2olL02bukbrTM/a6+h5X3+MZe31zX2Dt9819nrHXqawxxlaYkyuC1sbE3hk5+yPnUOz1/bXgngeDZTSKogqKpmhUZckEjvoy70Bg7M7cQzgaOHZlmowU8VAZjkuhaALHkzieJEmFJBWaT9F8iub1aRusJklVkqokbZZJneQtYDaAA+BwZqKyxYoaK2ooqYb2UBlNAbFYrgNxSKYBxHnYBEiB+kDMMqmGbn/s9xfJhKX2scIAFgFktPQAMk5sAAugmWfjaVwF5lNkAwRpaVDhA8QUO8AdVjbLeCLx+4tc5cQEon1/0l0AACAASURBVHlWXxqM40LnPAYgAvDO7Tu6FeWKy98DYACEAHEUjefJQBoOCtIECMrUkuZlABFAJnsOAA5CDcceZtQA8AAKUrhAQ4CQUyPxx2hZC5w+OfOeRlOeM1LmDVyoMtialRorJNat6Sxvn2JPkBBEKkgAEAlqUdxKorEsHUNEAx4AT3hph84ogA88BsFAuABOmTdA2ElUiYMpYD7KLE5iYClACszzzKHEG/WNI8BVIAErLEPt11t9ZdbkxJYBs0DaSVgkbxbxVB5NgQgAu6xsArOyZMp3JtoBe5lFkIdzR5AARIDSRhFWHbXf1QaB2EDMPKjYaq+j9+GsyUsbxSZHCUAMwk/8SbvVF5qDiTsOxGKlVp/YMTG0Ra8fcI1+VqoycZcTkxWNIpr0jaHAHsWpilM9DdUytZKglcftKKg0agbupGOOmtqAoQ671oRMW03ChsT6zGi9p8K9w/djZH8G7k/Tc5K2zMBDkuwduMuIpebAnxpDD7X5Ln0Iqmvsylq/sdZvrPXqx/ozsjPTcRabSfmgud3TdnrazsDYHZp7pOWA09puNbYaYyvs6ppI3ZTYO2N7b2gfCJ0jf0W4o3isDMdRNEWSOo2qudsfWwdCc3dk7kdhP8snWF4hidxUmpCeBCe0CZv2G2h0XGVwquJUJXmLI50WLZTWgRgUt1BRB7ABDIFqwDSBWoB0IBaKm4BtkmkoaQGEvDQlOgFMAA1oDagK4AHxcGqWqQmQcuICjwE8wXQAl2OfowRlLrAIICywgbAJEAB4QDQQGqAqgAfCBnCAaADSAj7nogCAbZt3dSvK/7n8/YzoggScSnZLe3SfY1+QGGgELOI0EDQBkQOPOPUAYvkpQrHDcEKLCGgCkFJkA/g4awB40nGMExeYjYomxRorNZS0BHIEciTWOXGZNF5H7vS0e5wnTeDW9H8HgxLpdBYBxLw0AQKKfQAis0EAQhB+FreAxRwlAuccB7R0QYRALQA7C0YBVQFUIB5gW9rlk9IoM50RX7AQqAvYBmazUgXhCGzQXBfIAmZwpIGwObFRbjDkocIpc5sVDrCAlRoQA4gG2ABmA7WB6qxoALU40lDa4KXNcjePLVTqeVJnpQrCAtxiRaOMphJ/IrD6Y3eIZDWgOsmbkTtGCxXlrTKuADY40ouogRKtSAwZAxL7rSRopaE6PeQ+FfnVyK9a+rBtjDjmaOBOSsOZyK8G7uSTivenwH2mnoH73xzctcF5HalDD6tDD+sj84zRR7XhR7ThR1rDj7aGF6gjC/Wxx4yJ5ebkClm5e/XH/cbadvHe3BC2NkbqpkjdFLW2TKs9RRMaO0JjR2TuDI0dnrrVqm/UKmtbE2u8xuZI254ae2Jzb2TuD+0n5ODjXwvuJJ2QlThOxlEwFJkHPW2nr2+P3cNlNMTyCss6EXqTZTwhbQtnCsU1FLexjtI6SuttuGdNkrdYqeKskQaTQAxWqmVSA/BYqeK0AkwDogHSUVzDSQNEgOImMI+XJslbrNSAWgLrQE1gFoBTJjXgDs1N6TWIckOacMkrWU5c4CXOIoZC4DETdomMMjc4cQV1BNZBWEBVRk1BLaCm7BQBREIkAkoA2Lltb7eifPxj53Nito3geQCinqdVYBHwDCBDmcWQL0gMIgcoOIkZjkAkFPuMBIJFnKScpCBKTmIQKUM+QEpLFyAFkXAcAA9w2aK4RQsVsC81cxpSRmTg3KGlS0oLIAThAndwoQL3GDaAudJ3FyBmyKOlh3MPIBMklPF+ABlHSR55QEpGfI59UlpAHIF1lFShbOBkXCAHWEBKK09UnNsos4rM5DQoogZgW36+5mEdpypAWMZNjnQQbhY3ZJxeFml5alLs08xJ/SZwX2CDFq0kqgB3SGmQvEULFWfNImrIgKc81lFmFfIzmxhFNFnGlSKadPSBJKxypHGk4axRxDVcqGXWLNIWLnSSt1DaKONmGavTEaxa5DXzWJdxrJ3xR1mtZ3HDs8f11oDeGnCtMUn8k8H9hHoG7n9zcFcHHtEG5+lDjx4Hd314oT68UBta0Bpe0BpeoI7MV0fmq2MLjIll5uQKq7LSmVrt1R9/Etk7am0Jm5vbam0MWxuD5ga3ttaqrDYnV1mV1c7U47F1IDL3R+bByDwYW4cT+0hiH0rsv96FajRRRqNFOJgFh1J3f2TtCs2dkbWrCAdRPEKSikwrRXENSSfIk4jkzZl8nzaGbOCsViZVYBbOGrRQQXg4adFMY0RP46p0Q6RI58Qs0gYnZvt/6dIQ1MnihkzyBB4DDQUJBPUoMlGuAQQE2Zx6QDJaurjQQYRZZAIUZWoWWT0JqwABLsy2VQsPcKEDswHiMtMB28BDXtoMeQCZgJzQ4qYf3dyjKC998Vy1eQRoxEnKqceZybADrChTGWcRkcIFTkDEZW4JFoFIytwGSMvcAh4UpQ2QERLkuc1IgAo5I1Qw4oPIOUpo6eKyhYp6GTeBJIACQMH0YqorLyoJchkKBWln9ZHSIoUDPMNZwAoLpybHbZcCjgPAoUAexxHQSGIa5zbOHY4jlPqYeEVmosIE5gO2Sd7yjWGatVhhFZEm/cJw7uDcwaWbpyYjfhprjARR0GIkKDKryEyKPcB+EWkyITYNVYA0jbUkUkke5rGVxzopLUosjIwyN/JUk9mqOLcZ8uKwFQVNVJh5qoWxSqhbpK0srFpqn2cOF2mrLLROXmsWt5KoWWR6EjXTuFVEGskslBgznWTyVIujWhLX07iVxq0kUpNISyItCY08acbBlGuNmdqQoQ7axogs4Z8UwOTWOxA/MdmfgfvT9PwXcNeHHpVwlzW7OrhQG1qgDy80RhZpowvU0XmtkUeaww83hxe1Rharo49pY0uNieUS1lalfekq5Uw9Lr3g7crajlmNPrpUH13qVFYl6kZkb4/sI77xhG8cSqze1D6amIdT61D516vcZUoqSvpjb3dgbonsbYm7K3H20GycpBM4rpbRVBnVUFwrkxo6uXs7LRokr8vmzEyTSFY2i7hSJjWBDZKqKG6KwqapgXKNE7tIW6Q0yqxZpA0Qbpk1UakTbBJs5lmLU6/MLWBpkXo4i4AmKLMEdykxMNIoc/LCwLkHzGfYAOFz7OexTpDKaJ0XGs00klk4sYBGpHAZCUDEuHSARTS3SWbJvCRCAibi3/7ul2964+te/tLnveB5ykcveev48EEQCaMmI66gicA5CIQLk2ELRCaKjFGTEkswn2KHEZcRFyAkWCfcypFeEpNxn7KAsagoPIpCij1SRhxlHAd5Uqe4BRDzIgIUibJNalK4tHQp9hjxSeELEkpb4DI1BYlxFtM8Z7lLUpuWHkVhntgMhQJ5gN2ZMXgUmbjQKbJJ4ZTIKZFDsVfmlszFxqmeh02UGDS3aemhzC1Tp0ydPLFR4cShSpBXpA4pozxxy8zFpYsKh6SuKMMk0FFm57Gs3A1GXJSGKA/K3M5TI4mamDhRrKaZUaYWKpwk0vLELjIrzYyiNJO0iYjvBQ3XntRbA3nSzOJGmRtpphWJmSVGnpplbsehGsd6lllpapaRkQdaHmhZpMm0pjRuBX4ljqpJPJUmjSRqxmEr9NTA1QJX8+zxNKoXaSvyq4Y6qDb6XGssixsng/txfJfPeFb1Gbg/LQ8HADptHBZYB6u9d+lH58kO+3HSR+YbI4uMkUXm6GJrbIkxvkQfW6yPLdZGF5ljC/WR+erQPG1ogfytObpYH16sTyya1hIpbewxbeyx5vBj2thyY3KNU1sftDaHxo7Y2hVbu2LrQGwdkEFLMw0gpYFM4h2Jnd72Sqrfn/j9WXAkC45kwdHU7029NuJTrz+THr/hSB6OZMFoHo4V0SRKqjwcLp1Dib07dXZE9jbX2B7a+8p4oOMRhpLJTnmO06mZ1fpMyncK9hk1+zGRvEnyJslbMzs28ps7LVRWavIBLVTpeUtKQ0reNDJsEWS3m9rEZcSVjwmyO3tADDszXXOLzAQecRrImCFGfFw6IGKeOzx3SGKKwuW5AySGMgKaNeq9eqtPrR2cHN569OCKiZHNRVbhXAVIKPZAxBR7wAPBfPkHyPfsiNNAClgOLCVlwGlAkC07/hhpFIUy/A+Vepmp7Sxv/CSzMOkwI+0HnmolJn8ls0/l1xFZ6TPkCRJ03mGmSNFGM8o9nHs083jpssxM3EoW14q0RUoLZXaZOkVioswmhYMLExcmyqwyNaVQZqPMxrktvxZ0JH9bJMaxV+aG9FooMz1LKnlaK1KtTM0yMspYR4lGc53kLd8aMfSBJK4XmV5kVuoZKPKLtJEndaksrh1TpGWRlkZNWcinSSNOGnHSTtdrDz76zchryFWm0G0ETj0JWnmihl7FUPu1Vq9jDRWpJm9TI68hu+2x3/KsKd+Z8B0Zx1Gdvlate9aU59QCpxY5k6E94VnVwG09k8T0NDh/MdxlW0Ybkj33xe3hyPHHzNHFsmljjCwxRx8zRpYYI22g6+NLZ2iZPr7Mra116xv85qZQ3RJpW2X/PTJ3yla7nHmPrQMda9/UaVv+StcByffY6+vMoWd+v/SKKcJ2IkfmD6XeYB4MSxMY+UxmPJFb+1NnT2xtC8xtgb0nD/toNv7fg/vJsd6Gu9RT4X6M70+Bu+S7TKnu8F0+oNg5zg+dlJqUDHpGhc1pIFjIaSCnUICYQC2cqry05WUmEA+YB5ACD4B5AD4QU2AduMOoCZAS5FLsyfcBHuDSQoV5MrgzHKHCAR7LHDtUmIy4ADFFISMBxU6etXChM2zhwqSlexy+O3B/6mOpmXCXfGfI63RpZmJditOgzG1OQ5x7OLF46QpklVEtCasUmbgwJdZx7jDko8zqwH2GbJTZT37mGPpPBvc8rRVpq0i1PNZxapLMKONmGlQstT9yx+OoFke1Mjdw6SauWkZOnqhSRarJzNX2j4kh2+tZomeJmiVqGrfC6KRwTwI18pqRJ4OZpkJvwjGHDa3PdyrSMPLJ4zH1mXCfLt5rT4W77zSfgfvT4PxlcJdkl2Pv0+YzS53qcq++xq2tdmurnalVdnWVVVlpTq4wJpbr48vkjatdXeXW1nZ68bG+rSN5uSrVXlud3mlK7OksbPtQYh/q8D2ZNh5Ivb7U65P+jtICrAhHpPJgOA+Gi3BILi4l3pHAOhi2dkq/ycDcFpq787CXpBM4nfpL4f7nsS6nuSW+O4ifSfYO3DtYnwl3ikyKbKmZpTrDDsOGDDOSeUZSuFA7ROY0wKUjM0I5DRCqIdQQ3AYRChYK7oJwKFUZjhgJ2nncxOOlTZALPCoyazqnOy1zi2JpkxIeB/eO5MsECwULCfJkzDSnIUBR5rZgPgivzFRSGpy4HbjP1FPh3nlG9l5mwn0G5U9AdlK4qDDz1AAeJ4HKkA/UL6IGLdTAGyOlhnJD4psULsc+yixSWrgwn1yk2zh3Tkj2mUKZ1SG7BHSHyyQzaK5nYcU1+kN7Igtqgru4tEK/EQWtMjJIaqehlkV6Ful5bOSxIR+noSY9Btr1e6zJRn8ctv4M3NNQi/1m4FbjoJ4nzciftPRBvTUk5999pyLJ7ttTkdfoLDcFbvVYw91+Bu5Pz/OXwV023Kd77sdkV1d69ceD5rpI3RC21gfNDcdm3uXkTHNz1NoSq1tjdXui7Yi0rVKBvr0tY1dg7DpmSzCD75FzSDZqUudwuz/jHpV8P9aH8Qcyf6ijwhtCwQiJRkg8WAa9ibM/MHZ52o7OV4TQ3J36h0k6RrJa5lf+/8B9JtY7P/6XcJd8PzncTyyC1GOahjspNTn7QbFHsTezcqdcz8sWQCpEhnGMsU+ZQ7kpRMJpwImLU5XmuqCe3HHlNATIUOHIzwb5npx6J6jZic+ILxvxgoWCRZzEAIiiFIAwLEfjfYwM2ZaRPfGTwb1D8I6zGC1dUjikcP4iuBe5iksLFTbHASnc2G8CxBSZUTCRhFWUGxz708W73ancj4N7p3I/IdaPg7ske5laRdKu63GqFnEtcsc8c6CMm7y0s0SNgqa8Os5DtYhaM9+qSIyOUGKU0x5hku/y7vRkcA+cunxl5DVCbyoJG0lYC9xJrdnv2ePHdprcum9Pyc+AzhSN7LZ7VnUm3ANr/Bm4P23Ofwfusu0uu+2t4QXNofmNoYXq6GPm5IrOtEykboq1zR2Ih+qWUN3WVmtH0NoctDYfy8vWd0q4R+rOjudMZOyRLZrI3J9aEu5PZO6R3OtN/V7J95n3qPL6VD4uA6m+zD0U2/sCY4dvbPWNrZG5PTR2RNaezDuI4mGcVspo6q8L95k99z9DdqmTYf3JvZdj9Mdlq0N2ivROl0awECCRvRTBQoJcEDFASqgPkAmOKCkAOAAFQAApZQ7BJi5UkjdlJAVnMg+oAJEUmQUiAchk716wcCbWnwR35ggIEXYBMgAEAgNQwbHM10aFCRDiQs/iBsOOHI48TjMnZ2a2X0jhyLL9uF9NN99P0pYhNkV2Hut5Kk2SszKXDgd66E0UaQtYlMc6zu081uWY43Q536G5VaaWxPdT1SH7U+Au+/gWLswirgX2aGCPZGGFZBpOdfmRCZAR5JZxE6WNIp7Ko2oaTCb+ROyNx9544k8k/kQRNfKwnofNLG5J3GeJnsb6yeFei/2mtIoM3XrgViO/loQNxxzVWwOOOSo3Vzsd9pm7qZ496VoTnj3pOxXXnnoG7k+/8xe3ZU5YubdGFquj7ctSfXyZVWkX8hLisrEe6zs68rVtx9fsxq7A2BVru+KZcDf2hMa+0NgnM1RT5wnJ98xt369KsufBoAxKLcJB6f2CgsOZcyDUd/vqjkDfLrNVI3N7oG8Pzd2ZdxAlgzgZzcOxIqyitPHXasvMfHzs1nRaJ4T7CYEukCWQxUuTFYYUzXVWGJLsFOkzlzw59svcIsiVCCbIlX0VUx+3LRWAZGmYZxFGGaMYgANwAI9yC5ctTjXBTIYNxl0ugjJz08iUxTunIach8IggVwJdfnJItb8csICygPMYoCjLcMH8h6757jd/dft/Vif6ATKKHUZthi1SGpK5fwbunbK9U7OTwuncoz6l8/6ki9mOOHGBhsATAETKCAAB5EIkFLeyZCqN6oJ6ZWpy7OeJ+lS4o0yS/QRY78D92OMn9WTsIpFdeDXxJz1zOPEnWWEAdlFiTIz2rlz26IJ5fwi8KSBm7I0G9pBvDbpGv6P32dpRWzvq6H2O3mdr/Y4+6FsjsVtJo7ocdc9PDvfYb0pYH/c48qtqo89QB+NgKvJrvlOR1fpMuPtOxbMnpVx7yrenQnsisMZdsyLh/jdC92fgfjzc9eGFEutyYMaZWGqPP2aPP2aNLTFHH7PGljoTy93JFV5jvd/cEKqbZpTw20J1W6C395hCc3do7pZkd/VdkbozUndKvku4S74n1j6ZiC0bNalzWPJ9OjBvIA/7suBI4h2K3SciZ39i7wyNbZ662VM3B/rWDtylgQwK+3EyWkTjWTCeR5M4+4vh/ucvVGnRYuXxHZgO3DnSjz0/A+szNfM1HXGkM2wwbLSxjjtN6qjTQpHkBUiTSN26efn7z3vvP77khW/836/454+8913veO0lF73vlz/9iWe6DAKAGJU6w5agjmChEIluVp/3nFMu/ecPCJoAZCASTkPBomNvyyOpDtwBirL0AQqEovPPf9fll330wQfunaUoL3r+aYY2DhBnaRO4x4ldZrogbaALEgoSPgnu0mCd+YJ60hBY3jfIXacT9Wee1Ns5BnfsCxLiLBC0+NGN191+2y8oyccnBioTuynWsrhBSktOo6PcaPdkClO+//SEzJMuVOWTHT0J9NNwlxehZabnSTMOKpE7nnhVlGii9IH6QKIH/nBHt6LM7lJ6D28leTNw+mJv4oSy1cNm64jZOmJr/b41EnptxJ+8596SpJbPRF4zdBuh24iDiqkN6a0Bzx6P/GrgVtt8d+qBM72n6lZ9p+LZ46419gzcn5bnvwP3mW0ZbXSROrLQGF1gji20xhd1EC8p3xxZqo4tNyur3fq6TgkfaVtl5T4T7q5+DO6S75Lssbn3mIz9sSEb8e21pmmsH039w5Gz3zf3OPoOW9vuNdcG6vpY35Ka2xJje+dDJfcOl0EfjobKqD0fmUeTeTT51xqFlFeprFQ50jjSBTY40jnSj4N7h90duHNiS7Xr9yfX+/KtBDYEdQR1ZEpcG+s44iiR3fYyt+RAJC4dgBQgeeT++3sU5WOXvKc+dXCgb/MN136tR1Fe9qKXjI73EhLJXoEgIfACgIyODc7pVv7hRWckoQEslXPxnIYA6TGyixhELP8pnAaMZUIUAOXSpY/Onq0cPbofoLz+uu998H1n6+oY8AAgBAgpMkGEZWrOhLvkexvQ2AHmAw+kWw4pLYbb/5onhPtxQzUdxAsS0jIAjnuf2D+7p2uWorz/A+e94pUvWff4A4LJlbF2h/1JhvLTXw5I4cgVp6eSXf4Nx8G9M+tSpFqZqdJLJ3LHcaqK0udFQHMTeErK6AtX/Vu3omzfuhyoTstqEbXKWMWpTjJDCqc6SjSUjKf+kGseNVtHLLXPMYcjv5pG9ZPBfeaDyGtKhW4j8id9Z8xQBy19OPQqcoA98msz4S5r+RPC3bMbz8D9aXAICGCCSrj71qGJo/eoA4+qo/PU0Xn6yHxjdIExskgfXmwMLTGGlujDi/XhxerIYnVksTa6RBtdoo4uUUeX6GOPGeNLj5M5sUwdXqKNPGaMLTPHl1sTK5zKKm9qTVBfO92o2Zaau6QSY2ei75ZtmVjblei7E31Pauxty97XUWLt7SjVd6b6zljfEarbgtZmv7nJUzf72pZQ3RJp2yNzZ6Dt9Fo7PG1naOxLnSeKaFQOv+fhSB6OFdF4Eck5yPEZOhaK3d5WfYrkQhPN6zNFshpO6oI0KTJJGQEPGJ8CmAJwQPhA8zxpMqLS0sWFisqKoA4IhxKdMwsgESQmhcNZg9IRXtZpPkWKKU41Rk3KAoCCsgIAURQCpLi0BPPL3OjcfDLk88IDbAPRODUoCwTgA3t3zO5WfnjDVyh2gOWC4JGB/m5FecNrzxJtP7ICgAgIARLB6aHdOzase7hR3wMQc5IKiLmIGM9BUE5yACJoBrzgJAYeCxYJnHIRCYAbb7zxVOVZ4wPbATIAkkVjunoEIBQsBJEApFx4VNichoz4IDzBbQBffgsB5hOhE+oCFILEQEOAGGMfgHAghOZF6gAJBPIY8oGljGVAMuAeiBA4BlIIauGyJUjAkU7zHACtWbtk/qNL9uzc8oqXdr31tS/Um1uzcIBkNZJpQIIyMkQZ0jLgeUKRzYgPwLM0JMgu0hbL/TJvMOzQMuA4mjarSUiekMLFuVOmZrvVnknngAYqzDJTM78SGiO5PwncJlgriIrTCkYGF8WPrr92jqL0H14ALKI0zpOm3GhDuZbFDWAuMLfM1DIJOLFRWvfNCaPRb2kHbO1AEU7lSbNItTRU89hIQy10G7IJcyy1Y4ZCtx75mm9P+eaYXjucehOJV/XtqcBtybpeSoJejkLaZsW1q5497tnj8pUyXflv4Tx94S4ocNGGOwfXODjee7c68EhLlurtDsxifXixPvzfgXs7TXtypTWxQm6ltilfW+vW17n1dTOcxbb4zS2yI58YOxNjZ2rs6ehYg/7JitWtsdq+sA1am4PWRl/bFOibY31LoG/1tW1ea3ug7YqtA7nXWwYDnc2mPBwpolEJ9yIal0HYZTwxXcJPF+wng3tSx0lderjPFFCdlU1BAo4RAAJwgFso9fOkCTQHCDltceKivMVonZQGpwFAXOSqqU/kkQNQgPAZrbOiwcsmMBsg4NQDyPLctt2GnEJJ45ZgPkAIIiwyk2KfYo/jAFAA2OaoRbHGeAhA9+7c0a0o1//gK+1Ia0EZyr/3na/2KMqWTcsBMmCY0YLKyXfgwKmgFiqmiszsBP4JwAxnAMQxG2XmAxQU+wAZ8Bh4BhATyr/73W+f3n1aq3IQIKUkB/CnQ7QJsJKQBCAHSAAKgIxiDyAoCw2Y2y7PwQHIKEpBIEFCwfyydAnNAQilKachYB94DCwuMx+AAEVAI60xAkwA5zi3gbmCxMAdEJSQRAYHxoFpaYcjeyINB9NwGGcNkmk4t0GkKHM5joATjn3bnHRsE4AL5gP3aOYBc9NQA1YAFLR0teYgQz6QQm4Fo8zixC1SLY3q00mnahI2inAqdUd52UyDyTxrAAQkq05VD3FR3PTD605VZvUdmg+QFoUHNIq8JspsoBFAFvstvTkKkAEnuDBR2kCJ4eojvn1Uq+111KE0qku4SxOx0G0kQWu6FXNiuIduPbDGtalDkT2aeNXAqYWeejK4O1ZVwt21xo4tMT0D9//ZR1Dg0/YDAnzjiUrf3eaQtBlYpA0tmib7k9Qh+/8XuD+V79bECquyUs7Cm5MrrMpqu9rOcrKnHrenHnembeLd+ga3vsmtb/Ia6zvymxs6koPzobqpo0DfHBpbInOrr23y1M2BtjOxD5bBAA6HSTSWR0N5NFREozPULt7LeKKMK21FUzMhfiI1ZkqauZO0SdIGCGv/7g2fuPTy177q1Tu3r1m7atEbz3r9c8+c9YNrvgHg47JGkQ3MZrTOiQusXLTgDxd+4O2f+uQl73zL/77phmuBJsBjAJeXJrCI4wh48fOf33Dhh87+yCXnvvxlZyxeeC9AyKiJSl0wn2KPkYAgW5AAcMhLkxYtijXOYwC6a+vObkX5j+99CSACkQiaAaAn9m/rVpTvX/NlTj0Z3AGQmmblxh9e/6ZXv+amG7/OqSZYBIISEgEUAHTZknnnv+cdV1x28Rte9/Jvfv0q2agRLAQWY2LdctutZ732n+YoPVdc+u7LLr1g796tABkIRIt0wSPz3vnWt73vgvOi0AFADz5w77vf/ZZzzn59rdoHEIGISeEAT6bqg9/65lfe8Nqzbrrh2iIxLzjvTWec0f3e885W5s3WmgAAIABJREFU1YocvJFtHFoGAAij9Ibvf/8D57/zoxe9/02vfcPPf/xTGdtUxD4pLYZyANJsjn3yyisuufi9n7z8/Kuvutx3JgD8LK5RZFPs4cIXNAEo7v/9HWe/9dX/5xMXveMtb77393cCpEAcwPKvKoHhh/5414c/8K7LLj3vlS/7+5/9+DrZYkK51t5gmp5lzGMrD5uxM4bTCs2nyqQGEM2ff9/rX336ueecde99d/zo+mvPmDO39+A8gLQs/dgzgGQkDxPf/M7Xv3zhBed85MLz3/Out2xYvRogBWKixAjtitF6wtV7XXU09CpFqmWRFvst2XhJQ/XPwD301MhrRM6kXjvs6YMy8/rPwN1zaq5dda0xxxx9Bu5Pl8OJECDk2JOAwDpY67vLGX5UH1ysDy/Rh5fMYPrC1vAC+bhD9v8S7vro0k5PRiJehmtblRXm5PJprZC5Tm5tjTW1SsqurZ6m/FqnttZtPO4110r5rXVSgbo+aK4LW+tDbUOobejAPdA3B8bGQN8cGjsSZ38Z9OFwuIxGc3+0Dfd4+Di+H8P6DLLL9ssJJVE+E+40a9GsBdQCZhmtsW985avdinLlFR/6zKc+dnD37k9dedEZz+oZ6t8GYHBio6KJURVYtHb1su5Zyq23fB8j7Y/33N6jKA/ffzdAJqjFictRAoL/9vbb5s5V9u3fKMD/+tf+9YMfeAsIB8DDyAAREuQBSyl2BAkA+6wwaNHiRGaA8G0bd8yepXz/mi+C8ABSYCmIXFfHupWuj1x0LoAHkDFayMCN3bt2zFVmXXTh26VRO8eFEAVAsW3blm5FWbZkHkXhfffc9qpXviAOWwCpYD6wCMD3Q++qz/3bXKV7345FfUe21GrDnIacpCCo3my9/CUv7VGUZm2Mk9gy9Q9+4PxZs5TRoUMAKfCYYh+gYBzNe+ShU3pmX/6xS77zjc+vX7tg/vw/KrOUa77zRYBMsAhYLGgCgFCZfPLKy/7X885sVPtp6V1wzjmzFeWxhX8E5oNAAClw5NvGK172wrPf8XqUG5Y+fNbLX/Cm1706iTSA0PcmgUeUppznDz1096mKsmH1o0DDX93yi25FWbLwXoBQ5AHKPRB03epVc7qV7VtXcubce/ctL33xc+KgAsJl2IqDOsoNUjh5bKDMxokTOdXIHcvj0dAdpEjftmnFnG7lyo+/23MnfvHLHz/vzNNf+HdnSLhTGpPCp2UALL3i4xf1KMq+XRvz2Hr/ee94wZlnVsYOA7Zp5uRh09aPONoRrdrnmKNyckaW7ZHX/PNwD9xW7DcTr2rUj1jNo5EzGXmNP9OW8d2650xJuLtm5Rm4Py2OIADTcOfC1/ZUeu8w+x8whhYbQ4vN4SXGyBJ9eKE6slDaQEpTgZlwb48/ngTux0r1GfW7NbHCqi6zqsusyorpiG1pMdZec/Xqa2YaCPuN9ceRPVDXS0XqhkjdEOkbI21zqG4KWpt9bYuvbZETMqm7vwgOlUFfHgxm/lDqDstE7E6gUhmNynXWTuV+fDfmZK6Q06V6p2yXcEdxHZgFNBwZONqtKC99abfrHAWIdm1b3aMoG9fNA2iSUkNFE7gGIl00//7uLmXlynsBTIDgtFOUr1/9aUEdgABETFEKgl/4vvfP6VZUdUyAz6l3372/aDaOMmoChGVuMOKjwmHU5sTlpUtzvR3+AAUA37Zh19xu5T++9yUQNkAIkAmaBG5rtjLnog+9C0BnxAVAjMmGCT//ne/+0AfeGoeTgiaClAAlQP6jH/2wW1HWP74MoAAoHnrwd9XJXoCU0wAgLZAqgF93/ffmKt2Nyd3APSEygAh4DIAELb7/3W/M7VHGRg4ChEKI22+75ZS5XQcObMPYl2tTnMSUYhDwT//48mfP6frNbT8GiDAOX/CC5130/rcCxACpoAmlKQA52vvELEVZPP8+TjVg9taNK3sU5e47byJIBUg5TwHQz2++qUdRDu5bS5EOPNm5ZV2P0nXnb/8fe+8dHld9JfyPsYGUTXbTwL2q2pDkzcLuJtls6pKEEAIYcJGbJKuYmgABA7axLNmyim1KKAmdmG5wx733JqtYfdq9M3N77/28f3xH47EkA3l/2d3fgu/zeXhmvroa6d4xnzk699xzVrgOAcB6Dm9ZEoBTWDjuNz/7oW+ShppkqcTQUCg/5xu+lQRXAk8H13r8kYVDQ6G2liOew/qu8MqLf4r0HHPMJHgs6uqlyylFSDgG6+sMR3SoQg9FnFXlHgB53qypw0KhpuMbHJv0A2NKfs6VoVBvxwZNwF1Xdi1ak3EA+Zbf/kfOhK+3tx4CkLdsfGNYKLT+/VcBRHAkjuji6WYKP8kmOohEa0bu6KopqpO5mNw5Oi7zmMpHaPxsKnpKYnpENsYz2N8k9/9hNf13bZ9dufd1hQQAcBwmtq/9SC127E9E66tk2+upttdT7WtT7WsT7W9h597Gzr3dT+6pzvc+Xu5I5dmRe/ppzwdUzwd074dMeD0b3piBDq/P6D4zyY+Nbsly/RYB24oQ8Y+kxDY5uV1K7szcJyWk9grJ/TJ9WGWP6fwJnTuF2o0p7FmVa9WFlqwWNAgk9/M5d1PuvpjTs+Qez6RoMgl3V8PAIT0TA5AP7ts+dEiocsEvTbMdAvrMib1fGBp6a+0a2+oG4GwTt4xI4MgQKALfq8hhAA5Anjjun2ZO/7nnxgAElKG2LXVlTdXQUOifv5vf3HQQ5axlEYdAtMwUgIyaDXgu6Vq0q5OungKHgIAF0IMgOLD70BVDQ398aF4QEBBwviuCb4gcOTR0+W9u/DfXiwQ+DWABmAAWgP/Tf/v+z378bduMA2gQuL6vAug7dm69Ymho1PBv7Nq+EcCCQEftDAFU3xYARMdzH1n44BdDV3a27AKQHUcxLQJA9jwJwLjv7pIvXRFqa94HwAHAs88+OyQUOn4cXXpVURthz7cg8HInjP+nL18e7T0NgQhgjRgx4pZf/4utJgBUAB3AsR39T8+suXxY6PSJjyyzF4BECeto+Iim9IIvOK4OYPzguuu+9ZUvEfgJz4pBYOmyMCx0+Y9/+D1F6vRd3LUZlLUfO+qqf7+usOqximVP3FNb/dh//OD/3HzTvyajRx014dlS4JhbNmwcGgpd938KDuzbhP6UkYUIuhDqmBRq2q5JSUMhJLJDpDokvkdVogCyqdMjv/WPuWNGpmLHAEQAa9rUW756+RUnj7yKcu6OSaAiVE2OJ7FmXcEg4E8d33blZaEXX6hzdAw8QaS7qeQJOnGCS7UTiVZNxlFaBvHxOXeewSQurvIRLtWajJwU6W5k/I9Jy3BMhKO7GLKDIXpQKeT/oJX+O7fPh9xdl4nv6Ti8InZ4DX72T4nm5/CWP+OtryTaXsPPvYmdextvfzdb7qnO9z5R7pnWvmTXByghw/RuoHvWUz1p3aMVNrwZkeX0TWx0y/m527GtXGxrZkzr+a4G+HYR3460LiX2y8mDMnlYIY/p3BlEpleByp1VheY+uZ9vCKwLrYbYbsjn0vTlarJdP5BM3SQqqsngGVHwsMBlThzdN3RIqLHx95raCSCfOLL7y1dc9v67fwKIuHbScxIAlG9LAE7gKu++/Zd7Fsy7b0HpFy8P3X/vdNPotB0KQPR8Hk1YffD3C64YGhoaCt1/913g2QCWa/O+ywUeb5uU73KOnXJMwjOowKLAJcHngsAAAJRzf/iP8wBSACwEOgRub2fHFaEvzSr6taq1AnAAlucaENgQeD+6/p9/9uNrPAfzXQF8A9VTBmA/9/RTQ0OhoaHQTb/+BZWKolGijimAp/qBEAA8+OAfrghdHus6AqAGvgUg6zqNZoD8/t7yy4eE4pHT4FMA0NBQFxoSOn58r+eLroc+wxQAy3X0UcO/9oufXO+YBPgCBPaI4WNuu/F6T08AqJ6nAbgA/qLHHx0aCu3fsw6AhIAGX/MtBXzGswnwFT+wg0D7wXX/MmnUCDp5FIIEeDYEXs7ISeOGf5WjTgHEA5eBwLUU5etf+VL57JvRrLvu9hN4tJVMnIx07QKX8jwp8C0A/6knGy+7LDRkSOjm3/6KodDnGY/G3aFbllQpxjPdItlsKWGJDzsWB2CSycg3v3Llv1xboIudjk0CWEsee+SKUAilZWxbzNRZAqialHyycenDD5Tf+tufDguFXnu53tFjgUWZSiyJHWSJ4zTeTCbbNBlXxYTEYSh4R0XuH59zV7gwT7RhPccEquvjI3eWjvBslGe6WaqTIXpQKeT/qJf++7bPtNwDCNAb6ftS4kD3sVrs6Jr46VXxpidjZ5/Bml+It72Kn3sTb38H6/ib5d7vOmp2ZqYvBb+R6d3Ehjez4a1seCuSO7q4yka3sJGPuOg2LrotM3E7GxHbmV7Hd6PR20rqiEafMNgzOtuss80acjp/RhOaVKFJFU/rQkt6/jXfnD35WhNbNLFFl1pRUj5TVHMxuffZvzO7htKUO22t0zG6AcRjh/cNDYX+9MwT4HPg28cP77piSOjtN58EiEFAgk+YehRcXZPE//jBv35nSsGH773ffPL0qKu+Pnf2rwAiAKLt0QGwAKIfSADWkQP7J4wZOzR0WdG06eCZ4GsQyGiCh2szlonbRso3aXAY8KjAZXxfB4ADe/YOHRJ65JG5nheHgAEwfNvasO6DoaErV9Y+CBDx/ZTv6wCO75kA/g++952bbrxeUztR7Oy4PDIv+F6st+enP/r3YaHQ5PyJusJDYAJY4BkAqusFDz300BdCX2xv2gWuBOA4nhgEBoDj28b9d1d++YpQ17njEAiO461a1XDZ0NDhozsAVADJcVk/EHxQAPQRV33ld7/5cV+ljTt61ISbf34tBGi4oGW7BoC/Ynn15UNCb77+rGsnAUTwbfAdx2DA48E1A3CDQPn+P/9r7qiRPH0UIAGBD34w9hujpkwaTicPg98DPgOuHejW8K9//Rc/nOxbvQBJVJIfOJHA7nWUiOPypin6nhP49tGje6+//tohodDkgmtNlQJP9m3eSA/owFiqnUq1isQJTejwbMZxFM81OSr1za9c+S/X5phyNwRcAObDD9z/D0OHnT25FgJF11lHF11DgsDasv7dr/3DFb/48fcP7tn28gtPX3lZ6IXnqgAo10ioQg9LHSPxg2T8DMq5ox6/GbmnBzMNJndZSElcXGZ7eaIt3n2UJztRIv7j5S6wPRzdxRA9LBW7JPfPwOYHAC4EqBRSTB0Mn1zJND8bO/0nrOk5/OzziebnEMmW51Ktz2PnXsPbX092/jXV+RbR9Xaq861U51upzneoznWIjMdRJQxqDJnsfD/VtQ5N8CB7NhDdfZl3pPi+UhkutpWNbmIiG+nwBiaygY1v4vEtPL6FT2xiY9u4+PZ0wB7bIsS2yPEtCraVxXdwid1Ccr9MHlLpoxp9QqNPafQZlTmjsU0DGTjTI43QhPoW6OJZ1MYAYSrnBuciNz3ZTrNlxMC3jx/aN2xI6OknH/dsBgLn8KEDw4aE1q972bWTvkuAxwNYge8ufPDRy4eGzpzaFHgJ8IWRV325ouRmx+wIgPWB8YEJgPd81PLFUST5h9+7/opQ6PTR7QAiuDzYPLiUZ2KWEXMszLVSlplyPSEIFNtR/MA4emDP0CGhhQvnATAeCAFYHji/ueXXVw4JHdn3LjgkeLzvywCWD04A/g/+5dpf/PR7tokDcAAqBCYqvgQwARzH1kuK5w4JhV5+6S8ADoAFIKCiw4ceePDKoaHWs8cD14DA9RzUbcaxde3eBZVXDA3Fo60QiH4Av7t56tDLQieOHkAlLgCqB0oQGEGgjLjqyttv/QkEIoAR+PaoEaNv+vW/BS4DoEKgAziB727cuDEUumzqTT8D1/RdLwDX9mTTYgJHCEwxAHBd/4af/8dXrgyRiZMQkACqJAlfDV32ix98V6CaIIgBMI7FAfgTJky4/IpQe/sJ9HeD75kAhqolvYBGZfUAGvq5fmDfOf2O0NDQ2lcbAcTA5SydUCWMS7WLRLvOdPFEm6nETCNpWozvy5rG5UwYPWH0CFnrNk0eArjzjluv/ELo9NlNPpCOyxoaFXiSqVLDv/nFCWP/0VDjgZ3Y+dHLV4SGvfJio2NhEIialKSIsyRxMpVoUsWkIiQUIZFJy8g83tfv9/y9Sxl4JqEICZWPUdhZvPcEkzwncXEBXWsdbNIeuolJoLp4slOgwgLqLXPpgur/6i0IvGy584n93ceWp049SZ57iWh7MdH8Atb0XPzMs1jTnxLNzxFtf8ZaXsZbX0meS0/dIzvXkp1vkZ1vUZ3vI9LZGETPB0T3OtTDHTX+RXInezYw4fUoP0P3rKd619PhTUjxfHQrF9nCRDang/fYVja+mY1vzk7FoMcivl1O7pSoQyi9rrEnDf60wTcZfLPBN2dsrnNnsxl0VBNqTYMwxNasy63n+nLx/eln9nQVjRLz/V5LT0Lgtpw6NSwUevGF5eCKnqmeOX18aCi0ft2LAIxrxF2LdC0RwP3Zj34xbEjozMltAPzp43uuvCx0T/l08PEAxADEAGTTZKurH1dkDsCFwFlTu/wLQ0J7d7wFHgUggs2Cwzh6zLESpoY5JuG7nOPy6LoigHV47/FhodB9d5cAaBA4EMDzz70YCl02Y+qPktHjADyA5HmS7Sg+OAG4P/q36/7zp9eDx7oWDb4WOCaA07CyqqW5CcCHwDl29MDll4f+/OdVjiMAKK7HBYHhe87jjzw8NBTq7T4DYICjAcieI0BgQ+BXLV40NBQ6fXIvgHzuXMeI4VddOSx0rvkY+Irvim66qZYDYF319StvvvE/wJMhsFzbGTNq/K9v+GckUwDV93UAl+OYiRMnfmFI6P233oDAcz3TBwVABlf0dN71LQB/TcPKYaHQ268/A6B6trbhw81fCoWerluoCi223uWYSQh0APcPD9w7NBSaOe0W1MkSwEGzRzSFcHQxsNWVy5d2tDUBuKahnDhxbOjQIX95ZqlvJAKLErkIQ3apfMTTE44Sk+gOR8cNPWGYJIDm+/qcojuHhUInju2CACwFxlw94UtXhk6d2Amg2rriOTz4Mh5t/8LQ0H/+5Ae2zkGgPfz7+cNCoddebgSgXItUxYQi9TJUiyKGkdyzzY64mNw5Oi7zuMz20nhzInySTbXLPMb3dZUZKHeOiV6S+2dt8303APAAkNw5fF/H4WXYscZUy0tE68uIZPOLieYX8LPPJ5pfSLS+lGh9Kdn2crLt5dS51zIgxaMOBETX20TX22T3O2T3O+dFf+ENTUx4fcbvVO96OrwB+Z2LfITyM2x4Kxfddj7JHvtIjG8T49uE+A4B3y0k90vEQYU6rPKnNOG0Lp41pGbkZUNs04VWpPh+mEI/oWdfVm3LTPkwpQ5T7LKkbkv6hJz7BfWRSsxWYqYeBlBVnn/ovvsuHxIqmv6fKA5duPC+y4eG7r9nBk+1AjCBS7k253nKc0/+ZVgoNG/2za++tOr+u+ZfHgr99oZ/J/EmCEQAFXzDs/Trvnvtz3/yw96us7t3fvitrw6bM+MGLHLYNeLgMOAJloIHNmFqCc+mwBcgkE2dRnKnaey+ygeGhYaMvPqrq+qrVlQt/rfvfe9Lw4Yt/P19yejxwE75Vgp8wfMkACsA+9SZ48NCofGjv3bs8GYAGXwDAh98p6ykaMKocYf37m1vOX7t5FHfuWZEe9teNLoaQAWwOIq87rvXDh0SeubppZ7NQKD6Lge+bOkC+E57S9OwIaHJBaOXVz80Y/rU++8pu3xIaO6M37KpbhS5+77qe9bWLeuHhUJjRny1o/UEBM7O7TuGXXb58G+EutoPAqD7WtMFM0ePHfzylaFhodBjjz6yd8/2bdvfo5muwBHA1xw/XcT5q5//5KqvffnQ3u3HDx/64rAvFc+4IRU9LLFNItsKHh+4GgS2YXA33XDDsFDoZz/6/keb3j2076PD+3aAo3mmqqkigDtn5rTxo0ecPnH43NlThTnjvzM5r/PMFrBxVejhmU5JjDg26ZiEyHVLdIdrJDQVc1xWEHAAI9p77p++fOV3Csbu3frRI/cuzB016cpQaN7MmwyRBNu0DDLwRMfgv3/dd784bEj1ksdf//Pzt/76hmGh0KLHymTpnO/QukyAx6pSxFCIgWH7J8pdZGMi3U1hTanoKY7okHmMZ7CPlztqP3BJ7p+RrZ/cWWxv+6Gq+NGG2Ok/4U1/Jtteodtfo9tfI9teSbW8lDj7F6LtxfO0vky0vky2vUK2vUK2/5VsR4H8WrJzLdH9JoLsfg9B9byPymP607MeFbkzkY1sdIsY3cRFN3KRTXx0c6YwRsQ/kmPbJGy7hO+SEvsl4pBMHVO406rQpPBnVaFZE1s0sVUTWzXhHCLrwml2SD7Q5ukgPXOraqbm/eOrZWy198Ky93TBjGXEfJs/cXjvsiV//MN9s++/9/ZDB95rPrOz6okH7rl7xt0Lbt+36w3PitkmDgEHoEAAtTWLr//ehPLS21JY+wfvvvKjfy18/uklADz4gmMKELjr3l3761/+8Bc//86tt37/5edrBbpN5pttvce3UmDznkF5ZtK1aM/iTJX0HAF8GcAwVObA3q0LF/5+4cMVlZW33FX5u0cemPPK88s7z+52lF6B7nCNBIAIvuBYHIDOC8RTT9dXLX6osuzO+pUPGmrctXnwDfD05qaDt9x4402//OmdU39W9URlAj/KUC3oNwRQXUvevmXjow/f//v7Z99z1x1tzXsAZMdiIVDA18A3IDB3bvvwX64r+OmPv4fFWndvX3fH7366dOHdqUhzYHEQqBDosVh7Q8MT1U88OLfod2++/iyd6nnqqbqHHrxvwfxbXnq+2ndIANnQSNeV0V8kAoPdcdtvv3/996be8svK8mmpZDMEsmtIAKysJCFwPVOrXbboV7/4/o03/PDVF59mk8dF5rTCN9taHFzJNmTfkQFUsM2/PLPqum9P/MkPJt/xux9/tOENsEWwVdvRPN88cGDHnVNv/OmPvjfrzhuXPXYvGWulI4dUullizrlWyrFJ0yI0FZPEXpXrCWzCMlOygjsub1kceGqkq/W2m6674cff2bLu9bdffXrWnT+pWjS3t30PeIxtUpqSAjBIPHzHLTf+n2vy6qsf14VkeXHRL//z2+++Uw8gGArNM72ajGsS+bfKXeQxgQ1z5DkyfgbJXeLin17u4qU698/A1i8tgyJ3/Piq+JlnsKbnEs0vJFv+nGp5iWx7hW5/g+n4a6r1hVTrC0ju5LmXqHOvUudepdtfIzveSNP5VwTRvZboXovid6rnXarnXarn/fRMvjR9fg+vRxUyXGyzEF8vxNfz2HouvoGLb+CwzSjtruB7leQ+lTik0kdV5oTCNil8syq2ytxZNExV5dtUvi1L7oPH5lmNBzoGu0+1T+sX6TowyM1NFzQhwBwjAg4JNg0BC15CFs4K7GnwcfAF8BkqcYajzhpKN3iEpeOuzUCgA8imHpWETkOLAfCWGmOIMzR9FoBzbQaVk7sOIcvtstLs6LjItmpyK0ASfMZSCN+kA4tybQ58yTZZcCU0khRAA1fyPQaABsAtvQPcODg42BFdPAM+Bx7rOyyapmQYDIDheQr4guekaOq0Knc5Nokq2QEE12RlIaJI3Z4bk8UO10o5BgOuDoECng7ggK/YRsLQIhzTDi6Pesq7Ng++BmB4jgCgyCIucBHfoQFEXYjKTE/61lNXARBNi4CAdcykKkVsI+X5PIDkmQmBbnd0XFcwAAV82TT5INAAjGm33VQ8a/qpY7vBo0W+y9IJ8A3HwQFkSxcgMAFkx8IEpsVUezSxVZdawYupQq+tc56pmjoNAQe+Ci4f2IRAt4lsqyr0iHS3pSRNm3U8AUD2HZolWtnU2cCICYkzAn5S5ztcDfMdEk03lZQIw3WqXI8hR5HcNZ10HMG1ec8SwYtJTKvMtptyJwBOJQ5x5ElT7tZVwtQpTUqiq8oMeU6g2ySuDQIrgZ3E4gcFtkeXKUujFAGXOeJiWs8WerboZRHnmW462ZKKnfiUcheY6CW5f6a2gXLvPFKdOLEaa3oGa3oGP/ssfvbZRPMLfX5/je54BUG1v0ydexWF7UTryxm5U31yp7rWUl1rqa436e63mJ63mZ63mZ53EWzve2zkQyb8QTo5E9nARDag8kc6to6Jr2exDRy2mU1s5VPbUC8BlTqu0Sd05qTOoRl7Z9Na51oRabmj+F28eOJlgNYvrHC/QO62EvsEuV9Q5445KuZbuCH3+hZuKN3gYZ7VC17M1rssM+VaKfBpcFOWEgafNjXMsUnTSDp2KvBSAKRjxQIPlUjGXTvuOQkA3lBxNHU68DHXCYPLgk8C4L4dNeRoYHGmnAhswrE43xUMjUx3ubJZsFlXJz2Ldy0SfAKAA18EXwxsAoDwHRZAAlAsgwZf8hweQAsCBXwOfCLwY5bZC8D7LudYNAALIALw4BOujQNw4AsAhqPLjsW6lgiO5lkcAAc+ASB6OutYLOo87NqcZdDp0X2BDKD6LgcBDy4LgeBZnGvzrisDcI5HQsCiokbfIX1gAmDBJgE43yRNLQW+bJssBHoQaKpEbvjgrV//7N8njv6qZyYAaAhEU+N9lwgcwVA5AMOxU54bC5yIb/WCm/LtuCZ1amJYERLgm+DJhoqDw3gGAT5ta1FwU5rY7Ro4OKRhpnQNt8yEYyUgoMCM20qXQp111bir4aaW0NWkJGOGmbKtJM918sQ5cBhZipoWpekpWUlaBm3rDFiUoyZsJQ4+Y4hhR42Dw6hs1NBITUk5BiMLscClFKlbk9ohiNmapKthTe3UlYTCk6qY0OWUwpN/q9wVCWOpThJvSsVOELHTHNEhcZ+Qlrkk98/adoHcvQClZbBjjdHTjfGm1YmWZ5ItzyVbnk+2/DnR/ELi7F/IjlfIjtcQRPurqXOvJdteTba9Sreflzt1gdxdaHmKAAAgAElEQVTX0t1vMj1vMT1v091v0d1vIbkz4Q8QbNrsG7nYJj6+hcG2s/gOLrmHT+0XyUMSeVRmT6g8ugWpWeWaFfaszDTJTFPfSmu/AhiUhMlYXhOzqhv7d5U5L3dD6c5gKmFTCVtqxLqw5W//9r9ZrWbO95bRcd9KqUIPeAQ4hK3FPTMBDuE6lGMmbQ1zNcxR47aGOWbSc+n0vUg+Y5u4qUcBGM88PzjbtUgIeNciwWMh4H2HBpsHn9GkTghSpoy5Ou3qJASsoZHgS+ALrkX7JpluMqxh4CgAsqUnAfUDAAc8FUACX0KT+SCQ0aAlFGv7tgAeG3ipwCNNnYJARzWXtsN4Ph+AiDSt67TnSbbNOxYLgRo4smuyrpUCl/JNFhwTAtmx2MDjNSUBIDsWDaDaJgNg2DYPoIDHQyAGHu/5og+K54ueL6Kmu4EjQCC6HmfZJFgUWCzYrGcwvi3YJuuYQuAqjiNxNF4xb/qIr18W7zkIPhl4vGmKtpoAX3FMyTR5VYkDcGCToLOOSkMgiEyHqcQ8izNVRuIw1Dve0gnwZc/idDkFvmBqCV2JoW7vnkHYagJc2hAjInkOrJStkrZOGxplmqxuUIocU6RelmhW2F5XT5lGUlETohS3HUZXCVunNZ50VBpsXuVj4PIKi1kybcmsLMYNLSVxcUujdDllqDh4tC6FDVmwdFyVuzQZtzVBFRMCG9ZlalC5X5CHuVDukhihUq3J2IlU7ASFNQlUl8RhPJO4JPeB2+dF7kx8z7mDS2NH6qOn6+NNjXjzk4mWZxLNz2ZCeKz5L3jLi8m2l4n215HHqY61VMdauv0N5Pf0Yp/ZkeXp7jfp7jf75P422/sOysww4Q/YyIdsdCMf3yxgW0R8Kxq0hO48kpkmiWmW2TaFOyeyrSLbKjHNEtMs0WdkpknnzppCS2aGqso1o2HZ6ZHZWXLPVvzF5Z6h21R7TLUn7feLyX2wJmKOilkKYSlJzyACizIkHDzJkJKBxdlGSpVi4FKoS4FvpRyTMLWEKqcCT7R12jEJ10p5NuHqZGBxjsFbGu1ZnG2Qvs27JmdrQmDrgSnaasIzMUPuBY9zdRp80TVw3xVsk3Jtxndo30p5ZsLRomAnPINydByAC1zOteTAt2xXcnzOcwTPSU/TRlE2+nZwDFtnTC0FngSebuuabxu+ozqO5LqyZUmOo5im6LqiYZK2QwUu55qcqVIQKJ6Z9E0SbNnXdDRc27FoAN40kuCjWayCZgpeoDqOgNRv2bTt8ppFO47i+7qjy76leabq6KLnKa4rgsO7KuEZTGCimR6ibfAAVnf32Zt/84v88VetfbGRS55xjEjg8a6rgsXaCgOeKQgEgGooJBiaL5lg6iqH61LEUmOmljJVyrcFTcYdg3EMXpc4W5N9S3d0UZdTtpGyFSoweU9lXIWWqIhERcARbZkwFNoxBUkiRDGlq4SuYI6OiXSLzPQ4WlKWoqZFGCYpyZihpWQeM1XGVElFjFo6rslx1GLMVDhViYt81DFYRUipAmWpvMzgpkQZkqRKMUOLqGJC5pNoAAgS98eH7f3kLvC9KfxsInqciJ9kky0S0yPz+MfInWdjGbmLdES81H7gs7D5AQSAuoaBBxLTHGt/I3HuA7xjLdb+13jbq/G2V/HWV/GWl7Hml+JnX4y3vYS1voi1vIw3v0K0vka1/pVpXcu2vc33vs90vUO2/zXV/jrR+RrZ9Xqq6/Vk5xuJ9rXJjjdTne8QXe9TPembVNnwZja+n8MO8PhBIXFIJI5J5HGZOqHQJ9F/VeaUQp+U6NMidUqiT8vMGRStZ1DYs5lY/sIZ2Zn4/VwG1GAAkdXMvT37ImpWY8jzvSE/7ppq1piOC2eoYpYat7X0jL3MU0T2VFWEbaQuQgKNpnNN1rVo10o5FmabUUOLmXrcNhKuRXp2Zgod55iCa/O+wwY24Rq4q2G+kQCTyIyh6D+J1GayQfMxbIMcOAEjMykJjUbKmmF9wZC8zGA8NEQpe2h1Nq7ND86AgXn9RqTaOuMYrGtyaKZ2YPIKF2VSLSzZJPPnHB0Dm3U1xjVZNEkjM1sDDcYDh9DEsMrHHI1yNcZRaVenXZ22dNzSk5ZG2zpna4Ktc2gMU2AnbC2qCj0y160JUTRYw1ZJ20hlmkGaKumYlKHGebZDYjsdHTfUpC6nDIXUpJSuEqqcREPydDmFBqJmnmoyng2axYHGcaA7UTUpicZkZzqFDe53Ps6zUYGLSQImcXE0kkmXUzTeTGFNqdgJIn6SSbXIbK/K4TKDZ+TO05FsOCaKbmLime7MDNX/aTf9N22fA7kDgA8q35bseZvp3cLGtqbvEY1u4SKb+PBGPryR691A9nxIdX9Idq8jO94hzq2l2//KdawVe94UIhuFyEY+vLGvncBGLp1p+ShzZ6mI7ZbwfXJiv5zYz+MH02ZPHkZyR35HckdI9GnE/w/lbirRgXK3tXi20B0dR//1zOTfKnfHTCJ9+zbvO6xnE0juaEC2a6V8h+6btMf7tuA5QuAIvsO6VsozE76RAIsAh+rboT+BywUuh0awXiD6i8n9go+H8+uBIwaOgIbhnR+T5LAXfZ2LyH3gbNXsIasZy6fN7ogQGGDznpn0Ldy3cHApcEXfuGBsU2bKtmMwnplQhd6M3G2FcjTK1WlTS1g6YWm0qTJoDqqpkraRMuSIJvZqYtiQ4raacjTKVklLJk0tYajJjKYtndDkKEO1iUyHo+OmhiR+Xu7I0ZqUtnzmacbmCEWMX4CAq2ICjb3OeHzQyF3gYiIfF7iYyMbSrWb4qMSEKewsETudip0gsFMc2aZwYYXFRPaS3AfZPrtyDyCr/QBowjki/C4X2UJFd7HR3Qguch42sp+P7xfie7jIFqrnfarrTbrnr3x4LRfZJMS2S/g+GT8kYYcF7ICA7ZOSe4XEobTBk4fF5NE+jvetHJZSR0TiWIb/Crln+/3vK/dsv/eN2Utkx+n95D7Q7xeTu6XjtpHKzIGzjYSpxw0tYhsJ20g46fl8dLZzXYu29KSppT9jfJMEh+kXuffjfLh93oaD08/RWeblsmdYZ3HRGHzwiP5j90ej7zLBu2tynil7Fg8eDz7jO+iPGN41pEFHnto6bSpRhe/RhLijUY5KZ+Te9/qcrXO2ztgG6tWOK1xY5SOGhNtqytVp9HlgSoSlJ00thf4gMFXSNkhdiXFMu0C32xpm6Sg8J5DcdZVAAXsm0kfN39EHAEKXiWw0GUfdH/vCdmxgtn2g3PtaDsQUMS4xYQo/R8abUtFTydgpOtksMp0KFxXZuJB1QfWS3DPbZ1fu4AcB+OAFAYALMtuCd/2V6t5AhndTkT10dC8V2UNF9jDhfUx4Hxc9QEcPMrEDAraPx3axsa105AOy912i5y2y930mslnA9smJ43LiBI8f5bADLLaXSxwewFEucVRKHcnQT+4Zv2eZ/f+r3DN+/y+Se4ZMzI7SMsjvtoYhKWfUnAUxKLaR6Od6RNZAbSYrLcN6NuOYRHrkm447JuE7LDhCdkB9MblnZ2wunjYRXFPItnNasjaT/SMGnV79afjEtEy/n2sqnK2n80uOSTkG45qCbynZH1fZ409VOayIYV1JOAbjGKyl0bZOuyZr65ylsabKWBrtGIxtpDQ5Kgnd6ZnXKmnrdN9UVdbSWEPFDTXZN6AjZWopVYowVBtLtBpy1NSQlJOKkFCkRCZyz2RjsoL3FEIVk9mkEzV9ZkeTUS9W2y6ycSHTUoaPykJMZnvZVHsy2kTETieiJ1PxMxx5TmZ7JS7dSeaS3Adun125B16f3ANwQWTOxNpfS3V8QEa3UbHtdHwHFd1JRnaQkZ1UdBcd201Fd6EHTHw3i+9isJ10ZCvRsynZ83aqZx3Zu5mN7uLwfXxiP4fvZfFdXOJgmuR+LrmfTx1A9IvcUVomk5zpJ3d0cfVvkrvGt2l820DF/x3lnp2ZyWCocVPDMi62dBwJ19QwRPaXrI9LyxCOmUTfbmqYpSfRumsz2TgW7VisY7Ho88DUMMvAHDPp2ZRv854joMHZiPSeFutYrG0y6FKqY7HZO1xM7oEjZ82zTlvVd1jHoh2Ldm0GvQK6Tus5wsVe529N1zgWh7BNFpFeMQXHFLLXbYN3LREdF8Iy6AyS0K2IYUNNWhplabSpUkjcji46Bp+J2Q01rslRRQybKmmqlKlSmRDbUEhTpUwjaeqEZdCmTukqYeqEpsY4tkOg2y017lq0qab3RJXs2Qn37LS7JqX6xewIFH2jhAyyNuohk30T08C7liQurglxZHYCa0pFTydjp5KxU1SimWd60YeEwMSy2w9ckntm+4zLPQAXAMADmTuLdb5BdK4jw+vJ8HoqvIkKbyEiW4jIR2RkBxnZweK76PgOMrKDiu5ksb18Yj8b309H91LhdUTPe8nu91M9HzCxTVxiu5DaLaR2X+j0/QJxQCAOCMS+C9I1WTn3v6/cB/H7f7Hcs51ualgmTnetFMKziWx8hx6UwGV8h3TtpGMlHCvhWqTvsIEj+K6A5tsFnhh4vO9yvst5DuvZhGsnXTvpOSnfowKPDzzJd+TMzmiIdgbPEXxXDDwp8KT0qGtP8l3xoqRz3yy67pr5+PFc2nNp3+XSU/d8GTwVPBW94EAu9voX2/9i34J+bfQY/f59X0JHxyN8V3BtzjYZTYnYRqLvgnD6WDyLcwz06cKhmF0Rw7qC2UZqwF8P6b91LDNlGST65DA00jYp08BFoVug200lhuRuqpSl0UjuF0vLZGye/eFhKKSlE5ZOoLSPLqdUMZExO5L7QLMLTEzh4iofE6guAmtKRk6S8TOp+EkSb2LIDpGNoZ15Nsaz0UtyH7h9duUOLkCf3P3zck83Xg9vYsJbmeh2NrqLie+mY7t5bBcb3cVEdtKxXUx8D4fv47ADHHZAiO7kIh9RvR+Sve9S4feY2EYe2yYl9/L4UR4/zOOH0RVUPrEf0U/u2cH731fu/f3+95Z7P79nx+a2kfAdMnCpwKUgYNIAeyHC4Pgc+Az4FPgE+BT4HPgyBCoEMgQygJK+LQgkCETwBXBJ8AkISAAm3dARdAAza/9+qFlofahBoAxK1s/iwKPBp8CnICADn4WAg0Dse1kNTWu68PXP87Gv/+kIFAgUzxcDkAOQgwD9UCWArMMMZPAldOCBJ9om49hJABYAnQ0VQE3vEKDj4gOXQp+14MsAWt9XM4jgC4HHA/Dpg/WlwBMBJADWthKa2OuZSQhE3+YDRwRPRqWfgSOAK/YjcAR0QTsDeDwiXbzUdynYVEmUwc80DhtYBCkzcZmNCVQPk0w3GyDiJwnsFE22CmxY4jCRxXkGuyT3i22fD7m7ILFNsY5XUx3v053rya6NZNdGqmcrE97BRnez0b10dC8b3sVGd3OxPVxsDxfbzcTTyPGjMrZfjG9lo++RvW+TPR/QvVvY8C4JOylhJ0XsmIgdE7GjInZUxA6L2OFsuQupo0LqaEbx/yvkbsiRQeWuyVFTw1Co7jsk+Ay661LX4oaO9cM0cEtPDoqppXMslhGzTdw2UihZbOq0ZZzPqNgmZeqEoaUsNWJrUcuI2VbCtgjLZk2TN0w5OzWRnbLol+vIpDusi9BXLklYOm4ZmKlHLSNiGRFDxww9YeqEZZDpFzEF2xCzXzkb0+YG5WL7Z9Iymd/WMhjLYAyTtB3GtBjDYEyTNUxaNwjLpjMJGVOn0FkyNFISMEUOW2bCNilTpyyDMXUaXfC0DVKT47LQK4s9hhq3jZStM6aafgVDIw0thdA1XFMxXcN1NYnuL1XlpKkTho5JYg9Htil8j6UTmpREU1UVKaEpqX4J9/Np9wtLIXUlcQFyqi/dT1sabShkttwvNDuucrjERJlkB4WdpbAmEjuVip1I4qc4pl0WYujGVI6+FLlfdPsMy90H6KuW8UBmW7DON4jOD+nwBqp3PerQS/VupMOb0NwMJrKTje5io7uZ+B4mvoeJ7aPj++j4Pgrfz+IH2MReFt/BxrbS4fVUz7tE19sctkXAd4qpg2LyKJc4SicOMKl9LLWPI46yqSMIIXVYJI7I1DGFPi6Rx7MD+fNl79zpC2Yqcf3Nnu13NDEVaf18nUxa7p0ZPr5ZWPbI7IHrhtxrZl1WtdSYpcYtNQ7COd9IigrtgQZAW8yhtkNPbn3r/ndWz0a8vWoWevDumjnvrpnz3qrS91fPf391ybo1pevWlK57svj9NfPeXzPv/acuYN3TxYgPnizP8OFTFR8+VbH+6cr1T1d++FTZh0+VrX+6PEN65dn565+dv+G5MsTG58sRm55dkM3m5+5CbHimYuOfKjc/d9eW5+9GZL6EyKwjNv55waBs+fNdg7L5+cotLyzIsPXPdyHSX31hQYYLvuuFBZtfWLDp+cpNz1dufK5i43MVm1+4e/MLd296/q5+bH6+YlA2/qlyUNDho8cbnqlArH+6fMMzCxDo9K5/uhKdbXRW+x5XfPBkJSLzBmXesveenPvek3M/eGruuifnrHtyzvtr5r63es57q+e8u2rOu6vmvL9mbmblvdVz3l01G/H+k6VvNcx5p3H2xmfLD61bhrVtsNSOICAMLSWrFMdTMkfJZMQWEyIbY4WEwiY0AZfZCJNqTcZOJaInCewMiZ/td3/TwAEdGdCKwMQEJioxPSLdzVFhNEPVv3SH6v/ybXC5U73rkdwRKD/DRj7iYru52G42uitzZZWN72ew/RS+n03sYxN7ucRuHtvBxbay4Y1MeD0ZWcfENvHYDiG5HwXpfPIIlzjMpY5zxFGOOJpVKnNEJI4Mmp9RmVMye0pmTyG59zFI8J4Vv5+P2c+b/ZPknvF4ttkHl74SNi9MzqTl7mKmgQOoAFzPqXWvrpj9hzsmVdw8/L7fXsD9N49A/OHmbz7wu2898LtvPXjrN7P4+h9uGYl44NZR2fxx6lWIh2+/GvHIHcM/hj/eedUf77zq4WlXPzzt6kemD184YwTi0WnDEY9NH5FN9uLjM0ZmWDRz1EAWF41+bNbgPH4RMt/Yj8dnjX6saFQ2g357v30Qj84cmaHf4fQ7roE8Nn3Uo9NGIhbeOWLhnSPQect+nDnVD99+9UO3X/3Q7Vc/OPWqB6de9eDU4Rn6vU2Zt+8Ptw5HD37/uxH33zz8/ptH9PsHkPknce9NV99709V3/2bkvTeNuOuGr9/zq2/+4dbxjxZf/84LDwnYPnApx2J5jtREWqZiGhOVuDjNYSqXVFhMoHpI/GwiejIZO0UnW1ii7ZLcP/32+ZU7arNOhzfRvVuY8FZkdgQdS8fvLLaXwfcy+F42sY/D9wrYXhHbK8R3CfFddOQDOvIBE9nAxrYK+G4hcUhMnBDwk0LqeAaROJFxer+YvZ/c+8oiz6CB19kNZ7Kffmy1TOdF/N5jSD3ZQs9e+TRyRyWPuo0bFg5eomnfK6t+f8N9Nw6/6z//aeHUsYvuGLn4zlGIJdNGIxbfOeqJaSOemDZi6YzhVTNHVM0csaxoOKKqaEw/ls0au2zW2JrZwzMsnzNi+ZwRK+aO/Biyd6udN2pl8ei6kjF1JWNqi0fWFo9cWTKqH3Wloweu1JWObigb24/G8nF/Rz7x9QfukE39/DGIlcWjB2fAka4sGVVbPHJl8ejaeaMyDDyB6Oxln/Y+RlbPGlE9a0T1rFHVs0YNfL/SzBhdNWP00umjlk4f88S00U9MG73kjjFL7hiz5M5RGRbfMXLxHSMX3T5i0e0jFk+ftHTGxMduHbF46ojHbxtZ9tOvPDA1Z23dLCJ8ABxSlUiJJzQWl+mwxMVZPq6wCZmJ82Q3nWgj8bN0soUnOyWm55LcP/32OZX7ebOHN9G9W6iezXTvR0x4Gxvbwcf38PE9LLaHie+hY7sZfE+f3Pdx2AERPyjiB0XssIjt5OMf0eH1VO+HdHgDF90hYYflxAmZOC6ljonJo3zyGJ88JhInJPKkQp/ul3ZXmVOoFUE/uWci9370k/tg1TKdF/F7T7bN+z0dxO8Xyt3W+srbgQMg463rV97944off/nR332rpmjSkmnjl84Yu3TG2KqZ46pmjltWNB49qJo5rnpmXvXMvJqi3Jqi3OWz8lbMzkUsnzshmxXzJiJq506snTtx5bxJiLriHER9SW59SW7madZKHqK+JL+htKChtKBxfmHj/MKG0tyG0tzG+Xn9WFWWv6osf+D66vKC1eUFayoK+/HkxaicPChPLZiCyF4c5GX7voR+7kAye/ZbR0c3GP2PqHF+XkNpbkNpHjpRGQY9n5kTnqF2bs555uT1e78y1Mwah6guGl9dNH7ZzHHLZkxYNmPCspnjEFUzxiKWTh+zdPqYRdMmLrpj7KKpo5beOXrZ9LGP3zby/l99reJnX3nrmQdUutkxGI7GDZFU0MA8Ed10GhfYMM9080y3wPaIXETkIpfk/um3z53cyZ4P+8md6tlM9WwmuzfRvVvYyHYuvpPHdvX5vU/u2F42vp/DDnHYIR4/yuNH5cRxGT8kYrvZ6Cb0pwAb2S7E96jEUSV1BN22KqSOisQJkTghkCeR5WXqlEKfVujTKnNGZc4o9OmM3PulZT5R7v0UrwkdmtAxUPG62J0Rega0OOjF1YFyR3ec+i5n820fPnvPfb/+5kM3frW6aEzV7AkP3zlm8cycJUW5T8zKy2ZJUe7SmYVVRZOriiYvmzVl2ezC6jmTa+ZOqZk7pXpeXj9qivNrivNr5hbUzC1YPq8QsaJ4MqK2tBCxoqRgRUlB5unK0msGpa5sSob68msyoKcNFdciMouZlYaKaxsrv51hTeW1g7JqweCsvuvbiH7rjZXXDLp/Y+U1F+HbjZXfzv6t0r9w2bcH58JjzJA5Udlnb0VJwcrSa2pLpiAyJ3lF8eTlJQXLSwpqiguzmFJTPGXZ3FxEv3dt6ezcDP3e/ex/BojFM3MWFRUsnlW4bHbB4umTHr1t1NIZE5+YPuHeX33jD3cWth16wzUSspBSJVLlMZGLiHwcyV3i4rIQU8SoLMRENnYxs1+S+6Db51HuaORpv8gdQfduoXu3MNHtbGwHj+0S8N0stjdNfD+D7Wewgyx+iMUPcfHjYvK4TByVkwd4bAcT2Yxek4/tFuJ7RHy/mDoopY5I5HGRPiHSJ5Dcs/2OFP/xOfdPlHvG70juA/0+0Oz9gvdPI3fXSIDPM9176ip/eP8v/2Hp9JGP3jFi4fRxVSVT0P+0iCWzJyMWzypcMie3j0lPzM1ZOi936bxJVcU5VfMmI5YVT8mmqmRiVcnEZaWTENXzcxA1ZYOzvDx3UFZU5K2oyKutzO8HWly5oKDursK6uwpXLihAiysXFPQD7bDqnsGpv7vg/42GC7+34Z5CRL/d+v0yAw+kH9n7oGNHXPy85SFqynJrynIz53lZ2aRlZZOWzc9ZNj+nqnRSVWlumr73qx9L5hYsnpO/eE5BmtmTF80qXDSrcPHsyQj0dNGswseLCh4vKnhsZuFjMwsXFRU8PjN/0fScx6dNevSOCQunji37xT+ue+5ene9yHEmSKJnHJT7Ks2GJS4hsXGRjEh+VeNTlMSYw/RtGXpL7x2yfO7mjedaZUhkkd7p3C9N7PorP+J2L72Tj+xEMhq6spqHjB7jEYZE4JhPHxeRhAdvLxXeysa1seCsT3spFd3Cx3Xxin0AcFOljEnM8I/d+8fvH59wvdkFV49tUrnVQuffz+8XSMpnFT5S7ayQ8MwkB3X70zftvHXffjV9dMnPsoqLcx2fmLp1VMDBeWzo7f+ns/KWzJy2dPWnpnAmIqrnjq+aOXzZvwiAxe3F+TXF+dfGE6uIJNSUTa0omLi+dlGHF/BxEbVlubVnu+afzJ2ZYWTbpPBU5GeoqczNkr9QvyKtfkJf91cxihsa7CwZl1V2D8yn3b1yQ31CZ11CZ128xA/pqfUVuP/r9tv3IHHJt+SRE5kT1I/scZk4yOu1ZTEJUF0/Mfr8yUfyyublZkTt6u/OfKMp/oih/YOS+eGbO4pk51XMKF8/IXXj7+MenTaqaXbhoes7Dt45+5LYx9//yS08/cqOYOu37Ks+nZDEhchGJD4tcQuDiPBtF7cM4JsrRcYFNXpL7p98+j3Inuj9Ack/7vXcLE95K92xEfmfCW5nwVjqylY5soyPbmNi+tN/TWt9LJ/fSyb1Uajed2EfhB1nsqIAfl1InVOKwShyS8W1ifBsb+YgKbyGj22hsN5Pcz5NHJPIkStFk+11lzkjMSYkZpNvMx5dCqlwr4lPKfeAF1b9V7l5AnDr44v13THzo9hEPTh25qKigZs53qqblV8+c2I+aokk1RZNqZhVWF+VXF+Uvm5lXXZRfPSu3ZnZezew8lFvPcD7VO68QsbJ4MqKuZEpdyZS6ksL60sn1pZMb5k9pmD8FPa4rKczOINeX5DaU5qWZPyWbxrJrEAMXV5Vfu6r82uzHFzJlUJ6svHZQslM3Ty74doY1Fdec36fimtXlU1aVTV5VNnlNxTXoaWZlVdnkxvmFq8uuRayaf002jeUFg5N1aOdPTt9JG0jfWZ2SOc99Zz6/dl5+5l1YMWcyIvvNWjFnwoo5E5bPHr989vjqWRP6mIRYVjRxWVHOsqKJy4omVs2cUDVzwtIZ4zMsuX1k1fTxy4pylszIWTRt4uLpk5ZMG//Y1NF/+NUXau/+IYsdtSyOYROaQnB0jybHkdxFPi6LuCRgPBvjGUzkUpfk/um3z6zcgwACsANwAwAIHJk7G21fl+pIV7hnSFdDRrJyMuGt2dCRbShFI+L7+tgvJQ6w+AEWP4Day/DJI+h+JSF1lE0dYlOH+NQBDt/LxnawkY/46FYh9pGSOigRB2XiqEydUKgzEn1WJJsFqlVkTiMk9pTEnpK50wiVOaOxTTp3VmebDa7F4Fp0tlVnW1W+XeXbFK5V4ZtVoQUN0dalZkPo1PmOProModsQuk2xRxe7+1bGWucAACAASURBVKXd0YoqdGlity71GHKvqfZYWi/CVLv6ZjZFTSVmypirk+AIAPSZfS/df8uEh3/7rSfuHLt4+qQlM/MWz8hdWpSX4YmZuRmqZuUPyrI5OdVzcxE183IQy4tza+d8d+nsMSvKxi8vuWZ58bXL5o2vLhv3RHFu/ZxrG0q+XTMvD6VrVszPbZg/pW7e5JXzCxC1pfmIFSV5K0ryVs4/T11ZfoY1d1+7vGTi6sq+0Hh+bmPppKfKctaU59SXTmwoy1lVkVdfkdtYnt9YNrmh5Jq6ioL6ysK6ioLasryV8/PqywsaKgrryvIbyyavrBhZX17QUP69uvKJNaVjVy747tLKiSsqcuruyq+tzF1ZntewYHJj5eS6ssLGsslrKnMb5k9YXZG3qjy3Yf6kxrKc1QtyV5aOWV2WXz9/xOp7JtaXT15V+c8rSnJW3VVQW5a3srywoaKwobKgsTy3oSynYf6khtLcVWUFy0tz6hfk1VWMbygbvbpyXGPZxLqywtry79aXfLuupLCuLL+2fFJVyYS6iskr5uY1Fp8/P/3IJN9XlBQsL87PpmZeXs28vL63Jg8tLpudVzO3oHpO/uLpE5bPK1wyY+LSopyqWbmL5l7/aFHuivk5y2aNqSnKr5lxzZI7c5dMG4/SL4/NLHy0qPDRosJHZ05BLJmRu3h6ToZF0yY9dseEhVPH3XvDlxt+/3M6dthxeVEmZDGBOs9kT+rI1rfAREUW5d9jqGckgqMiA5weE5gYzyR4Oi4wUY7uYYgelsUAXB8+F3b/3MidbYl1fEB2bUx1fUh0ryd7NlxQMBPedDG5Z/IzqIpGwPaK+D4pcYBL7u8z+yE+eYhPHkGKZ1NH2NQhPnlISB4Q8X0itlvEdkvYTja2jYvvZPFdfGKfSB5S6OMKd1rlzwjkKYE8JVKn0RimvpxMa+aGpr60e0sa7pzCnZPZFpltSU/QFppVoVkXziGza1x7tt8HRu4oeNelsCFH+m5ZCmdP4zPStzJFTSVmKjFHS4JNA1D95L54Rm5G7tla/wS5z87L+L1mXh4y+/Li3KqiyXVlhctLxlfPnVQ7L7+2eFLN3FHL542un1tQOyevtjR/eVnBspLc5aV5K+bm1M3rb/YMF5N7zbyJdeV5q+4qqCvPWVk2aXVl4ZOVk+vmTaydP7G+Ire2LBelI5aX5tSWFdSXT66bO6mhOLexJG9Vaf6assI1ZYWri/PqZk1qLMlbUzmmvnTiynm5qyrGNpSPb5hfuLJ8bMP8cY1l4xvmT2gsnbC6LLexdFJDycTVZbl1FQV1FZNXlufXVRTUVxasrMipX5BTvyCnvnRyQ/m4hgXjls4aXzf/O6vvuubJe6fUluWtWjCloaKwviK/viK/cUFhY+XkhoopK+dPrq8cv2rBuNrikStmj3tq/rWNc/Pqi8fVl11dXzq+etaoVRV5NXPG1ZXlLy/NWVmeX1OW8/8s92yWF+evKJ5cNSt3Zek1VbNyq+fkI9EvmTFx2dz8qtnjnph5VdXMEctmjqmaPnHF3IJH7xhVPXPishkTlk4bVzVj7LKZ42pmjq+eMWbZ9NF/R7ln+13saxl2MbmLXIqjIizZy9E9LNl7Se6fha1P7j6Su8K1Yl3r6e6tRNdGomtjRuX96G/28FZkdi6+k43tYKO7uNhuAdsrJfYLyQNC8gBqNtDHESFxhE0eY5PH+OQR1BhSSR1SEgflxH4e28FjO7j4dh7bwSV2CqndErlXofdnsjQq3aTSzRrdhkCTstOwLZl52RrXfp4BNZFoPTt+z4Tt/fxuSpHzZN/WdOGkbEsJu3oM7EQQEKf3vvj7Wyc+cvNVS+4Ys2jaRCT3gVpHZML5C81eUDUrt5/fkdxriqfUzC2omTO+Zs6YhbcP/+NvRz5yy9WL7vzHFfPGLZs1prY0d3lp3orSwhWlhdVzJ9XPzxvg9Iy/LhK8l+auvuuaxgWFdeU59fMnNZTlLZ8zacnM8Y/e9pXHpn51ybSvV88cvmL2mNo5o1fOG7lizlU1c66uLR5ZVzKmdu7ImllX18y6esXsUbVzRtcU5a6YPWbFnPHVs8dWzf5GzZwxK4py6ueOqikag1g+e9zy2eOqikYvmzWmtnji8tnjVs6buHTG8OpZo5bPGbVo2tcWTv3KI7f9wx9vz39i9phVd09qLC9YVf6dhorClRU59ZWFdaW5daU5jQsKV909pbYsr2Z+YfX8a5+YN3lZ8dils0fUzBmzfE5uzawpj986rqZoVO3sr1UXj3h8+jeXTB+5puKalfMmLS+ZWF0+cUnFhGyhZ5+oi5l9UL8vL86vLZmytChnRfHkpUU5KGZfWpSzZMbEmtnDF976T49NHf7oHSMevu2bC++8+oHbRjxy54SHp45ZOHXswqmjH5s6ctFtw5dOHV49beTKmWOzzf53lHtmot7FI3eMo8Ii3SvS3TTRSRORAJzPhdo/w3IHAAA3I3eVb8O7NzE9HyGJZ8pj0pdPBzg9S+7b2Ng2NraDje1AjcZQ/N6vU1jG71zqBKpwF1LHZeK4TBxXUkfk/8veewe1dabv32x2kzjNjnujqFPs9OIUN9xwwYXeJAGSqMaATa+iF5f07G6yKbvZTW/r2HHFYLopBgyYjoSEus6RjipC7Xn/eOBYxpDkO+9vdmeTnLnGc4QIy+yIj25dz3Xft6hJJ2nSihuxyesqYQ0EPSq4iAouqsX1MFejlbbqZJ16+U2DvNuo6NUgXRqkG9bmWrRnfrg7ohxH/Kw5Y1QNGlXDetWQXjU0TyBSPW5Uj0G431mNjW/H1o2b9bxp3ahJO2LWj9imxm02cWft3477kyHc84KJ+aGUn4D7vXwvYXhAuDvyfRYi1HKWRzHdvZxJTfNbWnXspe/fybzwfkZ1yov54cuLo1zK2RQunVTB9qzieFWwaNVsKjRhfhbuON9PsaknYz3K2ZTqWNqZWGpVFKkwgvzlqZAf3k/6qCzgjfQdVYkvFTCezKdvKIr2ymcSsqNIuSxKHts9l0XLinbPinbPYXvlxWzMi9yUHrKhmP1MWeITmdGkrMiniqI2FdE9siI2ZjOezIt6Jo/zbB7n2Wz2k5msJ7I5TxVEPlEe90IR59nKoy9Xp2x9M9Pn48qIr9+Ou/ZZxTtZ20qj152JcX89/qmT8Z7lHOKZhA2vJ3hVschVMdST8Z7lMR5VR597LXVz5dGXC2NfzIt+OofxRHq4Zw77mayoJwsYTxaFP3EiwrMo9oV85sbicHIV3eU0m1gS7cqNpcwhO/y/q4JF+wmyz1u8lzBoEOiQ7IVhJOjMpPg+XBhOywx+6pifZ4I/4TidmuhPSg7aeDT0yeTQp9Loz+ZEP1fEeaGY/UwBwysnlIwz/V64n0zZgcMdmx0I/NNwh3x3HCazENyV0lGVckyHjqPSQQGvW8gfsNpMv8P9f/yyAwAsNmC1AwDsVgh35ehFBe+SgndJPn5RNnZBOvqjbOyCbOyCfPzignAfv4DwLqL8SwjvMhQMOyLCWkRYBye8wxJ+ZhKkuF0lusN3TNwGpRF3aMQdmLhNK2rViJqwyXro4CuFF5XCy8jkFVR0TS2u18qa9IpWI9KmQTq1aDe0XHSqHi3aA6t4/ChVp+zXKfvvIF7Ve9fiPdUgFH6+evcEsWGjesyoHnNIQ45M60andXgJP2zSjhixAYP6tlHTbzYMQbjjlTsO98IwSmEY5V6sO/L97srdHed7KdMd53txJKk4nFxEJ50Ideu49ldgwYBd09v5VfLhRwuYLuVsShGdUMXxKouiVLBopZHE8ui7+O7AMmolm3ov4k9GkyvZ7hWxG6o4tFMcYhndNZ/hLu76ZBqAaaCbMkuNugkdOq5X8Yz6UYOhD0z1TWPdWqQdU7RjyptqxU2ltF0malXJurTiXrO0ZUpxwaBqUIg6VcJO1XidUlyPShtV8kZUUa9G6rWaZoO+Ra9rNhqGzdPj09N8ABR2gAJgtNotFqsd2JDv30vMCny8OopwOmbjqQSvyhjqqTjPajblJIf62tENVbHuJSzqR8X7bl8sNY19Na2utas6gYlnVHZLxbUGbatd1QkmO/SyIaOif7Ln+3zmxvKwdW+yXE+zaNXxz805ioAfj8qjqb8E6LjzXhpJLQwjlTLdiyIoZZEeJQwa1ImDq6qObdWOXjUI+zSifsVEs1pcD/S9AOsBuh6TohnlXRTd+vJ27Ts/fphy5sTOlIA7BTtUXjApJ5CQHeCWtPvhOXCfNdN/vnL/JXBHFaNaZAxTDon4naO3myd4vXab6b+Mpv/U9auHu30W7reFwz8oRy9DuOOVOE555fgF5fiFhfiO8i+h/Eso/wrCu4zyr6D8GQsenahVCWaOWLHJRo2oSS1pU4lvQLhDvsOQjFrUhYm7NdIujbRTJ72plXZoJDd04huo6CoquopMXplF/FWVuEYtuYZKm1WyFrW8VaNsg+48lEHZA49Yp9DeKbR/RsiAQdU7L9/vxTqUCRs2YcNT6qEp9dAUNoDLMT6vR/t0SI9B1TutHYC2DPTc74X7HL5DuDuetd5jvlNxUkCIlERSyxikNN+l3LhNBvWwBQAzACqtKIdOORGwriiKXBpJPMmhlUcSK9nuuJkzB/GVbHcI93v5foZDqY7xrIx/qoJDPcUilDPcjgeRVfxLxpnBoWoAJAAgwIYCswjYeMBoBCYzsABgBcAMwDSA9xagBrapjquffPuPFK26xw4sdmAGQANsAFhhOWEF1mlgNwGr3mZEjJo+o6bPZBgAdqHVIgVAb5oyADsAdvPZj7Oyg5a/GUM5zfGsSvCsjHev4tBOx3qc5FBPxXtUxdJKooilbI+TR58/k/zSx++GXv++TDbQAOw6O9D0D1377rMSu6wR2IDVZAAA/fydpIxDy9+MdqumE7lhHg6luiPZ58L9J8hewqSUMClFERT4Nlwe5VkQSiymU/OC3dhbH7zyzVvApgZmo8UyDYARAMVIxzc3zr957m/HPjvFfCNjTxHn+ZwIz6wQSlYwMTOI4Ej2eeE+bUZ+Cdzvddt/Gu4YOqaSD0gnbvIGm0ZvN0uEgwCY7fbfRO3+a4a73W61A2C3A2C3apF+4dB5xcgl+djl2QGQM1KMX5GPXUZ4F+fn+/g5B7hfgnBXTVydhfs1laAO8l0tvK4W3pWcUYlvIOIbqKRNJW1HZR2orEMl78TkM72pWnmnVtoB1+9h0ha1pFklaUDF1xHRNeVkDSKsRYS16GSdSlSPSRq1smadvMWgmJlboFd2GpDuWcT3TqH9DnHJuy14h8rdiA3diUjOTJTsdRgm3KNHe3ToTS3SqUO69WgP/GkmzaDNwANA2ln7t+TDhAzfFbjnnh9KKQglz+G7I9PvFe7P4HCHFk1eOLUiyi153/1fvc4Bdg1kqdliPPtOfNIh5+xQt7JoYmU0oTKaVMXxKmdtdASWI8hwuM/h+2sscgXLo5i1oYLjfjLarTKSeDzYHZ2oBRZLf+P3X74T82Hp/j9n7jx9dPvJo1uqk1+uStl0KmPz2/l7Pqj0/+Kd6Gtf5412vK8VnNPbJ4HF9EFxbNj2Rbyec8AOLMA2DTTA2C0fOdd++bWzH6V9WBX2Ro7PydQt5UkvVrKfqYh5uiLu6fL4p0vjn3s39+A/qzmT7V9brODqN6eyg1a+wSacifGoSvCsSvCoZFNPxnpUx7hXx9KqYqgVbHJZFKk0klzMIJ8IWpsWsOaYH/Hs38sA0I0MtwbuIpw89oJ9WgeABQDT5HDtiQAKN3hNVaRbVcyGu4E+P9znLdVxshczyMUMMrRl4L/5IYT8EELqgRVFERSNYsRmUduBGc7Ulgu6WIfdw7Y+mLDn8RTfVRn+ztkBrln+LtkBztxQYimdOi/cs/xdIdxlvMZpM6LCxBDujs2o88Idz8ngxftCcEek/SJ+h2C0WTjWIp64icp5AJhttt/E1N/fENwFg+fkwxchzXFBDx2duPZTcOedR3gXoSDZ1YIaHO4436FgfkYtacakN1BpKypthXBXypoReQuqaFPDYLtiZnaYRtKrlfbpZL16Rbde2alTtGkVLRp5k0Zch4lqVcIaZOIKwq+BRj82eR3+fJW4CZPe0Mg6NLIOjbRTI+2ct4tVh/TCdI0W6deht3Xo7dmwTd9sB+xMW6wOvalXdelVXTq0TYd26FVdRnXvFDZLdrMYABmEe/qB5XPgjvP9l8B9lux3/HeovIiN+SFLMw4/IGz+EFi1Q6P9drsRWM3a2+dOBLinB7iURLqUMFZXsYgVLI8SpheeoZxD+YXg/jqbVMH2LOZsPJWwsTxsTVHoupzoZ2z620Cn/kthZPTOP2YFPJgfuDjff1U5g8ANW1MeuqIkaBk38PHCoJUFQatzAlamH1mRdnjlP78sBTrlpTeOxXnfpxo4Dyxms8UwZVGcSd6UE0Y4cXhlXtDq4tA1pcHLq8KWn45YdTqCWB3hUhGxuoy+ojRyZV7oigSfRV9XHZoGoO3qRznBq15jOldHU0rY5PJY6pk4zwqOexWHVsEmV7GIp2Iop2Mo1dHk6mjKa8wnT0asLo5YdCxo9V9OHQc29bV/FrI3O1378SMAdPppLQDqf56KyfRfVRK1lstx+f8Dd1izFzPIRfQZT6YoglIQSiyL9MgLdkvyefzCm+EA6DCNQDMl11t0AJg0wpuJR9zS/B7KCyXlhZJmhlJEuBeG03LDKNkhpP9XcMfw3apwCs3PwV0wdmN04PrESJNS3I0phzBE8Hvl/r9/2YHjgaoW6Z0Y/Lds6Lx0/Arcm+qwNPUaIqyT82tw4c/KeFdhK5N8/CJu5sDwDCq4Oq9UovqZs9YZxLeoZDdQKT4SsgMnMibpwCQdKmm7WtahlnWoFTcxZRem7FIre9TKmQSkBtb40jZM3IxNNqqF1zFRLZRGXKcR12kl17WS6zppvU7SOEd6aZNe2oRKG1WyJpWsSS1vxhQ3NMo2LdKuRdpn5sjfKdJ7oLEzhfGmMJ5JwzfrBHDYr9kgtE9LgB3trP1bkp/z8YNLc4MIucG0/FBaQSgRzz8UhlELw6jccNqs5jlZhSoMoxSEkrnhM7Z7CYNWFEEpZhCzjizJ4bxgAzK9sr0i+gmguGmwA2C2VqTvCXvWKd3HNT+CVhT7REnU09X0ebzj8mgYBaHdq0q2exV7I5dNKkmgVXJIp5jrisNX5sW+DOxqC9qSy9xYznArCFp99OB69n7iMV9i3hFylh8h/YhrRiAxI5B4/Mj6DD+X475rYrY8/G5WAACmj6rC/J++T9D/A7ABCwAGZU+G/7K4HY+k+REzAsgZgW6ZQW65geRsf2pGECktgJAeSMwIIp0IcEk6uDrp4OpUv/XALOpr+I7uvSrpwMpje9fnBBNeT/I6xfZYKOVSGbO+guGe70/I8lsW9qpTzad5NrTzyC7XzD2uRpRnAAAAk2qknrljXdyex8sj11REESuiSKWR5OqYDUUMcgXbs5RN40aSHJMwjpo9DpmrQrpLPt2zMsy9JJiaH+5V6L8y49BqRD4AgPHff+cqpP3TFqMdmMW8hvidS9jb1xzbT0jcuz5pv3PivlXH9q1OObA2ae+q5P3rUn3XpB1en+nvmhtMygsmwdPULH/XY7sePZmySym4MT2NarUyFTKBoTw1Mj5ndwcOehXCVyF8VMmDQhTjUCopXyXlYwqeRjmuQYZV8j7pZLtgvGF4sEM00Y9KB7XImEIyApd1/CbQ/huHO74dWymondnRMTEzDBIX9OjnkP0n4I5OXp/Zoz1bYqvETfh4d5zvWnmnVnZTK7sJ4Y7JOyHZcb7DG62yW6vs0iu7dIoOvbxDJ2vXSJs00iZM0ohJGtXiBlwaScscaaWtWmmrStYCvXu1vA1TtGuUHXA3CAQ67Ho1qvuM6r5Z251nVI+bNPxp7YRJNzGl5f+f4O7A9/mTM/B+1pyhFdOp3HByYRgpN2Bd0p4Hz3+abwam61f+FfK8U9s3JcAOgB10X//44EanxG3LChkexRyvfDq5OspjXkKVR7vfa9RAnYl9qoRNLo2llEYRTke7cMPWFB3dDuxYT92bJwJdy+muhcHr4/euZvk4x+9Zc8JnRcr+VUd9licdWJV0YGXC3mXH9q84unMJc5NT9VEfm1nzflnAAU+nkZtfAyuwAKCV3Tx+cGn05gcTfNYm+KxO3Lfi6IFlyftWHN29It5nWeK+FUf3rzy6f8XR/SsS9i6L2bU4avuDvZ0/yAZqw7csjdn96NE9a7NDiBVs4hy4O/K9nO38RsKzpeG0wtDVaYHLYw8RgKrnL6eTt61y+vKvhXZgttmngVVxKj0w4Lk/ZRxaWc2mVkSRihnECpZHOcujKmYDN5JUGee1kM9+L9Zn3omZ5KJIr5IwakkIKS/QhbNt0TdvHwU2jV7el8N5WTTRageWKatJMNrM2LSI/uKyyM3LorYujdu9OmHvypQDa9MOu5w45Jx+hJAV4JYV4JYTRIRwh2V7xhHnY7serU7eCeGu0UhVyAQ+/XFODT5TuasEcCCBI9xRJQ+T8zE5Xy0fV8uHEWm/VNglGGsZH74uEQ0ppaOodFCjHFVKR1VKod1utf4mXJnfMNzhDc53R7jDSe4zmrXm4TYPKEdPZo6UgjspmjldTnDlHuQ7PjsMlu1w9gCm7MKz7ZiiB1P0wE4lHdIz29M0I+ilaBQ34dyCe4VPqsHvtcoux0kG0HOHQIeHq9OakWkNjEiOw+J9ponpl8H9Hr7Pn4yEN9CWKYqgQLIXhpGyDq1KPrxKL++bBqC95Ur4VqdTSS+AKd00AMCsSAnYwHzlgQw/t6IocgmbUMq8i1D3wv1exJ9ieZWzyRVxtMpo8psxHgVh61/L8wN21b9eD80MXn8ymlwSQkjwWZvqR84LIZeGuZQy3YuZtOJoj+JoD24kpTSKVhJByjq0qire227FPjkd7ve009jNbyDcEWFr+uE1MdsWH93nnLTf+fiRdZnBa3ODnXMC3YoiKHDOZSnTvTzavYrjVcwgZ/qv+eYfxWbxjaO+LrkhLnG7V2cEulXFkF+P27gQ3E/Fe5TRPd5IeLaaQyhluRz1I6jG6+06PnPb0n1PL9KJuu3ADIBluPNyyMsr43asKqITKli0Ko5HWRQFVu5cOql04VTMvGQviqDlhpHhcJiCgNVc/6VJfpTJsU5gM539KDNo0x+Eo7V2YJm2AzG/O/SZB6JeWsnxXh2/Z22aHzE7hFIQRuVGuBeEuReGe8FhYbnBJLxyh3BP2vlIdfJOxUSryYRgmARV8tXIuEo55litO65XReXjKgUPt2VQ+bhSOioXD2OKMS3C0yhH5ZN9/OG28cFW8cRNVHYbhda8bAhTjCgkI2pk8vfxA//71wJwl4xdngN3nO+OOzpw/RKgOwp2OUFnBhHWwREFqKgRL+QdtnZ0aGQdcMg7jmDId9ycwZBbsBkVClN2QescFz5PRov06tC+OdKr+vEj1hmaq4cgyh0iNDPjZWDCfSYiiY2bNDw4YcZsEACzBNjRjmvvHz2y/vjBpTmBbhDu+SEEaKHey/d5UzSOKUluOJUbTsbhnnbgsY/KGcA8ZbIDANRVx1+lb3lA0PCZHgAAbFe+PBX44n2x3iu4EW5V8S7cSMq97Tb3wt2R75VMj5McaiWHUs6kVkdSMwPW/uN0tAkdrkj05NKdT7NohUHExN1r8sM3no5/8p0E6snYjVUcj+o4r6r4DdVxXqfiPKvZ1OIw51NHdwC75vv3YyK3PiQePA9swAqAlFd/4uCamG2PJ+13STnolk8nl8fSTsZ6nIz1Oh2z8fX4J16L23iS7XE6xuuNxI2nYz1KGW5n8gKswrrK2OcqOO6xu1akHFpbHUs5EzN3bMAduHM2VLE3ljAplSznvLCl2eGU3vpPgU3f8O1be6hOf8kLAEBrAgDYbH8t4vg+4ZTp51xMp1awPMqiKEVMYjnLo4LtWcyklM0XiSlhUuYle1EErZC5gRtBzAx24YauTtv5h0/fTTcAAOzgTPIO5ianidsXzdbpaQCE/K6IFx6I3rSEtW1l3O41GQHk3DBaXgg5L4ScHUjKDiTlh1Jyg0k5QcScICJuy2T6uSTtfKTq2A7FROvUlBLDJIiCp1KOoYpRPM+OZx8xZEKDCnCmI7IxRDYGn9KgArViUC66JRzr5A+3Cce65JO31fJRHcpH4emrfFgtH5YIB5Qy/u+2zP/+tQDcZaOX5WNXcMGHivE7Fvy8iL/DemEdlFJwbV7hIwog3BHhzBEr3vE0E4cXtUDh65nwihsaMrAx9Q7WkVsQ9yp5n1rRr1b0Y8rbGmRAiw5q0UGdakinHsClxwZxGdS38aiMI8rv2tcx25Vq0vDxttVpLf8uuNsQCPdU38dzAt1ygqh5IVQc7vPxneIoR7jjnjvsjskPIWQHOCf6PCi8VWe3AqVCDIDgdsP7/i888mHOPguwADuYUo+xDriFv/RIXuD6kqg1ZbFeDgNq5jEZ7nVsINzLmC4VDGo5nZYb4nL2vYTR9m9yQpdXsYinOZ55AYRj+9aWMDeeifN8LZZ4iuNZxaHBsQHVcR4n49yr2ZQyumtl/CvTRvEPf4uJ3fmYbORHCHfJaF3K/lWcrUsS965P9nUuZFIr491PxrmfjPU4xfE8HetxKsa9mk2tZlNPcqjVbEpFFDEr+mlF+z/ez9hazHA7cYRw3N+5IoZ0muM5v+HOdi+JoJxJeKqITihjupQz1x73XzvQ/CWw2YABK2W97PeMk1bWPQUAsAGtsMN/24NHfVbmh1KKGNTSaEol270silLJ2lDKdMcFc0oOZ9rzw53LeKKMQcoKcS6iux7duUgwcF0HALDb/lEYzHzOqa/xS5vNNg2AcKKN4/0Q8+X7WduXx+1enRVEzY+g5YWQIdNzg2fInh1IwOEOK/ejOx6uOrZDzm+ZmlKq1WIc7ohsTCkdhUJkY6h8wW9mmwAAIABJREFUHEIcVYyqlGMYytOqJ7TqCQyd+f5JXodgrG1ipF3M70alw1pkQqPkq+XjsHJHpYOIZEA00a+Q8mw2y+9w/x+/FrJlRi7hQMcRj8N9Dt/nVvGzZP8JqQS1EO6Q7zNMnz1ldRxagAobUGED7tVg0hszJ6uyDrWsw9FLcexQxZA+XBq0H0qrug0pf4f1s7p7VOQ8izvmjCIwaXj4jVEzbtSMmw0C+7QYwj3x8LpU38ezA1xxuOcFk+7le8HdKRpHQbjDG3iUmh3gnHpgRUnc08CsA3bw6V+zf/gwGdgmk8O2Mrc9YJ6SATsAwPjhayl+zz6Q4rOihO5ayqE4pjt+Cd/LojdUcijlka6nWBuro7y4DMK/Kg9/eppdGLbydKx7Fccj3W996uF15ayNJ2M9TrIJVSxKBYtSzqZUcKiVMdRKDqUyklgW4VIe86JGPXL2b9GxOx+RDP4bmIEFWCeHalL2r4zzXpa03yXZ17koyr0qwaMqhlrF8ahiUapYlGo29SSHVs2mVEaTKqKIldGkwmjPc69Hvn3sqXIWgct4ItVvfUUM6UyM1xym4588qlmeZSxqGYtaxiCVhq87dmBx17WPgR0Aq3m0/iPfDU7vFkfZTFaLBQCAVubtO7LBKdOfUMnZWBJFrmDRihnEEgbNMYHqGFVyhPuc0++CMPfCENdCuht71+K3c/2AHbEDC7Bg/349OeQJpxuXPgZ2YAEAlffE7FjE3PJg5JbHOTtWpAcQcsMoOcGE3BAihDskO4Q7LNszjjifOLj26I6HK5O874X7bAZmDJIdWjFalRBTjGmU41qEp0V4mGJMKR6UTPROjncLxzplwl61fFiH8rUID1PwMAVPo+QrZGNK6ahM2KsQ9UsnB3+fCvmruH4B3HEpeTWOZL/LgsdH/k5cRwT1iKAeQnkhuKsFNZDveP0+qzqVaBbuDnxXTd5lx6uk7VBaaZtOBhfyzezeg148TnkoBxNmfrtm1p/BET88I83QjLAROCkMohyfLDalGTVgIwZsxKQbt04JgFXZXvOeI9xzgyl5wW55waQF+E6el+/ccCoOdxiwy/Rbl3pgRd3XVQAYTVNiLuepnGACMAnPffb2JoLTtW/fAVYtAEA42hbmvZL18mNFQR5FTNc5ueyfRXwJ66lSDqWCTTzF8qqI9ODSnctY5JxQchnDuZJN5UZSjvouTw9yLmXDkplaFU2riqZVsCgVHGoV5HIksZzuWhz9pAq5fe7D6Jgdi8QD3wILsAMbr+/HpL2L43YsPrpv/THftUVR7lUJnpVsahVnxmbBR9xUxVArOZQKNrkyhlbO8Kxkup6OIxcyNyQcWFkSRaiOnifqA/2lkxxaBYeSF0E4xXqyMsw11XfxYOtndgB0mhFg6DuZvMeH9kfZYDMAFrNF19P+Q9imh6O3LSmJ9CyOJBUz3EojyeVM93KG1z1Mn/n8NC/ZiyJoxWG0whDXrMPLYg+4DnRdBkDN660BQHnp74XBzzpd/fotYLfY7cCgHo7e/nDISw+xti+P2bkyM4iUH0HLDSHmhZLwmv2OAtxg2Z52aN1ClTv811Eq5ZhKOaZXTWCKMYVoQMy/NTneLebfkgn7leJBWKo7ol8tH0WlwxLRkFw8LJ/sQyQDcvEwhop+t2X+96+FPPfhi3PgruTVKHk1dyVkHA9X+XU433Gyo8IGB2rfJbWgBm9xguY7IqxTCmpVoutQdyIuoia8fsf5jkraoHSSJt1M4qVNM1POd8LhkVBw7Du+qslh3u8APnvAqBrUq/qh5kx4h2R3HAM5MwwSzoxUDxuxEVj7GzWjFuMEDveUA0uyA1yzAymOcMf5fi/c563f4dfzQwi5Qa5Z/uvTD6+xISNmu7q+9m+JPg/GbfnjpS9eBzaF78tLEvyfBXalxQoAMKYznqM/+3CaD6kk0sVxdPAvoXwh+8nCKEIlh1QRSauIpJ2KJZVFrq+MolZHUypYtCIWLdlvdUEkuSJ2Q1m0eznLq5rlXgVRy6FWcWhVLEoFk1DBcMsNd1fIbp3/iBWzY5Ho9jfABuzANtJ9Nnn/4oRdS44dWJ98cF1xtEd1olcVx6Oa80RljEdljEc5m1YaTSpjkStjaJUx1NJoYlm0WwWDeppNrGS5FkU9cSLQtTjS7STL/V6szxweRLkVRjpXxD5RGrqhMpSUcXjpUPvnVhuob3r3/XczZD3n95KciuJ3AaC2ABuw2d7POhj03P0pvqtKoymlkcSyKEpxGLUkfCa0jsuB7/M0JXDDqQWBhHKme9yWP3xykgOA2aKdTA3bJJ1sab/01sEnnT55OxPYzHarbQobT/Jd7//CY9HblnF2rMgIJOaFU2HlnhNEhFGZOXDP9HPJ9HNZCO5yyaBcMqiQDimkQ3LJoEw8IBXdlkz2SyZ6JRO9MmG/QjSASmfOUXUoX6OY0CgmMAVPJRtTigflk7flk30KUb9ENITKx9XyYY1yVC4eRhUC2P7yW7h+G3AHFh3aJxg6Kx/+UTx6STJ2GR6rOp6mSsYuy3hX8SgkHpFEhQ0Kfp10rEY6VqPg10EWKyeuo8ImVNgEJ0HedT8zeKBZKWyEUXdUXC8XXENE1xHRdVRcj4rrVZIGeIOK6/ET19nj1mZM2oJJ73jxsNcJF1y+eqfHFdfsTGDHPR56tE+P3nJsboLfo0f7dKpb8woOJMCnwxtVg9OaEYtuDNhE7TXvJR10O75vZY6fS1YAMSeInBNAygsm4soPId1RKOVeFYRRsxkexaFe3FCXfJZ7WqBHcYhLnPd937ydbrICYJeVcJ5N3b04L9Al4bAz0Pf94y+nDq53utX8o8YO7ABc/+bNfU85xe95qCzIvZTpNTPGgEkqYZJKmJSyKBpMpCzUdekwpwwPxXvABAs3gpgTtL6YQa5ke8Knytm0MhYVGiNlUaTyaHJFFKk4wiUrjCqdvHHhr7Ex3n+cHLoEX2hjbV8n7V4cv2Pp0T1rk32dS1ielTG08mhyNctz3tx9BYtWyfaEv0l1zIbyaPfCcAI3gvgTI70qOJRipkdF1DPldEpR2Ipkv5UTt84Du+3G95URux8SD37xTnrEnjVON6+8NwWMwAYw6YDfK+s42x4uCVtbHOGSH0EtZniW0T0dq3WYVoIqDnMtiSBwQ90KQokV7CdyQkkFdPc8Oq0shJB+8OGkgHVK1bgFgMsf5B/xcLrddX6k45M9Gx5/LyvCDsxmuw3TilIOO0c+90Dk1pXs7auy/KlF4Z4zB6eBhOxAUk4AKdufCAXvM4+4pR9ySdj9UFXqDvFYnVo1JpMMSie65IJORNAhnuic1U3JRI9M2KsUDyKSIVQ6rJaPwvJcoxzHFGNQiHxEIR2SiYakk4My0ZBcPKyUjqFyHqoQoEo+fFYpHUUVAgAsvzcx/Y9fC8BdOn4Fhzvuw+CZ9zmBSMXENTmvFi/eoS0DBZmOCBpRYZNa1IKJW+FXlMJmVNQ6O36gSSVuUksbVZIGeA81G45shFlJx0T8vXC/h++d82pOIe+wwgm2oXbDBCTO/TtxGgcZ1Ldnps2oh4yqQRitsejGbAYehPtRX1cc7vAv1hHujnyHSYl7+Z4ZQigMcs8Pc8tjUnKDaVz/tYn7l451nrMD0HX905RD63MPrsoPcAl86YErX5RpRH1+Xk6FKf52YAYATCmGYw8Rgp5xytznVkyfmWFQzCBDuM8MI/sFVfycLs1Ktmcxg5wf6loaSYVwL492L2d5lLFmwjZlUZSfhfvRXY/FeT/uCPeyKFI1y3OhTlEc7lUcr/Jod24EsYhOqmB5LPirssll0RvKI58soxOLwladCFovHrwC7NbLH6QGbnb66s9sVc+FfbSHj4U9D4AC2ACwYJ//Od/H3SnXf2VFFCkv1LUkekN+KMWR7I5wL2FSiuikskgPbjiZS6fkhZKKGO65IcTCQy4cn/t/+EemzayzWRU54U9yXl1y8bszwr6vtlMffj3J1w6mLMBuNCmOB7gxn70fwj3Tj8IN88iF9vo9cIeCcI/b+VBlird0vEGLCRDFuFLUj4huoeJeRNqHSPtQ2W2VfEAtH8YUI9ByQaXDKtmIWj6qko2g0mFEMgQlEw/IJYP46Ssqn2lYReQTCNzUIR2abWL6He7/69cCcIcch3DHfRjHe8dDVMXENdn4NeXEdbxgh5RHhQ2qyWZE0KicaECFTZgYblJtQYVNSmEjKmqGBrpa0gyLd42sFTYxqSWtDpNnWlTiFrjlA59Ig3+b40I+mIu/092Kt0HNLmLVOeTZNTMefZdW2eUYitch3Y5VvONMgruW86FDcIWTCRud1oxZdDy7UQBMkzjcU/euyD7inOk/8xcL/4Bzg4hzzPc8BznCPS/EpTDUPT+Cmh3qUhREyNz7WDbjSZNRCuz6NwrDj+1fURzokuvnErTpj3H+7gDpK0ncvPe5RSr+DWC1AGD+W1Wi31P3pexaVxhGLWV6ljBoRXQS7JXnhpMh64sZ5Lv3gcyl+ZygN+RsEZ1UHu0O78tm97s6wJ0K4Z4ZSoFw52y/Tzh4Eb7QRm98hcP92IH1xdEeFRxqWRSpKtpjIbjjRTq8gXnEhTqMyqJopdGkCvaGUqZXGZ3IDVuTFkbAhK12m+Wb02GsfQ+lBruYxus+qDzx1Fqn2m+qgG3aDmwm9UTItvVRmxeV0F1LI8lFDGp+BG2OLXOH8nRaXiiJS6flh5GhXcMNJ+cEumTsXp3C2mDAxoDVfOHz/Kitf2BuWvzVB1nI+PltxPtLozdbLBo7AHagywr1ZDx7P3PLCta2lRlHyIWh7rlBxJxA2L5EnEP2LD/CDNy3P1SetFPObzFOybWYSC0fx+TDatmQUtKHSPtR2W1UOohKB1HpMJRSPIxIRhyFSkdVsjFEPgKPYWEEHk54V0rHlDK+Uj6ulA07wv2/S6b/2PWbg7tjvH3OHALH+h2SXc6vwWt25cR1Oa9WzqtVTlxXTTZCsisnGhBBo2qyGeYaVZN3pobhcEdFjZi0RSW+ATVnk6oj6B3IPjORBh9OgM22O+G6t1lpXr5rkE4N0qVBurRot6P9okUGoHToID7z3aAexskOBfluM0wAm6jt6l/nwD3bn5gTSICaw/e8BfheHLKeG+Gex/DMDXEpDlidvPPRz94+YQFmYV9Noj8l229NWTApff+amD2P+29a1HH2tVtN7+/d6PRZdRywGKwAKPg36dtWh7/4QJa/aynTq5Tpzo0gQrgXhpFKmZ4Q7vfyfSGVMCmVbM8KlkdpJBWiFod7aRStguVRHk0tjSSXRVHKmeSicOeMELIj3O12ux2AkdYvE3c+Grt9SeLuNTjcSyOJlVFzc/c/O+Nl4d+TUMHeUEx3L2cQCkPXZoRTTUgvALaP83cc83uc7X3f2znBevkg25cUuX2pWSs2WQEApstfvX3ouUWpB1YUhTvnhboWs5/AS/U5cC9geHGZG/LCqRDu3FBifpBzfsD6pO3LL19422KfmhIMpAW7Zvo9fNRn5QdVbL24Zo/nQwXhz9osKgAAAKa8yKfpzz3I3LIieuuKtEPE/GAqfGH8DNy3PVKetFPBb5ueVut0SgwRaBV8jZyHKoYR+ZBSNmO7K6RDStmwUjaskIwoJCOOEcmZCcAzfa13zYlEZOMKKU8hG4PGvUIygsgnfof7//61sOeOM10ydhk+nGPO4Geqcn4NrNYV/DpIdvxwVcGvh2SHiFdONKgmmzFxq1rSjEw2KIX1sF8J1uYqcQscDzkH2WpZB36C6vgsLhziDpr/QHXBsh2FggtXbzmYMHeA7hiRnNaMmLWjZu2oCRvGl/ZNqYfs1sm2q39NPOCS4rMcwn3mLzbALTvAbQ7f84JJubOaQ/mi4HU5oaTscA9uKDHbd0nKQRf5eKsFmD85yWHvWlwUur44iJLovZy187EYn+XvZR8EU/0ZgZ7RW9fopMMmGwBAfzL98KFnnFL2reGG00qZnkURlNJIKqw0S5l3POW7pk46CKa8yyI9oEojZ4pofHHoTKUc5VE6W/LDda/lTHJRmGt6MAnCnb3tD4KBC/CFNtzyxUJw/9mYpuND+AYz78eLYgaxNMqDG0EsjyTmhazNpG8AhjE7sL2T+mzy4SXph5bse+L+/rZzt668uZfidP6z0wDYzNMGALCE0FdCXri/IGhNMYOYHT5PT9lMJ2q4e0n0kwV098JwWl4wsSDYrSDYJcN3RRHzJaNZCYDpqzMp7Ffuywl87NiBxRXHDhkkdWGvrs0P9rSZpcBuBcBcGvtK+HOLGJuXR21ZfuIgIS+IAl8bWQFumf6Ee+Gecdg1/ZBLvPfDZUd3KvhtZjOm06IYMqlVCtTKO3PBUMUoIh/BNWu5jOP9TTNfgd8mG4PQR2RjcIjY73D/NV4LwF00chHSfA7cHaOQON+VglqIddyNQQT1Cn6dbPyagl8PDXdE0Kjg1yv49dCfQUWNCsF1+UQdMtngWIzPwfociM8hvmM2BkIcF07zOd76PVb7zCDfu431ATwzY9KOQM2Z8w57WaewAYOqX4f0apW3DKr+KWzAEe5Zh9dn+M0tx3ICSDkBpNxA8owW4HtxKCE9yDkjiFQQREzY8WBV6n5gV6OK0eNB1OOHl5VGuGYfJMRsXxW57dHMYJe0Q+tQfk3jp9w9ZKdLn58BwGy1mkdvnjv4ohN7y6NZ/q539vYxZkZOzhv1c9QcxOOl/RwbpzTKoyTS3QHutHImmRvqkhZEvBfuQ82fJ+x4BId7CcvzZ+E+v/dy9+cMx8MD+FmkiE4oZbjmBK3NZT0PzJNWYKmO8cwKWJ3jvzrwuQdyY3cDbSc38sWgLWstKh4ARjswXz3/j60kp6xDq4rDibkRC67Ngp+u8kLIBWHU/BBSUQQt48h61pZF3/+txA6MIl5T8j7nfD/XvNA18XseSg58Ti+sOR7wVPYRF4uBD6wWACyvndgf8uwixublkZuXHfd1yw0kz4F7lh8hy48wB+4JOx6pSNwB4a7RIiqlCEMm1Urh7IDfO4iH1gp00udMf0TlvBn6y8ZwKaVjv9syv9Lr52yZOcF2RzcGPqUU1KpE9XjIHQ9BQn8Glu0wJ4MIGuG9arJZOVkHd2crhfWz5ns7Jm2H43/V8jY4wEstb4PTIiHE58QcMflNtWOrKtKNb2KaXYo9N+UyZ+venSgkNgjD7Hr1sF4NU4/jevWoSTtk0g5NaQanNINw45JBfVuv6sfkN+GbhFbZDd9LprB+s27Qbp28ceUvc+CO/63icMflCHdHxBeGUdND1mcGETJ918XtW9585SNg01/+8nXWjodyQ1ZyQ9Yd27Oes8Pl2GGXQib56K5Hvng7dmr8EmuP63Hm88AqN1kAsBvTGM+HPXdf8t7VeJtrMZ1awvAoinBfiOlzkn93KO/Qgu+4+W8G7lGe0LopjaSWMSg43C++Fzcv3PED1f8T3PHfYd65u7jLVMwglzAJ3LB1WQFrSxO9gV2GTWFZIc6FIa4n9q+K836c8epjww1/77n6waGNTl++cQIAtdZitNi0cUeeZr74xwzfFWXsJx1jjlAwnFrC8Jg9DCcXhFHzQsjxu5YVMzaAaR0AijcLA9gv3Z8fSEj3W39s39pw77Xq8YtV8TuO7VmiVfQBiwUA2/uFIQFPP8DcssIR7tCWcYQ7fM1AuKcddE70fqg8cZtiotViUWt1SgQRYiqhSilUI5MYKtKoJzXqSY1aiKkEKmQcVY6hSj6i4Cnl44iCp0Im1KgACqbgHSYAz8D99wPVX+O1ANzh8Sk8UIVNp0pBLYQ7pDkc/yvjXUWEdZik8U6wXdiAR2VQ4R2y44MEIOWVk3UqSQN022cPV9vUkjaFqAmRtKhkNyDccb7PITteoeNkv7NGFe3Roj16da+jcLgb0CEoo2rGN4cyYCNT2rEpLc+AjRmwMaOGZ9TwDNi4UdNv1PQbsD74Q+CbB6bsgluf9KouLdIJp0ga1N3Tuj6bRTgH7pn+BEe4z+V7EPFevucGk7KCqBlh63KCCSf2rkmjewGAAKP6TNqRYwcezQtelh+8JmmPG8ubkBHmmU8n5vqvPua/3iat/fhk5P7n7xMM1loAsFtAy7l3/Tc6xe9YWhBKhos9IdwLw6jzhrjvpTyuO1sp5uAVh3ukhwPc3dKCiDJR28X34hwPVIeaP4e2jGNaBsL9J8L4jjfwd7hr2AuDDCeqQ5UxaCVMSlkUKT94dYb/ulMn9gO7UoJKMoLdikLc0g46s16+P23PEm78PmDkVzA3BD33mILfYQLAAixN5/7i5+mUuvvx7EDCHLjjnQclYeSiMFJphHtOoFt+KCXl0PrEvWu6viuwWEB37+fRPotL/ElpR9ZkB9MiX1oduHWJcvjcO+kHYzb/STHZBqxWYAefVEQeeepP/2e473iwLGGzYqLZasV0egRFJzXqSRQVaFRiKEwlxFQCTCXAVHxMxddiIkwlVCETqJKvQiYg31XIBIS7o2MDh479HoX8NV52YLWZbMAK7ADYzAZlr2zovIFXcy+pIayVwkZcqKgZk95QiVsUggZkskktadXK2zWyNlTUjD/ExK2Q5mpRi07WblB0aiQ3UGETKmmDwwMweSdutmiVXbMox5/qwOQ3jeo+VNGhUnZqVN16Ta9e06vDbmlU3RjaBV0RHdILTRI49sukmdmppFcNwK2nRmzIpB0xYkNqw7BmahQKM45opka1pjGtacykHbIax0zaIViYG9S3pzSDWqQXUfSp0QEtNqzTjGixYY16SKMewlSDRuOITjeIYf1QGs1tvX7IZBoDdl5XzTsJ+9ak+65JP7zuxCHnNH+XzACXrADivYJBmrsK+Vm7piCElhlEyg5wjdnhdOmTM8ACpLxzKftXZfivKYqgHT+wLs572Qlfl8JganEYtSDYJWH/Q5//NQvr/565yemtkmgAbMButdmx1CCPkBfuP753RXmEJzdiQz59Q24ElUsnLZQGWciiWXBjFNOjmOnh8LGAVhJB4oa6nQigSCYbfvxzPGvLQ4LB8wDY7HYw2PxxwtaHYrcvidmzJsnXpZTpWcGgljEoxUwPx3Eud4928ZhX8w5VL6a7c+mUMgYpP9yrOJyYvu9PbxdGAwCG+q9mHFyWF0xMPriOs31x6oHVyfvXXPowdbj1451POr2WegjoECsAVmDMP7o9+Bmn4z5uheG0/FBKEd2rIMw9P5RWyvQqDCYVBrkVBdMKAoj5dGKqP6EwwOO4t1NV2lYDAAAoMtivHt27uCR4bVEIOdHHJfSlJYytj0u7Pn3nZBz96Yf4vd8DOwDA9vWfE4KfcYp4aRn95aVH9znnhLhn+LllB5Iy/NyyAymZ/qSsAHJWADnDj5jhR8z0J6UfIRw/6BK35ZGqJB+VoAtYDUaDRq1SqDGlVq/RGKQagxTTS6DUOjGUSiOZIxQTo5gYxaQoJkXUEkQtUarE8AbFpEYVgsnEWuWkDhFp1TKVCjHbfyu+zK8W7hYzgJW71QKA3WLXjyJjlwyCWr3oulHSMCVtnJI2GiUN8N4ka5pWtkzJmwzSBqOs0Yy02tTtZqTVIG3QiRum5C1mpM2kaDVIm/SSRqOs2Yy0TctbzYobUBZlGy4zMiML2m5VdVhVHRa03Yy0WVQdNuymDbtpUXVOI+1mtMOG9QBdH0BvmqWtFtkNAB+qumyKdoB0mvS3pnQ9U7oeeGPUdpv0tyxT/UDTD4zDQDcAdANAexvoBsDUCNAPAmwIaIaBdgToRoF2BKgHgXoQaIaB4TaYGrTr+qyaWxasx6btBVODQN9vUXXasC6guwUMfcDQB/S9QNtj13SDqTGgHwa6IaAbAvphoB8GxlEwzQOW0f6GDxL3r03esyzjiHOmPyHN3yU3hJjpT4CHq3O0ENwzDrvmBpKPH1qR5L9Wze8BVvPnfz7K2fZwVqBrXgg5YffyGO+l2f7kghBaXjAxL9jtRJBLWogHULacPLEnavtqrXxkGgAAdJ+djtvr7pS8Z3lRKIUb4V7A8MqPoBVGzA2B/ALEzw/TeeFeGOJ6IoAiFtbfC/f4LYtiti3m7F599IBzCcOjgkEtpZOLmR4Lnesu9L+70JsNl04ppRMLwjyLwghpBx54vzIBANDT/u+0A4+XMj3jfVbEeC/JDnBLP+JaHLvJIqvlJnnv8vjjeMsFy7TZBEyjPT8c8HJK3r3WscUMjnkpDKOU0T2Kw2i5QcSsQOfcEGKOn2vU5kXj3d9YAOhr/iIxwD3Vd1lR8LrsI24c77X0Vx+P2r6E3/LhB2+lRDy16HbbP4EVAGC7+ElWkAPcs4NpEO7pR1yzAsjzwj3V15nz6oNvZRzUidvtU2JgVgCLDBiFYEoIjGIou0EEZdNP2vSTNr3YphdbdaI5shsnbQahzSC06gV3STNuwUYs2AjQTxjRMa1SAOwWi+U3MdD9Vwt3YAd2YLbYzMAObCbDt5+djgt7PiXipTTG8xmRL2ZFv5TNehlXDvuV9OhNGayX0qM3pUdvymS/nB3zahbnlfToTZnsV7M4mx2VHbMlO2ZLDntzfuy2wnjv/NhtOezNOezNeTFbC+O9c+O25cRuzY7ZkhO7NT/BOz/BOzduW3bMltIY74r4XZUJu0s4O4pY20tjdpbH+pRydpck7imI8S6I8S5O2F161Icbt5Mbt7MkcU9pwp6S+N0l8btLE+66L0zcXX7ctyR5X2Hi7oKEXUVJPuXHfYuP7a1M2lKZtKU6edupVO/q5G3lia+WJ75adWzrqWTfM6mHqpP2nzx2AOq144fPpB56I3nrG8lb30zZ9lbq9rePe7993Put1O1vpmx7M3X368k7X0/e+Wbq7jdTd7+RsuvN1N1vn/B560zKj/8syA71TN27IvXA6rwQalYwMe3IOgj3e/k+B+64CoJI3CByzO5F1TlBwGYEOl5G6JMZR9bmhtHS/Iis7Y/H71lTGLaRG7EhJ4hYEE7JCPa07y+vAAAgAElEQVTibHbqqH2ns/4fgZ5OF/9ZMgUAsJkEN8/v3fhg5KuPZBxZWxhBzme450d4cMN/YsPf/IhfqIIuYrgXMdwd4V4cTiwIdoFwP/9uXPTmRRMD53C4x21+kLP1MfauVRDu5XRKSQQJ/oQF9H+DeyHDvSSCkB/qwQ11O3Fg0Wfv5gA7aLn29xP7l+SHkeN8VnF2LMsOcCuKcI/Zs7rjfBU6XrPL4w/ZkdsB0FkAAED3Vm7oYS+nTL913HByQSiRG04tjKBm+rvmhZDzwqm5YZT8CCo3lFgUsIbj/dAbBZFgSgWA+q3MQzG7V2QFrM0Nck3yWRe5dSVnx4q4nUv6rrz55cf5oRvvb738jt0CALC1nKsKeOaPES8tY7yyLHHv+qwgKjyYST/imulPgnDP9CdBuGf4EdMOu6X6Oif5/KHy2PMXvsw/Ux5VmOFbmrG3LH1nZe6eN47vhno9ddfrqbteS9k5o+TdryXvPnNs11wl7TuTtO/00b2nj+49leiDK/+Ed1Hm7txj23NTdpyI3/WX145Pa/kAaP6rbPoPXb9muANgMVungR0Au6W34+yn76Vd+FfRxX/lX/hn3oV/5l36tODyZ4VXPude+Zx7+bPC85/kXvmi6NrXpVe+KLrwr/yLnxZc+aKo5quSmq/KLn9efPFT7uXPi2u+Kqv9pgJ+peaL0mtfltV+VV77VXnNF6VQtV+V13xVNkfXvi6/9nX5j9+UXvyu/NL3FRe/K7/0fdWl76sufFtx7qvSK99V1Z07U3fuzOVvKy98VXblu6raH07XnTtT+33Vte8qr31Xef3syYZzpxvOna77d3XNtxX131Y1nz3d8F11/bdVDd9VN3xX3Xz2dP23Vde+q6z7d/X1syfr/l1d+31V7fdV8D+8cq665sdTV8+frLv0Wt2l12p+PHXtwukr56qbLv6l4cd3r597u+6Ht66fe7vhx3ebLv6l6eJfGi+/23DpnYZL7zRefrfpyp/hvy01f+1o+aLt4psn/MlJu5amHlid6U9I83fLDHDB4T6H7/Oesmb7E3OPuKbvXR29d1Fb01kAzLeuvhP1ymNZAWtzwzfE710btX1p6iFCIX1jXpgn3PaQ7eeR578sJ2mbVt7ODXRLC3E327TAagcGeQ5n3+En/3Bs35LCCGJ+BDUnlFoUvmGhNMjCJfxCNghtXrgf9yf/NNwT96+HcC+lk/8fwr2A7l5Cdy0MdS8Idkve++D5f50EwFbz7Wupex/L8HNJ8nWJ3rY0L5hUFEFLOeycEb7BrOj5uILxkotTZ+2/7ADYAVCMtoS+/BhrywN5wW7cUGJ+CKGU6Z4XSipgemSFUDLDiBnBLrmHnXP3LU48uJw30gVs4Ob1vx/3WZns83hhGOmEnyvLexXLe02qr/OxPY+1fldx+ZuToRvuu/xVKazcbze87//c/eGbljJeWRa/Z21WEBW+JNKPuOLVOizY048QcLjHbV5yJuXg7aZ/N175uv7HT29c/lfThQ+aL37YePHLxotfNlz4Aqr+x8+hrp//Yo7qzn1ed+7z6z/+o+783+vO/7323MfXfvjo2g8f1Zz9sObsh5e/e//6ub9f/f69uh8+/vHz9xsv/QCsNmD9b9PpP3L9auFumbZDW8ZiBsBuMetHVMKaaXnzNNJmlLfopU0GWbNJecOMtpuUN+BXzGi7DbtpRtuN8hajvGUaabOoOqaRdpOyDcqMdpjRma/YsC5osFhUnXZNt13TbVF1wu+xYV1A22PDuqaR9mmk3aq+CfS9JmOPQXfToLs5beyzTg+Yp/qn9H1GXe+07pbdNGA3DUzrbhmxLrO+Fz40Yzctmi6rttum67Hpeuz6W1BAdwtoe6zqm8DQB6ZuA90toLtl13Rbp4aBZRxYxs2GwWn9gH16FFh5wDJuMNwymfpNpn6bbdhmG56evj09fdto7LXZxBbLpMk0MTXFN5kmzGah1SqyWkUWC396enx6etxs5lksfIuFb7VOADAJgPBW3Xsxu1cl71meecQt7bBbyqH1mf6uvxDu+KErN4CStHNJFmcjACarSf1m1q7E7Ytz/NdnBHoytzzO3rkiO5iWE0rNDCLlhFLzQqgFhwhZgc70vSsHGv/27zfZvhudbtb+A9gAsFtuXP7swFOLorY8mBviUshwzw2mFEd4LQT3wogZcek0Ry1sg8Bn77wTFIUR8oOcj/uTRYLrv6Ryh7bMwumdn1ojfq/yIjxK6K7ccFp+kGuCz6LG8x8Cu+3sx3nJex7JCSLG71sftX1pGfOJHD+XvFBSnM+Kz97KAsr68O1LksJfBLYpqw0Am/bs+9m+G5yS96/ihlPzAl0Kw0i5IcQ8Oi0zlJIZRswOdcnyXZu889H3ygOmrQZgseVEv3Bi+yN5R9bmhZJifdZEbluV6OOS5e+atOuhq5/kNl/6c5jnH779WwawArvVJuj+MnDTY6EvLGG8six21+qMADJ8VTjCPcOPCOGefoRw4pBryoH1rBeXnEo6ohXeBpYpYDMDqxFYDRaLzmxTTFvlUCaLDGrKLJ0yy3EZp2W4TGY11NS0ymhCjSbUMIUYphCr0WjRaaY1KmDUWHTYlEYD7GDa9N/G03/k+tXCHdoyANiAHdht02plj2DorHL8kkLUIBXUifnXJBO1MuF1+WQ9fCifqJdP1Mv416W8Ohn/ulLYqBA0yPjXpYJ6pbhZJbuBSFpkwgapoF4haoIpRoWoSSZsUIqbYQAGkbRIBfWKyRaVtB2epiomW+TCZlTSplHc1Alb1LwGdKxBM9GiFbRq+K0afqte2K4W3VDwGxX8RrXohlbaoRbdQATNqLBFK7xhlHROy7sN4g6NoFUrvGGSddlV/Vp5p1rShopaDUi3Sd07M1hG1oHJO3VIt0ZxExHfUIpaZ05xZR1aYZtB3KmbbDeIO42SmwZxp0nWbZTc1Mlu4NLL2/TyNnhvQnqNih6DvNuo6JlS3ppS3ppG+6zYgNkw1FP7fvJBwvF9q5L3rk477JYVTIZBiPn5PhukweEOkxJ5vgTmtgferY4Gdgu/t561+7HMg6vzA9yO7ScwXl2ctN+5gO6ZE0TMDnKDsesSv7Wp/oSjvqs+LDws6P464PkHKmNfBfYpKwAWnSThyDNHnnRK3r+qiO6RF0IujXB3WAV1tyLm5/vPwh02c+JwT/UjiQTXz70T+x+Gey7dqzjCpTiMlhPoErvnod7Ws8Bu+fyNuJS9j2WHkKJ2rYzZs4Yb4VkY5MYNJeYEExJ9adrRs5c+SXuV4lT/w8fAbrOZDVppX9BLi0NefCgvhMoNIecHuWYHOGeHkLJCKJkhrtwIYubBtTF71o10nwVA/+O/3mJve6zgwBpuMCn5kAt9+1KW96r0Q8Rcf7d470XfvZPSVf8xfcN9fz8TA6zAZrEqRy+GbF0V8vxixivL2N4r0v1JWQFEHO6wWr8X7vE7/lSW8IpC0GADCo1Bgqh5Ku0kYhAZVZNG1aQBFULpEQGUTjkxR1oFX6vg65ARXFrlsFY5rFEMYfJBRDWpVPJRFQ9RDioVA0pkzAq0VmD8b+PpP3H9auFuM9kBsIDZkb967LZg+IfJwbPi8csS3hUp/yqUhHdFPH5ZPH4ZEdTLebWS0auS0aty3swwSMnoVRGvRia8jkiaFKIGyUStiFcjFdQhkib5RJ18ok7Gr1UIrsPJjrB3Cb4rQCmFjchk08xXJI2ItBWV3VBKWmSTjbLJZkTapkG6dLJ25USDgl+vlbZNIV06WTsMVkolrUpFB6LslElviCabJOIWpaJDrepWilqVola5sBnmcCDH1bIOrbhfK+7XiPpwYZO92GSvStGtQXtReZdS2onIbqoU3VpVH4bcQuVdKkU3htzSoL1wzZNK0Y3KuzTIkFoxoJLfxpSDmHJQgwxp0WEDNgbM4x2X32XvWHls94q0g86Z/qSMAPKJQ+vmwP0O3+eDe+YRtxPea1mHlvZ0ngUm/VdvpzG2Ppjpvyr7kDN7y6rozY+fOOScF0rKDnDODnDODnDNDnDlBqzIDHbP8l2d6e+qmmw8c9yX+cJDo7evaW0AAOP373MPbXyAtXVxXgi1MIxUFEb4JXB3RPxPwx1uAZxp1r8b7lGvPugI99hXH2BveZS1c2Xi/vXFdHfclln4dPf/BvdsuldRuDM3hJwd4By/f7FguAnYzR8UBx/fvyQ9gMDYviL+gFtOELk0nFQS7pYf5Jzis/yvxSFA3RbvS4na7W7XywCwAbvlowrO3o0Pxu5azQ2hwHeCglByXjg1O8gl+9CKWO9HXy+MAkBnNYwe8yNm7l1V5EfO8iNF714VsXVZks/6/ABqjp9L3I5H/l7F6mv5jPnEn94uCgYWYLfajLLmSB9i0LOP0l9eytq+PM2PCOGe4ecG3Rjcak877IbDnbP9UW78NvF4i8mEqNVSVDGJYTJMrUDVQlQtRFQCKCU6AaVA+HMkV/LkSp5MLnCUVDYhlU1IpHyZfFIq5aNK2MrER5QS229lV8evF+7ABgCw2GwWixUAYNGp+wXDPyh4l0RDP8jHL6qENSphjYJ3STr6o2zsgoJ3CeFdVY5fkY9eko1cVIxdRvk1CO+qbOSijHdFxrsi51+dI8X4FbguVSWoRfg1St5VlaAWm7yOTdYref8fe+cdFeWZ/n2SbKqdzvQZQM1umokxiiiKtOmFJiII0ssMTKWpSTbbN5se05NNYhLTTVNRQaQXEUTa9N47vc79/nHjZIKQ3d+e33nf82bznO/hPPM4MoDyea753tf9vS6ZpPVWxaUxfcuEsc2hvmyS1hsUF5zGlglbp8PQbFQ0GBUNdl3LmLnTrG8yahsNmgaT7rLV2GwztViNzWZ9k0vT5ta2O9WtDlWLS9M2putwa9sdqhabttllbHca2hz6VhgnOWHtnrT1OMwtFv1lq6FpzN4x4exyWlptxit2U7PL3Dthv+40XbXpu6y6ToexZ8zaZzd0uw3tY8YOWK2PGTvchnZ4ZcLSPmZqHTe3TVo7oKZsnbPOntmJkasXThYlhLHjA7lkBJ+O5TO9v7rL+e7bAu+Fu4iBFTGwwv0ofsFmANweuyE/EZsdc28Z8b7yfZtSH7krZ9f6CmIojxrMpweJ6MFcUgCfHFJJvptLDOXvX5sdddfVK+93ffUCfavf688WTgIAwMykuitjZ1DWzrUiFu5EBuHEQcRqcD9+KOJWvp/I/DnP/Va4H09DVzIJWtXlW+FeEHXn0eg1ubGBJUTEU5mb/5AZDhdUvVkut2jVzaIrqvrwA09mII+n4quTUaXUAKv2GvDMvVJF5pI2iFIJWbFBRSTM8Ywtx1NQz2RgT6QhTzD8c0k4s/h84/s1+7B+333wHABgdgEAS2/yrtC0x9dWM7B1DPTTBwkn0gjVKbiaFDQ/bm1RwkaDqtsDwGdv15TG+9UkBh5jbmaTcJn7grL3Bwlo+KfTt1QzUMXx6157MnO469MjD935rIgKZgHwAODqK6Den7JtzeFdm3Jj/P9NuGfuue142R6jqmV+zjQ9oZ92qaYdyjGzxHcottOq8tmMKvfVj1tSYTiBz3APm1liNYktthGLedBhG3GYh6z6IadVAzyL4L+iWeYXDPefbmL6cRKT/IJRfkEvPa+TnDPI6uF+Jb30vElaD4c0wQkecKCHTdngMrRYVA3eTU92bZNV3WiUXzDLLri0V8YNrZDdJmm9Tdng0l5xaFtgCg2Mk3RoW2A0jV3VZFU0etvqnbql2t+saLKpW8aMXXZNq1nRBGMMJi1Xnbp2GFzj1LWPm66OGXvsmnaLssWibh639IxbeuB7Ahg/6TZ1OQ0dMF0SZgXD5IMxc7fL2O00dMHAMhhVBq+4LJ1Oc4fd2OEwdjstvS5Lv8vS77IM2A1XXeY+l7nPbbk2buv3blIFi8au+teLklDlcZuEVASPhoG/rnCVDMrbCCFk4qtSUNXJGCETW5P+Wy4jsirtfh4TU0kNyt51e+e3fwez7qudH1Ue2fZUdiz/4P2HkhAHd96bHxfEoWEr6Dg2FVNBx3GZBC6TwEtGiA4SRNmPVOTEfPTPZ8D0CDft/txdfiZdzwKYX5iffvsZNnGzXwExTJga8acMnHcPPdxmeeLQZujYrEj8Jw9tfipzy4o6kem9H4SfyCA8lRkBM9/LmDiNquuHk0XZUX7qG2cBWFwAYLDt1NE99x6JWld4AFlKRNUd3nwiO/xEZvjPLJCums64WjxAJuHJg9gTaQQROViUunVsUuMB7r+X7OaQNwkYmOzoDWwy+ljm5mMZ+GPpuBNp4b9PxrJpIf8o3Temu1xAi8x+6B63vncWADAFLn99MuEBv4KYjdVU3PGD+KqDeDYr8hh5U3HcXe+9wPeARbelv4KErooLqmYEiZLvL4wLObJnI5uMrk3dWpMaKWBgSuIDnhckSts/zdm1sSbnCQCMAMzNzE6IMrbRH7g9K2pj1u71XDpBxIwQMsIFDBykufeET8fyaJhKCqqCjCyMuef3JfvMsq6FaffUuMNhUTssCqf9J0D3FYwDg/JGEdjNCqtR5r1uMUgtBil8gsmksJrlS6C/mS3za+X+//nx00lMbut15fDXxpHvINxhqgwc0AHzwvSjZyGg7apGi/wiBL1N+ePsjmWjPOD8Jq9sygY4lNUkb7Cpr4wZO7yUtygvuw3tbl2rVdFokjeYFY0ObcuYscOibjIqGrxwd2jbYEaNVdU8Zuyya5q9kTVOXbtD22HXtNvUcAZIm03bCrdTOQ0dNm2rN2QYUt4bSzlm7vbF+pI7b+x26Dtdxk6nucsbdGMzdttNPQ7zUpqNw9hjN3Q7Tddc5r4J+435CclqcF8mL+irUjACBqomNVLAihCwIoRMPI+GKE/cWMJ6dNqqBB6w4HEBYALTVjBjWJg32l1y55jS7pLrTUMa/YDBPGxzyhxuxfSEGgAn8EwszkyCRQBm57579e9UwobvP/07AFMeAIzD7cxta9KeuEeUSjiRjKpLD69NI8DBIPDjiUOb626OiFqR7ytqGdxhCV+dgihj4rTq7u9fLcra5aca+AHCfaj9I1+412ZGQrj77vK/RStX9LdOrYI6djj8yYPY42lYATHwWNa26TkzAO4/5z1WQQnk09FH9mzkUDC+cD+WjK1ORRfEBw+1vNPzw3P7MX4v/77YszgLPGDOrRIe2Una6lfDxNUlY7m0UEEKvjJ+fQkVA2bUngXXF28dz4laU0tH1aRgK6i43Bj/o/sC+MxwuBdJxMKVxAf8hb1P3vl5btQmQeajYE4DwNz8wvTTeXsg3LOjN1TS8CJmhIBOWAZ3KF+4P10cY1V2gfmxyTG706px2VR2q+JWrC/ls68Cd+/FpUiZm6z/Fe6/xGMluBuGv/Ud1uGbM2OUnLfIL3oZ7Z3Dp5ee92Id3gbg88f0LTZlA7Rf3LrmMX2LXdVoktZrR89bVU0T5i6HtsXr4Lv0bRDusKK3qa+49G3Qo/duc/WO/oBAv1ng/xhs4NR1Tph7XcZOm7bVrLriNHRM2a+Nmbu9WfCwonfo2yH34aAPCHdvCjwMunEZu536bpcBxpP1OE09DlOn3dTpgLk3ph67odum73Ia+93mwWmnBMzowaKx8/xrEO4CShiPhuHTsd71sVvhLmSiuQy0KCVCwMDVJBOEVEQ1A3Uk6s6X/loKPGMAOF22G57xITCvBIt295RqccEIgAUAKwAWACwA2ACwLi4YF4F+ZlYCgHZhUgrm1GB8FNiuHooOPlG0FwD3LABgcbzu6AHag35liUFPZ0TWpYfD5APv7CdYwvsO717Vl/+pR38sI3zJvbkJ9yoWspyF12uvfvtywU24gwUARrtOQ7gXxCJKkpD/HtxX6epZDe6ZkcfT0MdSMdykwD8X7V3wuOY99icPba6kBnGpyCN7NlbScDfhTjiRFilKxz+Zhss9sO75ahqYulGati12y726wYaZ2XkAZgZavkh46PbcPWtqGZgn0whC6sa8mA1n3v8bAO4Z20AF/X5eUrCAHlqTsRWW7SWJYTXp90N3pSoZXxIfcCx/h6b3q4K9AWzWlrlxMQBzHs/CCwI6/YHbM3euz47ewKFghYxwPu3HFVQv2b1w55AQhTH3PFW016LoBPNjE26Ly6Ydc2hsFvmKZP+XcF9G9l/h/gs9VrFloCEDkQ0NGRgMaVc1WhWXjJLz3hIeshumSC6Du1l5yaW9YpFfNIjPmWUX7KpG+Nct8otG2SWzotGmvmKSN0COQ1vGprxsU152aFtu5o41mVWX7boWt6H9ZobwZYd26aE3NR7OUIXBk05d+7St365rg208Nm2r29Tl0LdDcwaW6vCKz7SQjh9pbuiCcpt6xi29LkOvU3/Vqe92GLvd1p4xW7fL0umwtMEAHIex22Xum7ANTdolsy4lmDFDuBcmIiHcuVS0txzzypfvfDpawCJwmQQRi1DHwlRRQkQ0xJE962Qj9cBj++5UTT41PD8pjHuQkB4byYxHc+h4LiuClxwJP/JTNvOSIysYhBLGVl7aQ4WJSDaNwEneXJ23fc5S/+Y/MliP3KEaujwLwPTCTFf9B5Tf3X5k1z0iFu7YwQhvThm0aKB84e7L92XXfxQs/A9FnMiMPH4w/EQGAc7yLmcSTIa+My/mZe2CtgxYAEDS81ne3vuORK3L3x9WkoSsORRxPItw/BDhP4D4ajqeEXksFVWbimHHb3qRT/WA8YlJbQ0LyaOHVJCROXs3cemEukORP8I9a8sJJqLmMOHogaChxrf7Oz/cj/E7WctaBLMAAOCZ+sfxTOpDfuzYEFFSCDvudkHmY2BhZgGMnX61rGj3+ipaqDAdWZCEyo7eUBgXwmMQatLvFzLxAgamKhlflhggyH7YdON7diIiPxE5bu4HYM4DwLt/yKU/cHvGjrVH9mxkkzEQ7r5MvxXuBXvufbo4xiBpnpkwTbhNYw6ty6ayWZaHPv5LuMM/8hoyXtb/Cvdf4nFLcJhG/K1FclYrPqsVn/WFO2S9TdmwDO5wXdR3oIdviiSs66GNA59pkV+0qxpd+jY4c9UgvWjXNI+bOu2aZqPskll2yaa87NK32TXNS6a8stGhb3XqWmGeMBzQ6tK3LSXeaC7D4h0O0YYhlC59h0XdDG0Z3yScMXM3LNhhzQ6xftOc+RHu3ip+zHzVre91GXpcBmjBd9iNbXZji93YYjN2OC1X3ba+CcfwtFs67VLMuNWeaeNqcPeujy1zaQQ0tDA5spJOELFwtXREFSUkJ3rtX9nxAEyDKXvV4W2HH1/PT8KUJWxI3bbp4I6NHBKikoKCv/BsYhiHhOBS0TwahkcMqGMgBUT/48lhpQlrU6Ju+/q9MpP6y5SHb3/h+BEPmJkCnkm7Kj0KkbH97pLEEC/TfaOGjx2M8I6IWo3yy/Sjd38oAs74PpaOEzLCOMkRVvPg1y8czY7y0wzWAwAWAJD1fuWFe3Eiwgv3/ynBT2Sscqc5GFGXvqUmBV2dii4+sOHdp48seqasllERxZ/PQLCJYTl7AvjMiLpDW+oOEurS8MdTI4SHN9fQwo5lEzhJIXVHoyYc3a/wGUlb/VTyq4uLi8ADzOrulD2B6Y/cLSSh86Jva/zqFQDmVfLurP2bqpNC6lgYfgYuJw6VtXs9j0GoTtsqTA6Hi+dCJppNDOJk/NYuuVDLjDy8Z4NJ0QLA3KIHfPmKkP7A7enb7zuyZ2MZESViRkC482gYPg3Pp+F5VBwUl4KtIKE5RFTe7rufKd2vHmpwWGVjLt2YQ+OwKBw21Wpw/xnQ/wr3Zcd/Hdx1knNa8Vm4mgotGp3knE5yDtbg0EA3yy7ABVWz7MKygt1bwhvE52zKBmjI2JQN8O86NU0ufZtZ0QgHaltVTZDdJnmDTXkZLqh6A4TNqssW9dLcPgh979Qnt6HdbWy1qpc8HNjKAh0bi7oZ+i02bSvMNXMZOyesV2HMmUXd7NC3e+t3h77druvweu7e1VSnocul7xoz9oxbep2GDou62aRsNGuv2I1t447rMP530jky7ZJPOWXTLsXCpB4sGH4G7r5VPIR7DRPHpRP4KVu5dKyIGiIghyTvWHv14jvzALQ3fn4oZmMFESWg4fNi1x2J9s/Z5Z8ZvfHIvsD8+LCCBER+fBg8KUpCFSagD0cHFyfgC/ehSmOxOXuwadGRDnnPX4r2xv72Lqvu+jxYXFyYeeuPnKQtfrn7/auSsZDmvlHDvnC/le8ryndh9lg64fjB8Lo0vICO4KZtcTnEXz2flx3lp75xHgCwAIDq+rf5MWuORK3L2xdalBBWnRF+PItwLAP/H0B8NdWmbq1JQQtSkIWx68+8zF/0zCplPULifQImsjQhOGdPgIAVWZuxue4goTYVfzxlsygDX52Cq0pB1TGQefsDv/vw6RnVJfIDfsJCIlic8HgAABOfnKyNxvgdfGJ9zeFHAXCCOctfhKmFseurqYjqFEJeXFB6lH/e/oCa9Ptr0rdw6VgIdz4dySEFl6Zudckb/nJkW8r2O6X930O4X/74L4wH70h99J7s6A3FCWFVrEgBncCjYbhUtC/ZvXBnJyGPRt39TOl+1eAFi3HYblXAZEfHzTz3nyH7Mrj/asvcevy3wB3aMsaR76Dh7u2W8TbPaIe/N0rOexdUDeJzRsl5s+yCVd24DO4wNNjr0UM3xuvRW1VNEOuQ6UbZJb3kglXV5NK2WOQN8IrXczcpG6Gh7za2OnRXvONbXYYWt7HVprlsUTXYNc0Q7k5dq13TalZdgV0xkOywivcOYvUVNGrsuo5bW2Xsug6nrhUKvgmw69rcpp5xW9+0WzozJptySSad4imnbMIumXLKFiY1XriXHdj483CHqqNjKml4bsrWCjqGRw4siw/kpD8+P66anx9/4em0vH33cEkb2LTQnMRN6VF+edEB2dHrj+zZkB29/nDU2sxdaw5Hrc2OXp8bsyltz63LhMUAACAASURBVG+yEwOy4oMO7V6bu2fNwe23J/7W7/t3a5pO/2kn0u+LN2oAmFkAwKa4nrYzkP6wH4cUXJOKh6lYNal4WMLX+gx3XYb4W6/fHBO4NL/ieEbksfTw4wfDa1NxfFqY8NCDE2PyL587mrXzNtXAOQDAAgC6obP5MWuyd609GhNSGB/qhTss+f+X4H5/dTKKxwrJP7Cx6aO/ALA43N/ET7hTyEIVxwXm7AkQsrbWHIysTcfXpOCOJUfWpKBFh7bWMfG15AABOaQi+aEZa+e7f8zajfQb6TgDwPz8/CKYsxSyHn4E5df23VsLYG6k46PsqPsElDAuA8mmYEsS8Yd2rS8noarTtopSIngMHCzbIdzzmOEuecOr7GjaQ359Vz4GYG4BgIEL77IevjNl291Zu9fnxwbBBVVYufuSfRncny6O0UsaHdZRvXbQpB92WpV2i/pfkn1FuP+6oOp7/FfA3bM467L0ywe/1A9943VjoDnjHZCtHz1rEJ+DC6SwWwbi23f8HrRlYL3v1DRBU94gPmeRX3RqmpyaJqviEpzcBLlpUV7WSy7oJRcc2ha4oArtmqWKHm56UjdaVA0O3RW7tsmubYKIh5ny8MSubYIuPCzhYUlu1bTAFdQxczekM7Tg4fqqWXUFGvFuUxd0Y3wRD684dE2wxdOivOw2dc26biyMjSyMjUw5ZdMu+aRDOumQTjllk07xtFu6OK1eDe6+8jVVaylIPo3AZmzmsfDspIC8/ZtO/rEIgPEZvbqYFFq5d83TjNDS+NBDe8NKSIFC4gN8ZjiPQeDS8Vw6vpKGg+LS8dUMLIeMr2TcX0EhVDOw1Qz00diAqpztxhvnc2IC85PwwDM2CwBYmHqWx4yP9Cs6sEHEwiyDe00qvm4lvh9LD/fOBVyu9MjatAgv3I+lEyDca7K3TU+ov/hHbuYOP0X/Dx4PWADAOHpxGdyPHcZDuK+m1W4qq95s0n5bnYziMoML4jZd/eYVABb7e87zD9wmZKEK9wfm7AkSsrbWpG+pScNVJ2PrWBHHWKGVh7bW0QnPsEKPUYNyd4d8+tHvHZJ6eoQfO23HwuyYxwOAZ0rcc7o0azdYcE2BhT9x9nL23CGgICvTwovJ2CM7w/Jjg2CzE4+BE6bgYdnOpyPZpMAjVKxdfultwQHKb/3az78FPLMLACg7vkzZdnfyI3cdjlqXG+MvZITDbhkv3LkULFQlGcMhothJyLzd9zxZuMeibBl3yRXyHo2y321XW00rY321DhnI9F9bIZcdv1i4L8zNLy4CGMzvWQBj1lH16Nf6oUtGeb1eek4vPWeSnTVKf9CLv9GPnDGKvzVLz9oU9SbJD4bRH4zis1b5Bae60SypN0vPmiQ/WOXnHZpLVmW9XvydTvq9VXPRqbpikzdapJessga74rJN3miVNdjkjV4vHto7VsUlu6rRLLtwczjfZejIe88d2g6LssWqarUoW+yadpe+C55DrMOKHp47dFfGze1WfYtZe8WsvWLVXLHrWhz61iVT3tBk0TVZdE1wZxO8AVhVzTZdk9PY4ja3jplaXcYmp7bBrq63K89rFU0mbZvT0jvhGJxyjU65JFNO2ZRT7p2tCov3Sad4Zky2MKUCC4aOcycL4sJKYzfxSahKMoZHxfOpuBWXy/h0LJ+G5zPDS0lIPh1ZFrcuM2rdaG/9JACXTvLy9m5ikwK5tNDc6A3ZOzdxiOjatM3VKYQVVZOCEzHRcDprdTKmJgUroCMK9q3p7/3q85NliZF+bV+/trgwN+cBVmUfbfum5MfWVZAwTx+MqGYiqtMJghT8iczIuhRkbSreK1+Ir2bXVKWFV6dH1KYRjmWE16Vha1KRx1IRAqr/00ei5hYcnz13hPn4Ou217zxgEYA5i7y7cO+6wzvuztm76ej+4Kq039Vl/O54+uYTy3x/nwXe1SFO8P1KjqWH16bia1JwdQcJwhQMjx5WmIAe7jo/vzA11PVNSdwGHiP86D7/o/v8uXRsTWpkTWp4TWp4VTK2JmVLbUpkNQN9LBlbw0SzKSGFScGW/vfe/FvJAZTfD+/9ZQEsAjAOFqwLnnngAX1fPXM4ek05NViYSuDRI7N3B2VHb+BQEaKUCD4TDzMdlxZU6LhKEjInHjGp63zjmUPULbdf/KAWgPl5z6RL2Xs4KpD2wF0ZT2zK3RciZG0VMSP4VBSfHOpLdi/cyxMRebvvebJwr1nROT1jMZvlMnGnWtY54RRbjQqbSel10q1G6c2NSyu7MStW8TaT3GKSWc0y7yQmm1kD/ku2MP2C4Q6W7s7zAACwAMbtI+rRL43DFzSj32tGv9dLz5kUF6yKi2ZZvVFyziQ9b1VctKsaTNLzBvFZ6MnA9VWzrB7KIr9gUlwwyusNsvMG2dKmp2U2vUV+0a1rhg8h4l3aK05Nk0lab5TXW1SXnPorLkOzRXXJpLhgVTdY1Q3j5na7tgk6MDbNZae+Gdby8C0CPPdunrJrm6z6Fqu+xa5rsWmbbdpm764oWNHDNVWHts07H8plaHbommyaRrPyolFeb1JcsKgu2TSNblufz7zs4XH7yIRjdNIhXRXui0YI95L9G3lEZCUZw6Xg+FScb1rIsnYIDhUnSolgx60vO7Ch9uheMGcCYOaZ7O3ZUfeJWJhKCiJvb2BxLFLEjBQyVx76AaODRUx0FQtTxcIIGaiaFKyIiSqN3/jJe3XjqvOsR9dUHY4BC+PzAMxPW197KjeW4FcSF1rLRJ9Ix1WlYGoORoqS0dX0EF+4L0P8ypA9tKXu0Ja69PDjhyJOZBCOZ2CPpaIqiev/VLgPAPfpZ7OSd64zD57zgHnP4oxbd73kQGDmjntzY/zzYoNEqVtrD249fjDiP4N7XRrB94u8eR0vZCE4xMBiItoo6QJg7nrLp3nRd5YmIY/s2VBwIEiYHF6XvgXeEauSsSJmxLG0LTVMTC0LU8VC81nogsSgj/92aMHcRd+2Li06fNqpmV9weMCEB8yC+cmnjmw/ErNelI6vZGDLkjC5e4OL4kOr0sIraZhKGkbEIlSnRMD9pTwKmp0Ymr0/ZN5y7dRzBYl4v69eLQdgcQHMLbpUebFh1Ad/k7FzQ05McDkRy6Vga5IjhFTUanDP3XXXiYI9ZkXn7JzN6dTq1P1qWadZd81pVXk5bjcr4DZUh2VVq/1XuN96/HLhvvRPOA9PJxzDeskXVukFvewHvewHo+KcWQl3ol7Uj57Xjy41RMKdTQbpRb3kAuxJt8gbrIpGg/SiZuScXnLBom6yqJv0soua0e91krOQlWblxSXiKy6MG9qtikaT9KJV0ehQX3Fqmh3qK2bZJRhy4NQ2uHSNVmW9RXHeqqy3KutNqotG5QWz+pJJddGkumjVNlo0DXZ9k0PfCl8Lztp2GtqsmitWzRVotcNOGDjnz6Ftc+k7XPoup67Toe1wqlud6lanphm+tPcGppeeNyoazNoWh6nTbe2B47DhUKdx+9C4fejmjKefg3t+/BLcK0hoLgXHo+KWelpomGXOexUNx2VFcKnIWsqm5G13nP/yNQCcmoH6/H0bS+KDatM25+31P7xjU2kcujZts4CJFDKxXi2LMRAxsEsD21iY6mSskIEsjd8ozN8F5kb/WkGJI/gpe89NL8wsgHmLpCXpgbuP7N3EJQadSEXXpGD5dHQVC/PMwfCaFJyvVivkvapNi6hLj6xOwdWk4WpSsLWpmOoURFniun9UED3A/fHfDlG2/UbT+9X84gwAc5OWYQ4Rlf743Xn7Awrig6sPbqnN2FybiqtLQS+bDw5Vu5oXdJPsvl8nvFjFCKtJQfNpIfzk387ZZZ7Fmb7LH5fuv5dDwebGbMqPDeQz8dUpETDbpzoFJ2Lga1Mia5iYWha2ioURpmBLiKGlFARwXv389doHNvm9/1c2AOMTizMATLSf/SQ+wu9obEDtofvLyIjcvYF5+4Irafiq1EhRSoTgZhQ7l4qupKC4ZFQFEVGQEDqj6zrzJpey+bZTf8mZn5+dAnPAM8FPeyjpd7elbF9zdH8wlxbBpeCEtHAeGedl+i1wvxNW7rOz9vFxo80s0Sp6lJJ2uEMVUttpVdpMMotB4rQq/zO4ewdk/wr3X8LhWZz3eMAimAMAgEUwZr2uHvrQMvqtWfatUfqdUfqdUXLOKDlvlFwwii8ZpA1a8Vm41mpRNZjkDZqRc5qRc+rhsw71FYf6ikneoB09r5dcgBlhZtVlnbheL7kAu9rhMumS2SJvMEoumGWXIOIN4nqT9KJJehE68nAvK1y2dagvWxWXDIoLZnWDy9Rq118xqxtMqktG5UWbrslpaINwh9lkDn0rfOklN0a7JKem2aVtceta3ZoWt6bFqbpsUzZYFRfN8iXfySg+a5Scs8gv2rStLvPVccf1CdfQhGto3CaG1fqEY3TCMTzh8M7I/hdwL963oYKIqCChK+CyGBlZQUZWUlBeykNVUdHlVHxpgn/53js4jAcmpxwAjH/615zs3XdyqUgeFZ+9MyB/L4JDxNakhgtZCF+4/wT0DKyQjqlm4WtScBDxIiaaQww8mhBsll2StH9OJPi9/4d8D5iZBB7gcb90IuvAZr+SA/7V9LDjqfgqJq6GiTvOwlYnL2kZ5W9lPZSQif2xWT4NX5uKq2IhS+PXv3H84AIY//DP6Yztd+qvfbXgmfWAOc+UlsfczHzkjpwY//y4oJqDkccywmG97zsc3Ev2Wp/afEX5Uh5+2ceSkSImomDfmpqMR8GiHYD5a40fFe+5qzgh7HDU2qP7/PlMfF36lprU8OoUgoiFqUkmiBjYKiauJpkgYuF4TEwlHZWzb92pZwvBtPxwDDr5kfuM+tEpAIDHXpG+O3GzX+6+gAo6rjA+NHPX2uKEMFHKFi4dX0nDcCgouGFtqT+dhCxPCMnZHzCl72o58xfK5ttfrqYCMD8DwOLC9DOlsXFb/ViPr8mK3lRBIfCo4ewkTCUZD4HuFVxNLU9E5O2++6miGJO8Y3LS7HYb3Q6lSduvELeb9WI46tpqlDosCptJZjFIfcv5/wDuZr34V7j/Mo55AMDSuMR5YNW0DXa8JOt6V3fjE83gJ9rBT3VDXxhGv7PI6iFn9eLvTLKzZvk5mAVmkkJD5ieuy1JdL6s3yOrNimaT/IpBetkgvWyUNZkVzVCwc8ahvgx3OXmbalyaNqu8ySxttMguW2SX7cpmh6rFKl9KGIZd6rCX0ai4bFE323RNFk2jXX/Fqr1s0zU5DEvuOVx6taob7apGeJ+wyi5apBfsinNW+Vmz9Huj+Fu9+GuD5Ixe/rVBccapaXbrWseMXVP2/mnX4KR7dMIpdjlGxm3icZvYF+7j9qFx+41V4e4xtp87mRcXWrhvAycprJyE4vy0FvN9x11JxnDjg4uSEHwWNvVBvyufvzwPAACuE2nh+fvv5dPRxQfCsp4IKE/Acyk4EQsnZKFuDTNY2uzKwAvpGBg6JmJgoT8joCOzd9959pO/gRk9j/bbogT0wqxhfGEWgDmnqov06Mas3euFVASfhqhLjahh4o4xMb6DvG+dInLrREBohiy9HAMlZKH4DERR3PqP/l46B8beeZrF2nG3eeDbmbnJBc88mDEdz9lJffA3WdGbcmM2iVi4mjRc3UFc3UHMrW8Ofh7r3juNL9yrWJgaRqiAHpq/b+2zlWSw6J5fnOttOFW+/77ihLCs3evy9gfwGLjqlAg4/KgqGVuXGiGgoWtSw6uS8YJkHLxTVpDDcuIRVlVrw4dPJUb6qSTX5sHClTMnd6H8Dj6xNjNqQ+6+kNx9QUf2bOTS8VWpW3iMcNgn85NMGBKyNC7oaHzYnG2g7/JbpM23/6lkD/DMToCFRbDw9h/z9kT6HdwdkBm1oSg2WMSM5NMi+IzNvmT3wr0sIexo1F1PFcWYFZ0TEyanU++2q+3GEZ3imlLWazWJnTa51Si1mWS+u5Z+hfu/efzi4b4IAABzCwZ5Y2/jM0NXnh+8/MLwlZeGWl4dbj050v6muPs9Sc8/JT3/lPefUlz/SHH9I93I5wbx17qRL82yby3y70yj35vFP9gU9S5Ng1N9CToqdvVFp6bZrmqyyBtM0osWeQMs8O2qJrOs3iQ9b5FfsKsaLPIL0Kw3y+pt8iabvMmpanGqWuC5Q9lsV1yxa1pN8stQNnULnLJtU7fYNI02TaPb2AJNc7v2sll50apugDaLQXzWID5rkpwzSc4ZRn/QDX9nEH+tH/1KP/qVbvSMTvqtUXXWpmtwGpum7QPT9oEp2/UJ+41x+9CYfcRtG3bbhied4gnH6Lh9ZMltd4qhfh7uuXGhBTHrOUlhZUQkh4LlUDAVJDTk+7JGN35iaDkFnRZ1X93RKDBlmVkEw72XMnfcXhS3vpKCOhodlPWEf3ki0jfDYOUYAzpOxFgKEBYxsAIamkcN4xCDimJ+c7ycARbdbZ+/EIP1++bUHwCYWvQA4Bl77lhhNMavMNa/NiW8OoVQxcRV05GrwX013B9LD69JwQkZqJoUXE0qvioZy6WG5cWs+f7NJ+fBzLtPp5J+52e8dsYDt2Yujv+phJj027uyogOO7vOvSsbXpGCrU7GiZOSt7wxWfOtwq7xvNZbERHBIwVl71p56thR4JuYBuHb5s/zdd+btD8zctabgQBA0T/h0tJCJrU7BVSdjhUx0ddpmPhMvYBGqUyIEdCSfhsjas/a5aiZw97//ggh4xsGsvTpn78Eddx3atT4zalN2dHD2nsDihFBhcjiXjhewIgUsQiVsVIcdjTRMBRFRciDwSAJmcVI13PN5QsRtxzIfArPuCTC7ABabvnhxO9qP9NC9h3dvLIoN4lKwbDKmJAnpZToU9GTKEsJydt1+oiDaouyamrI4HDq3XeM0Sy26Yeloh0E74LBKbGaJxSDxblP6D+BuMUmtJrHZMGLWi60m9a9w///+8IBZDwCLYAF4AJj3GGWXrjY+OdL8d+mVF6StL0lbXxK3vDja+uJI+0vDbS/eaHl+pOOV0c7XBltfHuk4Odr52kj769LutyVdb4k735F0vavo/UA78InmxmnV9Y9V1z/W3DhtHP3aJD5jHP3aMPKVcfRri/Rbq+w7s+Qbu/oi9NNtqgs21QWH5pJT22BV1ltk9bADx6W5DOOFYarwuKEFJgabZfU25SWn5jK8GRgk3xsk31sU502ys/BcM3xGO/KNduRrKN3w1/qRM/qRM4aRM/rhr/Uj3xok35tl9VZ1o13X5jB2uy3Xxuz9ENbj9pEx27DbOuS2Do3ZhsftI+P2G2O2wTHb4Lh9BHY9TjnlP9ct4wP38qTQMiKynIzhUDAcIsrLd1i2w19dTmxAwYGAxEd+0/T9m/BG+9V7f6M+7Fd0YEPeXv/DOzYc3RNQQQ4TsTACBo5LIdy6DWppdg8dd1MYPhVVSQrjJIWwkwLzdvmlx4ZPWDVT5uHkKP9CeiRYtMDpabrRq/TtIZT7/cpJiHJyqIiFqUvG/ku4L+c7E1PNQMNGHSETXZYYdHT/+rTHb+/4+rXJhcl3njpIeeAOZdtnHgBnzE3/oZQejb2N8ch96Y/eU0FEiJjo2jRCdTrhVi9oObV/Kt+nwTVkCGUeNTQnZi390bt++Ocz83OTswD0Nn916FG/w1HrUh+7Mzdmkygl4njG/bBUFzLRIiaqKhkrTA7nscK5TEJ1SgSfhhBSw3jU0EO77hq5+gUAU2De3Xnm9czdgWUJGzKjNmRHB+fsRebsDa2k4fgsLIeC4tEjuXRsBRUNF1Q4JERJfFBBzMbsnfdmxOOmJ7SSG2fjwm8vJ6HAlG0OzM3MTYs7v4+5f1MM4fbkR+8tig3ikBBcOraCjvMluxfupfGhuVF3HM/fbVZ0Tk9bHQ6D06pyWRQOk0wh7VTJuy3GYVi8W40yh0Xp7Z/59+FuNkp/hfsv75j7Ee4LwKy81Nf0pLj177Km5xTNL8hbn5O0/EPc+ndJxz+knc+NdPxd3PmSpOvlkfaXxJ2vSLpeFXe8Ku16TdzxqqTzTUnnm+KON8Qdb4g735R2vw0l7npd3vu2su9dxbV3FNfeUfa9q77+T1X/e8obnyoGTisGTsuvfyLr/1g1+Jl25EvV4Gfa4c9UNz7RDH2qHf4MfoRX1IOnVTc+0Q5/ph48rR48rRn6FD5NM/S56sanmqHP1YOfaYY+h4W5UXJGM/yFbvQr+FA7/IV28HPd0BeGka8M4nqrotGl75q09k/ahyfskjGr2G2V2i0jLuvomF08YZeM20fGrcPj1sFx6+CYvX/MNjBmG4RNMpMO2bhN5rZIfh7uOQdC8vf9BO6+e1LKExElcSFFsUEF+wJEJPSTmfd/+FIRAM4FAMAi6Kl//1j+jiczf1e4PyjtkXsPP3FfQexaDjmIS8Hyqfcv2wz1I98ZeD4Vw0kKK40LKo0LYCcG86mommTC8wW/e7E6A8yMATD+5Zs8NhNvl7cuADA9B8DiVNPp56pSH2aT0RwaujjRn08LWQ3iq15noPnk0PLEAA4xqIIcVpsW8WLlnn8+SVkw9M0C8P3JypqMRyckVzwAzAEAFuekLZ8fP5pYd+iJkjhEBRHBTgyuIIewKWFwEXiZVrzohbu3wK9iYfg0BIcYVJ4YwKOG/SH/sVdqaLOmq9DgtusH3quKE6VsObJnQ8YT9xbGBXKpaGjLiFgYCPdKGkaQEllBx/HpWBENWctEV9FCS2LurOWnTQAAFsfLib/Ljw2qYgQd3R+cHR2SFYXIj0WJUiJ4TBSPgaukhlfSMGXEsJL4oMJY/8JY/0oK6smM3/4599GTf8oHYNxlu34sM/q50igwZV4Acx4wDxZsfxflFlMfTn703uyo+47uXVtKDC4hh6wG97zoO4/n7zbJOyDcHRal26p0W5U69TW5pEOvue52KO1m+a9w/w+OXzDc5wEA82DBAwDwAJOy6VrjM+LmF4ZaXhxufWmk7WVxx6tQo+2v+D68Ra9JOl+Hkna9ASXrflPe84as+3VZ9+uKq28qe99S9r6luPqmvOcN+dV3faXofU957Z/Ka/9U9H4g6/1A1vuBvO8DRf+HiuunlDc+VA2ekvd/rBw4rbrxqXpwie8Q8bqBL3QDX2ivf6ob+Exz4zMIcf3wl4ahz/SDn2pufKYa+FJ144xm9AeTvMGqabGZep3mPpel32Xucxj6nLprbkP/hGnAZRn0ClbuUNCQWaYJxyj04sdt4jHr6Jh1dNwmnnLKZtwKuInp6IGQgpj1XDKqjIgsSUJWULHsJBSXgqugEIoTMWzq5ue55Ib3a0cunjSZuyYmhzxA6QHKRY/CA5QAqDxAueCSOFVdQ22ft37z4ndvCU/9Nfv3hU+UUdBesv+YTsPACRi4cjJOlPbgB3/M+u4NQeNnfxZ3ndYPn5ux9M7MyDweDQB6j8cwP6cfc8vHx1QA2MGEHMzqwZwRzJls6t7+yx+df++plwQM2IRzs1MQf+vQV+9FqNrMB0/9ObP+n1XXLrxqGDnrMnYvTMnAog4AIwDGmWnN3KxuYd4wO6NbmDcCjwUAE5hVgym5S9Mp6/m6+4eTZ14XnH6u5NjBzXXpkXCdsyoZ66OVWz+PpYRXs/DVKRFcJoHNJPy5PObMm2VXf/irRt4x7hgFHiMApvlZ3dyszrNoAsA2PzakGalv/eGVb96pflaQxKHjBAxMFQuzzODyPuTSAsvIoTkHwjRtH6pbT6Xs8M+M2sCnY0sS8ZlRm3Ji/CsZeD4Tz6VjeQwch4IqSML9oXj/qb8VnPvnic7zr2mHzs86BsCMHADbwrxxfs4wO6ObnTHMzRpnZwzAYwNAAxY0k/Zh7cjl9h/e+uHdY8/zkoqSwjgULJuMgYLnZURUaRLySNRdTxbu1YlbpidNE26TwySzG6Uum9pmHVbJu6VDbVbtqNuktGjFVqPMZlF4N6D+mzIb5BaTzAfuSrj35f8tm/7vHP91cB9ufQnCfbT9FV/9DNy9fPeS/Va4q669Dfmu6H3PK4h1Vd/7qr73VX0feqXof195/QPl9Q9UAx+qBz5RD3yiuXEanqhvfKwdOq0b/lR34xPdjU90N05rbko9+Jl68DNF32nNwFcmyQ92VaND2+IydrpNPU5Tj93Y6zBdc5r7nKZrdv01CPfx1eE+Zhu+6c/8VD5kh3CfdEinXfLFaXX72Vfz4kLz965jJ4aWEZFlJDT03DlEVDkJXUrEcGiRddk7/li87w/F+4WZUVVZ0fyMneWsbaWMhzkpj3HTd3DTdxQwHitN3s47tPMPZQeerYh/tmxvTfoWNiXMt9PmJ103yeEiZsTfinf/vXzfH0r2/rH8QF3+7pq86OqcR6uObONnPsw/tE14eHs568GjSeFHkyIFWY+VpD2USQzPpv22LOOx44XRL3Bj/1z4GJ+OFjAwN6OvlhouVyO7iIUTpm39W1nMn0pinine8/uS/XX5u2vz94hydvMPbavKflyUtb0q+/GKtIeOEvHF9C3Cw9vzUx7Loj5QlLK9MmPXU4UHnudTnq2If74ytjolwveTQ7JXpyy/r/z4ZTDRAhq6OoVQlRrJT46oPvzgn8qin+XGHT/6xFMFUSeORlVlPsY9uPRdCzIfKz24nZ2xvTon6q+cA0/nPFZJQVQz0LVM9Ipp+wIGjkcP41ARRw8E/bk09i+lcZm7A3P3BpYlhOXGhGVFBxTEhfAYBB4DB9vbuRQsh4I9fuiRv5Xs/Rs7/pnS2OMFMdVH93CzogSZj/EPPco7+Fhl2raK1EcKyJuzDuBK6A8UpT+ey3wkh/pwScoTvIyoPxTuezLrYQ4ptIyIgionoaFKk5AliYjDT9zxZOFeg7RtetLksutsBonNILGZ5DbriFbVKxtuN6mGXEaFVSexGmVWs/x/Be7/j8n0f+v4r4P7SNvLvvpXZH91tP3kMr5DuHuluPq2svcd1bV3lb3vKHvfWQ3umv4PNP0faK9/AeLkfQAAIABJREFUqL3+ocZH2oGPdTc+MQx9ahj6VD94WnfjE+3Ax9qBj9U3TqkGPlReP6XoO6W4/olq4HPt0Bn9yLc2ZYNT0+zSd4ybro6Zel3mPqfpmtPYD+HuMF1zGHttul6Httel7/uXcL8V8RDoy+A+5ZQtTKnafnilIAFRELO+LD64jIhkU7BsMhomOHIoGDYFW0ZCl5AweQmIwzFBZftDSvcFF+0JyI/aWBjtX7ovuHRfcGG0P+vRNaxt96Ruv7coPpSdhKykICpIwUIG6tadUPBhNQNdkRjIIQaVJwQVx/mXEoNLEkMKE4IqEtZz4teV7Luv/MA6ATmEE+d/5PE70h/0K03wL0oISN1xN/mRO6jbbj+48+7ypEAeOXBFjt/KdK/KKBg+K7Kcgi4nITik0PLEAC4xuDxuY/mBdRUJGysTN/FJgcUxa9If8svd+RsBOSRrX2jyY2uZ2+5LfvTe3L2BFVRsJQXBpYVWp0RUp0T8dNst7mfgXpWMFTBQVcnYmtRwPnMpjKE0CcFP2sRL3Mg5sL5s3xp23HpuUmBFgn9Z7Prkx+5jPXZ3+o57y4hIPhXDI4XUsTA1NOQKOZ3wx0tFcalILh1bnBRWQkRU0vDFB0KO7vY/uGNj7r4QNhnDYxC4dCyHgoJpX1xiaEVCaHlCSHlCSEl8UH5sYN7+gLwDgQXR9xTtva9479rSfevL9m/I3HYba6tfYfTavLjQlO3rErfcRnvonrTt60vjkdwkREV8QAUVx6FgvfV7GRFVkogoig/N2O53PD/aKGufnjQ5rBq7Ueo0y20mudUyatTdkI90aKXXHAap3SCzGKQW0/+M7F64W4yjv8L9l3T8XOUOi/efr99vXjzpy3ff4v1mCf8W5DvUaraMpvddTe+72mtLlIdS93+g6vtQ3X9Kc/0jzfWP1P2n1P0fqfs/0lz/WHrtA1nfR8rrn2mHvjVKztsUV9zaznF994Tp2rj52pip12Xoteuv2fX9duN1h3HQYeyFsul7bLpem67XYehzma7/O3D35bsX62PWUbdlZMw6CrPDwKwWwr1o/8byhJAyIpJDxZWTUGxiGJuMrKRhKqjYEiKiKCGsmIgsJaNLicHl5FA2JYxDRVTSURwqoighIHvPfZk77svauTZv7yY+DQ+DR7hUdHVKhHcn1LKwGiEdI6Ch+TSEkIHiUkK5lBARE8WnhfFoKCETy6ejuVS0gIGrJGMK9gVk71pbGuMvpODYSZj8/WFZu4OyovzLE9FVjEhv2f5viscK5zPDeTSMkI6pZqCqaKHHmKhqanB1CkHEwvFoKAEDU5YYcmT3mqIDAQI6oSQu5OiejUf3bMqN3lh8IJhHQ/EZiKoUlNcbWUbw1V63OhUrYmFggS+goQU0dDUdL6Ji4U9gaQ4tEytg4CopqJLEkCN7Nubs3pC3dxOPiqtL3VqXuvlY2hYBbfnqtPehiBEuoGH5dCSPHsajIYRMfCURkxcdlL5jXUkCiscI59KxlTRMJQVVScbwaQQRA88lozhJYTxSGJ+M4JFCoCrISA4JwSGiYERMbvTGQ4/fW5aA4CahCvYGZO5Ym7lz48HH1xXsC+YkooQUnK8tU05ClxFRxQlhhXEhmTtuP5a32yBtm522OG1au1HqsihsJrnVLLGaxCpJt2Kkw6oddprlFoPUbPgPK3eLcdSkHzbpRn+F+y/j+Beeuxfoq5XwvnCHfF/mvPtYNG9BxCuuvi3veccrxdV3FVffVfa+p+x9D5J9Ce59pzR9p9TXTqn6Tqmuf6zs/0jR97Gs95Ss92NF32n1wOfaG19rh783Si7Ylc1juu5xY9+EcXDcMDSmH3TqrzqMvU5jv8PQZ9f32/X9dv2AXT8AyW43XIVwt+uvOY39PwP31Sh/K9xh8Q5mtS3fvZQbG+xthSwnY8pJKA4FxSYjy0kINhnJoWDYVEw5Bc2mYgqIYQXEsLzEkJy4wOxY/8P7Nh6MXpv8xN2Hdq7J3LU2Y+eaI3sDsvf458YG58YGFyYiyxMRsPEGdlV6e2/KSOhKBp7LJMCGazYljEtFsolBR+ORhURsQRIm50BY9v6QwzFBB3cHpEf5F0RvLIkNyY32P7TT/3BUIPyYsze0LDGkPCm0goy8ZUDgypunqlOWejHhtnvYC1hJQRWTsQVJqCOxwTkHQrL2BWdE+2fvD8mNQ+TH+B/dszE3xv/Ino05ezfl7Q/I3b8+P35DeSKCTQzzeV0v1gkrisdE8ZioqmRsNQsvpGOq6JgaJq6Wgatkhlcyw9k0AnxvBF89c2/g4V0bsqI3ZUVvyokJPLI34Oj+4DISlk3B3xrrBm+WInqEiBFeSQ4R0EN51GAeNayKGVESG3Yk2r+CihOwIpY2o1FxlWQsn4Jnk3AcCraCiqugYrlUdAUZWZYYVHLAPz8Rnb0/5EgsImtf6MHdAWm7NqU+sSljd1D2E2uzd2049MSGzF0BKdvXwR9+/v6wggPBhXEhRfGhJYmI0iRkaRKyOCGsKD40e9edx/J268QtM1Nmt0MPbRmzXmIxyexmuU5xTTbUZlD2OUyS/xW4W4yKX+H+CzhWhvtg8wtDLS8ug7sX98vgPtL2si/cff0Z2EUj7XpL2vUWPJF1/0h2Wffb8KGX70tXut+Td/9TfvV9ec+H8p4P5T0fjXZ/JLv2qfrGGcPIWavsolN1ZUzbOqHvdOt73Poet77Xre9z6a87dQMOzYBdfd1uuOow9joMfXb9NZuu16655tD2ObR9NycrLcHdZrjmMPU7zf8a7sv4DoHuhbvbMjJuE0/YJfOTypbvXjqyLzB3932wci8lothkdDkJVU5ClRGRZUQkh4Jhk9FlRGQ5CVVOxpWRsMWJqIK4sPwDoYXxiJIkdCkRU0LClJKxhYnI4iRsQTyqhIgrSsQUJWLYSUgOEeXbMg/hzmNu5jIiOVQCh4pjU7BlZBSbiikjo0qJqHIypoyELk5EFCciykjocjKmnIwpI4VwqIhycmg5Bclj4SuZhHIqppSMKk8K9UJ2qcmSiYe0XXVnLBMrZOIFrIgKGr6Mgimh4Eqp+FJSWDkFWUZGlVPQZWRUORlTSSeUkzEVdAybiiknY8rJODYFz6Hi2FRMOQW59H1RUD43laXPvKJ4N8ttb/SCkI4RUlEiFoFPx3IoqDJiWBkRWUZGlZFRJUQEhx7OoYezaYQyMqE4CVuUiIEfb81hhle4tAg+DQ/fjohoCCEdI2SEl5PQsGwX0AlLm42pOB4ZxyMTysmEClp4BS28nIzz/pBLiIjiRERebFBxIqIwPjQvNqQ4EVWShC6MR5TEIUoTsSVJ2GIyPi8BU0QiFMRj82PRK8K9MC7k0OO3HcvbrRm5MjGmd9l1dqPUZpBAKDssSrP2hny4VS3ptBmGLQbJfwx3s2HEqBsyakd+hfsv41i1cvcW77f67yvC3Yv1n+oNb5fkaPvro+2vQ8QvNU12vOF9AuT+cNsbI+1viTvfkXa9L+v9WHHtM1X/F+rrX+slF8yKJoe2bczYM2a46tb3OrU9dnWPU9vl0HRa1e0WVYdV3WnVdcNi3KHrgrJru+3abqe2x63vHTf2QbI79Vfthqt2/TW7se/fh7sv4m+FOyzeZ8flPRffLEhAZO+8uzQuyAv34oQwr4taRkSxk5AVJDSfhq8kY6EqSJgKEqaSjOVScDwqnk0jVNDw5WRMBQ3PJmMqaTjfPa7LUr95VByfiuNRsHwank8j8BjhfGZEJQ3PoeJEjHARAy+k4wQ0rJCOq2ISIAp5LDw/mSBIxgmZaBELI2JhBMk4USrBF3PeBhIBAydgYKBW4DsLB58Gve8KOo7HCq9iYZZiGlMj4CvWJBMENKwoHS9MJfCTCQJWhDB5cxUrsooVKWTihYxwKJ/psvifgTt8soBOEDLC4UvzmXgeA1fDRFcz0FV0FIxRq2bhq5g4IRPLZ0VyGeEVdFwlAy9MjqxK3SJMDuf6JLgtn0zNjOBQsDwqjk9C8YhIHg3DoWC4TEIFFcenEXhUHJyHxaNgeWQCl4QvT0RWkDDQMWdTsHBlpZiI5FGQXDJKQMNyyahKElJAw3PJmEoSuoKE45DxpUQUh44vp2Ir6YRyIrYsCeO7oAoN98K4kPzYoPRH/Z4pjTXJO8ZcWqdNC7tl7GaF2aC0mxV244hytE0+3GLRDVqNUovxP+yW+RXuv7DjX3juy5z3ZXz3XvEFureKH20/6SX4aPvrI22vjbS9Bvk+3HpyqOVVqOHWk8OtJ+Efqfs/Ul3/WDv4uUn8rV1e79Y2TRrapk0ddl3HTV732DVX7ZprDu11p27Apm236zoc+nanocNu7LAbO6z6Nqu+7cfJG4ZueANwqjuc6g6X7ke4Owx9DlO/w9RvN/evBvdVWX8T6MvgPj+pHGo7xaGHH9l1T3FsgBfupYloDhnPJuFKE9EQ4pDmsKJnk9EcCqaCiuVQMLDAX7pIQogYeB4FKaSi+MSQKioSTupZlkDCpWCrKWgRCVnLwAkpGAEZLaDhK8kYISOCS8HBuwX07r3j3Hj0LRWUCD4FL6LiRVR8FY0gpOB4ZBwc7rxSwyVmRb7z6VgRiyBkYoV0THUytpaFraIja1kYIRMrYGD4dLT39lCdvFlAJwhSwoSpKNjjKGLgq2i4WgauloHzwt2X7769icvEpxGEjIgq1mYBK4LHIFQy8JUMPD+ZIKAjYQyDgIHh0VBcKrqShuExcDwGjsfECJlYPh3JpyH4tDABJVRIDfNGuS2L6mTTcFxGOI+KryRieGQcn4avoGPYdDSfRuBSsFwqmktFV5KQlSQ0j0zgkSNENDSfjKgkIStJyAoSmk1GsylYDhXHISHgPxA7CVlJxlSQMGUJCC4FxyPjKkjoksSQChqyjBTCJoaUxQdzk5aq9dIkJOyALE4IKzgQnLc/8NDjtz0voo2bBibG9HaL2m6UWvVii0Fq0qvsZpXTLFaJ26WDV0yagf8M7haj4le4/+IOD/CA+UXgAR4APHMG+aXuhr8MtT472vriaOuL4raXlmm04+XRjpfFHa+OtL0s7XhV1vnqaOvz0s4XxO3PQY22Pu+jF0ebXx5tfnmk+dWR5leHW14fbntzpP2tofa3hts/EHd9JLt6Wtn3pe76N8bB762jFxzSBqe63alud2k6fOVUt0M0O1TtDlW7TdVpV3ctSdsN5dD13Crvn3qfYNd2u3RLhb9T2+s09jvN1+3mfqf5hpfjvqC/VUv1+089d7dlxGUedpmHXU65WdP+j1oWc5tfSdyGClJQbsyGUiKGkxTiVQUx9FZVksJ8xSYjl4lDQXEoKAElbEVxqWFcahiPhuDREHBSBJ+OFDBQfDp6FSH/RxIyUFACOlLg87CKhV5RIubKgik0K2m1z4NaUXwqSkCDnxMlZCCFDBRkOp+BWFHeL9j7LSx9I3QMFFyV5VNRXvEoSC4ZwSUjeBRYgCMqSWHwilfwj3gUZBk5dEUt4Z6IWFGcpDBOUhg7MRSecJLC2GRMSRK6MBFZSMTmJSAKE0KKEgJyou+hPHHPlTMvTVuVDovaZpcazYNmvcSu01tNYqtRZjMpdeoB6XCzStpmN464zGo4iMMr682hS6vB3WSSmQxiCHe9eshiVIGl6Wy//OMXC3ePL9wXZnXypu7G5wabX7re9KMGrrz8o1pfHWx5daj19RvNrw21vj7S9tr1y88PNr8wcPmVgcuv3Gh6daj5tZHWN0fb3hK3vy3peEdz9RN172nNtU91/V8abnxrGP7eNHrWLD5vkpwzS8+bpectknqL+KJFfNEhbXBKm6zSKzZZs03WbJe3QMGHTmWbQ9VuV7ZB2VSdEPE2TZdN0+ULcS/K4YnvE26Fu8PQ5zRfd1iuO0wDkO8uy6DTfMOr1eAOge6LdadpyGkaspmHp5xDnedPlqdspT3kVxznzyaGFSeEFiYii5JQt6qYiC4moktImJ9RKRnrVRlpFSVhyolYKDYJB8Uh4yup4SuLhl9RXDrhZ3TrM73ToJbp3/kMP9XKn2c18eiR3leHc6m4dAKPHllBx60s6o+CvYZQXFqE92dSQSFUUAgcMt4r708SqpyILafiy6n4Mgru35TvvyP8t/bK97+B979HeTyGk4hjJ2AL9gaVJaAqSLisnetZD97x7HGWauD8nNtkt2itNpnZNGjWix06rdUkthikNpNSr7khHW6WjzZbdINOk2pFuFuNsmXXvfLC3aQfNmiGf4X7L+FYXFz0wHlaHgA8wGHoG+3+UN33qWrgS1+pb3wFpRv+Rjt0Rjf8nebGt/qh7/RD3yj6Tquun9YNfqcfPGsYOmccPm8aqTePXrKIGyziBru40S5utEqaoCySK2Zxk1ncZJZdgjKJLxhHLxpHL5pGLppHGy2SJoukySq9skxLoFe0QtmVbVZlx09K+JtyaLq9uvU69N/HtFdd6m6nttel7/s/7L1ndB3peaDpPWdnLVvy/Ng9s7O2bHn+7M4oeD0ez8pBkiXNWMmyre4m2ZnsRLJJdjOBOZMAAwiAAEiCAEgCRM7xAjfnnOtWzunmDLDVLakldje5Pz6gWLy4l01Kbfuom995Dk9V3a/qJvB533q/r27dLqC3S9hSbsXvtwv4ch4D3C7gK/m4igfy9FWtL+eIpSxezmD5FPLeEv1ePqrpO/bKD7/0T//v72z6my/s/tEfbfn7PwRs/d4fqXnz+19Us+0HfwzY8b0/3PG9P3zr+39UwY4ffakqu37wpV0/+NLuH/4pYM+P/hNg94/++LHY8w9/8nDWdPtiVer+8U+rsvfHX6rBH1el5vF//J/2/OhLu3/0R3v+4Yug2+4f/snef/jTWjly1Te764df3P3DPwHs+sEfA3Z+/4s7v7+yfc+PvqQ8Cha2//CLADBADXjz+3/49vf+qCprOwO2fu//qmDL3//HLX//H7d/+z9s/7v/Y+/3/s/d3/nft3/r3z/3F//r+r/8/VOvfQMPT7z/jvj+u+V8Pl4oCoU8Vcqw5WRckXsuTfKUmyXsGRleK3fF74UMVxUgdzDPPZein8j909Du3gU/2PfR3bv37n107+fLfIYxLouOouwBt7WrYCnpLSd8S4nAkuy7nQgsx31Z1pRnzTnalqPtOdqepWxZyqFiZXueceQZV55x5WhnjnZmaDMgTVkypCVDWrKUNUtZi6yjyDpAJCjzLkCJc4L8vSy4S6KnJHoe3e9VeScRficRXk5Gb6djy3nkdum+zSvkDvLxtYqvkDsweymNlrJ4KYst55FyMmAYO7/r2f+64b//3jNf+52Xv/67Chv/6nMKr/7t5xVe+8YXFN74m9/d/Lefq2DLN35v8zc/X5Ut33iArd/8AmDLN36vKtu+/fmqvPl3v1+V7d/5wtrO27/zhcdlx3f/4BPhzW/9wfZv/8H273xhx3c//9b/+MK2b39+6zd/f9vf/fta72v7t/8AsO3vvqDmzW99HrD1m7+vBnzagM1/+znwdWz5xu+9/q1KXvvm51775uc2//XvVuWVv/mcmk1//buAjX/1v1Xw8tf/3ctf/3cvfeP3n/v6/7Lx67/z0n/7nWf/4nee+5vfPb3924i9+51l+hc/y5WKmUw2ns8L+SxdyrClJF/Ks4UMV87LhSwtMl4asyaFqCJ3xd2K4mvJPZfj1XIHvy3zGbH7p1bu9+7eu3fvzkf3Pvzgg3t3P7z37hKXYqxlwZMTvWrykg9QkP15yVeQgnk+WJSCecEr46YEbkyR5jRlWcWaoW2ABG5MEibwaJayZmkzAPRMkeY0sUKGMGcIc5Y05ShzngaJvFWhxD2Y1K/6varcH+732/HQKpGlZBRUZpbyxHKBBCzlCWUVyF1NRRavlnsxheQTcDGDpeLQz26zvyijiK136OLmxq3f2ffMlyvYv+4rVTmw/qsH1n9174b/B1D37H9Ws3/9V6tSt+E++579msL+579clUMvfa0qB1/8alUqOnxs/39p9j/31cMv/fnhl//s4ItfOfTSVw+88JUDz3/t8Et/fvClr1XlwPOV7H/uq/uf++ra7YC6DV/e9+xXQJ99z35FWT3w7FcUDj73VYX9G75clX3rvlJB3TNfVqNs2fv0f9n79H/Z/MxX3n72z3Zu+M/7nv9yU933528dZhHN++8x7/w0USrJmbScy8mlgpjPUKUMu5QWizkGyL2UZ2XOT2PWOBdeK3dF8Y8od5C5P5H7b3m7e+/evTt3733w0d179z66+9MyK1OmHOPKCp7sGsXnRO99uYuhkhzKC14JM4qYPknqkqQuRelTpBGwKnrTCqQ+TerTxGIKX0jhC0nMmEANcUSfQPRJVJfC9BlUn0Z0OdyYJ0wF0lwgzUXKogAUn2fsBdaxonjRU5a8y3JQjUrcIZCeq7kdDy0lQsty8LYcfCceWpbD5Xi4lIou5eCqcr9dpJZzpJrbeWoVsiJzL6XRYgrJylBKiqQTsXQS+tkyc+89/mepwHuSS4l2GdqWZewKacqqoO4TZ60VJDhbgrNlWEdVknx1wF7VsFel5nEER0JwxHm7AtjyuKiP8CjUOo7MOlKSS2ItDL7IU3qJtcR5e1ry1jwU5wTIrONRAJ0TvEvZMcG7ErwrQdqqIjP2qqRoh5okZa/FynFob5x0xQl7gfP9NI3/6t3kh3eWl28XyuV4IcfnM0K5EC/nxXyaKWb55ZxYyNKK3ON8gEItEhNcykqKx/NpFlBL62q5V9Tcn8j9t7zdvXf33p2Vsvu9j95ZphOMKc85c6JbTV7yAApxT17yFGR/QfSV5EBB9MQxnYRqkrg2ievvgxkBccyQQA0JTJdEdUl0MYNpM9hCBltIYcY0YkjB2hSsTaOLWVSbRRcyiCaLGbKYQa14QI5ahbYpii8K7rLoByxJATVrXa8EgCUpsCwFbsvBZTlckkOFRLiUgYDQAeUcXs7hwO9LWULhQdETyzkC5PLLOQKk7YUkXEoTEhNMiuGUFM6n4HdLzM/K7Ec/T955P3vn/ewHv8xVcPeDYgX3Pizd+7D00YdFwN2PSmo++qD8ifDhnVJVavX/4MPynQ9KFXzwYfnDj27XYKkqH3xYrsFyVWod/86d5Y/uvvPez9LFEvvuewnwSj744PavPliqygcf3AbcubOs5ld3ylV5/5dFhV/+qqRw55elO78s/er94q/eL/7yFwXA+z/Pq/uo+dX79/nlL4oVvP/zQgUf/Wrpvdup99/Lf/jLpfd/VrpdzpTyqaVyrpwXi1luKccv5wVwbWohwxWyYj5DFTJcKScVsrTM+UnEzJO+QpJbK3fgd/WqmlyOz2WYfIYCs2UKWfmJ3H/720f37t6789G9O3fv3bt7785yGZcYfU5w5iRHBXnZmZedWdGeFe150ZXjXQXJXeDtIjLPx6bjsA6QQPQJ2JBEjIAEak6g5jhiSMCGFKxPI7oMosui2gxqTMHaJLSQhOaT0Hwamk1FZ5KRqSS0kIotpmFtZqWnHpAhjIAsacpSqhRe8KmpcL06qVe2qOVelIL5eKiQigChA0pZrJTFgN/LGbycwdWKB5Qz2FIWB4oHaXshCecTsTgXzcpwnPWnhFA2ARVS+O2SnMuw7y5x7y5x7y3zFYDtax/6eVms4BdL0i+WpHdvVwc8WoVy/LH4eUmuyi+WEz9filfwi+XEz5eSVflZWX5MElWpdfyfl1Pv304Xk2SCCy9lqV/9NP3+7fS7hfjPlpPVKa3wXjGhptbzvleKv1uUAeqNP11K/HQp8U45frskg5uXlvNCOS+8U5SqU04AbpfiapaL8nJRBvfDe4ASUSyQy7fFdJbJ5Njb7yQLWbqYJoppppyml3N0OUOWUkw5w+fSfDbFKXLPZyiJ9RGwicU9GYmqKvd8ms2lmOqsyj2bItJx4oncPx3to3ugNnPv3r27v7pdFkXakeatKcFZQVp0ATKSOy27M3F3RnKlebuELNLBKT48K0EaObYgRufF6DxYliBNIjYPSMU0GWQxgyxmIE06Op+EZuORaTk8lQhPJSPTych0Ijgp+8fjgYlEcDIRnExGplPRmUxsLgvPZxBNKqZJwwtZVJvDdFlclyP0edJQoIxgALbIOkqsq8i5Sry7xLtL/MqkGjD6qmZJ9C6J3rLgAYDVZclXSiFLWbycw/NZNJtBCjmsmEHzKbiYwYoZrJTFAeUcAVAS+XIGL6WxUhrLxWMpIZzigwnWL9Nemfam+GA+DpXT6FIGU9VzVninQK/lp0Xm4bxT+oQoco/FT0t8VW6XH4/lEledsghYKglqlmvwbll4tyzEuXBcjC6XhNtl8Z1luVTg3i0x75bYd8vSO+XE7XKqXI4XS3y+xCyV5OVy/PZS4vZSYrkcXyrJ5aJUKoDb0QmlgrBUkm4vxZdvy+UlsVjiS3k6nyEKWbKUpws5plzkl8tiuciXizx4YeUiXypwhRyTz9L5LF3IksUcVcrT5QKzVOTLBa6UZ8EtScECoFzgAMv56izlePDTAuUsV8qwCrWknE0zuRSTTzNLOV5iwgzq4nBPmo8CredSTDZJ3++cpGtl7vmMkE0zuTSZSeIpGc+l+ScXMX0KWnW5g0rrWsWnBCeQe1p2ZSRXirNJiI4KTHKhGeD0CrnHobk4NJeIrpCKzCVCM3JgSgpNisEJ0T8m+EZF/5jkGxO9o4JnRPaP3yc4kQhPpaIzaWg2FZlLR+fT8MJKhMC0K34nrUXKlqdtBcZeoB15ZoVVy388wPJFOVJOw+UcXshhuQySTcOFNFLMoIU0WuH3FcuvpvNA7sUUCuSe5AIy7RVJt0R5klwgJ0eLSbicRmvUdqpW8x8WAJYLVFVuF+nHo8B+IiwVPyFKAlCnmlKBWyryVXmnxNwusBITTEjQcolbKvK3y2KpwIG3tlRYvU90SVpe4t+5zVfEBmDYpSIPUu8SuA9RgSsVuEKRyxfYcpbKpXHg90KWLuZZ8HoAxTxbzLMO4BefAAAgAElEQVSFHFPIMbkMlU2ToCfwu6J1MD4JFhRWLJ9lqqIWejHNKNSSeyZFZ5M0kLtIhxjUxWLuJBtWzF4h95pBIsVlUnQ2RaQTWFLCgNyf3Kzjt71Vyl2g7CnOUjGeVpHCpyRXSlqRuwhrCe8k558SgjNSeE4IzgjBGTE0K4ZmheCMFJpWiAen5cCU6JsQvONSYFz0j3GeYdY9xDoHWecg5xriXEOCaxjAu4cFz4joHZUC43JwIhGaSYZXFJ+EVs4DsqhWVaO3ZElLlrRkCWuWsCqWX5lWzzqLnKvIuUqsq8g4FUqsq8S6ypw7zweLcqScRco5NJdBsgkol4yV0mg+heRTiKL4+6RQULEpptBiCi0kkawMJfkQMDuHOXjcKdPetBDKx6FCIgayewDYsYK1lZ+qwWAp/3jUCgbLeeaxWMrRVSnlq1MuMI8Jp6BOdWuxXKAKaVSg/GkptlRkS3ka7LjqXK6U48sF7naBXS6QS3mslMUL6fuhupBGS1n8dpFWnrGYY/JZOpeh8lm6kGOKaSKXQLMpLJfGc+kVvxdyDOhZyNIKINsFPZVgoJDPUPkMpd4CKKapqhRSdFWApteSTlKZBJlL0aUMLVBBGnHSiFOmfEDlmQSVSVCK02sdJJuk0wkmlSDTCSwVRxMimk1x9+7eeSL33/b2gNyXSwJP2pKsufbcCVdKcCdFZ1J0pkVXirPx0ALqGqM946xvkvNPsb5JxjvB+iZpzzjpGmW9I5xvVPSPAZQMHawKnhHONcQ4BhhbP23to619nK2Ptfev4BzgXIO8e4h3D6krNqCSk4ZmM7G5NLwACvRZVJ/FTAo5ygrI06t5PWMvso4C/QCK5QuMNy/4S/FwKQMX0rFMPJqVo4Ukkk3EcklYUXxB0X0SUbSeT8D5BJyRogkuCMzOIDYGsQmEK8kFMmI4J0cLSQQA9iqmULXu13pfvaoWvVIXekQeNxjUkng5S1WlmKtOLenX5gF3q1Ld6sdfyhIZKSrQ3lwCvV1gQdZczDG5HJ/Lc4UcKH0wpTSaloJxxiUxboFyCpRTpF0i7RIop8S4U2KgkMKLaaKcpUp5upij8hkqn6WLeRbIHfg9k8TzGQrYH/wobi5NAuMDuacTWCaJKn4HQn84hRRZlXySqkomQVYllSDScSKbpIppiid9FOygYJtIeIDW03EyHSeB3x9OUqaScQLIPS4gmSR77+6df1Mv/eu1z5DcOcKaYEwJzllBkncleRdYSPCuhOBICc4Ua+eiGsg2hDsHSfcw7R2lPCO0dxQs4M5B1j3EeYZ574joHQVaX8nNPSvwzkHW3k9ZeknjDcJwnTLdpEw3GUsva73FrIqecfSL7hHJMyp7x2TvGBB9MjSVCk+DXD4DabKxhfsDsIhxdda8JUta1Iov0fYiZVMo0fYSbS8zjiLjzjOuHO/Lx0OFFJSLQxkpmpUhQC4ey8VjQOKAXDwGZA0eyspQSgjLjJ/H7QxiISEjCRlZ1CrT7hTvz4hBZccKxddyvXqLWvEV1aG1gwH/UtSQ+yeFYvkKidfcJYMl+ZBE+wpp9HaRLmVI4PdslgMFlkIWzyagBO+TKJdA2HjSwZMOkXbJrEdi3DzpYHEbTzoSXCAlhHNJuJwjlnJ0IUsCj5fSRDaOZONILoFm41guTQKtA5tnU4Ra7pkkDiJBPokVUnghRSqZ+L+03BMylpLxdALLJwmO8FKwjYxZecyVjpMpmQAAv6t1vxZF7kkZeSL3T017QO5LRZ4jrHHaGGcdgArFx1lHkneB+cJJ3pFi7Ux4PmweQCy3cPsA6RyiXMO0e4T1jtHuEcIxyDgGONcQ7x7m3cO8c4hzDLL2AdY+wNr7OccAgLXeokw3MV0XvNCBLlzDFjtxfTdpvEGZbpLmHsrSS1l6eduAYB8UHUOiY0hwDYvuEdk7lvCvjr4GZ1Kh2XR0PgMtZmPaHKy7n8Lj5jxhyROWAmmtCrB8mXIUKXuWdmZ5X04OZ+VoRopmhEhGiiqoRZ+VIaD4rAxlpGhajCS4oEh5WdRKxUxoSIuGtCRk5HF7gvWmhQDYS4kQiuJruX6t9FeqQBXVoVVqSf8TI0P+i/KA6B+lfwaTGZ/M+EtpbClPFjNYMU2UMmQhwxZzTD6DJcUQTzk5wi4zvowUycrRfCJWSqNgalMuDiW4gEh5WNzGEfY4688n4FIWL6aJfJIopMhSmsjFEeD3jIzmkwTweDFNFVIk6LNaSCFzCVyJBLkECh5dkXWGUjJ9NfkkUZVcgqxKOk5UJSFjqTiaiqPZOMJgbiB3DnMAuSclPCnhwO9gSy25p+I0kHtCgiUulorTT+T+KWiVcmdxi0wZFLlXWD7OuBKcU2YdEmNP8q4Ua6dDc0FjX8zUg1r7MFu/onjcPoBYbhGWHtLaS9v7GFsfbb1FWXoZSy9j6QXKpq23WOutFbkvdsbmrkRnWqHZtthcOzx/GVm8ius7SWM3ZbrOmntZcy9nucVab3G2Pt7eL7iGRPew6B4BSb3kG4v7p5LBmVRkLgNp0ogOkEH1GVSvlOYLuCWPmRUKuKWAW4qEtUxYS6Q9R9vTjDvD+TNiOCNE0nw4LUYAKSGcFiNr03lg9iQfkhk/T7hp2IxH9DG/JuqdQ0NaGjZLlCvBeivCg/okQK17NVVdD0pDa6kl/dqgNajRP038i1LKkGs3FlJ4rfdbTqMi5YmzfhD2Vran8FKayMVjcc7LUTaOssmcN52I5TNEPomBEAJiQzFNZGRYZkMcZmEQC0fYU0KomEILKTyfxPJJopjCszKcleGMDKclJJfAi2kqm3pAxKu5NpFPEmkplpZiGRnOxpFsHMsl8BVZp8lsilCTSeKZJJ5LVCcbJxQyMq4ADL6WuAQnZSQpIxkZpjEHBdvImEUt94SIAb8roq8KyNyTMiILkMBEExJ596Nf/Zt66V+vfebkDq6vW6t4mXYmWLci9yRjo0Nzfn0vZLwJm3sRyy3U2geImXpC2i5Y34UarxOmm6S5hzT30OYe2twD5E6ae0D5hbP1seZeQteNaDoik82hyebQZHN4qgWabYMXrgC/08abAMbUQ5t7WOst3t4vOgc5xwDnGOQcg4JrWPSOAr+nw3NpWAsA8+WVik0ONVUALF9CzSXSVqAdGcqRpD0pPpgRIhkBUsye5EMVfgdpO3g0wQUl2sdiTpC2RzyzIdd0zK8hIaNAOOKMBxxHUbySxVdk9A9x/UoVKAlXBYwErKWWHAtppAY1+qfwxyKfxKry2LvXeF+lFCKS7jjrL6aQYgoF7zSfQm6n8ATrp2EjjRoSojefRfM5Mp3Ei2mqlKHzSSIjo9k4VsrQxTSVkVGJcrComUWtCS5QSCLFFJ5PYoUUWUhiWRnOSLGMFEuJcDaOrWbo98W9mmvjuQSeEiFAWoqBp1iR9arNAekEBsjGq6MWelrC0hKWEtGUWN3sitwTEpyWYkDuFHw/c0+IGJA7QL1ciUwlZDwpIxIf5ahwXCQ++vCX/6Ze+tdrn3a5r9j9Tjkv0ohdohwS4wTIrEuNyAUkypVkHCneG+eDMucnwhrX/JXYYndMex0x9hDWftzSB+tuxOY7o7Md5GIXsdBJabs5Yw9n7GH0NyhtN627Tug6aeN1xnSDMnTTxuus+SZl6EY0V0Kj532D9f6hhsh4IzTZFBlvhKdbqMWrrPE6re+idJ2UrhMsMIZuznRDtPZKtluS7RZnucVb+yTHoOwelpzDUmA8HpoEFflsbCEH6/KIvoAaipgRUEANaoqYvoSbyoR1ibCXKFeB8WdZf5oNyGIwKYaTfCTJhrNcNC9E82IkxfuzYjQjRJJiOCVFkmI4zgcl0suhTiysi3nmQtaJkHUCds9REQOL2wTaFWf9ST6YFsMZKaKm4jzg0akIBo8o/fuyrhE8Hh/sN6eYwvMJtDo1wkNWjjKoI8GFSykqH8dzMlZIYuUMnpWjNGLjCXdKCIMZTeA4xSRZSBAVFJOkyFgYzEijBpl1ZePhfCIGIms+gWZlOC1CKSGaEqIZKZaLI/kEmosjapTXqXTOSDGwnJFi+QSak7GcjGUlVE1OxjIy+likJURNSoQBaR5L8UghiaWEMAVbCchMxqwM6kjJeFLCEiKq8juZEImkhAESIpoQ0biAABISKQmIyEVELsKSIVkg74EfE/wMtM+Q3CnYJlEOkV5BsTxA5AIi6UzQ9gTrlrmAzPnJyIJbczWq6YxoOiHdddTUixh7ogtdkZmr4cnLxEInsdBJLnbRuuu07jpwPbHQiS12kPouUt+Fa68B0VOGbmyxA55uCY2ed/edcvae8PSf9g81hEbOhUfPw7NtQOjEYgex2MEYupVlWt8FVhlTj2DrF+0Don0ATKMEcyhXmUuG5/OIXiEH6xTyiBaov4RZi4QjT7mztDdNe0XeH+eDCS4cZ0NJNpzmw2khlOR8aT6c4kIJYQWJ9Qu4m0UcityDlnHIOUOEdDRqYQm7zPgSXCAlhNJiWI26pq+u+TwiiuuziY/nAemvDgs/PGY8AjWkrEJtQ2DzWo9WIYGuzFq5X9HG8kksI0UY1J7gwsUkCQRaSGKFJCIzPga1y4wfDIoUkkhWhvMJNB/HAaCzsioxdgox4pCOI+xpMZyLx5SnBo5O8pEkH1H8Dmo1a8lIMSD3tAgpZKQYsHlGRCqokPXHotg8JcJJIaaQ4tAkB+fiSJwNkDELHjXhUTODOoC+4wISF1b8nhCxhEgAp6sBcpdFVORjAhsW2DBDBJ/I/dPRHpB7KSdQsE0k7WDemDJ1TEFg/SLpjFM2mXZLrF/mAlR00bPQEZy5Epq9Gp6/Fl3oii50hWavBibaguNtsZlWZK4dnb+ML1wlFjtI7TVSe41Y7MA0V4CaMc0VfOEqre+i9V2k9ho+3w5NNrlvnTRdO2Ds2G+/cdR365S/77R/qAGebiE0l/H5dny+nVq8Si5cQWYuQZNNyMwlbK6N0FyldJ2s8Tpn7GENN1n7AOcYFN0jycBkIjAt+ybj/qlUaDYTWchGF6sQW8jHFguwvoiYiqglj9szhDNDuUTGLbE+mQtITFBignE2kOACCd6XZINJNihzgTgflLmAyPg41ElBVjSkhdyzQcu43zQatk2i/gUiZqQxq0R7gd+TfBCQEkIpIZQSwgCluP+IVESFtPzxZOKQwuNGkdpUl10t1EJXtAiy3erEkYwMKyjjlikxAOSej+NZCc3H8VwcSYsRGrFxuDMtRvIJGLzCtAhlZTgjIhXpM3BuUvAzqB2PmljMmRLCuTiSEZG0sPKqgNwTXDjBhYHfFdQSV7SeEqJKMADLaQFWk+JjK6hkXUvca0nwUCUMnGBjGSkmUl4CMqNhAxYx0YgdWFvmYZmH4wKqsLoFqUDkYZ6NcnSQZ0I0HpB44oncPwWtUu5kzKqWe4XfecYnks446ZBpt8j4ZC5ARhbcmmvBydbAdFtwpj00fyUyfzU01eYfaw6NtYTGL0anWmIzrbGZVnT+MrHYQek6icUObO4yobmKz19BZ9uxucvkQget7SQXOkjNZXyuLTJ2wdF9RNe6W39pt63joOfGcfetk97+0+HR8+jMJWK+HZtthaeaY5NN0ZGz8PhFeKoZnbmEz14mFzqoxWvkQgdv6mXNvaJ9IOkdT3rHRfeI5BlPBqaTwZmVqTXhOTWZ6GwuqslDCwVIl48Z8rApi5kzuE0k7TLtlhmfyPh4JiCwfpnzy5w3wQQSTACEN4n185SHRRxk1AIHFqKuGb9p1GsYDlrGYe88Dhko1CKQbon2xll/gguoSfIhBUX0j4ja9SmpOkkxDGpHFawND78usUcEyFqtdcXsD0OGwVilMmIJFJ/gfQxqj7MBoON8As1IUYn2kTGLSHnAKQgY6wYZtJJKV9g5n4Blxs/hLpHyp0UIGD/Fx5QcPCVE42xIZoLA72qbq0nyEbAdRAKg+DgbUpYrOj+Gvh8kzkUfgIESbDTJRzjciUdNaNiAhg0M6pAFSOKjIgtJXEzmYZlHVoHVSFwMwLMQx0Q4OsjRfkXu/6Ze+tdrny25C4RNIN0KIuVR4Gi/SLoTlFOm3SIdkFg/Hlywz1wOjLcEJ1t9k5cC022h2cuBiUv+4Yvh0ZbQ6PnIeGN04mJ04mJsqhmba8Pn27G5Nmy2FZ9rI+bb8bk2sEBqLhPz7dRCO7XQTsy0RAbrLVfqFi68qb2wzXxpl6PzoKPzoPfmMWj4LDZxEZu4iIxdiI2ciw41xEbOwaPnY2PnkYkmYqaVmG/HZy+z2i5W2yWYeuP2QdE+wJpvMeZbgn0w7puM+yaTgelUcCYVnEmHZleZzkZmCxFNIaIpREAur88ixgRmiRN2ifKIjI9nfBztlVifzPkTTCBO+9VyZ2A7ETFDvvmwY8pnHPHohwLmsZhnDocMNGblCRfwu8z4AHHWH2f9CS6ooBb9o/C4weAhpwifkOhVZxI1j/yowWBFwWsAfo9zXgq2SrQPaDoXR1JCmMUcNGJLcAGQs4OXoRRMKmomYEsujqSEKFBwWoBB2p7iY4qsFbkDU691usJauctMUNmxwu8fK/E1Tg+rkdkQIM5ASQ6KswEasWFRPRrRISE9hzslPipyEYENC0x01eCwxD3gdJGFBCYK4Nkox4Q42s8zAZrwSTz25LdlPgWtUu4EZOFxq1ruar+zlG9V7l6RDkhMEA8u2KbbvSMXA+Mt3tEmz3hzcLLVO3LR1XfWP9jo7zsd6D8THKgPDTZER84jE0349CViphX8S862gWWwSsy0ojPN+HQzNtUEj54P3Dhmatmpqd+sOf26vvkt25U6d9ch7/Uj4b5T2NgFbOxCdOBMdOAUNHgaGqyPDpyJDjUgYxfxyRZ8soWcbqdnr3CLnaLxJm/sYfQ3QEVecI2K7jHZOxH3TSb8U8nANCAVnMoGp/OhmVxwOuufyQRmMuG5bFSTRUxJxCzhDpHycLSXo70C7ZUZX5z2A7kDONJNx2x42BT1zoXsk17DsFs36DOORF0zWFRPoRYOd/KES6Q8Eu1VkBlfnA2oUbv+UXjceKCEhIrw8LhFoY9l7ZFXpf9ASbpWleO+gh9EUXycc5OwSSA9wJVZGQZFZ55wpcWwMnUVyL1CrFXtrKyuyFel4wQXBpqWmaDa5krFRums3gJCgkQHKhQPelYm4B+HYnMFUCeU6WiSgyTaR0BmLKpHwlo4qONwJzA7z4QENgzyd0CF2Xk6wlFhjgpzTISlg0DuFO4VOfSJ3H/7290P71WTO0+41QikB8CQXoFwxUmXSLp50gfkbp+56hk45x1pdA6dcw6dc49csN06Y+k+7rhxyt11yN11yNN92H/zWLjvFDRYj46eJyYuYhPNwML4ZAs20QxWialLyEQjMtEYGzkXHTgTvHncc2W/qXHHwqnXp05u1F7YamndaW3b5bxaF7hxJHLrRLj3eLj3OFgI9RwL9p6I9J+GBuuhwXp48Bw60khOtzOaDmaxk9Fd5029sm0AXAwlOYfj7tGEZwwUbZLe8aRvLOOfzPuncr7JjGc85R1P+SZSwakCZExBRgk2C4SLpzwc6RZIT5z0yJRPpnwi45NYv8j4WMJFQVY0aIh4ZoO2CY9+yLnY79EPheyTcGgRjxlZzLFW7hLtlWgfQGb8j0VFVHg4a6OCeuNvch5QC3XgUYu+lmRryneVBB8BC8DyCd5DxIwc7kzyoZQQTYsRkfLgUZNIeTJSRHneBBdcNXX1UBdnQ0C74DNRPhZFx2pNi5Qf9F8L6KbsogSDiu9X+UZkNvJYAJUDRDqgIFGhBBcWSA8S1iJhLRxahAIaDncKbBDInWdCIhdR5C6ykJKwK2ZnyRBLh1k6yFI+jvaSmEdgkScXMf32twflXszyBGThMAuHu9QolmdIv0C4ZMIpEC6O8EpMkAgtOmY7nLfqPQPn7H311r4zjv4Gc/dx7eUDpo4jno6Driv7XVf2e68dCnQfDd04Dt06jQ6eRcebFJCxi8jYRWyimZi6RMy04NPNsZFz/pvHPB0HvVcPOFp2G+u3Dh3cMHH8pcXzW4zNO0wtb5kvve3q2BfqORbpPRbpPR7qOea/ftjXfch346j/5jHv9SOhGyeh/gZs9CI2cQmfbsPnr1DabtZwk7X0cdZ+xe8KCe9oyjuW9Y5n3KMp53DSOZz0jKb846WIPh3SilEjhzk40s0TbgF3y4RbIr0S6RVor8j4BNrL4E4yakEC+rB7JmAdd+sGHQt9Lu1AwDoOBTRoVM9iDg53qs+BgNxF6gEUFzwiv3YwUG9UW/5xTx1qoT7yg5Z/IGVW7FmREd9PjflIgo8o5QiwmhSiCd6DQwYWcwC5p4SwQLqxiFGRO3hemfGD46tf1drXtvqQP876QdFMnXEDuYuUnye8Eh0AKPpWuoHt4OlAJJCZoMz4wTdV+RUz4aqIdKgGKzYXKP8DEIE4G+JwVyy4AIc0seBC1D8P5M4zgbVyV7QOWEnbqTBDhRgqwFI+lvIQqJtn4CcXMX0K2kf37t/n/INiTsIhG4s5ONJdAU95eMpDY1Yed0qYmyfcHO1laTeDmMwT15zdpzy3zjpvNZi6jltvnLR1nzA01xmb6uztu62tO80tb9kv7fRc2RvsOhi9cQS6eTTadxLqPwUPnkGG6pGh+vsLY2fhsbP4VCM8dtbbddDRusvWuF174pXpI5tG6taNHVivrd9oaXrd3PiGvWV74FpdoPNgsOtQqPtwsOuQv/tQ4Pphf/chd8e+8LWDke4j0ZvH0KF6fPQCOt7IzLXx2qustovTdfPGHsHUK5hvCbYB0T4oOoaSzpGUazTpHEk4hpPOkYxnPOMZT7lGi47pnGdG8k9zUQ1PmAXKyWMuEfWpz2l4wk0jdjRsjPoWA64xt2XAqb9p1163a2/6zMNRrwYO6inIyiIOHnMBRMIjEh4ec1WcIa09VaoAnDE8OjWjwmoHUF9SeNwTiLUx5terLz08SFQ7FwkQkBlU2JN8EPyWABYxSnQAhAp1Hh1nQ7/e+1qL8kVI9EpJDYi7wvVKDBBIT0X8Bn8wFYFc9byBWoiUX6T8AukDgFXw7GhEF/XPg7QdDupFyiuSQQWBCqsIAngywJMBjvADaDIIyjI04UFjDpaCnmTun4JWKXcsamVQO0u4FNSKp0mnSHhk3McTXo72M6Sbhs2WyU7ztWOOG6etN05prxw0dBw2XDm0eGGX9vzblqYd5ovbTY3bLI3bna07vVf2Bq7tD3XsD944Eu45BvWdhAdOxwZOxwZOw4Nn4MEz6OjZ6PAZZPwcMn4ucuuEt/OA9eKO+WMvTx1+qWvz9zpe+x/De5+ZPf6Stv4Vc+MWy8Wtrtbd3st1vo79AM+1/e6Ofe6OfYErdYGOA4GOA5He4/DgGXj4LD7ZRE630PNXqdVCDa27DmrxnKUvbhtI2AfjtgHZ2h+3DSQdQwn7oGztz9omMq4pyT3JB2Z5WMfjdhZz8oRXfU7D4S4KtiEhQ8S74HOMOU19du1163yndb7bbRgIu+cg/yIRMTOwnUOdAKB4DnXWknstQFRYCziTWEuFWe7nj6sdHjEYfLKnEb85cdZPQGYCMouUJ8kH46yfw51o2ADyZZBrq/Pux5X4x8od2BkcQaS8VUUsUv61Zl/Lg338D0eRu0D6eMILrotGwloooAFyR8NGgfQIpE8gAgCeDPBkCMgdOH0tQO4s5QNy5+jYE7l/CtoDci9kRSB3BncC1JZnCRdNuHjCK2F+DvMxVICmvCxqt83eNF49Yu06Ye46pmmtW7hUp22pmzm7bf7sdsPZLfqGzYb6N0xnt9gat7ma3vK07PRe2uXr2B/sOhTuORa9dQLqOwn1nYz2nYz2nYQGT4f7TkAj9djkBXT0LNR30n/tgPXiDm39a31v/9O1V77X9sJ321747uie9eaGzfrTLxvObbY2bXe17fJe2eu9Wue5std9eY/nyl7/5b2+9j2u1t2BzoPRWyeg/lPIyDl4+Cw+2ULNtDGaK8xiJ7PYyeq7BVOvaOmTLH2ytV+29oMFIHrJ0pcyDyetI3H7iOiakMILXMxIoTaa8rKYk8WcDOoA/xKQBQ7qwx6N1z5qN/Sa568Zpi4bpi7btTcDjsmwZx4NGsiohYHtAKB4FnFUlL/W1sEqM3q8OrWkX+sMoFZgqNW/lux+k5rSb0Kc9ZMxCxLSM6g9wQXirJ9GbGjYAConSolcWX7c49cKiiDvVs6uqkpZ7d9aTq/4WlXfuxegPgjwuHojT3g53MPhHoH0EJAFCmhiwQUAHjXzhBs8yuN+Hl/JzXkyxJOh1eVKuYOyDEN6Kdz9RO6fmlYpdzRioREbjTlozKEoXoHC3Szq5RAvi/oZKsDQPp5wuzQDxqtHrF3HLZ3HFi7VaS7uXmzaNd3w5lzDNkP9G/ozr+tPvWY4/bq5YbP93Juuxh2uxh0ghQ9fPwz1HIveOh7pPRa+dSzUexTqPxW5dQIZaSCmLxITF7CRs+hQPdJ3yt2+U1f/xtiel1qf/d7pH3y97bnvTO971nh64+LJTcaGN+wXt3vbdvs79nmv7HW37/Ze2Rto3+tt2+1sfst3ZV/05sopQrj3ZKT/NDJyjpxooWbaqLl2RtPB6bpF403BcEMy9cjmXvBvwtqXsPbJ5l7J1Be3DCTNA0n7aNw7y4cWKcRMMR7gdACN2PGoORbQhT0ar3XEqrtpmLmiHW9dHLtknu/yWkdCrmk4oMUjRhq2AljUzqJ2BrGBIKFQy/X3//Nj1akl/cc6A3iI3B8iu0fp9okjMz4KtkL+RQIyg0I5GbOgYYNS8VDHm1/j+LU+B+BldQx+SE/wgVTYHKyqv9NafwBr7a9eVfrDQX3UPx8LLgDFkzErizlZzA3gMB+L+1bLL8FamTtDhWjST+FuAnWiMQfPwE9my3wKWhW5U7AVyF0NkDuJuRjEw8IeGvXRpJ+mvDzh9mqH9VcPma8dtXQeWwKWnCYAACAASURBVGzZPX/hrfkLb03Vb51u2GI884bh9Ov6U6/pT71mOv267exWx/ltrsYdntZd/st7I50HozeOQCvjoscifcfxkbOgOINPNWKTF5Dxc9jYOXz0XLTnoLNtt/b0jvE9r1x7+cfn/+lvrr74rdmDGxZPvGSsf9Vy7g3HxTe9bTt97bs8rW/72ncFLu/2te52NO3wtu0OdR2MXj8K9RwPdh0K3jgC9Z3ER8/Rk830dAs928rOXxEWrzGLnbz+umC4weuv8/rrovGmaLzJ668Lpt648VbS2JexDKVdU4J/joroaNJZIXcCsgC5+2yj9sVe/WS7ZqR5fuSicfqK1zwQcIxDvgUsbKBiFiB3BrGt+H31IOAk4GMt/0nJvVay/3BVPQoPHzP4pAA/MxALaJGQHkwqpWArFjGq5a4UTx7m8RpnPA8ZC1G7FXxTH/t+1x6nltwf/jeg/qsDfSjYFvUtRnxzYCgVDi1SsA38TTKoC9x1j8U9it/VQgdbWNzH4j6aDFKEj8RcOOJ4IvdPTauUOxI2U7CVQu0Ual+reIp0MZibhT006iFIH064Wczh0g4stO0zXDlk6Ti02LRrrmHbXMO2idOvT5x+XXf6Nd3p13QnX9WdfNVw+jVL/Wb7uTcd57c5L2x3N78N/B65cSTSewzqOxEbPEUOn0UGz8CDZ+Cxs9h0IzbdiE1egMfO4mP14Z5jjkt1hoadU/tf6Xj5exef/vq1l789c2C97sTLxtOvmM68aruwxdm0zdW83dv6NsDRuPIswav7Ip2HAlf2RW8cgW+dIIYayLHz1PgFaqKJnm5hZ1u5xQ5B1ynquwRdJ1iQDN2ivos33pBMPUlTb8YymHVOiK4pxj/PQeZacvdax2wLPbqJNs1Q49zAef1Um9vY63eMRDzzaEi/Vu40skJVxa/lE5R71ZLO444BVDXXJyj3Ws8r0V4OdyIhfSygZTGHRHvBrwhwuEsgPUpx/GPT8Mf93NRqVupyFVn2o7yFtdZ+FMAfm/oPBgzjR/3zUEAT9c+jEZ3SAfgdyJ0jvMDsylAqkDswO4v7KCJAET4CdeKIA4HsT+T+6WgPyD2fEZCwmYxZasmdJBw05qARJ426CNKDEQ4Gs7p0fTPNuxfb6yxXDuou7po78+bsmc1jJ18dPfHK7LGX545vXDixafHkK7rTrxrPvG6qf8PcsNne8IbjwlZ3yw7/5d3Bzn2Rm4egvmOxwRNY32mk71Rs4DQ0Uo9Mnidmm4jZJnzmIjvbjI+fC948am3dqW3YMrHvhc5Xv9/41F91b/zG1J5/1h19Xnv8BdOZTdazr1nPv+5s2upp3uFtfdvVvN3d/LanZaevdXf46v5Ae12oow6cLsR6jsV6j8f6T6FD9ehwA6O5AvzOa6/x2muSoTtuuhE33eCN3aLpetx0I23rzzhHJfsYZ5+QvIvqjBuUZSC/NuSe91rHrJqb2vH2uYHzM31ntROXnPqbXttAyDUNBxZIyEjFTFTMRMNmFrWyqJWCbRRse3TFK0Oyj8gjBolHlNqjyP3hYwafFALp5nAnFjFC/kU8alJWwfUEAunmCRe4cAwsP0qQexS5q1WuDvAc7lTDE65Vqju9Vp7OYg4FBrWroRGbAgVbAZBfGwvooIAm4puL+uexqP5BuTsUufOkryJnV2fuJO4ncS+BOjHYDkdtHB17IvdPQXs8ueO4hUSsFGyjMQdBuTDCzhAWt75/uvltTesey5WD+sZdc/VbZs9sHj3xyvCJTZOHnp8+8uLssZfnT2zSnnpFd/pVgK3+dee5La6L2zytb3uv7A527w/3HI72H0N6T+KD9ehwAzRSD401INONpOYSp22nNZeQ8bPQ0InAzYPW1rcXT782snvD5Zf+Z/0P/u9bb3xXc3C97ujzhlMvm85sMte/Yj//hqd5R6Btl+/S296WtzxNb/tadoUv7wu114U76kIddeFr+8LdhyI3jsR6jyODZ7DhBmziIjndQs+2MnNtnOaypLuWMHYnTdcFY7dg7BZN15O2/rRrRLaOCqZR2T6n/v+jyD3omvOZRy3zNxbH2mb7z03fOrM43mLXdXvNfUHnVMyvIaIGcAc+KmZiEAuDWIDcFb+rY0ZVWOTxqHWcihigWP5ji/4VVCSnj7v7x48x1MydneDXVKK+BTioAxJHwwbww2HA7ODaglXL1/B1jTOhh8tdKc6sFkAcaimD512lSul8bXVF5XcneOWK3NU2r5A7GbOEPRo4qIdDi2HvbNQ/j0OGNXJ3rprdJ1B+tdbVPJH7p7atyP3unXyWg8MGImYEclezkrkjNpZwEbCVxhwUamdwJ0e6vY7pqfNvz55/29K2f+HctpmTr84ef236xBvDB14aO7xp/MgrY4dfHj30wvSxl7SnXjGees10fKO1fqO1fqO9/lXnuTf8rTuhrgPRG0eCXQfD1w+Hbh6J9B6LDZwGlXdy9hI114rPNeNzzcj4uXDvcV/Hfmfz24vHN43tevrSi9+68Mxfdm36ztz+9YZjz5lOPmupf850ep3t3KuOC6+7W7Z6W3e4L73luLTD2brTc3lP4PLuaOd+6Np+6Np+rOcoNXAKGzwZ6z+ODp4lJ5vw6WZc08rqO3lDl7B4LaHrTix0xjXXEtquuOGmbLwpWXrjjn7RPsD7NWLEIMB2BrZTiJOI2WMBXcA567EM2xZvLI5dmu0/N9N3dmH4omXumtd4K+IdiwWmsPAiETMSkJmMWUjETKEWGjYrAN2vYqsKKOY8OhzmeDg87nwUBMJVlYqMtVrq+gAM5WJptwJDuWjSCcYw1DZXJFgtBfbyhJfHPCLhwSN6LKLBIhosvMjjdgaxUTELhzlE0i3g7tWg5eExj1rcDwS2Gq//UQKP2ssgPFdUaSpClFrrSuIPQjvYUf3GK6oxDGoHuqcRG4NZWdxGIWYkrA17p+GQBgpowt5ZOKijYCs4/oOvx8PhHvC5gWVWBU14aMLDkH4ccVCoHY2aoLCFJiL3U75Pe/tsyR2HDCRiIxGbonVF8QRsZXAnidgUubOEy+uYHj+7Y7xhm/7SXs3ZN6dPvDJ99JXpE6+NHto4cvDl0UMbRw+9NHrohckjL8wdfXHx6Mu6oy/qjz9nOPG8+eTL9vpXfU07wh11keuHw9cPh68fXinB959CRhqwyQvEbBM110osXCI1l/CZi/BwfaT3uP/aAVvjds3xjUM7n7707F83/MPXbm76tv7QetOxZ3VHn7GcftbWsMl+/jXXxc2u5jfdl97yte/yXN7jubzHc+ktV/N218Vt/tad0LX9kc79oa79UO8RZPAMMdZITrdgsy3UQruo7xK1ncx0GzfTzs20i5oOSdcl6q+DiTSSpZeyjUkhrYTaacyBxixw1AT5tQHHtMcybF24rhlpnuqtn7h5erb/nHH6ilvfE3KPQP5JNLSAQwYwQZuETSRiVsv9Qb9/MnL/ze3/8BjwELlX3agODPcPgtWcElrDth4e8wi4m4bNWEQDB2eRoIZBLCxqJyEzi9oFYvUyAswl4G613NeUrSqT7lU+ZpCzYntFYa3WoKgid5W1P6YQt9rBDhJ2GrGxuI3BrFhUH/HNRXwzseB81D8f8c2hYQMFW8HLUMudxVZmRiqwuIfB3AzmplEXiblIzEXhXhxx0JgDg8xw1PZE7p+epsg9l2FjIT0OGfCYhYCtwO/A4yRiI2ArHrOA/J3BnUqtxu+anTj31uiZrYtNu+Ybtk4e2zh+6IXJwxtH978wXPfc0P7nRw6+OHrohfFDz00e2DC9b8P8gefm9j+zcGiD/ujz5pMvO85u9l16O9RRF+4+EL1xJHLjCNRzDOo7AQ+ewcbO4VON5FwzrmkhF1uJ+RZ8qhEdPRvrPxXoPGi/tNNYv3XoradanvrvF//xz/pe/fbCvqcMR9brDz9tPv2irWGT49yr9vNvuJrf9LXtdF96y9a4zdW83dm0zdn4pr/5rWD7bn/7ruDVvXDvUfjWyUjvcWTkHDVziZy9REw1E1OXqMlLzMwldrZV0FwWNR2c5qqo7ZR01znNNXj+JuOeEhAzgdmiMRMUNcYCuqhrDmTuC6MtU7314zdOTd9qMExddut7As6hiHccCWqIqErusEkpwa/BWpVa0n/cYFCrwyO6XqGWHBW5q8sUPOESMaeIOQXUUUHtMnT1bJrHXDzuFAgHHtFCvlk4MI9H9BxmI6ImBrGBaKQuN1U1+68h948d6lTX2apaWxmnWWv5h9bl7GTMQsYsIHMnYkYooAm4pqL+2ah/NuKbgwIaPGqiYCsZs4LbZKv87r4/MxL3cLgHaJ1GXRTixBEHjjhIzIPBdhpz4DHLqtw/+OjeZ0Lvny25Y1G9Infgd2B2IHewqqTzNOYI+xbGz+8cOP763Pkd8w2bZ46/PHpgw/ihF0b2Pzu8b8Pg3nUDdeuHD24YO/js+L5143ufmdy7brLuJ3P7n1k8tEF/9HnTyU3281u8rW8Hr+6NXD8YvXEo1ns81n8SGT6DjZ3DJi8Q0xeR2YvYfDMx30LMNuFTjdjYuejAKf/1w+62OmP91tGdT7U98/81/eir/a9+S39wne7QM/qjG4zHnzOceN7WsMnZuMXZtM3euNVY/6r57OuOi286G990nN0Miv7geQMdB4Jdh6K3TuCjF/DxRnj4LDJyjp5qZWaa2dlWfr6dm2tjp9v42cv87GVqogWd6aLMw0xoAUNMMcQcg4yxgBZyzvlsow5dj36yfW7g/FRv/Wz/uRW52wei7jHgICJqwqMmImYkYivjqwqfuNx/kwDwSNSQo9rsD/gd5OmYoyKWVIwi3t8Rt7G4ba1zedzJonaRdBJRA+SbRYIaODBPw2YiaqBipvtHVjxeEZOUIFeDj8ujaypbkfuq4m00Ylt7fHVNvGIajBr1cUA1j0ZWCjIR31zQPR31z0Z8MxHfHBLWgg4EZCFjVvDvqt9dCkDxitkVuYNqO5B7LGJ+IvdPQ7t79+69+zfIvpPLsFBQh0Z0eMyiALSuyF0RvZLaIxHj2Lm3u/e/OHrq9bn6N+ZObpo4+NzU4RcmDj43UrduYM9TA3ueGty/bvTAhtF968f3PjOx55nxPT+ZqXtGs3/D4sHn9EefN5/a6Gzc4mt7K3xtH9R9EO49ivafQofOYKMN+Ph5crIRnrqAzlzE55rB5Bnw4zORodOh7qO2pp2LxzeNbPtx21N/0fLjPxt87buGw8/pD68zHFmvP7zOdmaj6/xmx9nXnY1v2s5ttl3Y4riw1d7whu30a86Gza7zWx0Xtjouvulp3YX2nEB7TkS6j+CD9dREEz7eiE82keMXyPELzFQTM9XETDTz063ibDs31SZobzLGPtI1TkR1OGpGYqaIVxO0Tfhsoy7DLfNsh3a0eX7wgmao0Th9xaW76bf1R1yjiG8OC+vwiBGPGHHIQMSMYHxVmUWjwlKVWtKvlvuvreNXr+k/6GtrVTjMVhUGs1YFSHntFpawM7iNwW00ZqUxK1hmCfvaySErigd7rfE7qLALhIuKWdCQFgvrIN8sHtGCIWsaNt8/QQGXBK/R+sPl/rEj2xWKr9gOvEzGrBUDoRVyV1L1qqvgCKumvg/4JRmQrUOBubB3GsyTIWMWAjLjUTMBWQCrfneq/c6gLrXcCXQFNGahUBsaNUZDRhIP3Lv3wWdC7Z9ZuWOQGYPMassr/4KHCNgKEvmJi3s66p7rO/zS9KlX505uHD+4YeLQs2MH1o/vWze096mBPT8Z3PvU8L51o/vWj+9bP1G3fnzPTxS/aw8/azrxkr3hNXfTm/72XaGOuuiNQ3DfMXjgFDJ8BhttwMbOgvydnGkiZ1YmR2LTjcjkeaj/jK/zsPnc1vlDLw5u+WHLP/7XS//85yNbf6A/+JT56LPGoxscpzfa6zeZT210X9jiadwWvLLHcWGr+dQrrrNbAk1vec6/CebtBNr3RjoOhNr3RToO0oMNzORFIHdiqB4fPEONnGPHG5nJi/x0qzx/RZq7nDD28IZeyjxIeaeZqJ6EjFBAE3ROea0jLsMt63ynaapdN9aiG2sxzVx1am8E7ANA7nhQi4UNeMSIR/TK5Bk1n6zca0u/evJeKxjUkn4tuddkjdlXeHDC333JqvdVyZfDbAxi4TAHDVuJqAkL62L+OSQ0Bz5VMBkJyF19VcHawhRdg0eUe1XXP5jFW9WonqJKnq5MvlJydmB2tdyxiBEMn0Z8c3BoMeqfDXunY8GVsRxwD1WAWu4VUCqA2XHEgUBmArbAYX04oMdR3717d+5+Nm7G9FmRezbNRANaJKxFoyagb7Xc1VvUcmcJ19zlI1f3Pnu9bsP4sZenj704uv/p8X1Pj+x5anzfutH964bqnh7Y85P+3f88tOfp8X3rp/Y/O1G3bnz301N7npqrW6c7uEF/9HnTqRdtDZucTVu9rW+HOuoi1w9Gew6DK5uQ4TP4+Hli4gI1dZGauohPNeJTjfjMRWK2CR1vxMYuBLuOWM6/qTn8Uu/rf9/yk/926am/HNv6Hf2Bn5iObLCdeMF87HnDsRfcIH9v2mauf814YqP11KvOM6+bjr6kO/yC9dSrzgvbDcc3WU6/Hm3fj1w/Fr15DB48Q0w1U32nsd4T1MAZbvwCP9nETTeL822Spl3SdcmGXtE0wJpHGdccE9JjYV3YN+ezjXpM/Y7F6/b5a5aZK5aZKzZNl8fQG7IPKnInQgYsbAAaUlhjeXNVakl/TeL/kGp+lbKPSvS1Mv3q0OjDUKfwYAsfs/AxiwBbK6h9BHN1vyMmFrUyiI1FHBRkRYKLaHgeDc+ioQU0pMUjenAlgSp0PRiTlNf/m8m9qp3V2ynETCEr4yskbAKrNGqpJfeKqo6ieBAb8KgpFtBGfHOAqH8+4puJ+Gbg0CIOGbCIEY+aCMjysXInYQeAiNkxeAU4asJj5lhIF/IvYoj37r1fPZH7b3erJXckYgR+V5sdjZoAiuWB3HnKo7l6rH3Xuo6dTw0fen7yyPMj+54a3/f06N6fjNU9NXlg3eiB9f27/7nnrX/o2/XP4/vWTx96fvrAs5N7103teWp+7zOL+9ctHtqgO7LBcOJ5cAmSt22nv2NvsHt/6OYR4Hd85Cw+eo4YO09MXMDHz68k8nPNxEwLMdWMD58PdR4yN2yZ3Lu+e+O3G//pz1v/6T9Pbv+fun1PGQ+v1x1cZzzyvOvcG9bTmzTHXjCdedVy+lXjkRc1detmdv1EU7fOdHzj7L4Nw9t/rDv8UqBpp/PCDlfrbqj/FDx2lrh+BO48TPSe5MYvCFNN3EyLoGmTtVdEbUfG2p+1jnK6QcIwQnnnsbAuFJgPOif81iG3vse12O1c6HIudLn1PX5zf8g+CLnGEN8cFljEg3o0pK+Q+xq/fzJyr02tE4LHOwOoJWWgsAq5U4hZDJukiFmOWuSoJQ5Z45AVLK8oD7UAiasOYqJR0/0jK/6FjTxup2EruC855JvHowt4dB4OzMOBeSysW71MbKWyX9XsDGKpyKxVKXbNzPohZl87mlohd8XvFRevqVN1QMUFEGCqDBo2RH0LYEo7qLkDuaMRHQ4Z0LABixgJyIJFTFXlzqAuGnFSq1rHIRsO2RDIikBWBDLHIsb/n737jI4jPe9E//Wee87de/auz/WutbbWsmRZlmVJM5oZxmEYksggABKMIEgwImcikAQBECByzmigcw7V1dU551jVOaGRgW40EtMEjWzLvqP7ocBmEySoGe3uB49Z5/nQ6GkAHM6ZXz39f5/37TjcDe9x/x5c8ZuYfh+NzNiMkBvmexHZrkLbgZjvqP7owPtcQK+k9fcXnCUUn5vKTyHdO4erO8Osu8AuysKVpJIqMkjlaYTSJEJxwtStI9O3j9Irk3m1FxkVWYyqM+yac/TKDFZ1lvDBZUXTNVXLFW1bnq7zpqG3wDpSZsfUOqfrEUy9n/bIQ2700poDzFYf47GH+TgAdIZ4PX5+bwDs9tM7PFONlr4qdfMtbsVZ3NWj7Yk/60n7R/rtU+KaM/zKdKgmnV+fzq1LFdSe4ddkaVuvQXczsXlHgIrTkvsXwapMSv4JWcNFVfNVQ9sd+2CFY6TGhbnnnHoAdxfbekrm8I3z1JYA+dEip3sZ6l8WDCwJhldEo2Hx5Ipkak48HVCQ/HpOwCZADDxYw7QoyEYZViee0AhH9LIJkwYLa6kOA8Nj4fpsPA/M88A8Lyzw20VeBPLZ+X67KK5Q618943OIfA6R3yneVQGH2G8X+RAhmjXH75AKOmVvBj5vC3++faf/9trr56wg4lmP3BNQO33KkFe5YhcuG5nLRtq6AXjhEH7lknzplD6HhRtGKGoUrJslSzbpAiKbdSoDbqXfqwp6FDMuacgu3uv3znqUsQcht8KHiN1WgcvC98BcD8x120CPjR9wSOe8GrS1f/NO9ta15b3e0Lw5ZfTmi99d6K/edav222W7KnZr9yNoKYMOdcipn3EpPTax3QgiBo7dCCBGFmxgIkaGwyxwWUUo67sK7eLj7hOagFPtf1mo7D6HymtXeu1KJ6z2IAq3TexBRLCJ73MZ329i+h5cr+G+Fg5aDTw3zPfA0ljFE78Ld3R4JuTTWsWEobLL+JJzE9dPTZenke6do1afpeSnE8vSSeWniWWpxOJkUnEiofAE7vYx7K2j1OJ0oOY86242reI06+4ZsP48r+68sP6irPGSojlH2XpV3XHT2FeIjFXbMbV2TK2X9MBJeOAiNnhpzT4mmsK3zYDdPl5XAOye4fQEaB2u6UZrf6W04So1P2ns/L6upJ+PnPmQU5gorM7gliexyxOljWehu5mC2jPQ3TP0oiRaYSJQnsmtyOKUZSgaLxsf3xTePSu8e1bdfF3Xlm8bqnJM1Olab3nHawPTD/34xjlGe4jVGWJ3rQiGlqCBZf7gqnB0RTg+J8LMyPABDcNvBOxmnk3HsagoRjneKMMaZVMmJdaixsdw91pBtw1020AvLPAhwtgeHNRoHyL0IWIfIg7AOxVEdtRG0YxHP4iIArAQrT2yne9c3/0dwNtrDhH7nWK3UxJwSFdskjUDb13HfWrl/96j+S0i+woWf+1S/tap+Nwhf4rIN6ziVatwwSIM2cRB58s+3SWfcynefV9BV4zRIZlduLutkA8Ro0Dvwn0X8W9V+FtOK/3P4I5qvrO6jkh9iNRvl/ntklfPwzIfrPAjyoBd5UOkLgvfbgTtRhDFHTGy7Ca20yKM4e6BJWh5EanbJvbAEi+y43vAqQw41YG3sf5W3P1u03vcvwfXW3B32SC3TYJWvPIeWOpGpCjrsQfozIwPEU425o/eyZi6lTRx5xSu8jSlJhtfkEYqSSOXplNKU0nFyaTCBFpREin/M8y1g1PXjtJK05hVmfTKDHbNWW7dObD2nKDuguj+OUnDBenDi7LmXHXHTWN/iW2kEhmrhjHVLny9E3fPgb/voz8KMFu99NYAq93P6fBzOoNgXxDsC7C63PhGQ0+JsPYSsyBtKPPDzoSfTp7/hFucBJalcEoT5A/OiGvPKRtygNLTzMIUce0FqCKbXXRaUHVe13RNVneBcfsUpzBZWJUtv5+jb7+jab+teHTTj33omW5wYx/Os7r89I4Aq2uRP7QM9S9D/au8/hX+4JJofEGGDSkpAQ0dXeyyaBgmNcWiotg0FFhDtqqIsJZq19PdZsBj4aK4e2x8L4wmxTyPjY9+6YUFXljkhUUBWBpfcf//S/x2Sbz+aMVCnhjTuzKfd0ZAfxz373yT8CiCbvkcIlw1QxtacFMOPNPwv7KpfocofmuT/ZND9bVT9QUs+9qt/p1P+xyRbsGiVTM0Z+bO2vghhyTolKGbLd/x59n1pRcWuSx8tw1w2wC3DXRZeKjvewdZioBDvgvfty5cx79+L9nfsQAe/+3vkP0tBcu8NqnHKnFbxE4z5DDx0LIbAVjPRgwch4nrsorcNvGu8sAS9Hm0M3sZ0agDcbLHcPcgCg+icMJqr135Hvfv2bUbd4sedFp5LqvYZRXHiI+VC5agrMcK7d/nQjreVFvPjTTsnTTMrVPD149RarIJZZmkojRSUSqtLINWmkYpSKAWJtKLEki3j2PzjmCuHiYXJQK12czqLHrFaeDuWWH9RUHdOUHdOWH9eeGDi9KmK6r2G4beAvNAsWGw2I2rd+LqbJN3PeTGGXabn9HipbUEWY+9rDY3t9PD6/Xyer3MTgfmvq6jUFyfQ72VNJjxQfepn2IvfMIvTeFXpEAVKaKa84oHV7hlGVDlGVn9FU5xBrvotLjmkrT2PLsgCSxMEZVnyqqzNQ9zNU1XBTXn9d0lzsl7Hlyjj/QoQOuYYXXP8wZCQO8y1L/C61nhdkeggTXxaFiBW1aR5lVkpwFwmLiwHrBq2VYt265j27UMWE1BdDSHgRGPu9sKeWx8LwLFcH9JvMiHiF2w2AWL3Ygk1o6h/9/6HBKvXRwrz8tCv2tXjv9mrP9Hay+sv+vrXQ7pjF26ZAKjGtaWnPFEAbywqL52W750KL5wqP7JZ/jKq3uBKL5wKr50yL9ySF/YxVs2/qoJWDByZi3QjF0acCq9LvU7cEf7d1R59IHHJnRZOehfr8vKdZp3+ne/XfJW2WO4v2Mqadfze/Xs77iFvDWQ2atz9yFSLyyJlccmdlmEDqMAMXDtRhAlHjFwYT2AGLhOMxgD3WUVoRX/JdqcxXAPujTxmcyuzt1rV3pgyXvcv0/Xu3CPrxjuMd9jjz12mT+kg9WMibtX+6+dGsk73nf50Nitk+Tqc/TyLFJRGqUknVGWSStKoRUlsUpTmSVJjIJTmNwDUzeO0ivSGJUZ1LI0ZkUGUH2OW5UJVmdBNWcFdefE9y/KG6+o224YuvONAwWOyWr7RBU8UeUjN8zQW7yUJh+1eYbV4mU8cnLaXVCvFxrwgb0eSottrFbTli+ouUi8/ll30s+6T/2ElHuQV5zAVNn7rAAAIABJREFUK0viVWRwy9KB0tPS+kuC6mxGfipYdgaqyGbcSaDfOimtOiurPKuqu6h9mAuWpnNKkq3DVdbhKi++yU9u8VFbF8CBRd7gDKdnmdu7xOlcYXdGuD1R4UhUNr2qJC6rSG4N1atnu41cWA/YdFxYD6C+OwwMp5G5q3N/E3e0c/chYrtdaLcLHYjQaRe5EdGO4Hax1y70OHbK5RC6HEKnU+h0CtGuPy7beS3kebO+K/rftTw28QIsXtayI3LKupK2beJ/5dd/7jd/Pat76lU886qeeTXP3OrniPSJif+1XfwFIv4cFmybucsa2pyWOWsVBp0Kj1P1jjcH8biH3IqgU+ZDxC7ry3tnnO9o/h6/qBDX/r99xvRbzJ7uauq/7XualzfFt2fuu3x3W0VOswBNY1627SCsB2A94DDxXBahBxG5YaHLJoiVGxa6YeHLFn6ncw84lUGXJujSxG9YiR+Bex/LfA+vb775tz+8jrtZx3VYQKdF5LSI3iTeaROjpscKxd3hVi0GtGJcW2vO8Z4rR4avHWvN/IBUlsW6e45cehpt3ull6fTiVEZJCrM0lVOcSMv/bPLqgcm8T6llKazqLHp5JqMsk1mazio7DVRm8e6e4ddmS+6fVzVfMbTfsAwWmQcKTYPFjslqL+G+E1fnwNbP0FsCjGYf/ZGX0+GD+vzQYAAa9LG6nOQWeLRG2nwdKM/E5nzalfi3vYk/JeTs51ek8MrTmAWn+BWZ6oYrouqzvLJMUfU5sDRj8sI+Zn6ioua8pPKMviFHWXuOkHsIKEm2DJVbhspd2AduXEOQ2rrM7QuxOueBnjlO1zyrc57ZsczqCoMDEeFYWIZdURBCcsKMhurXc1x6ENaDKO5OPcNpZLpMrDdxj49lYrh7YZHXKfI5RF670AsLfFa+z8r3W/kBm8Bv5fmtPD8M+WHIi0AeBPIgkAvZFey8qr1w/19Ve+E+Z+JHrKKIFljXsret4Bc+2T/PaZ85hC9g4HOn4J9mdV8EtE+cyucO+VMr/0ub4LlV9KVN9NzIWVOSFxWkeQM7ZBf7HfI/Gh/FOnf0sQfmoayjf8lOC+C0AC4rd2cl440w54923PG+oweT7dGS/3HQX3/H88dx99iELgsfBT2WycB6ANaDdiPksgjdVtEu3Hdkh4WxzD1ubOZb4e6GhTYj9H5B9ftw7cI9show67h2M/fb4O60iZ02MYo7YlfO+rV+PWu87nJP3rHxmyfbsz4cy/2MUJJOLD1NKEknl6bTytOpZWnUkmR6WSq76CSnNIlw88jolX3YO58xKjMYFVmMskx6cSqjJI1deppbmQFWZUJ3M6UPLugeXTX15uu7bhl678Aj5faJKtt4pR1z10t66GM89NEfBdkdM9y+ALffzxvw8/pcQJeX2KzrL5U25nHKMqYvH+xJ/ru+1J+R8z5lFyWwixLENVnye+fFNWcEVRlASTLjTgL+2jFeRYa87oL2fo6p6Sq/PI1y86j83jld9x3LYIlttNwxUeMnNc5QHwUpzYuc7llO9yy7a57ZscTsXGL3rECjEcl0REFckU0vyPEzaoZXB9qNEGzkIkYW2rY7jUyXieM2Azv0WCG3FYpFNGiDiY5pe2zCWRsvZObOmIAZAzukZ8/p2As6zoKOM69lz2vZCwZg3sSdM3NnTEDQyAmYOLFvj7EeC3neWv+70V/SAFE9uKbiPLWJvvLJf+sT/tbCWGF2m9vzkaHa52rGv/l0XzhUX7lVnztkz2H+M6v0c4vohR7YVlKWJdiQnOA3sgOOPW8eQacslgvFLwn4HQIPzENBd9tAl5XjtLCdFrbLwndbd94Vvc5ubEzlW42cvnU+9eVC6HeqV5nMy01tOzk7+ozbKnKaIYeJG1c7gYzdCLktYjSOj8fdDe808m/FfSdzf9302HyEw6Zyw3KXVfQK929+/81/jC2q73HfjTsqewx3p13ltIlW/HIJrmmgIHn4+vGxq8c6Mz4auXESX5pOqcgilqWTS9PJJSnkkiRGZTq3JIFbmsgqTcLeOjqSewB75yS9PJNemsEoOc0sTmOVpLPL0thlaWB5mrj2rLrpsrotT991y9Sbb+i9Y+gvhMcqHFM1yGS1j/HQS2sMMtpCzG4/o9vH6fVDgx5Bv5/e5sI91PUUC+ouAKVpU5f3dZz6m57kn+Jy97EKTwir08GyFG5pMrPgJObSJ9grB8DKM6Ka8+K72brGK9Kas+S8T7mlydpHlxWPrxr78o19+faJKg+2zjVVEyI3zzPb5nkD89z+BXb3ArNrid23zBuJSHBRFWVDilmWYGflVJ8OcJsgu5kHG1mIkY7i7jSyXSYOSg86kR17vGO9FUKnPkJK2oyCOiunzsmpi3LaqpK5pmava4EVOXVVQQurGWENc1XHWtYxF7SMeQ399dvDawn+/5L6rrhv6LjbWt6WBvrKrfrKJ9/SkhbwTdrqs00//081P/u/xXfzvtby/sWl+dKl/Nwh+9Ilew4rn5qEn+uAZ2rKqgjjFYy7leQZRPAO3H2I2AuLUN9jjfmMW+yBeQ4zx2kB3DYghjsaWMd8j1uW2DWsslO7KH/rPeD1jvu74R5jHQ3WPTYx+tgHy3ywzGMTo7Mx6OCjw8yxGwG7EUDbdqdZ4INlfkTutcnj23YPIkLLDQvR8D2Gu9+h8DtUPrtyl+mxlbMY7i6bwGaEvE7De9y/B9drmXsMd4dZiH7IyxvEi1xWkdMiRCu2gONxCG0WXtCnnbUr6R013ZdPYK8fHzzzD31ZvyIUJpLLz+BLzpLKzpKK0kh3TrLKU8CSZF55Krc0mVF4knTzyETOJ1N5B1nlyczSDHppBqP8NL0slVGaxClNElSmymsyBbVnlE05hs6blt58a1+Bua/ANljsnqgyDhfap6u91Ic++iMf47GP1RUEB0LCkSC3201udWAaLH0VkntXGAWJYxc+bD31w0cnfkHKOwkWnITyj4C3D45l/bw/45esirPyB+fFNVmSqgzd/YtgQQLt+hHF/fOKhgvm1uvSumxLxy3ncAUyWuGcrnUT7gUZrTNg9zzYs8jpXmJ2rbJ61sCBNWhklT+yBk1vSIhhKSmgILnMTLuN5TAwfDqmTU91GpluM9tlYrnNbA/Mc9lAhwVw2LguG+i1AgETZ1bHnFNSFmTkBSlpXkRYEBOXpORVBS2qYW3oOBs6zrqWHdGy1nTsDQOwYQDW9ZyohrWmZq6pmUtq5oKKMadhBQyAzwK6Yb4dhmCY74ElTosQ/ehkLywKIqIZqyBogmaNzFkdPaSkzcqps3LqnJo5r+csmEGXTeBFpB671GkT221ih0NkdwkRJ+R1yDx2qRt5uQDwMve32/kul8jtlNhhkcsqCiKSkE3oN4DbMvamXvTErfncr/7KwopQWhwPr5JTf137j395+4f/V9k//oVxqP5fZ1RPXJIv3Kqv7KonDtG6kb2upmwrSRHRVBAcCgrGF9QkLyL1O+Quq9gDSwMOuQ8RB+2CoB3aMyZC5D5EigYaLzMZjtvG8Zh5HjPPbQLdJtBj5vms/CAimrGLX77LEbqtArdV4LaKUGdRx2PEx8n+KmZBf2P8ze9NxGNL3z6HBC30wLid9XBEhLbbHkSEvsZj47ssvFirHsvZ0QVVh4mHvgWJlccmdltFO2URxyp+WublJhXlm7i/6twRsQuWuG0yp0WIWLgep+IPf/j9N/8h9jD9R8LdpAUQE2A3CeJ9j9VeuDthyI1IfHblnFMNi0iEBzd7Lh7AXN43lPXL4Qsf4wqSKFXZhJIMfGEKtTCZWnCSW5rMK0+FKtKAsmRK/mfT1w5OXT2Av3WEWZrBKjtNK02jliQzy5J5lWn8ynRBWTK/Jkt875y29Zqx65a+44a55w4yXGofKbMMFzmmq33kBh+12UNr8TDb/EBPEBwIAr1+ZqeX2oZgHqjbC4T1F2l3Tgxm/qLxyI9bjv946vxvBEUnGTcOjGX9AnN5H7cii1ueIqzOUN87zy9OpuQeYt3+TFJ7RteSq32YI7933tJxCx4ogkfKvbh6D/F+gNE8w+kMcTrnmB3ztPZFRmeE2x/hD60JRiNCzLoQuyrEzkhwbh3FbmHZTWyHjonOuTstbKcFcJg5LivXawW9VtBv5frNHJ+O6VNR/VJSUIyfExNQ2ZdllLCSvqZmRjWsdS0bdXwdNV3HXtOyIhrmmpq5rmVv6oE1NXNVyVxQ0mdV9BkdK2jkBsyg38pzw3wPIvAhQr9NEDCDPh07oGT4JVS/GBcQ4UIi/KyQOCcizYpJISl5RkoJGXgzJihoEfptqERin0PgsYMhkzBk5qM1axHMWfloBWF+EBH5HBI3IvLaxUFEMmPmB7TsDTl13QC+8Kn/Oah4ppyytudxrx3CnPzbln0/qf7Z/1vwo/80dSP1iY7xlU/+pVf1W5fqqV20rmetyYnrUlxYiJnjDgd4oyExxm0V+O0SNGQIOBU+h8Rn53tg3t5rADIUd/ScSBR3l5XjtUCo72h5LZDfJvDbdsIr9A1TjEs0J4n16bH8JL5D/7ZvYl6a/mrA6WVzjYKOFtqAO618l4XnNIPxuMfL7jRDu3BHb0jxvrvMIpdZtAt3LyLzIgovoniT9Z3OPQ532Ay8x/37cb2Ge3jFj+KOGPl2kwAlPia7wyyMsR7DHS2HVei3Sr1GScCumg/qVcDwWFnW+OUjU+c/GMz8xcSVg+TSVFxJKq44hVZymlGQzC5O4palCqozhXez2GUplPwT2LzDEzn7KAVJjJI0RvlpWmkKozQJqEgFy1I4hQm86gzobqayKUfbek3RnKPvuIEMFpt77lhHih2TlR5CnZf0wEVu8tBavKx2L7PTz+4OAv1BcMBF67BM3DP1lUvv51BvfDac+ev7+/9b+8m/IeQewl7eP3XxY/qt46z8k5ziU7yyJLDoFPnKftq1Q8LyFGltpvrhBUX9OfWDi5b2G6bOW9aBIh+21o2rD5Af+hmPg4y2EL0tRHs8R+9Y5vSGocEIfygqHIvwR8K88QXhlF9OdOsZdhPbqmc5dEy7ngkbWYiF47AAbjPgMwIBAxBU0wIKil9K8osIQTF+XkJckpKXZZRVBQ1lHW3MoxrWzmMtK6pjr+s563rOupaN1oaO81TD2lQz1hTUFTl1WUFdUFIXVIwFFcNtZvut3BDMm7Fwg1pGUEKa4eNnINycELsoxK1KiGEJJSKlRqTUFQl1UUJZkVAXZLQ5DWfOKlxAJHNWflDL9MvJfhDvB/F+EOuHcEEBISQizknI81LKopo1p2MHLXy/XRRwiGesgpCeHVIx1nWUTRvwdUD9tUMwT35Ev35wPOlvMMk/7T36D60f/6jm7/7s8Wc/XwZGfh9QvHBJnztlLxDRpoYZFmPDgskVaHSOM+Rn93tZA24jJ4iIvLDIjUi8DpnHLvbahS4buLenaNwhQlcdXFYumsx4LVCs4pVHw7GX9crNmO9vTKO/fUl5zzgrTvZYbBLfsKOPnVa+3cyDjfEJO/flliVwL9njvhS5rSKXReiyCONxR0ch43FHQ9RduLtgiR0WOW1it03mMAve4/69uXbjbtRwYCMHMfJR39H+PVa7cI/57rSJ3AaB3yBzWuV2v8rjlylJnYNXE/G5+6YvfTJ+8TfjVw9gSxLwZSmkghROcSanJJldloL249DdTKAijVZ4aurqwemrR6n5SZyK06zK04zSJHpRAqc4ESxJ5lWkC6oz5fcvyBouSh9c0LRcNXTeVLdetQ4WIqNlrqlqN67ehb/vpjR76a0eWouX3u7j9Pp4Qx7ugIPW6ZhqMnWWiasv0W8c7Un+u4eHf/j45M9Gs/ezC5L4pSn06wd5xQnsO8enzn9AvXpQUJIkqkhV1p2RVKUr685oH142Pc4zPL5m7StwjlU4Jyp9+DovpWmG3hKit4XobXOM9gV29zK3b5nbFxH0r4J9Ed5wmD8VEk57lVSnATAZOB49G9ExrHoGYuG4baDXwPEqqT4pOcifDvKnQ0LcvIiwE8IoGesqOkp2VMOKqBgRFQONZaIaVljNWNOyNgzAloG7qQc2dJxNDXtDzdrS0DfVtA0VdU1JjihIqzLCooQwL8IF1ZSQljaro89qaLMK4pwUvyDGr4gJS2LssgQXlpIiMvKanBKV09cU9DUFfV1MWhIRQ1JyQE71Scke7pSDNOia7g5QRgOU0QBtLEAbCTBGZ1jjIe7EHA+zysMviMkhDXPGCvmtPJ+OGVRSF+WUdSPjmUP4O5/mKxPXMVA9lfUB/syH9JzDxLNHMYkfDnz6s9b9P/Zimv/ZLf7SK/ttUP2FVbilYYaF08u8sWVgaJbV56N1ukkdHhVlDoaCiMiNiJx2kQMRehxCDyL4FmsDQi8s2BmItACxhh3FHc1nXEau3cS2m9gOM8dh4jrNoNMMOs2Q0wyhxwjHflrs8V6LEG/+SdCF8XjQX9ug8NJ09LOtX50FZgTsRsBh4tqNAGLgxqcxb8oe/8yO7DHf4+bcd+Ee73tsoBnF3WWVxuP+H+M49+877i//I77CHTZAu3x/2cgLHGbBm8Tv4G6U2G1SNcz3zGtDNj7lYdFY7kHi9SPTlz4ZPf+ryVuHJws+m76TwCzKYlekAhVp/JosUX22oPaMsO4sWHWakn9i+soh/I1jjJIUsDqLXZFKLTjJLEyAKtI5xUnC6kxRzRnh3Sz5/Quq5ivKphxlU46557a1L98+UubEVNkxd92Eez5qs5vS6Ke3eZmdHm6fFxpys/tcxHbbcL22tRAqTyZd+7Qj4ef3D/6P7qRf0m6c4hUmMq7tY936lHptP+nKx2DRCVFFsqA0QVqVKipPUtWf1TVc0DVd0j/KMXfdsvUXWAcLfVM1flLjDL1llvk4RG8L0B/PMtrnWV0L7O4VbucKt3uDP7whmFqCMAEx0aNj2Qxsp55l1zMdBobbzPYYmB4F2S3E+XjTczzMPDS1hDbRMvKagrqmoEaVjC0tZ1PDXlcx11XMLS3nqQF8ouduqFlRHXNdz9rQsTZ0rHUtc1PD3NKytrSssIocVpHCKlJETY6oyatK4rIcvyjFLosJixLCghQ3L8MtyPGLCsKKiriiIi5KsYty3JICv6IkrarIEQ11TcuIahhPNLRVJSkkJXoFOBdnwkUY8E92z411B4mDIfLwLG10njE6xxqbY4/PckZnOaMRxtgSFzMvJc3omB4tzS3FzUhwYRU5amBtWUUvbMrfmcTe4WbqlZPS8guK2mvSovPQtRRC+v7W/T/2jDf+m1f2O7/i64D6c5PwiZq5JsYtgaPzrJ4ZWoeP1OrBtzoFE3NGziwC+Rwip11khwVo8/7Otd9XY/5ohO20ALG0PT58dxm5dj3drqfb9UyHgeUwsJwGAK29cN9L83co/9ZXxrJ1xMBBt5vGTEcLMXDQnUpv5uwx2V0WPvqGI1ZOs2CndiLT+E3mcg8sj80ux+PutIljuNtNfJuJ8x7378e1G3eDmm0zsONxR32Px/1N3xEzz2cVuwwCl11mdkpsTknQKTOD2P7bp0Zzj+Au7sNd+mj08ocjNw5OFyaRCk+zy9OBygyo5iy/NltQmy2qPy+ozQYqTpNvHsNfO0y8dYxdkQpUZtCLk+lFSWD5afqdE1BFOq88DSxLld07r2y4JL9/QdN0Rd+WZ2i/busvRIZLrSMljulqL+mBh3g/QG9B11d9YL8fGHDTu5HpR8ahWuXDi9yy9MkLh1qP/bThwA97E39OyjnAuX2ckbuffPkjXtEJXvFJqOSUtCqVX3hCWHhSWZepqs9SPTina75sar9mar9u6b7tnaj04xtmqI9CjFY/7ZGP2uKntc4xO+ZZnUvM9mWgZ00wvCHCRATTCwKsX0lx6WiwlurQ0X0GZkBL9Uhwbt64lzsW4I3NQ5OLgqllEXZVgl+VksIyckROiSppG2oWKvu2Dnhugp6bIBT3dS1zQ8faMnC2DJwtLWtTw9xQMzbUjIiGGlZTVlVk1O4VFX5ZiVtSYKMifESEW5bgluSEZRVxUU1cUhIWFfhlJW5ZjV/Wklf11LCBFjEyogbGup4R1ZIjWsqSmroop8xB+Bna+AJueHlqABlscY61e7HdM5TBWeboLGtshjnko/WvkAfm6YMhcDIkxftlOJ9oakGG3dTStnXsNQ0QUfG/MIjnSYOSmutIV41r4KG9tVRXfW08+eMHB37kxbX9YUb9tUfxlVPxwijYUrPXpPglaGSG0eUjPfLiH3nxj+z03pCcMGviBO0Cr0PiRAf+bHtW3IC/EE1mdmaQTOBbC9HRYmXXM2PKuyx81PdYG74X1ujvfRP3+OdjX8Zofhm8AHsVYuDEZI9b741nPYY776XskNMMxXB3WoTo3sM3cY9VbPLNDoscVpHTInmP+/fnQkchd+Fu1bP26tztJr7dxI/HHbUeNgNOmwAx81yw2IlIYavAjUj8DjlrqGb0TtrUuf30Kwcwlz8YvvoJpiBxKj+FUpzErEjnVGfy7p4R1GYLarP5NWdFNdlgWSr55jFs3mFK4Ul2eTqrLI1RnMwuTmHeOQkUJXGKk4CSZGF1pqQuW3bvvLoxR910WdOcY+q8ae3LN/blw2NlbnytA3vXQ7zvIzf6qK1+escMeyAIDLoY3RZCs6E7X3o/h3k7aSLzo/bDP2rc9xf9yT8j5x1hXPmYkfsJr+g48/YhsPi4pDIJuHFIWHBcUXNaWZepvndG13RB/yhH/yjH3JHnHChwTlT78Q1B2iM/o8VHf+Sjt4bobbOM9kVK2yK7axkaWBNNbklwYeF0SDzlleOsBqpdR/YoiV7+pJ8zHGAPhcDhWf5oSDAxL55akuGW5YRVGQFt3jfUjHUVM6pkbKhZz4y85yboqQHc1gFP9NwNHWtTz942Ak8NwLaOvalhRpW0qIK6pWVtqBlhFXlVSVpREFYUhGUlblmJi4jxqxL8spywrCAuq4jLKuKSAr8ox4UV0ysK3KqasKwlLmuJES0loiZHVeSwhrimo0Z1zIiavSShzQM4H2nYiemx9zU7B1o8Yx3B6b5ZytAcfSRIG/KRe0OEziCpK8ganBdg5sTTIdHkgmhiVTq9KSetSilLMvqqgrEMTsBD9fBQvXO0GWmvBIvONR7+aVv6J7Pg2O+D6q/dqt+7tc9Ngk0Va0WMXeANBxidLmKTG/vQj29ykzqC0LhPQfSbOT6HaEd2M39P318/yyG2dSCWxriMXLTQRt5hpNsNNLuejuhor7XwZvD1+dTYpGnsLvIu62Mcxx7H/EWXSdFWHe3W3wq9w8SND9nfMH2H8p2B2pdp0ivf43B/6fsO7qjv8fsQ43FHjNB73L8n1y7cV5d98bjH2vY439+Ou90KWEwcGOYjZh6sB72wJOBWujxKr5lDbbiJOXuAnXOQfHXfUO7HgzeODN04OX37OLUkmVV5mluVKag7x685K6g+I62/IKzOZBScwl3/FH/rKL04mVmayixJoRclcQoTWfmnOIWJQEkytzRFUJUhu3de8eCi8sEF5cOL+rY8U/ctXdcNy1Cha6oKwVRYx0td2DovodFLbAkye+b5Y35o0MrqcGHuWXtLpHcvANdP4jI/fLTvBzW/+bO2hL+lXPwAunOUffsw49ZBbtEx1q1DnOsHZaUJipo0dX2W9kG2vvmitvG8pvGi6fFVc0eepb/YibkbpD0Ksh4H2I8DzLYA/XGI9niB3LbA7JoD+8Oisady/KYYOwuN+0UTiJUOa/AINOai9wVp/YvcEfQTt2fE4wuK6VU1KaKlhFXkiJyypqCuq+hoJrOpYT81gE8N4KaG/UTP/cIqfGoGn5i4WwbOpoa5rqJHlbQNFX1Lw9xWMbaU9A05dU1OiipIa0rSmooQVhEWpIRFGXFRQUBrWUmIKIhrcuKWEr+hwK2pcCsq/IoKv6YibChIWwpyRE2MamlRDSOq4UTVQFjFnhdTvODU3HhfaKwrMNoZnOiewfaHCP1+fK8X2+0ntvmIHUHGwBJ/clk0PQuNe9l9LkbnErtvRYwNa5izElxEPj3H7ND1lam6yhh3znQm/qb6kx9xGm587ZH867zxtw7lP9mUL8zCdRVzUTQ9yxvyM9udhEbXdIMf3+QntftZg3ZozKmmemGBBxH5bRKfWfQu3GFe/NQ/aq7fJkB9dxm5TgMQw91pYjhNDIeR/jKfoTsMLKeR/ZJXMH7FNTZUE+/7rt48vj2P66ZfHfsVO/zr3bg7zeCb94b4H/iywLiK+107ycxu3HexHqt43K1Gttshf4/7v/vrNdy/+Zfwil+rYFh0TJsetOlB2MCDDTzECCFGCH2M4v6O2h3a+OUGCXaoMAOX+xk191PMuQ/HLn2MvXV07MapqdsJpOJETmUqvy5DfP+M8N5ZQf1Zft0ZXk0muzydePsE7sYxenEqUJnFKEnjFCexChPYRQm88lR+RQqvLElYlaK4lyWtzlTUn9M0Xta15Bo6b1oHiuxj5a7JKsdkNTJZbZ+ucxIe+miPvcxOD6vTzeyy0VttuPvqthuSykxO3vHJ0x+0HP6bkp//5/qjPxnN3k/NOci9doB3Yz/75gFOyXFudarsbrqyLlP7IFvXdEHXdEnXdMnYcsX0+Kq1/Ypr4I57qMg1WjaDfzBLeRSktITobbOMjnlG5zKrO8Ie2IDGo4KJRXDUx+oLSKZc3H6Y0uSiNgYZrTPMjln24Ap/aok/uSqaXpPiIzJCWE6IKIhRLXXTwNjSMDfVjC0t64meg/r+zML/HBZ9boGem8Anes6WdmcRdV1JiSrIGxrahoYWVZHDcsKqDL+mJEXVxDUVYVk6tSydWpFNo7Uqx4YVuIgSvyqfiiixUTUxqiZGlPiIEr+mJEVV5E0DY01DCatIUS1tw8CM6ugrSsqijOjnTtqx3e6hx3MjXXNDbd7hVje2y0MfnCENeEk9IfbIkhi7IMEuiqZC3FEXucvD6JnljayQUoWaAAAgAElEQVTIptfkxLAIFxHhfIReannuQNrh+4d+TijIXpeQ/xDU/tYtfWoXPEGEzzXsbSV1VTQ9Cwy4Ke12/CMnvsVH7PBQO/yMbh+9x8saCEpxMybABQutsMhn4/mtfJ8F8pp5HjPfg56WBYt3HecQ12vvjDzGWl2UVLcZcJk4TiN7p2E3sl0mjsvEiTX48eU0AHvFO299vcvIdZsBtxl4/YeATgP4puxo+B4/FfPHWN8Td6cZcpj4DhM/Ns3ssopdNpnLJnPbJDu7ES0ih1WE7kN0wRLEJrRbhA6zEDbwzDq2y674wx/+9T3u/76vd+AeL/t3xT3mu8UmmHPJNMT2/pwj2JxD5NzD2Cv7B8//eiTvxOTNE/iCk9TSBE5lMr/2tKj+rKg+W3zvnKD2DLcynVqQQLh5HD1ynVOWEcMdLEuBypN5ZUmCymRp7Wnx3dPKe+e1TTn61quG9uum3nzbYDE8UurEVDkxdx1TNQ78fQ/1kY/R5mV2eljdLlavi9JqHqxQNV8VVGSSc48MpPxj/cc/uP33/0/D4b+eOPMB6/ohzo0DvIIjoupkXkWioi5dVZ+luX9W+yBb23he13RJ33xZ33zZ0pbr6LuF9N629txxjlV4pu/5iA9n6W0hevscvWOR0bnK7IuCo1HBxDI0PgsMwYxe9VSDGXffz2gJ0FtmmB0L4NAcd3RZgAmLsWtSfFiKX5Xhw3JCRE1Z19G3tawtDXNLy3pqAJ4Zec+MPBT3F2Yeivu2jr2tZaC1paGvq6kbGtq6mhJRECMKIop7RIlflWNR1mPKo7iHFdNhxXREiV9TEVDioypyVEXe1NIianJYRVrTUNc0VDTKX9MyFqXUIGMCGXxs72gI9D+eGe/2Ynt9lCEfoddL6psDJlYkxGU5ISwnLouwIfaIg9LmY/WEoJEV2XRERthSkNcFOPtEC6PiirytIsyf/len5Hd28RdW/pc2wVMD8FTF3JCRVviYOWDAS+2w4x85cK0eUoeb3hlk9QaYPW5mj4c/5lVSvGau1yFxWyGvBfJZ+X6bwGsR7IAIC+OPc4jt+HVb4+fZ46MMMIY7Wuj5EB4Ldy+yvyvuu24VTgMQj/ub/Tv6LxKfxuxheuytwGvnE8TVDu6vNiHaZC6bbNdu81jBVsF73L9v17fHHa29TI//RzHfHWaB3SSa82lnER72/tWhy4fJuUfwVw4MZ//j0NWjozeOT946ir11lFJ4AqxIFddkSeuypQ8uiOqzobuZrNJk0u0T5DsnmSUp3MoMoCSZXZTILkoASpLA0kSwNJFfkSS+myapyVDez9Y25ehacnWPrxm7bhp77ph68+1j5ch4eax591Badj7wmjXkZ/TDU43G/jL5ozxuWTr20uHOEz+t+uC/l/3yz+4f+O/j2R9Q8w4wbx4QFB8Xl52U301V1qar6jJV9VnaB9mGxgu6pkvqhvOWtlx79w2466a56xYyWOwar/bjHizQH8/S2+boHUvMrhVWX4Q3vCHCRMWYsBAT4A5acE3W6XoPudFHawyyHi+AffPg0Ap/YlWECYuxqxJcWIoPywlRFSWqpT3Vc7a1rG0d+6lhZ0H1mYX/wiZ8YeY9M3JR3J/omE90TNT3dSVlQ0XdUFGiClJUQVpXkqNKwpoCH/M9hjvavIcV06vyqVU5NqLEr2tIG1ryupoSVZHXlKQ15c7UTVhFDqvIa1rappEVMXBXpTQPtl/fWm9uuRcY75kljnhxAx5Cf4A2sgDhVqWUJSlxVUEJy8jz0JSb3ulidHrZPfPC0VXp9JaC+IWG9lxOeqZjfGkFf++WfO0QPjdyvjACvzXynsnp20rqmhi3xBub5wz4qZ0O3CMHrtVL7vQwuoJA7wynx8PocnH63PwJn4o6a+Ohp7e7LDvtOboZFT017K2470rPXyUtaGeNEvxS9hjub6r9P4P7y1Ec0GkAY2M58RmR1wLtStjfyfpr8Y7dCMTPxduN0C7cnVap0yqN33OOsu6wihxW0S7cnYj8Pe7/7q+9cH+r7N+mdqHvN8scVpHfK9MLxvpvJ2MuHyJfPUS8vn/oysHRa5+OXT88nncQd/MIqyhRUJUhuXtGdv+cpP6suO4MvyqDWZhAvnmMducUUJrGLUvllCRzihPZRQlA8SluSYKgLFFcmSKtzVTez9Y2XdI+uqJpydW35Rk6bxg6b5r78y2DRbbRUniiKs73tgBjOMAYdBDbTJh76t5iUUMOqyBpLPNXHSd+UfXrP7/+k//j7v4/Hz//If3GIfD2YVnxcXHpKWlVsvxuKrqyqn2QrX94XvvgvL75orX9Ktx1E+65Yx8odo9V+Kbq5slNc9THC/T2RUbnMqt7lTu4LpzckE5vSKc3Zdhl3pCH3Ixg6z2UhiCjNcTpXIIGlqCRFf7EinAyLJ4KS/FrStK6mrqppT/RsZ/o2Ns69hM957kJemHmP7Pwn1n4z4zcpwYg1rnHkpkNFXVDRV1XkteVZBT3dRUxqiRElPiwAheLZVDcV+VYFHe0i4+qiesaEor7Tm6jIK5pKGsaSkRNQfOZNRMvqgXCQgoy1iF9UAn3tS6QJ7zTA17ycIiFWRaSVyTkJRER3X61IMaHoIEAt9fL7gpw++f5I6vC8U0Z9nMV6ZmR8UTH2NBQt3T0Zwb2l0bgCx37Sw1rW0mJCKaXwOFFTl+Q2m7HNjvwj330Ph+nF8Xdx+rycXo93AGfcCKkIgVgsdsqcJpBhwV02UAvAvpsXI+F8y1xf7VGauHuaG4G0NqF+y64/zTc4ylHcd/1M2Nj+G+G9Wgv/0ez+2+Du8Miidtq/kr2eNxtevA97t+T6zt17t+JexR3j0GMWEWISxrwSBm9lUN5n2FzD9JuHRnJ2T+We3Ds2qHRqwcx149Q8k9wS1P45enCmtPiukxJ/VlRbRZQlky5dZx04yg9/ySnPJVblsopTWIXJbALT/CKE4TlSZLKFElNuvzeWfXDC6rGC5rmS9rWq+hwpKHzhrH3tnWoGBmvtGNqXbgGD7nZR3s8wxwKModc1B4b4ZF+tFrdeUdUf5507dPB1F+2HP1J4S/+882f/p+NR/+akLOfc/0gL28fr+CIqOSkvDJZXpksrUpW1JzW3DujfZCtvndG13TJ/PiqrfOWo7/QMVjiHaucwdaFiI/mKY8X6O3zjM5FTl+EP7IhwmyKpzaEk1viySWg10NodBMe+MiNQdqjRaBzkTe4zB9dFY6juEcVJDRg2dIw0VhmW8d+ZuShuD81QyjuO6VnPdExUdzRHUwx3KMKUlRJWFcR1xT4iBwXlmFjtSqdXpFMrcgwsVhmTUWIZe5rCjyq/5qStK6mrGkoaxpqVEuLWsConvPUAC7zCLreRk1ng2eqP0gY8dLHZrnYFRFlWUxaEhFX5NSIhrmipi5LJxfF4wFo0AP0znAH5nkDC0D/Km9oW4p/rqE+19K2ddQXJs7nZuC5nvlERXuiJEWEmBVgaIHZEyA9Rqab7ITHPubAHDQaAgd9rC4/szMI9AbBPh/YH+ANe7ScgBnyw5DLynXBgM/O88Ogx8RGD3WI34/qtQi8lj1x99l46LfsIj6+Yn092tq//TV74L4T4r/2JM9l5O1iPTZ9/2a3jkY0b5i+gzhi4MQVN1Zv4u6wSBwWyWsbzl/KbrcI34L7N+8XVP+dX99mQfVb1luJt+lBJyK12IQOuxTR0Ecqz/de2Ie/cmA6Zx/m8r7RKwdGrx6euH4Ue+s4Jf8EuygBLEsSVqeLazJEd09DFWmswlPUW8coN48yihPZZSlAWfIr3MsSReVJwrup0voMxf1s5YNzyofnNc2X9K1XDY+v6dpyjV3XLQMFyGiZE3PXhb3nITR6yM1BVu8Me8DL7LWTH5sn75kHKzSPr3GKE6eyP+xN/FnDwb8u/of/UvwP/+Xx8Z/gLvyGee0T4OZBfsFRcekpSVmCuPSUqDxBVp2mrs9S38vWNVwwPMqxtuch3XecfYWe4dLgRNUM/uE85TF6DvAyty/CH9kUTWxLpjegyS3x1LYEswT0Oqbv2zG1IVLTEq1lEexbgoZWhaNh8WREggtLCWty0pqCuqGiowuq2zr2UwP4wsx/bhWgnTtaz03gCxPw3Mh5qmdtaxlP1PRtFW1TSd5UkjcUpHU5cUNB2FS+wj0ix6G1Kp1eFmOWpZOr8ilU9rACh3brURV5Q02KyHHL0inU96iKvKahRLXUDSsnamBtGjnbOiAEYAwjraaRtnk6xs+dXBDgwxJKWEJZkRBXFZSwlr6ipa/IphckmFnhuI87GAQHFqGRec7AHKN3nTu6JZiMCjAR0dS2mvxcz9xWUzcUpHXJVAQaW2X3L9C6/LhHdkyjg9jm5wwtCafneONeZq+b3h7kdod4vQFOj5fdZedPBTT0eYQftENuG+CBeT4bz2vm/gm47/L9rcT/ybi/bXmW5zLyPCbQYwK9Zl6sPCbQbeTGt+d74R7foX8b3Hcof4l77MmY7CjuiFlgNwne4/79ufbC3arjvun7d+UeNvAMZqbdAiFGodUkngloAWxL/41TE9n7KJf34S59Mn55/+jVw2N5x8bzjmBvfEq8dZRVdByqTOJXpkIVKfzK1JjvxDvHGcWJ3PIUTnEiu/AEWHSKX3JKWHyKV5EoqkmT3cuU3zuruJ+tfnhB03xJ05yjb71s6Lhm6b1jGyy2j1XaMbUObL0T+8DNaPUx2jy0Nie+2TZWbxmo0LXd5JSnkC7/ujfhb1o//XHdb35Y+vd/Xv3Bf+1O+ikpbz/7+n7OjQNQ/hFR0Qlh8Qlh8QlpeaK6JkPXcEFz/5yu4YKx5Yqt47qj57azr9AzWOKfrJ8lNi0xO5eAniVefxgaXheMbQnGn4oI22LcExlhQ4SZobQ7xmp9Y7UL2Aez7K5FsG9FMBIWTYTFUyti3KoEH5GRowrqppqBxjLPjLzPLYLPYRGauaNrqjHcnxnYT3TMpxrGtoq2paJsq6lbKsq6nLgux28oCFElIda578J9RYaJDc+gnfuakrSuwodl2BXJThyP+h7VUjeMtHUDPWqgb5s5UQ3Dzx534PuD9HE/b2JOiF2RECMyclhOXFWRl7WUZR11WU6YE03Ni6cCvNEgOLQsmFjkDS+yB5YoPRH20IZw8qkc/1RF3pIT1iXYTTF2mTeyzB1YZnXPU9q8mEZk8iFC7PACQ8s83BI0HeQMe1jdAW5viN8XALv9nE43Z8gvng4ZGCEY9CKgy8p1m0CfWbAX7q+fIfOq0I8sf7P28v1Pxj0uw4HcJgjF/c16a8iOfmTHLtbfjXv8tAyqeTzuO5PNllcVj7tJy3qP+/fhegfu8b6jD/4U3GEmbAYCFrnTqoQdcr9TSGu+OXp2HyNnH/7iJxMX943mHhnOOzqce2j06v7p64eY+Ueh8kReWQJQfEpQmSq+e5pXmsK4/dn09cO0wlPc8hSgJAnFHSo+CRV8BpSeFFSnSOszUN+VD86pGs6rGs7rWi4ZHucaO/NMfXesQ8W20XLbeLVt8q6NVOsgNzgJDx2YBvNgpbG7RNmaRytNoub+ajLz572f/d3Dj35c/+sfVf36BzWf/NfOtL9j5n5Mz/2IfX0/v+Ao6ru0PFFdk66pz1bUZinrzugfXjS15lrb82wd120d1x0DFV5M/SyldY7ZMcvuWuT0rXIH17hDWyL8phAXFUxvSXBbgkkfpsHaUewbrPDTWmfZXUvQ0KpwfEU4uSzCrkqI6Hkv8bh/YRV+gYi/QMRf2gToNGQslkEXVNHOfVtNfaKhbaup63JiVIZbl+PRZGZVOr0qnUZxR+1elk4uSSaWJJgV2TQau0dV5IiCGJZNrUoxYRk2qiRE1cQd8dWUiAa/bqBuWhhrJkZYS42oaAsCvIvU72QN+bgj8wJMWEpYU5LDGvKKjrJkoK4qKHNC7IIEO8OfCADDi9DYEm9sFRybJbevsAYivNEINLYunNwW47YgzApjcJbVs8jqXWZ0zRFbPZMP4YkGO6nTCwzPMqeWINwcb8IPDPjA3gDUGwC7/dyuOe6wFxx2i6f8JkYA4bmtkNMMeS2ine47LuvwmPkeM38v3ONzdpR1tJffK6L503CPT+fRPw9KudvIRSvWxe81Hf8m6+hpke/G/bWzoSwSNHOP7VlBzAJUdodVZLPw3+P+/bv+v2+++SZ+E5NGTrfqWTYDECvYyP3TCjGBbh0H1gMWM9+KiC1mfsghc4kJPQXZIxd/Qc79BJf1q4kzH4xcP/z48kf9uYcnLn9Kufkp+cZhbklC7IwXsPAYeOcI5ean+LxDlPxT3IosZnEa804CWJAgKDgFlBwWVZ6UVCZKKlMUdzPl1RmSmgzVg3OGxhxNwyVd8xV961Vt2zVDzw3bSCE8WmQYrTAMl1nHqpwTNchAufHxbcW9HEH5GejGEfLZj4YTfvHok/9R+6u/qPv4r6o/+UHlJ/9tMPMXlIu/BK/8nHvtl9zCz4DSNH5JqqIsRVKXJq1NU9Qma2pSDPcyzQ8vWJqvmlpuwN35roGSwGTtPL5hidyyQu9cY/ducAfCgsk1/lQUmoqC4+uckQ1W38xEvboxd264apHUtCwYmOUPLgsmNuWksBi7KMVuq1jbGs4TLbCtA7aN4HOr4AUieoGIPkcUL2DpC5v4iZ73wgR+YQS3VbRtJeXVTKSSvKkkb6kom0piVIbbUOA2lfhNJX5djo3KptekU2vSqahseid5l0yFZVh0GhLNZ9ChnYiMsCYnRhSksJy4KiOsyggrCsKqkhhWkdD9VusGekRLWVISZqTTs3LcsooU0dGiOvq6jr6moYZV5DUlaUWKWxBi5vgT84LJBSFmQYiZF0wuQhPz4Ng8MLrEHY9CU+sgJswcXaQMhPF9UXLvCqF1Fnvfh613TN+34x85Kd0BaDLIx4QEkzP88RnecBAcmOH2hcD+WVbfDLvPxx30isb9OnIA5npsfMTMsyOAEwacNo7LykGPDHNaAIcFcNlAlw10Wrmx2nnGwnbbAA/M9cDc2OtdVq7PAqFD9LHMZCdIsQIvbx58j5nvMaO3AfaugCVWaJ/uNkHo62Nf7lW7svW3hexch55r1wFoOfScWMVDH4tJ7XH9+65CzIJYWc0QbOIjRqFVxzXpGE5E+n4T0/fgisP9m3/5o7jHP/9mvem7XcdGTKDZCJqtAquFH3BI/XoOZ+RB9/lfTV78iHTu46HUvx/L3T9w41D3xX2Y3OPEvIPEvIPswhOsgmNQySmo+CSKO1Bwgpz3KSHvU0ZRKlR5BixNBwpO8QpPQaXHBKUn+CUnxKWJsqrT8ppMaW2mtC7L0HhJ8/CCtvGipvmSqjlH155n7s+3DhYa+gutQ6XwSLm1t0jfdlPfcl31IEdQkcm9cYh07jeTqb/qPPK3DR/95f19f1W//y/rDv5V68kfj2X9gnblN8D1fbz8o8LSZFFZiqDopLAqRVSZKK1IkJWfVFYkaWtOmxsu2VryrB037T0F7sFSz2iVf7xuFvcwTO9cB/rDvPEoNLkBTa5zxzeA0S1gcAHfBHcXws15c7gH86zOJWgoIp5cE01tKEgrCsK6jLKpoG2o6BtqxrYO2BlyR0SfI7Iv7PIvEOlzE/S5if+VGXqqYTzTMLa1jKd61lM9a0tD21JR0PB9U0mMyqbX5VjU9w0FLiqbRmtNurOyGpZh1xR4dE01rMCFxVOo72tyYlRBWlOS0WMmUdxXlcQVBWFVTVrTUSNayqqaNKfALymJqxpKPO4RNWVVhl8ST6OgLwgxi6KpRdHUghCzwJ+chybmwbFFcHwVnFjhjC3Rh2ZJvQvYnkV81+x0k2/qnmf6npPQ6KF2BbmjM4KpkHB6VogJCSZC0MgMb3CGOxAC++eAgVlgIAj0+3hDPumU30D3WgGXDUJPb3eb2R4T4DEBXjN35yTIl3n6rtr57JTYMy+nVmKt9CvWzTyPCfTZuD4berqkIIa7x8J5q+weE+gy8t4U/OWa6lvqu+Ju17FjBevj6uUy2J+Au1FLd8CS97h/D6634G7RMfdS+924v+m7Vc9xWCCLnms2goiZ77IJvLDAqqYOFya3Z/wad/6TifSfj5371di1A13ZH41cOj51Zd907n7a7aOUG4fZd45yC45DBcfAO0d4+cdZN4/icg7gcz8Fy0+L7mZxipNY+Sd5RcehgmP8wuPC4hPCskRxZYq4Nl1UmyG/myqvTdM+yDY8ytG15Ohbr+rbrmvb8iydNy2dN80dN3QtuZrGy/pHueqHlwRVp7m3DlEufjCd8au+Yz9p+vgv73/0g7pPfnD/4A/vHftxZ8ZHQ9n7Mdm/YV3dJ7xzmF9wlFd8UlCSIipOEhWdEhYcE+cfk5WeMtRnOVpyLY+vI523nT0Fzr4i92B5YOzuAr4pyuhcZfevcUc2wLENYHSDO/wEHF5nds1i7+vrLyJdhXOk5gg0EIaGV/lj63J8WE6IiPFRKXFdRokqqBtqxlMDgI5CPreIP7dJv7TLPrcIPjfxvzTxnutYL/TsJzrmUz3rmYH9VM9Clyg3leQnGhoazmwoCGity/FoRWU41Hc0i48NTaKvR2WPKkix/j0sJ6B7X5dkuGU5PqwihTXksIa8ov7/2XvL5ziydN33D7gRJ8495+69Z8/0TDO43d1mmUlmkkySBbZlZiYxMzMVY2ZlVWYxU2YWl5jBFlrMYHcPt++HJaXVbndPzz47btzd2yueUGRlpVTpD/7lU89617v4FNmHSHiIgADce7QMQPNuDb1Xx+zVMcEZCvHdiopuWXkXWvoMKeqEC57xCp9yc9vZaW3cpBZ+cqMgvUVc+FTN7NKyu3WcLh3zmZb+TFXZqSztUBR1KIrapXkdWG67OLtVnNUsLWwxMFpdSFutvNUla3FKG51YswNrdshanPJWl6LVpVgafSydwGxyAcmbXPJmt6LZpQJqcC7OxDoVPzh2SRpcWMNrSy5rdEubPNhbyf7/Q7gvdohS1ThVSzN3Cu5uAluA+/d/fgf3/+rjF8GdovY/hPsbfHfb0Bq3AoT11Q6Fx45VVSm9XoWyIj4tZHtJgA/n1NrKgG8KA1YWnNpYGLyjJGht2am1nAtb2Wc3QBc2S65sB3CXXtgmvbRTELqJFriGf3GH/L6f7N4R6MZe2ZVd0is7VNd91Td2ya5ul93yVT88pH5yRHlzp+rObkuEvz0+yJYYaks6a0sKw+NPV6WexaNOGB/7WaNO2OODbInB5ugTqgcHFde2CkJXM45+lb/r46T1v41d917Uhj/Ebv8s7vC6hBM7Cs77088fYJ9aJQn5Wnl1q/TGLsWVverrB9TX9kovbsHCNmqu7iAfHvZGn3QnnqlOPV+Tcbku62pD3q2mwvttpY+f0aJ6+KkDcPaIpHBYXDAiKZyQFU/Ii4Yl2U3Zt3WPA9rKnwyJs7qh9AFlUa+qrEdHG9SyhvWcIT13SM8dMglHcWScxEZt2Dgpm3Io5726Wady2i6fd8pnbNisXTppQydIyQLfcdGYRTBmEUyRojELb9TMHTFxhgwsIFBFQ/EdwH3QxAYrnkbN3IXrTbxBI3fQyB0wcJ4buWABbb+B3adn9RhYfSbOQnthXDhIQIMENETCg4tkf27hA6D36ph9ehb1i706Zree2a1n9ulZvRpGt4rWo6zskVf0Kiq7xeVdSEmXuLgXK+nCijvQ4nZZ2TMdu9fA6zVyeo2cbj2rW0PxvaRZltuG5XZKsjqh9BY4o1le1GJhtbrgNre81SVrdsuoWvVGp6zRoXij5e/rLfe8Smq16tKlQ/UO+Y/hXu+QN7pRYPAXGS1tcGGNbvSny97lb/D9Z8j+s3B/3S2y1oYuZfo/hPuP2kP9JNyr7Kp3cP81jR/Ava+nyWqAXITIY0M9NvSXoPwfwN0p99hlXjtW45B57ZjLIXN5lIQDqzbD7MTrGQEbSk+sYoWsy/dfXhqyqeLcnoKANfknVtFCN9BCfHhnN4oubpFd3S67slV6YRt6bgsStokX7MMM9hFc2one80Pv+WFX9kou75Jf81Vc2y65tAG9ulV5d4/i3n71TV/1TV/9vf3mR4dNT/yJqEBHQqgj4Ywj6oTx3gHd7b2Wx0fscQGO+EBL1FHVvb3y65sFoSs5x78q2fNJ+pb3k7Z8FL/zy4T9q+JObks4cxDNjrKWxLAubGWc+Ex2ZTN8YTN6bpvq6h7V1T3is5vg0PXKS1tNd3Zb7+61R550xwZ540Oqk8Iasq415dxoyL7RlHurkxbZx00agDIHoKxBUd6ItHBcUTyhKR4RpRsjg73pl3vZMX3C5H5Z3jNpfp+6fFBDH9Ixh3RMUB85bIZAq8hRCzqOo3Mu1YxDMWWTzTqVcw7FvFM+ZcfGCfE4IZ60iadJ8SQumsChKVI0gQvGrXyK5sC2j5g4o0YOxfchA2vQxB4yc4bMnBEjk3L3w0b2wnooM79fxwKiKD9g4lJdCoBhH1xsO9xv4Q+YeIuWn/v8tf3n9hrZfaaFLwF9WmavhjGgYw3q2b1KZo+M3qekD2pZz7XMbhX9mYbVY+QtJP56dq+O9UzL6FRXtinKWuWlzfKCdmlelyS7C85oF6Q2wOn18sIGQ2WzXdzslDS60YVs3Y0tdArzvI7UqWC93iOt9UprPFi1W1rtltZ4ZLUeZa1HWeNW1Dukb2y72uCU1dmxlipZS5Wi2aME3AdTpg0uyU+tZlpa1Lh0jvSn4P7WidMah+yfhTtlpwDcl3bt/im4ex2Kd3D/lY2fg/t/At+dCheJeWxotVPmsaHVLmW1R2MjZU671IwW5147knRgOT10Q57f8vwTq9iXdhcGb8g5tqo0eH1Z4GpG6DpBmA92ZQt2abPiqq/47Cbswmbs4jZu0Dpa0Dro6l75w5PS2/7ia3vFl7ehlzdil9bLrmxWXNsuvbJNc2OX+rqv5uZu3e29utt7zQ8OkZHH7NEnjHf3G+8dMD84ZH5wyJFMUEoAACAASURBVPrEzxZ13PrET37TV3p5kzBkJef48pI9n6RteT9hx6exe1fF+W2KC91Di7vmQEuqZEWS5LCSM2uZQSvEYRsk5zYqLu9UXN2NXdyBXtiuvLpDf2OX4cZO4sFhZ/gxe/gJd/Sp+tQLjRlX69MuN2Veay++10WL6OckPeelDcDZQ2j+qKJ4Ulc+bShvqXhiiQ5qKbg5hKR0Iyld0px+dWmfovi5qvy5mvZcTRvQsodMwmEzNGwSjVvEE1bJnEMxa5dP2+XzbvWcSzXnUk3ZsQlSMk6IJ0jJNCmeJsVTBAIQD+pngJcfNfOHjdxBPXvUyBkxsCk7P2x8DfcRI/MH50E+o2cP6F5Pt4KUZtDMG7IIhiyCYauQgjvQsFU4ZBGAyH6pQOubARP3uZHzXM9eaLqgZw+a+c/1nCE9d9jAG9CyezXMPj27z8Tt07MB2RfhTmtTlLfIShulBc1obhuS1QGnt0NpzVB6I5bbrCxuNvGbrMIGG1zvQurcknqnuNGONJKiBoe43o7U2USU6u1Ig0MMNuGjWP+6BN6BNjjQhdTeJQUJfoMDrXMgi9UvCtBFAMD9rV3G6uwYZb3fqH75/wzu1Q7Fm0x/B/cfjv8WcP/+73/q62my6IVL4f5/yPcap8pNYG4b6nWiHjtW7VDUODXVpM5qkziskLQkOufs7oKA9XlHvs47urzyzIaK877ZJ1YXBq4tPrmqMmg1J3Q1cmGD5MJG+TVf9MJm6cUtiivbRWc3Mk+tY5/eLrp2GLt3QnLrEHJ5G3LBR3ppveLSBum5jdJzm2QXd8ov+Wqu79Hf3qu/vcd4d4/5/j7T/d3GBwfNjw5bn/hZHh423T9ofXTEeO+A7PI26MxabuA3rKNf5vl+ELf+36N2fBHrtynp9IHSqDAdJ9GMZmhFyRp+LD82uPzUGjRkLXJ2LXx2HXJ+M3Z1l/zGfuW1PZqru/TXdllv7bU/OuJ45O+KOF4bH1qbGFaTFNaUfrU15/qz0oc9jJh+buqgKGcIzR9RFk/oK0eIyhFVniP5jDv5dA8nvEMQ2yXJ6pMV9mC5vfKifmVZv6pyQMME4cygAZqwImNmZJqUAs271bNO5bRdOWWTTTuk0w7plB2bJlGK7wDulMYsghETb8jAGTGwgZba+WELd9TEGjEyhw2MQT0TaMjAGjRyh43cAR0L9DgDcc1iLs8fNPNf852ABnDhAC4ctgoB398QWEBL/QUQ+wwYOKMENGThD5sFoybBoI4zqOMMmXgDJu6gkTdg4C66fk63jtOpYbar6C2ykiZxQQOc2Qylt8AZraLMDjS/S17cpqS1ahjNBk6jhddICJpxQatF2GYUNJr4b1UTCTeRcLNN1ESIGnG4wQo1WKEGq6jKzPOauFVmXh0B1RFQjVVQYxXUEVAVIay1i+sdUhCwUHD/YQMv6ZKOYP9JcHdKgKod4lq7GOwrUmNDfh7ui+b9NdB/ZkL1Hdx/feMHcO/tbrTohU4c/im4Lz3/ht6K+Bq70muTeZ2o24l6naibwLwWRbPNSHoVhFXYRIgkabcyjvsUHFtZcvKbooBlrKv7c0/6FASsKTqxsjxwJTNoBXzOR3x+A3Jpq/zaDunlLZJzG9BzWwShm+iBG2lB20R3j6N3j4qv7xRfXI9dXCsNW4uFrlGEbZKG7ZCd26m5ssdwc4/+5k7DrR2mOzsMt7eQMQHGx36mh0csj/3ND44Y7h7UXN8jvbCNG/gN5/hy5pEvsra9F7HuN9F7vk47c6DgfpiZl44jKTLuI5EgXKfI1TPjkduHBIc/E4QsZ5z4gnHqG/GVnfJbB7BLu7DzWzWXfXWXtxN39tvvH7I/9HNHBrgjA5yRp2oTw1qyLj8ruttLi3zOTR5GcoekBQDu/XjlhKm0sfAmEXuivvBaBz+6A0p+CmeATVn7FMX9yornasagjjOk5z/XCSYtyKhBOGGVTFglkzgKyD6OS4GLn/copx3SKUIyRSALfCdFlHMftwrBwaiZT8F9xLAY1Ji5o2bukJ4+qKMtSM+kMvpRI4+C+/DidOuwmT9o5A2ZFuA+RCxOq5IwIP6PRX17GDHxqC8TIybegJU7aOaNWATjFmjMJBi3CidI0TgpXGirYBUOW4WDVnjAAvWa+F16To+G3SYtrRdl1wnTm+D0VlFmpzivCyvsxsq7ZBUdalqrjtliYLXpWR0a9lM1u0VNb1HTWzUMSuBMg5bZqGM16lj1GlaNku6VVXiwCg9WYZEWmtB8i7TQri53aCpIZSmpLHVoKpo8WEuVoq1a01qlbXKrGpxguZPkrWQH/V7eOju62D7sTf2zcK8mxJS85BItrkr5hXB3O+VL4V7j1b6D+3/98f3flrz46/OeJque5yGFP0VtNyn5p+AOtv39cYlkvUNZ41S6SMxm5NPTb8UH+hQFrqo8+nnOaZ/ysG0lJzcUn9iQf3xdwbGV3NCNyJmN4nNAmyXnt4jPb4PPbmUHriv3+6Yi0Ed667DszlHBBV/o3Dbk7Ho4cDkS8Lnwwgb5TV/VzT3Ka7vU1301N3y1t3eYH+41hR/FY44bHx/W3dtrurffdGe3+vIWadhaVuBnXP9lDN/P03zej/f9OuKoT0lkqBVONcFJKm60nBuBcZ7IuRGkJE1Hiyp9EMg7vKzS73NO2Dro8lb5le2qy9slFzbK7+023dpjurUHv72PvHvAdu+g48Fhb/ix+thT1RlnGouudjAfDgoSJsUZs7L8CVXBgDa/H698jlc+k2VZU07jMf6DgkftnPA2UcozcWYPltOrKHiuKgWLVwf17CEDZ0THGdZyRnTcMSM0ZUXnbPJ5h/qFUzNrl79wqeYcslm7dNYunSIkE1Z4ikCotsCjViHAKID1hIUPkpkxE3fMxB0xsIf1rGH9Ar6HDBwgcAxoTrn1EYtgZNGDjxLQCC4ctgpGcOEoAY0SEGhANmwWjOHwGA6PWITDZgHQkGnhYTBiEYJ3AbtHLMIxE3/MxB83Cyat0DQhmrWJZ23iObtkhkSmcHjSCk3h8BQOj5sF4LIRXDhk4fcb2E+VFS1oUZO4oFlS2IoVd0nLumXlPcrKHjUdzN92GZhdBma3ntlv5vYaOT0Gdp+Z121gd6gZT7WsLgOz28hqVZY1y0u8wmw3P7NOXODmZ4rSbuDlsa6KBGdlgqE0WlLwmJN2GyuMVvCS7erSGiu30YO01StbG1SNtUqPW9LoUrZV6xpd8lob1R1eVO8U/7Bl2NvXOr1xzc8I1LMvYJ0UVZOit+YzNaRkYTXTki5PAOJvVENS0Hc75W6bzGuTuwnMZoFrvPp3jcP+649/Eu6/kOlvrXn/gWxYjVPpcSmcOOLSMoUpl5P9vqKF+JSc3lgespkRup0euj3v2Ops/+WMoDVw6HrR2fXQ6XWis+sl57dILm6Fz27mBfuwA9fk7v+cccoHu3lIfsdPeG47O3CN8NRKUfBK5NJm6ZVt8svbFBe3aK7u0N/eZbq/2/xoNx511Bl3koj0N97fa7m313p3t/bqFumZ1cLA5eW73i/Y8kH8+vcTDq+lRZw2C1NxSYZBmKBkRcqYjyWV99HK+yZhAiFK09BiBJd98498yQv2QS9shs+uU9/0Ndzbp7y63Xxjt/nGbsvNPfjtfQDxrkd+NVEnvUlB9XmX2hkPuvmxz6GUETRnRFM0Yqros1YO4PQhQ1l1yW1T9JGmokud7PB2OLlTlN4lyQLmvU9V1q+qfK6lD+hYg1rWkI49YuCNm+ApQjJjk83a5bM25YxNNu9UUnCfJtEJKzyJi8YJEVjFCurfgcat/HEzD8B91MgZM3GpY4rmQK8pv0j2YTN/xCIYtQoXEG8VLCX7GAmDA4rgo1Zo1ApRoB+xCMFLcGOggnPSJp6wCCcsQgDxaUI0TYhmSARoKdypy8CnjODCQTOvV8d8pqrsVJR3yMu6ZeXdiopeFa1XwwCFPT0GVreRBZpcgibGYFag3yJ8boWeGVjtGlqburJFWemF89zCHBs7U5LxgJd0XZ0XLk28xYu4UPrgdOrNkxFn9sddOPLk9K6HoTvvhe7IfHxaB+U028UdVfKeJn1LnbbGJa11oY1V8kb3Qi1mPYH8DNP/WbhTi5Ve2/afhjvYXPsNuFe9sWZ1Ee7VDuU7uP8ax9vg7iYEP0XwX0L2X7J4tc6lcBJolUfldspbq9T1OiYjPCQ1aGNZwPrKk+t5Z3awz+0sCV5fELiqLGAFN2AVfHad8PQaUZgPemGz5OJmOGwjL2QtN3gN8+SqEr+vuKc3K+76I1f3MU75ME+tE57eKA5bLz69Dj2zFju7Tn7eR3t9s/HeTsP9nWT4QeujfZaHey33fE23txuvb1FdWIcELWfs+6hy96dpmz54svWj4lv+Ola8Q5mnhxI03BgVM0JBf6SkPZJXPNCwo8ziNFKRry19VHh6S7nfN5LQDZIzPtiljarL2/QXtxmu7jRc3Wm66mu66mu8stN01Ze8tc/94EhDUmhj3sUW+r1OQUy/JH1UVTxipA/jrEGCMYAzJwhWF5RAJAYSCSc72eGdcEq7MOmpKLUbze6W5fXICnsUJQt81zCHdOxhI3fcAk0Rkik7NklKJ0H+7lTOO+VzDtmcQzZjwyZx0RSBAIACvlPJ+yQB/xju4AA0HQOxCRBA/BtkH7UKx3BoDIeoM2M4NE7AQBOkiII4xfFxQjRqhSasMCVwhyBBAuwGWJ8mRODlpBVaCnfq3WlCBD5l0oZM2pAxHBo0cvu0zB41vVdF61XR+jWMPi2zT8/qNbKBBqz8fjO338zrN/P6zLx+C/+5FeozCzoNvFYN66lRWIOWm+hpFkamtjSJHXeTl3xHlhUOx95mPrmccf1UZJjfg6B9DwP33ty/LvzkzicBvjcOrX8SsrvgSZisPL7HJW1pULU1qpuqZTVOSb1dUmdDG0i0w61a2rH9reU0/yzZl8L9jcz9x3Bfuk61yql8B/e3jl8v3F/9fcnxX/u7Gy067o/hTnH8P0Z2EM4sVa1b4STEXo+qtkbndUifVmtrtOyCR6cL/daU+q/jnfblnPetPL+t9Oz6ouNfsQNWcoJX8E+vhs/5IBc2iM9vEIX5CEJX84JWCULWVfh/VXhoGeOUj/jafsmNw/wLu5mnt/FOfMU78ZU4+Btp6ApJ8JeysyvUVzaor27UXtuAha1QnFulu7JRdWEdGvoNfPJLrt8nRRt/l73lDxGb308L2aosj8RluQZxsgaKVXOiVfRwZcVDLe2xlhGuYEYo+HEaSbpNVYZm3aGd30U/9g0SskZ6ei1yapX23Fbtha2a81u0QGc3ac9uMl7YRlzZ5X10pCoxqKH4ahs3vEuSPKgqGjEzhknBmI3bb2EOmRkDipyq/MvaJwdby+895cW38uM6oMQucXo3mt0lze2WFoDOwINaxpCOOWLijVuFk7gItH2fILClcAc/Z2ySGZtkyo5N2lDQhWYSF00SMNAELgD17CBqB7H7mIW3ZHUrnwrEhxfJDiBOkX2cgJeSnXprnICpdggA7lTr+UlcNImL3oD7JC4C7AZWHcB90gqBiIbiPshqZm3iGRKZIEVA4HPBLiUDBs5zLfO5ltkHpGf1G9hgu/DnFl6vkf3cwh8ioMWSHqhLz+k0Qh0G4TOzyC4o0FWkmRhZqpIkfsqD/IdnWbG3uNF3yh9efRR0+ObJvQ+CDt09tvfhkR33D22LCz6Qev5Y5rWA6NP7bhxeG3v+gIKf0eRABjusT+vULR55i1fV4JTVkJJaG/qGeV/68p8NZP7DcK92KCi4v7HlfbVD+Q7uv9bxdri7ScnPxOs/hvsvaf+7VE5CXOtRelyK2mpttUtZ41S21+idWi7j0qHcY+srg7dxLu6mXdheenZ9SeAqdvC6ypPL2SErBWfW8EJXCUJXi8J8kLM+UOgaTsA3nMBVpYc+y/Z9v+LEatmdo+ito2XBW5n+y1j+X8CBy9GQ5eLAL8RByyQhXyNBX0MnP+X6fyA49qkoYJng2OfMQx9X7P2gYNtvcrd8GOnzu6QT6+XFjwl5nhHNNIiTdcJYHTdGzYhQlN6Tl9xVVT5SsiKlvBgZnGTGyqp1DGNlRMW5rZVHlstPrZOH+iDBa+Wha2UhaxTBa5QhaxWnVisDV6mD1uhDfIhL212PDtdmnWmn3X7GC++VpDzXFg+R7DGS9dxE69FVPFcXtDEfKB/uc6aFdjDC23jRncK4p6LkLnF6lySrSwqKZ0oGdbQhHXPEwB4z8cct0IQVnsTFIJ956Va/cClm7dJ5p3zeKZ9zYHMODNTPTNpQAPcJKwzMO5hoHfvRDOfSusnXs68m3hsQp+C+1LNTWc2IRQBq7cct0OJNioAAzacIZMYmAXc4a0dnbJIpHJ4hEYrdgOlLrfoMicw70HkHOmeXTBOiKRKaJISgin/MwqMEym/6daw+7cISKrAzbZ+J02NggS0MQT3PAA53G7hPTXCXBXlmFjmEhR6k3AmVyAvjOYl3Cx6FodlRSGpkysWQ83u33ji5L/LMsccB+8MDDtz333XnyLawHd9cP+gTc+7Q3RNbLx5YHbD5k8jzB4yC3L467bN6Xb0T9dhEdVUyCu5vYPrn8f3z+oVwr7JhPwX3pXoH9/8ecP/+L/3djWYtx4XzAdx/+fTpLyQ7dY2LxGrcKheJOXBJjVsFGk+21pmsjMSCS4cyj/nQz+5knN/OuLCVHra5NGA149RKTuhadsgaxsmvWCe/hkLXIGd94NNrodC1/KBVrBNfFez9MHPH7ytOrIav7BdcPcQL9uEErhAEfCkJ/hIN+hIN+AL2/5xz6BPG/vfYh97nHPqItvfDEt/fF+78Q86W3yWt+t+P1/02O3ibJOeuS1tqxnLUggQTkqjlR+rY0VpWlLLiobTsnqzygZwVoeTFqYRJRnGhXU+rNtN1JY8qT2+lH/wKPrFCEPCNJHCF5MTXkhNfS0+uUJxYIT36ldz/K+XRr3WnVunD1lnv7ahNPt5VdnlQGDmsyhgyFY7jjBGC3WemDRiKe8Vx5jh/fcTh9oq7bdzIdv5rvnej2T3y/F5FwZCqYkRDG9YxRw3sMQNvzCSYsEBTuGialFJwn3PIXrgUAJ0zTtm0Y3H96qJrHrdA0zZkkoCX1kdScAd8p7Tg5X8YvFCaXKKlD4YpAgEfRDn0GZtk1o5OWKBJKzxNIHN29KVL9q1b/tIlm3dgAO5zdsm8AwV8XyoK7i+c2JxdMoXDk4SQ0gQuoASmcwdM3H4Du39JYX6vkd1jYPWbeQNWQb+FDzaGHcDhTgOvnxT34uIatLxZxbJx87CcSEHyvdLI88bKNGlW3F2/Pae2rIq5FJR951zu9dAnwQeuH95y++iOG0e2hmz/yn/thwGbPr91bNvD4ztvHt70MGhXeeKNagO3u1FX5xTVucU/qHlfAuj/MNnfwf0/ffz64f79969eff+Xvq6GN+D+Vr6/JY35aawvbQcPOgl7SKnXoXBaJU6LmNDznRZRlU1mNyNOAq1xipDCx/nn9xUFbqo8vZV1cRf70u6iAB/O6fXs4HWMwNXMgBWskyt4p1YKQ9YgoetEZ3zYJ79mH/uS4fd53q73Mra/V3Fitfj6IfG1PdCFzYLQlVDQl5JTy5Cjn/H2f8zb8wl734esAx/Rdn9YsuMPOZt/n77+vaTV/x6/6reP9y9X5D8kFQVWVbEWTjNCySZhnEEQqWNGaZiRala4nPkYoz+UsyI03DgtL9GE5urFuU4jo97MUuc/KD+9hXb4C5HfMuTYcth/GeL/pfT418pj38j9lksPfoHu/wzZ95Fo/x/QYx9ZL61sit7bXRjWL3zYp0wYNhaPkIwBktFvLByQJ9YVhKkf+DbknmvlPGnjRrbxojqFcc+QlG4sswfL6ZXmDsiLh5TlI+rKUTVjVMsc03Em9Pwpo3DCKpl3Kim4zzvlMzbJNCmecSgouIMSScD3SdvrZIOKzsfwhabBFPdfr35azNlB2E1FIlSIP0nAU6RoilxIfkCVPWA60KwdnXdKp3DRFC6aIcXzDuxbt/w7jwLAHaQuL5wYwDeVwIBjwHdwAXDuk1bBNAHN2kSzNtE0AU3hQiAwowtqaRaCGj37uZ4Nkpl+M6/PxO01cfvMvH6LcIhEOrT0HjO328RpkJY2KyoM5XHy3HBp9uPK6DBlfiSWGXnHb1fglhWZd8/RY24wwy+lXD4Rffrgw5O+t4/uuLx/Q8CGLw9+/f6hbz44vX3V9cPbLh/ceG7PysLI8/VGdpdX0uVFwDJXwPefgvsvAvoScNfaxZT+Idyp/5VvhTsg+zu4/1rHPwf3n8rZf2qnvTew7iYwF466cNRulTgsEpcJ8ZhELgNk1wvsFtiBSwiv2GPhIolXc09uLDruU3l6O+viHuaF3eyQjbTANbSTqzmn1vKD1/ICVwtPrRKf9uEFrREEr+Yc+4Lp9ynjyCfZO/49cfO/5x5ajt7zk9zcA5/zEZ5aBh3/hHfgQ86uD4V7vxAc/oK2+8Pi7b8v3vFR3taP4lf8Juqr36Rt/FScecOrLjUqClTibB2UYREm69nhWvZjIzNaSXsiZTzCWI8RxgMZM1zPjTeyE1VQMqEosqsqq8y8WiNDlX2NE7hGtPsj2H8ZdPhz5MgX0qNfAbij+z+T7P5YeugTxdFP9YGf4qGfk+eWu+5vqssNaIdu9agy+4ylvZaKTnVWryz+GfOG8u5mR8KxFvbjFvbjVk5EOz/mqSi5W5LRjWZ3o9nP0YJBadGIonxUWTGioo+qWeNazoSON2ZG5hwKCu5zDtk0KZ6wwjMOxbRdPmlDJ23oNIkC4k8Rr8k+aUNAojJqFY4TMAX3SQJe6t9B2AL4Ts1kTiwW0YOcZ8YunnVIZuziGbt4KdDnHBh4OefAXrpkL5zSF07pt275n6pUf6pSfedRvHBKpwnRnF3y0iV96ZIC8w70wonNO1CQ0gDz/la4T1oFU2D3PpsIaIyER63CIRMPrIN9pqX3GtndelanmtahprUpK9qUtGc6doemslVZ1igtqkcLWhXlxrIYbVGENOseK/4cN/6KIicqPux44JYVydeDyp9crLgbWnD3dPmTi9k3ghPPHYsN9b/vv+uS74azW1aH7Fq3++v3T25admrLstDty4ofh3qQ3HY9vcWranIrKL7/wzz9PwvuXhJ9K9yrHcofw73KrngH91/l+EH7AWoRk5uQekgZgLKbwCjKe+0Srx2sgsOq7fJam7yWVNSSCq9D4XUoPHaZ2yb1kFLqYeAmJS5C7LSIHGbYbhI4jQuy69g2LcumZZEaJhB4adaz3QRkU1YIMm/lnNuVdWwNK3iT9Pwu3uX9Zac2lJ5YxTy1hhO0WhCyBj7jIwxdCwcuFx7/guf/Mc/vI86hTyp2f5S96fcpa3+XtG0ZM3i3/HaI6Pyh8sMrGPs/ER16X7LvX8sOvF+66/elW94rWv9e5rrfP1z5r7EHVygybpGKXDOaoYOTdXCyAU7UCeM1/FgNP1bLiVSzwmX0J1LaYyntsYIZoeLGavjxVihHL8026QoJXZnXBrnMfEVxdM6J7axdX/D3L0P8v4IOfsrd/wFn74fM3R8JD39lvL4Jf7DfERVQFX2mLiKsIfJMfUyINy6wvjCoh3dnVJ3ao8rs0mS1QlGG6MPqKz7NpVc6OPdbuI/aeNFdguQuQXK3KK1DnNYrzh6QFw8qyp7LywfVzGEtZ0jHGdbxx0yCcbMQRDQzNgzMqU6T6JxNOktiU3Zsyo5NO9AZJwbYOmdHZ0jxNIFM4aJJKzxhgSYs0DSxUHoIKg5B6r20WGWGhAFJJyz8CSt3EuctjWso/z5tQ2YdkjknOu/C5pzoa+LbxS+cUpDGANv+R68SwB1kNbM2yZwdnXe8vklwPO/AZm0S8O4MKZ6wQCDAAawHvh5Ye/DRkwQMOh6D/jljFt6QmTVgZDw30DvlRR2ywlY0r06Y3qMpb5YUEWWxypQbHVC2OfOWJeumLvUS756/KvW8JO4M4+GZC3s37fz6s2vH92VdPWbMuWljxZkqorQlEZryaG1FnKwwnJdyozzyTNHtkEf+W85u/jxo3Ufntn55ff+6xHP+UOojF5reaeN0eNF6j7TOq/I65F6brMahcNtFNU5JoxNrtovrSbiahLwO2O0SLe0BWWuTAoEGkNUESvVwryEl1YS4CkeoBU1VBOwhECAvKQZwX9qEAMC9yq4AQAdkr7IrPKTMTUjdNqmTwNyE1GmVECZhtUf3brOOX8F4e28ZNyGlIhQA60WfLvHaJQuG3SarssmqSHkVKffY5e7FJ4ELR9242GVFXFbEjYtdVthhFjoMfJueTepYAOJ2Dc2uodnUlaSqglCWU7Lo6biG5tBU2MU50vQbRWG+uUfX0AM3cs7tYZ31pZ3aVBmwmheyVnR2vfD0Gm7QCjh4NRKyCgn6Wnj8M86Rj+kHPi7e9UHO1vdiVvzLgy//V/GxjdqoC+jdE2Un15Ye+qx8/4clW98v2vz73PXvxa36l+jN72ee3gplXnXrinFZtlGcpoOT9VCCHkrQCuI0/FgtPxrAXc4Il9Iey+hPKLgbBJl6abZZV2hVFbvM3Co7Uq9jEgWR3COraHs+4+z7FDrwOWf3++WbfkPf+b7m9BZ3fLA7+Zw75WpN6t2W9IfPcsN7SiKf0sKby6630u49g+KeSVO7lend4lh38knl2ZXetOAW2q0m5sMmVvhTXjyA+1M0o1ecNSDNfy4r6pcXDalogxr6oJo5pOOMG/mjRv6IgTes546bhdMkOmuXztiwaVwyQ6CTNnTaIZ1xYkvhDsg+TSDgABwDso+bBeNmAagon7RC4MyERThpFQCyj5t5Y2b2uIVDlSRSmcwUKZohkTknSmF92oZQcc0MKZ6zo5R5/6NX+Uev8qVLNmuTzC/6+nkHNu/AwB2C68FL6mCaWEjnga+ftYlf11CSolmHZNqGGMdNAQAAIABJREFUTJHQFAmBoqAxC2cU5w6ZWYMm5jNlSbe6rENWaKfFWEvDPfQ44ZMQ+o3DupSrmqTLpozr4shg9v2jjLtH+U+CC674Xdnjs+L/+b8OfPMxknavEytwcBK8wtR6NK9ZUdqiqWxWV9TLS2qwQistBUm9W/7wTOoFv/CTO27uX3v9wNrY0wcK7xw30uNbjOwON1ZvR2qckhqX1OOQVDuxajsK3HedQ1LjlFQ5xF47shCn2LAqG1ZNoJRqSGwR9JIqHPFaRV6rqIqAqwgYrGaqJkU/6Ar5E5l7lV1B8R0ce21yDylbCnfSDFV7dO+c+69gvL3l71KyLy1wdNtQoAVHT0jdVsxtXQhbXFaJ0yJ2mGGnEXIYhA6D0GHk2g0cu45JauiEmgZQjivKSGUxoSjC5YVWWYFFmm/G8oB0aJ4OyTFLcl2yApKXKk68XHB2V+KBlSUhvpxLBxlhu8oC1rFDNyDnN8On1wqDvuEHrYSCVwgCvuQe/ZTt9zHr8Gclu9/P2PSvySv+Jfzr/3V77b+nB2+XZ95SZ9+l3/LLDdlcdnhN/oGVhcd8SsN28WNCrYJEu6ZAK003oxl6UQogO4C7lh+t4UXpuFEadsSP4a4VZuql2bimkJQXkapK3MCutXK9cLb8+gHW8dWVuz/l7v6Uu+ODyk2/5e9fRt486E675sy45cx46MmMaMiKay9K7mZn9UsKRxSlXXBGJ5zSrcx4JkvogsIb0oLFxz433t/bVHSlkXa/ruJBOzumi5vYBSV1oWndorQ+SWY/mtMvzR9Qlgwoyp6rKod1zDEDb9zIB+Z9mkDmHRhw7pMWZBqXTNmxGads1iWddS2gc9YmAUyfIcWzNglw8TOkmKI5tVzoh2f4gOzjZt64hTNh5YJ8ZtqGUAQHHv/H6fliho4C8/7SJfvOowCxDGA6MPJgipV6/AA7T/n3JS5eTJl34N+paH6GRGZIeIaEZ22iGRKexHmTOG/cyh02MkdMrH5NxYCO9lxbWcVK1GXfkceHVVzdR79xuPLqYSTqnDHnATf8bO7lQwUX/QRPwoqv+KedO3Jk+fv7v/idvjSxBs6pEabVizIbxdl14qw6JKdenFsrzqkWZdVLCmuR/BpRno2VhmU/yLt14oH/xhv7Vj086FN6K1BbFNGmo7da2U12Qb0LqfOidS5ZrVNa5UC9TtQLaoXt0lrbwiZ5AM1LmrYDwy6ts2PVhNhjgV0moccqrCZf873GhlTb0de9ZUjUS6JL98UE3629NjlgOiWvTe61yT12mZPAPKQMwP1dLPPrGH//+9///uOdmKigfCFSd8qqHKjXLnHbUBeJuUjMhaNOqwRMigKgu0yw0wg5jZBdz7PruKSGTWqYNnUlqSojlKW4ogSXF1Mot2CZZjTDJEk3itMMSKoBSdWLUvSiFB2cZkAyDEiGGc6wi3Psggxp5t2iG8cyz/iWXfNj3PCnX9jDPL2FE7iGfXQZ1+8z9rGPuSc+5R//nH34E9rej8p2fViw/cPsLX+IWfmb6M0fpAZtZiddsoiz6gw0r7TQzEzQFoebKmPd4pwqRZFNkkliWSSWZRYmA7LrhPELEsS8AXcZ/clSuGugTA2WiSvz3cpSp4ZhMbCcONsCpSken0Au7WL5r6zY+kGpz28qNv4O8VtB3DhgS7jiyrjrzQmvzY6uy4hpyI3tYGX1K2gTNnmfltUuy+nWZXXKYp8KH7bnnlMGrkDPrG3IONdcca+27G4bPbKTFdPBi+uA47ughG44uVuU1o/mDMgLnyuKB5QlI3rGmIE3YRJMLylEeeGUztqlU1bxDIFOO6SzLjmA+xvOHWQdFN/fWEa0dLEoSLoB3yetgmlSMGuHJkjR1KIA2YEo2oICx3kHupinYwDrgOx/qdH8uVoN+A7OgKAGnAE3Bn6Fgj54OIGHByWK77M28TQBgSfQpFUwRfCBxiycYSNz3ModMjAGdLRRM7tbUdIgSGffP1p2/WDFjaMRh9ZGB+xIOe8Xd/7Ydf8dmedP8SKuCaOuylMfxATs3fPh/y5+EIaz02qEaQ1wegOc3gSntiCZTUhmozi7BStokRW1yovbleVtqvJGaRHBSBImXyu8ezL17JGk4D1Z5/abSyPaVKWdZkadgdZkFzSQ4gYHWueRV3lkLgfmIaU1pKyRVFbZJNRWeT/M3DEqivFYYI9VWEXAYJEqxfcqm8RDIG5c5MZFblzsxsVuAnMTGLBoLlLqIqUeUuYhZUsRT8EdvOvC0Xdw/9WMt8DdTSI1DkWVTQae/1U2rMom8ZJiNy5yEWInjjhxxGEFMTpkM/JtRr5dxwZyaBl2DZ1UVeKKckJeRsjzCXk+LsuzYNlWSZYZyTCJ0o2iFAMcb4Dj9VDcGzIIk0xIqlmcZhKlm5EMUpxtFabrmQn87OuC9KtI2jU4+mzlOd/Cg1+W7f2Yve9jxuHfle35TfGO35TufL9056f527/I2rosc9uyyJ1fll8/pi2PsikLcU2RWZZLYDleRb7DQLcoi4yKArO6wCzLMSGpFmEyzksCTNcK4nSCGIrsWk74Tzl3DZSpFqebpdkeeYlHyyLMXBfJ1QmS4buH1Y9Pqq8f5B1ZWbT+tyXrfyM8tMxwfqst4ow35WpD1v2WzEct6Q+bMp900pMGFSVdOPbUyG1W5HTpsp4q4zoF9zrzLxjO+HAPfOqNDmgqulVbfLu58lE7PbyVGdHBj+4WJnTDid1wcq84o1+W1y/Nf64oHtVVThg4YwYe0IRJAMpR5uzoLInN22WzLjmAOxXLzDswQHNAT8rIT5E/ELDkM3Zq9RA8TUDTBDRDwrN2aNYOUVcurVycJRDK74O8nipkpGD9nUfx52r13+p0f6vT/bVW+9Il+6NX+edqNZhlpRw9cPogowd8B2H9n6tVf/QqXrqkb8B9zo5M4UIqNZrEeVMEfxLnTBHccQtrmuRNWNlD+spRE2PUxBjUVbRI8s0lUdzoS4+ObQvcuHzjh/92fPuGozs3hWz2Obl22fkdX2dfOVl250LI6s+u7VmtKo318lLroYwWJLMDzXyGZbchGQ1weguW16EoapcXNksLW+XFTzUVT3X0WnGesTxamHI/72ZAuN+GytsniZLIJklOnSS7QVFUp2U0mPlNDnG9R1rjklbbpbWErB6XU7m5h0CqcKQKX2gNBtKYpVgH7WuqSZHHKnRbBF4c8hCIywq7rPAbcAdykVIngblwzE1I34C7h5S9g/uvcryZuYMJ1Sob5iVRDyEBobnTAjnMQrtJAGQz8u0GDsjQSQ2d1NBJVRlw6ISiBJcXWqT5FjTPgubhWCaOZVok6WZRshFK1AviDfwYPS9ay49cKp0gSi+M1gujDfwYoyDeACdq4QSNMFEPJZngNAuSYZVn6uBkC5RiZsbB0WeLTm3M3fdp3o73cnf9a/aO3+Tv+rBk/zdFB9fmHPDJ9tucf9KXFXXOwk62SXO1olSzPMsqz7ZIUp2yLIM42yorMGLZemmWFs1QCONVwjidKFHDjwVkX8A6P1rHjXgD7lLaYzkjXMmJUfPiNIIMjSTDLM12y4qdKrpFx3SamcrKKOyhnyUuFI8K1lw7KDi2qmzH75l73hf5f47fOeqJDKmLP98Ud6E98VpHxt2n5VHP0axWI7NDV9Yqy+hSpXZJo7o4d9rTQvVBqys3/Bt+c19t5qXq/BsNJfeayx+0MZ50cCO6hQm9cFI3nNwjSuuTZPeiuX1YwZCydFhNH9UyR3ScER1n3MiftsKA3fN22QuHfM6tmHXJZ5zYtGMhFQFwpxJtAPdpAvkx3BfmQhc8uGjOjgDN2IRTBB9E6sCeL+TgdvSFHZ3BRUDTVnjaCs/gojlS/GLJZCnF97/UaADK/1ytXgp3kMWDRxRl3kFM/+dq9Z+qlN+6ZSCTeeHEvnXLAOjn7cg0Lpyy8oCmcf40zp0wsyZxzpiZOYlzJnHOiJE+bKANG2hD+spRUvBUWeFgZYozIxIuBR1a/03wwV3BfvtvBgZs/+rT1e//z0OrPkm7FBpx/MCpNR+zEq65+ZkeboqrMqqKEfUUyehVFHRiBS1YQZMkp1Wa3yYreqoq69LRuvX0dmW5h59B8jNVxVGFt08lBvmW3w4w5j1sgtPbJJm1aG6tvKhBV9mMC1ockiY7WktKqixi4KKAlnZ8XEhjzHy3RVBNihbJDnlxyGniOYxct0XgxkWA7B4CAbbMQ0pBe0ivTea2ydw22RtwXyA7KXsXy/wqx5vVMiYt32YWOC0iIIByQs/FdRxcD4pb6ISahqsqCWU5rijBFSVWebFVlmeR5pqxHDOaZZJkGsUZJiTVhKSaRAlGON4oiDXwY/S8SD03Qs+N0HPDddyIpdLzIg38KAM/yiyIMwnj9MJYDRSrE8XrkQQDHK/hR2ugaC0cZ5VmOeWFVm6yOPF8YdiW5AOfxGz6bfreLwuPbcg9sT3Jb2PCiS35t47yU64SaLpeEG9Ckk1osgaK1yNJhDTLKErRC1Ms4kyjKMUoStGJEtVQvFacpITiNPxY4Nk1vCg1NxLclZYTTlXLYJWPsMpHMvoTBTtaxY1Vc1L1kkyrPBfEMqSRU2ViKQse6cJPWGKDjVGnTOEnldf38k58xT34vvDgH4yX97oenqiJDK6PCGmLOd+Rcq299HGPKKVVltEmTu4UxfeIYjoZdzvyL7SGHzP6Ly9b8T+1Zza740K92Veq8280FN1upT3oZIc/48Z0C5O6BMlP+Sk9cGafOK8PKxhUlA0oKobV9HE9e8zAmzQLAVInLNBS5z7tQKcdC6AEOQyAOyhBWQjfF+c/qdJGMCm6GJqL5uzIvENMwR2QHUQ3c3YJIPu8TTJvk7x0YC8d2LxNAig/R4pfOjAwg/qtW07xHTh0gGwA9z96lUurJEE4Q4X1f/Qq/1KjAWQHT5SXLikF91kSBkyfIQTTOH+G4AG4jxkZY0bGuIk5YWaNm5ijBvqInjakrRgz00ctzG4VrR4p0pYmcVPDuXkJGKNIj6JcWgmtOLMgMYqXllx27/bF7avy7gTUSUrrkHyyNMKUdb2qMuIZltOJFdTDuS2S3DassAUraJMVtctKO1QVXTpGq7y0VVnSgBYZypKyrgTGnNpTdvtUDSf5qTS7EUpuEKU2SbKaFEVNOkajRVBDQFVgxtUpqXaIQWtfqhjGa11w6B6r0ItDVYTQiws8Vr4Xh8C0lscqBJmMywoDuINqGUqLJQ9vkdcmfzeh+qscP4B7T1eDUcMjTXybUQhE6LlWLduiYVm0DIuWQSgrCGUFriizyoutsiKLNN8izTdjOVSArhelGOBESouIDNeyn2jZj3WcJwZOuHEB8RE6TriOEw6ODbxIAy/SzIs1cKN1gigjEqcTxSr5ERpBhBGJNQojjHCsih+vEabYZPk2Uboy7wY/JoB+/kj52SP5IQfTgvZnXPIrjzsnZUXhqkwdEmOWxJtEsSYo2iRKMMFJOjhVJ0o3YKlGSYpBmGCFkoy8GAM32gInqLmRWn40gLuaG6nlhP9DuGs4qXpJphHLIrB8UlFB6lg1eqY8447xyTFrXJA5LtiaEKoP95dd2qQKW2UMW4kFbSZuH6l6HFjzMKDuUXBN9NnanFtt3PhOSVQ770kfL7KHfr8mOaQm/GjtZV/tzg9Kv/of8sC1togAV8ZFb/aV6txrzRX3OtiP2hlRzzhxndyETk5SlzC9T5w3gBUPKsoGlZXDavqIhjGiYYzoOAv5uxWesopnSWzGKZtxyqYd6JR9YXJyMWFHQIkhIPucfaHEBRj2eRf2wi0F5YzfumUvnNicHXnNdwc854CpDl9TODyDi2YJZJZAKJ8O4D5thacs0CyBvLCjgODAlQMbDiAOAndA9qWg/86jeKNsBhTIg0xmzi6Zs0tAMjNrE09aoWmcP2HmTFq40zh/0sKesnIA3EcN9CkrZ9LCBpQHGjXQx/XFk+aKcUNll7Skmpdj5+fJS5M8UqbHZjOZtXaXxYGbTEJYkJBwZ//m+DO+brioXUVvEKQbc27iebeb+KltWGEjWtSGFbZhhc3ivFasuF1W+kxV2WfiPNXQe1SFzZLCOkkFJ+5BZPDhyEBffcmjRnFyOxzfDic2C5MbhKnVohyvorQK59Z5JVV2hNJCDQwBVxEwYDqQ28JzmblOE8dp4lQRsNPEc5p4XhwCwanTArmssIeQAOdOCWTuwK27CakL/0FE864U8tc4/v7q1au/fP/qL9+/evXq+7/1dLr00lKbikOoaYSahqsXOa4otMoKrLICC5YNBBy6AUnXi9J0cKpREG3gR+l5kTpuhJ4brueGG3gRBl6Elv0YMJ0SeJc6WCoDLwJENFRKA461/EgDPwbIKIg1CePMULxVlIgjSRZhvJYVISu/r6h8aOBG43CiFUow8WPB9wCdIEYviDcIE4xQsgFONsJpJiQV2HYDnKwTJmoFCWpenJoXp+FFUVJzIylp2E9UzCcK+iP5QiwTqWLHqTnxWl66Gk41y7MILMemKrMbmU5lCZJ0Wf/4EBEfTKSE4anniJRz+vBjquu+2ms7zXf2GW/uJu8erHpysupxkPvhqfr4S71FT57CMfWVNzsrr3dnhrTd3dtxZbfr5Ebuut+Vrv7fsoA1tgf+zsQQT9ZFT961moKbzeUPmiuetLGi29lx7dz4Lji9H83tRXP7sDywcnVUQ6PCmVEjf8wkmCCRaQcKlhFNEQhVGwOMOahqn8KF83bkhUP8wiH+ziP91o3NO8TTBDRF8Gft0LxTNOeA5+3IvB2Zs4mAwPUvnZJZUjhLCudsotlFLcQ4i1Yd8H2OFM+R4nmb5KVD+lqLATrw8tTxUgsP3gIh0qxNQlVP/rla/a1bDmIZ4NznHeIZEl6slRSB8k3wr5uw8CettEkrY8JCn7AwJiyMCTNrzMga0TNGjJWjJtqwoaJfW/JUUdyMFHg5WWRFirYk2o5UVFnUVoOG0GrkFSXJoSdi92220lKaVawGOd3OSjbl37IX326XpHUoCjrFBV3SkqfS4g5ZcbuyvF1d0a6pfGZgPtMznurobcoKFy+DHX0+6exuRsQ5jyCnEcuuFaS0itJb+En13PhGKKVWktGsKawiefUupNGJ1eFotRWrITGvHbHjPJeFU2sX1TkQt0XgMHLtep7LJKwhMS8ucJm5bguvihBWEbDbInCZ+V4ccuNiDyHxEJj3Nd+BT3+Ne2pFodMqcdpRF4k5rajDKiLMfK9L9erVX77/+z+ix69i/HeBe3eHUyMpwOV0XF1BKEut8mKLvMAkzTOh2UY004hmmsVpZnEaiFyMohQ9lAQQqeVHArLruBE63gLZDbyIpVhfCvSfgTvFd4rsWn6knhet50Uv5TtAPA4nAqBbhPEWYbxZEAek50XqeZHAjOsF8QZhkgFONsDJFNnBnWv48WpenIob+1ayq7mRGnaEmhWuZDyW0Z/I6BFyRqSSFavixGu4aYtwz7UpK+xGpkNWgCRcMEQctSWdtqWdJzMvObIu4/GhmnsH1Dd2me8fNN3eh9/e7354rDoisDr+TH32ldbSuzVFl6pyz7bkhDRGHqo9v6k+eLN+9/KyL/5v5pb31MGbbA/87XGnXBnnvbnXagtvtZTdb6kM72TFdHBiO3gJXcK0blFGD5LVI8npFuc+lxWNamjjevaInjWi44yZ+BMWaJwQUVvuTS2uEpq1SaZI0ZLdMIQzBDRvR146JX/0yr7zSF84JTMkPE0KZmxCMHFK0R8gnno5Z4PmbNALh/iFU/LShb5wSuYd6KxD8tKBgYiGCmqAo58wCacs8CwhfmHHKFJT5h0c/6VGA6polobvlG0H5TTg/Ldu2bdu2Xce+Xce+bdu7KULXUyZEKraZwoH5fmMRTEnzKzFoIY1qCsb0pcP6sr6tSXd6rJOWVkjUuDl5FgLoyy0dIdc6DBobDqNlssouHnh4R4fbUFkPVrmhovM5TGG3Bt4/vUmKPGpMr9DktclLXkmK3mqKO3SVHRqaZ1aWpeR1WfhPsf5T7WMZlkpTk8sunMy49JhVX64W5BSxU9qhFKaBEmN/MRaXkK1ILlBmu2VF9Xq6fUkXG1HPTbURYjdODDvwmoSclsW43Uz5DZDHgvssfKBhffiAmDwQYnkL4H7Ur47bJJ3cP/Vje9fvXr11+9f/eXV969eff+3Z202JZxpRost8gKzLNeEZhskGTokTQcna+EELZygE8ZS0gpiNPxoNS9KzYvS8CI0vAgK7np+hIEXYeRH/hjrvwTuPxaAO8V3Sjp2pJEXYxbEmfixek6UlhWhZUXoOVELuQo/WsuP1vHj9IJ4PZSkhxYQT8H9tXPnxqg50W9IxY6iFjFRcFewYpXsOA0nVQWlmGU5hKzQrqq0G5m4OBuJO2uIPk6kniEyL5DZlz0FN105V6xxQcYn/vp7B3U39xmv7cKv73U/9q9JDqnOPessOFubHliTcrw+/nDDXd/G81s8x9aIfX5f+NH/gA9/bby0y/74GBEVaE8+U5VztT7/ZnPx3ebKR+3MiA5mdCc34Zkw+Zkg9RmU1ifJ6YKy+qWFo5qKcT1zTMcCle8TFiFo3QU0hYuWrAMSUav5ZwhoGhfO2UTfulDKoc8Q0AwhmLNBLxyieTs8ZxO9dErABbMkDOA+b0fm7fC8HX7plPzRIwUPBtA/4DuXjPLs4OcMLpo0C6etIkD271xyKlunTPqfqlR/rlb/tVb711rtUr6DXJ7K6KniGUB2gPhv3dh3noWAfmlzYNBzZtLKnMJZQJMWNkjeF8J3Y+WwoWJAX/ZcV96jqWxDS+qE+Y2VSZa8GDMjv0qL1Vt1dlTASXgcfnSnIOq8g5NBMNPN5TFkyUNr3rUaVtRTWW4nmt8lK+pWlHWpynt0tG49vcvA7DGxBwjBqBPpMXK69KwuPUuYeDUqcBsr6gLOivcIU2sEiQ2CxGZhci0n3suNqxYk1/PTasV5NTpalR1yu8QuG+KywtU4AkJ2h5G9kMBYRW/A3WPlVxEwyG3+KbgDvttJsYvEXDjmxBHcxPM4la9evYtl/quP71+9evXXv7/626vvX736+986my0yXoIeztSL03VIilaUrIHi1cI4lSBazY9Q8yMAxH9GAO4U339M8P8o3BdmXEH4A74laDnhuoU0/4mW/YSK7/XgHrjgr70d7oDvWkGChh+v4ce/lewqdpSGHaFkL8BdSguX0qPkzBgFK07NTlFBKQZZDikvsmvodiPTIkhFokMMcYFk+nky5xKZe8VdfKuq5I4z76ot44I24oTm7iHVxR2a05ssl7c7ww94Uo+5s07Wxe6vj9nfGL6n6eaO+jMbjb6fs1f8G9vnA9npLda7fo6oU3h0IJkQ4k6/WJt9rTH/Vn3x3aayBy20x52smGf8pKeCpC5h2nMst1ecPSgrGFaVjWoqhtWVgxr6iJ41ZuBRnXvBDnaztgXUUlOgLx3YvB2ZIaA5HPrWLp7GhZRmSSGA+wuHCKD/Wxc6S8LTizHOvB351i56QULzduQ7N/anBdePgZoZ4NYpgeT9W6fsO5f8O5f8j+7XVv0NuFPOHZTALy1+p4IaUBYJAhkK7i9d6GIVEALieAD3aQKawlnTOBcIwH3CzAKh/ISFMWKsHNKXDxoq+3SVnbKyRji/g5PurUzWFydaeSUeucABMURJ4TFH97AfBLhYqQ5Oho2ZVM2KxfOvu8vvd8lzn2IFXbKibkVJt7qiV0/vMzB6jcx+M7ffyhuyQb0mbreB/dwq0BSGJ5zenXfjuKYssgrOrOIn1fISmqDkOl58HTehih3fwk9uEKbWornV2vJaXFBNQgs1MKDYcTF5d5n5LjO/mhRVEUIQwVNwB9f8PNwXpliX8N1GIADuLkL8Du6/lvH3V0vh3l6vF7MitIIEtTBOLYwDxlzFC1dzw/9f9t77uZE8PfP8Ly5iI273FBvSXlzEaTekm93TSBqtkXSz0sjsGGl62pXr7vIsFg1IkARN0ZMg4b3JTCDhvffeW4IgCW8IgKBn+eoeaTRd98MXzEJX9Yz2Yi/uQq3OeIORSLLY/dMnHz7f931eM4IzIziLaOytsorHrW9zf8wmGrMiOCvyNQT/9XB/4+18XS8NBnfsnNYtmXKI8ADudmTcKZ5wiPA2eAy8YC6bLAl2dMYunbVLHwFbBjgz/frdgkx9vXiHx41CvJ4/puWPa7h4LW9CLyBohQSrcMEsW7Rr1/16ZtDED9n5diFBhf9b5+z7gbUbEfKtMPlWhH4vznqQYAzGqIOB9ZtuwofWuz8wXfme9cPvuj/5w8jwn6Sn/zI38p938N/fHvqT6JX/4Pyz/038O/8T93f/hf5Hv2e594PA5M9i81eDsx/5Zj4IzX+UWLmeIX6WId3Zog3kmUMF/lgJJpSR2Qr6qKVa7Wg3O1rSgY7c0dMOjKyuiX1oExzZhWDnxolLfOwUnXkk4MzziU8OWlyALf4qqn4ZVDzzSZ/5pE8DMlDPgnJgufS0eVDxeVj1KqR86pU88aAvAvJXIeWLgPxVSP7cL3nul70IKz+PaV5GVICqT/0KoNn7DfcXITVw2wHiMZMdsLtfyGO4B2odgzsG+svRJ+2rmO6LhOHnSSNwk15EtE+DKmyzx2O/HHTlX3hFj30IaJ4BJ6uA7Oce6NQlOHKwu3ZW18nuOvgNC6eooeeQxbxiIyhcsrPnnZyVII9oW57c+NlfaCY+2JasZWTkGLSURWYDpDt+8p2GnljVkipaSk1Pq5kYTSu75RR03NCBB265kZYbaXvEDQfUcEBRZJk5+LOZn/0X9NHNiGghI11OimYyopkMMp0TP8oiszl0LofOZcXzGelyRktN2wVxrzjsl0TdYtDeDmJkwCFqKiCPe8VRNwLgDsj+3wN3wPe34B7xqwHc/W7xt3D/xly/+OXrL19/+fr1P/zDXtYs4w6akTGzaMqE4E0I3gTjTDDOjOCJwm2lAAAgAElEQVSsCM6KjABoYmUXj9vF4w4Ub0HxFrSnsnvQ/zq4f63//hbc3+I7ePIu3AHfMamO9d70VPxbcJcQQK5Av3LH4G6TzFmQaazMMAErEzRhFOJ1AryWP67lTej4k1ohQQdN26BFs2zZqiF69YyAkRe08aycMQ3+JzbCe76VazHy7Tjtbpz1IMkdSXHxSf5kgjcRIQ8G5z8J4P7Wffv7lqt/YP3495zXfz/0yXcCn/4H+89+W/HH/xL97r8Q/f6/lPz5b9tv/7l96r3g0vXY+s3oyo3A/MeBuQ8ii1eSa5+kN2/mqPdz9Ac7rOGiYLwgnCzBM3XJQltFbKmJ+ypi73C1F/vOO3aKANmPnaJTp/jCIwUKGrQngg6WLyLqz8OqFwH5U6/kZVDxIiB/GVS8Cik/Dys+Dyu+iCh/HlW9CikBzZ96JU+9EgD3l0HFq5D8mQ995pO+DCpehJXPgnLA8ad+xfOg6lVE+yqiBceqn0d1P48bXoQ0ryK6L2KGv0uYLn1zff/JKmA3ps3BBBP2BAN9/4EqMGdeRFRPg3LgzvcHwffBvdcfCfjeKxd84uQfOdgHNuahg33o4rWtnJqJlVdt5lTkjHIzjq55GFOONZxzcVR2/4p+4r2M8FFWuhHiPcoij8LU+/blKxXlQs1AqehINT2taWI2rey2g3foQbpuuOMV77vgtkfccovqduGOlq5aHBj5q/+TNvATO208I11OiR5FhZMJ4eSWaC4nfhSDJrOimW14ZotPSAnn4gpizMqOeZGEVw7GU8EwKnBjYh5R2AmFnRCAO6brk37Zr4I7NrD6ljPzFtyB5/4t3L8B1xu4F9IGKfuuER7qSVcE32tk7JF69E1r42W/ICCvWTzex/dxq7in378W6/8o3DF8Yx/BW8QuHn/r7WKFRrHOnK/YOwjOiuAsPb5P2dApMIMKzBmseqfB6KxVNGMVzfQj/hL0k0Z4wgBN6oUTesGUDprWwzMGZNYBLVjkKxb1hkfH8Br5ASvXxHioG/uRnfCBd+FKeOOzBP1eijWY5uO2kNmceCErWkwJZ1JsfJL6MLJ43TX0Q/31P1L+9N8bfvRv5D/4DeRP/5Xwe/+z9E9/y/Tedx33fxCY+8BLvBki3YqS78Q3b4dXbgQXPgovXYmv3Uitf7pFuQP4vscZLfInCsLJEkyoyxab8tV91Xpbs9nRUw5MjEMz58jSW9t07ISPHdCJEz73iB/7JE88KCD7s4DyZVD1KqT8PKx6GVS89MtfBOTP/bIXAfnnYdUXESUg+9/HNQDl4LsA/eDJF2EFUO7gydOADGD9UqdrPo/qPo/qvojpQQFD5u8Spr9PmjEz/XlYgyn3/ngZLF8M9MX35xBcttC8mZ8CSTKXuTQq7FsgE7jPbhIDc+bCC597BY/dyIVbeOzkHNqZXTvr0MXp2Lj7ZlbdLtzV0beUG9vK9ahgxrJ0RztxXTt23TD2ozBtOAmveBhTW6L5DA9nm/+wKJ0GcK8bqftmVtvKOXQKDj1Q1w233EjbI2o64X0X0nBABQPLRpkg/PQ/se78jXbhXkz4KCGai0CTMWgyDhOy4rm4YDINE7YQQhaeSgono9B0XEHMGBm9IF+vPOoWx70SAPewEwrY+P1w/0eVOzaw+i7cwz5VxKuO+BQBD5qMmb+F+zfj6lPuKb2EdccMDQKbwgrjrTDeCr9xUWwQ3gbhwbkluLfDEw5k0iQaA3y3SiZsKN6G9hD/Ltmx5sivhXu/pd4v2zGsA2pjcAdMB78T67m0QqMWeNja85FAe+WUFZ22otNAp2MFyG4RzwC4v4t4s2jKhEwa4SkjNK2Hpw3IrFE0ZxItOOFFi3zFrCK6NUyPgReycE3UB4axH/rmrwWXrkfWP41TbiWZA2n+eBaZ3Zas7MiIWclySvQoCRESnNHo+m0X/qf6239me/93dD/+300/+47zoz/0XP3PgXt/GZn7MEW/G2INBhkDEfq9OPVebONmaOVqcPlKbPV6YvXGFuk24Psue6QoGAd8r6CPGvKltmajqydjmTMHRlbbzD20C/vh/sSDPvGgj70y0Ir+IqAEvP4ipPo82JPnQJgDP/1lUPZ5WAHoD0T9F5Ge2AdwfxmQvgjIwRMA97dGmQDfX0W0mC0DnBksCOFZSP0W3PsyZHpwx0ZVsQFXAHHs7PR5r2NH9yqmB23vINPmWUjx2C997JVdeNELL5hsQp/4RRc+4blXcO6Ezl0CAPdDJ+vIzT108To2bsMENy2CbTkxAc/uKpaTginz4k3L/C3P3IdR2kgSXnZQxnPihQI64165VlPN143Uqp7cMNHaNtaBnXfkEoI0m5qNf+BDKxZezSao2QTbaqqbOUO6/SPxyHUV4TMfcyIKTccQQkI8HRZOJJDpbfhRBprOotNb8pmUZDoqnEwK57Yla+mAJhvSJLzysBMJOxFA9rBLGLDxwWlq3CsGfZBgivVXwT3qU/fzHbv/Wrh/2y3zT/y69Ny/fP369Zd/v5c1SlmDFmjCjOD7Wr/f+OlmZOzdQ9Q36vjdesdA79kpov4p0L4/BcQPrciQTTRsF+NskjHwkrCIxiwo3iweN4vHLKIxi3jUIh62iYZtomGzeKz3sL9dB5mwIUM2ZMiOjNpEoxbxqBXFWVCcVTL2JhrsrRLP2sSz/YgHTyzIrAWZtYrmwA24t4kfmcXLdvmyS7tu1RC9FnbMxNau3TFO/8yx8KFv/UaUejfOfJhgjSQ541vC6W3xozL6aA9d2JER80rKloQY500HSAO+5U/CUz/xj/83z8gP/fifhR9dj68PZOj4bd5MFp7JCGeT/Mk4ayxMfRDe+Cy8eiW6/GFy7eP46tXE+mdp8kCeOVLg4krc4QL7QUkw3JLNdVRrTeV6U03paGgtFamlJB5b2Edm1pGZdWLlndr4Z3bBhQN55pGAA9VLAmqAHH4aVD0LaIBz0hsu9UtB2wwgO4D+FyHVFyHVq4DihU8GrBhg04OwgWcB5auIFnTL9Mge14MWGtCTDmaOsLNQMGiKwR2bSsVQjkUEg1waYNGAnsvnEe3jgPJJUPVFwvgyrHkRVj71q5/6lU8Ciich+dOw4nlY+TykeOKTP/ZJztyiCy/62Cc5d0JnDuETj+iZD33qFZw52Cd29omdfWhnHTt4R05e28LsWvn7Zk5JR9tSbmQVxC35epw/5yPjPJRxFxW3JV2Kw4SMaGZXvhhmjhalKzXdZlW7UTNQ9i2Mjo3bdfC7bvjYJ+560JYDrpm5dQuvZuZWTRw7ZQSZ+EhJ+Awe+cBDGQmxcWEOLglNJYSTMf5EGppNCQkpISENEzLIdBqeTArxMd5ISLUatzCSPiQWlIR8aMwvzXjEabsg5oCSblHKJ0n5JAmvKOqBox445kXCbkXUq4r7Ncmgrhfq69eCqSVQYDAVq1hAFfWpwy5lyCPzu8UA7r/8h/+/6fT/yfXPCO4y9kMLNGFBpgDZQTfhW3C/9NbHLW86078e7u966O+Cvt/kcYjwwD0HT+wiPGh1B/8zb/7hpYo3I2NmBHs99P6qsEF4OzzSU/EIzoaM29AJh3TaKZvpN2R6R6niGbNoGqP5W2UVzWHVD3cLugTgbtNueC3ssIGmW7lpmnnftfSxb/1GhHInxhhMskfTvIlteDaPzpdlSwXZalFFLeqYBS0jL13fEk5nOWPbrIdZ6v0U6W6a8mCLOb7NJ+SR+R10aUe6vI0uZpFHKcFUjDUcodyJrN8IrXyY3rieXL+eWP8suXknSx3M0Qfz9Ps56u1t5kAZwtclC3X56r5ys6UiNRUbTfnaoYl5aGJicD+x8s4dwicu8YVPAmY7QTckkMnPw5onPsUTn+Kp//L8M6ICTTKfxzRAm/cqqHzpl7/wyV5GVKBt5kVYibXHPA+qPg9r+m2ZXgtNRAOyIbGD0C8Shkv0a/rTCLAAd+Ch93rzfXKQZvw8rAEbOUAL/7OQ+nlQfWpHTizQoUnYtUAtE69p4h46oWchxYuQ+twtufDJANyf+KXnHvGFC37iET31ip+4BecO7pmTe+bkHtpZhzbOoYN7YGO3zdyOjV+zsPMaclq2lpGupkRLCcGjJLwc4c9uSZdS8HRO8qigXE7yJ6tKYsNAruk2q3ryvoXRdfAPnYKOU3jggg7c4pYDrlt4AO51C8/PmVIv3lJP3xQOvufcGIywx2K88YRgIs7HJ/iTScFUUjCVEhJS0FRSOJkQjINy8PAhxUrCzk34xfGgPOaXxlxI1C5I++WZgCIb7EXNJP2SpF+SCEqjXkXUq4r51DGfOupTA5onQwaM7ADub6D/Vbh/2+f+jbj64f76FwDuVnjSgkxZRQRA9rf4/m6fog2d+PVw//V87z87dSGzTpjggKbs8JQDmXQgkzZkwoZMYP5Pr0T43msA/ENk3A5P2OEJB9Qri3DIIhyxCEcsgjELNGERTlkhgg2efWuU6U3DjGjGJp61o3MOySNQdnTOjs7ZxI/s6LwdnbeJHwHEgyc26YpDseLSrDl1JI+ZFVCTNEufWmY+8Kxc9a3fCJFuRekPUhzclpCwK57flS7uSVf2ZBsFNb1o4JaMvJKWWVJtVhTrJc16QbGyK13cky0V5WsFxdquan1XtV5Ube6qNvKK9S10IQVNxdlDEerNIPFqfP1KbPVqbPWTxNrNzObdHGUgT3+Qp98vckYqwokyMlsWzdflq03FRktJPNCQOnragYF+ZGad2rgnVt6xhXtq4184oXOP+HlIAdySZwHlU7/ieVD9IqR5HlQ/9Suf+BSgkebzmObzmAbA/VVUDRpmgNsO4H55rKr8PKz6PKx5GVQ99yue+xUvAsoXlwkEwKLB4r0wuPfNH+mwJR79DvvToAoL/r3wybFVU4/9itOg/NgrAWmUT72yUyvc1XIONZxjM3RsgdtmQVXLqmpZLRPv2Cl67JWBmVUA98c+yYUXfeIRXbjgCzf/3MUDXw9tnK6VfWTnHto4+2Ze2w7t24VFIyunImcVmzn5Zk6+uaMgp8XLGdGjNDKzp1gqqlby6HxVvdk0Umq6zZqB0rIyD52CQ6eg7RDs23gdB9KyQQ0zr27i1oychpmXFi+7aWPyiRucuz82L98JMUdjvPEIBxdmj8Z5E3HeBIB7QjAR443HeLiEYDwFTbjpg0HhVEC2FNBTI05hwCl0W3huCy9gEwbtUMgBh51IyC2KeNGYX5oIyuN+VdyvioEVC15VxKsCSQNvKfd4QBf1aSJedTyoxuDuc4m+hfs34voVcLeKCFYRwSZ+E4GL8R2bIP3qNOk/Avf/Hr7bRXibYMImmLAL8XYhkPA4KzRqFgzbIZwDHnPAwMEfs8E997+n/ZG+c1oIZxOOmgQDZuEDi3Cop+iRKStEsEIzNnTehs7bJQtY2dB5q/gRwLpTOu+UzrtkC1iBJ07pPIZ78GMu+ZpbseJWr7mNJK+J4ZGvq+dv2OY+8K5e863fCG7eDFPvp7ljeWS2IFncky3tSNZ35aQ9Db2g55WMgrKeW9Gza3pW0cwuGJhFHaOipVV19KqOXtJRinpKUUsu6Kh7WtK2cj0rnU9BEzH2QJDyWXj1Snj1WnTlWmL10zTx1jbl/i7zYZEzUuXjq9BkEZoqIjMVyWJNttKUr3XUmy0tqaOnXMKdc2TmAPF+6kKe+KUvI6qXYQ2YMHrqV7wIaQCLL6MCNKDX5UXozXATMGdA9R/Avgopv4hoMb4/88mf+xUvgyrw23qviri+P4Ed/NEAsiSxc1HsHQDsGizA8swjPXGhJy70zCM998qOgvITkD/sFp+YeF0N80jDuTDCz5ySc7uoa4FaRmFFw96VURt6DjBqQATxY58EeE0XXvTcCT32QBdu4YVbeObkA6wf2lldG3PfKmjZhE2boGzmFI2sgoG5o6VtKUnbClIGXUkIp7PIbFGxvCdbLMiXy+qNppFS15PqRmrLyuw6+F0Hv2Xnt+z8th0GcK8a2BU9q27i7qpIMeEjyegV7p0fmxZuBenDMc5YhDUaZePiXHxCMJEUTiaFk0DLx3jjcT4+IZhIsEYiHJyTOWLjT7tVG1Y1RS0lahRkkMzqs/A9Vr7XCnmtkMcGeWxQ2C0De9BiPnXEqwJWO6bTsVQZjO8A7hG3KuSReZ3It62Q34jrq3AvbJnknCEbMmVFZ8EJ5GVNWcSTFvHk18LdLpn8fwXuNmTcDuFA2eAROzJqFw1bkSEL/NACDVrhh1Zo2AKPmoWjRmjMBLwj8aRFNA76NU3wqEk4bOA/0HHv6wT39cIBA/TQBI9aROM2dMolmXVJZh3SRYd00SlbcsqWwD1AfD/Q3fJFt3zRo1jyKpfBDXgCWA9+wCNf9ypXXaplr4HkM9Dd6Ip6/oZ99m2474jmitKlPdnSrnSzqKKWdayKgVcxQxUzVDcLGxaoYoUrZqhm5DcM/KaBu2/k7pt5TRO3bGCVDayCgZnXkHOKlS10Ls4bCtJuh4g3wmvXoyvX4svXkqs3Mhu3t2kDeebQLmOkwB0v8PBFhFCTLtSkCxXxQk281FJvHOjIJ2bGuZV7ZuGcmFinZu5ju/DEKTz3iJ/4pZhdDppnsP50cCgKfPNXEe2zkALz1p8Fe72SL4OK534ZqBcB+cug6lVI3YO7R9aDe0D53H/5d0BUB05Zseb3NxVSYaDHtjg9CSiwvSJnHumpWwIKwP0sID9zi46N7I6Ccqign+r5F0b4WM850HNbWl7LCLdM4pqO39TzT92SxwHlY78cpMw/9ssB3E9dIF8MOXEKjx28Myf/1ME5sjK7ZvqBHdq3ChpmXs3IqZm5ZTNn18DIqskZ+UZWtpYQTudEcwXJwrZ4rqBYKWs3GwZyXU9qmultGwtsemo7BAcuqGWDmhZB3cQt65hlHbOiZxW11AS8IB7+CHrwnnX5rp/6MMIajXHGkvyJBK9H9qRwMgVNAWcG6PoEYzDOHA4whvz8qZh6M2hgOE0snwsGE0xhJxR2IkEXAgJcvVYo4BAFnZKwWxbxyCM+xSXctZgVg5kzvY8B1bdw/8ZdvwLul/0kM9gWi/9xuP8avgPT3ALhHOIRGzxiEQ6ZhA9NwmGTcNjQqxETjLOIJ62yWbt8yaFc9WhJPgPdZ6R69GSQNuzSrDkUixbJnFE8ZRDh9ci4FsJpoXG9cNwIT1jEBJt41i5ZtEsWHdIlh3TJKVt2ypZd8hWXfMWjWMIgjpHdp+o97/9u76N81adacyuXfHqSz0B3iRa089ecsx+4l6/4iZ+ESLcitIEUB7cjmitIFnckCzuSjZKSWtOxa0Zu3SRoWJCGXdx0oPs2SduGti2ilhFuG4UdM9yxIm2LsGnhN6yCqomzq6PvqDdy8sWkcCzIuBcm3QwRb0SWP44sfBhf+Cixcj29cSdDebBDHdljju6wcbv8sQo6XZfN19GlhmRlX0VsazYPDdQTM+PUzD42Mk/N7Asb78whPHMIL1yip14JGF8CWhsI26cB2SWF1S9CmhchMPyp7I8Mw7ongT/z3Ct97pW/8Cle+BTg5qVfCciOSXhMxWNjTW+qb5USlhzw2C8HoZXnXhnwZE7dErAK/NgrP3GJO3pGW0HsKjZONIxTPf9Axa2IVo/0vFOb9NAi61pkHYu0ZYTbJujMK7vwK0CAJVgvde4Rn7lFj32Sc4/42AEd2fnnLsGpg3NoYRyYaAd2QcfCa5k4DT2zpmeUjYw9I33HSNvWUnfUpC3RfB6Z24ZntuGZonK1oiPVdJsNAxnAvW3ltCzstkPQdcMdK7Rv4jeMnIqWUdUxK1pGSU2JcmdED95Hhz6wL931EO8FyA+ijJEkZzzGxCWF+IRgPCnE9w5Uoek4byLMwiVYI0n2aJQxEmSMeLgTVsGMCV126OhuA81jZPrM7JBNEHHBca8k7pHF3Nj2BWnIJQ26pUG3NORWhNwKzI3pV/GY5/4t3L9Z1ztwV3CHAdwvzx5nAdx7fP8fsGV+Fd8B1s3CUbNw1AyNGITDRmjUBI9bkGmr+JFVPG8RPXKqiD49LWThRp2ihEeWDuiyEfN23JGL2beitmzEnIuYchEDaBeLOkV+M9dvZHt0dKea4lBuOOREh3zNIV8DcLehC6Aw0GNY7+e7R7Hkls+75fMexYJbPu+SPQL3XuWiT74aVK26lUte/YZPT3GJFvTz152z7zsXP/ITP4lQ7kTpD5Ls0W14Zlc8n0fndyTrZSW5rmPUday6ntMwC1t2tOWSd5zogUvWsUs6VnHbImpZxS072rCL23a4bYfrFn5JzyzqaXuatRw6E+MOh6h3whufRZY/ji28H5//MLl0LbV+K7l5b4eK22OO5ZgPs6zBAoKvy+b35cst+VpTudZUrgO+HxlpRwbGiYl1YeOdO6FzJ3Thgp94UDB0+tQreRFQPg3IgCv92Ct76lc8C6ieBVRP/cpXMQ2YEgL5YmAY9UVA/sInA3x/7pU+88h6TPcpPg+qPw+qX/qVwH8Hih5ERYJD114jZkgNVHwvUfJy09Njv/Qy8EsG3HbA9BMXemhHDu3IoU3cMXBr6GpbsnqiJp/pGCd6flPJLsOLT6yiV379mUPbtajaZllDB9U0nEOH6NwnB3wHSwRP3eipCwG7ok5dyLFDcObkn9jZXSOta6IeWDgdM7tjYLZ09IaOVtZTiybanplWMLGKetqubCWPzG1D0zuiuZJqraQj1fUkoNw7dvaBndexcVt2fscp7FihppFXN7CrOiZAfEFJ8tHG0YcfykY/dizfc6/f9RDv+kkDMeZolDEa5Y7G+WMY3FNCQpw3EeWMRznjcRYuxhgK0wc91EELfVjPmdBDc2bJgkW6bFOuuTRkn4HpN3MDFkHQKgRwDzrFQack4JIEXBKfQ+yxikNuZcSrfhfuUb8y6lNHPeqwV/5t/MA35fo6uNtFhK9O+mDinfD/9EAV61v/NYjH4G4SjJgRvB2d8aiWI0Zq2i7IuEVZtzTjkmWD6p2oqZhylbdCle14OZ+s7uQqe/nqznZ1Z7u2u90obrdK281CpppPFLfChaR3L+Hai9t3opZ8SL/lVabdkqQTiZmZURMjpKf6NSSPkuhWrLvkay75Wr8hg5kwLtmCS/YIMB3cYHzvwV2+6NERvTqyS7RgWLjhnH3fsfChn/hJlHoXwH1LSNgRPcqJ5oryzZqGtm9g7RtYTQOnaRF0nNKOR9nxogde2aFH1nFK2w7JvkvedMtrblnXLu44xE0LVDFyKgZGzUDZUyykofE460GMeie+di2++EFi4YPk0rXE6mfx9XsZ4uA2dThLf5BhPtiFxqqSmRo6X0Hm6/KVunxlX0XsaEldPeVQTz8xsc6t3AsX/KZjxIMCCf8yqHgakJx7xCdO+MyFPvHJnwfVz4Pqp371y6gaTAM9CcgA3F+ElU8DsqduFPAdwP2lX/kqoHoVUP08rP0ipHnpVz73yl+C5pmA8rFb0g93oNmf+OQXHinGdAzrYFkrMNmPneIjh+jEhR45RG2zoG0WtI3ChpJehhe7ktULDeVMxzg1CQ8MwraUeG6CLuzyI4vy2K7tWOQ1jaCsZHas0JlX9iSoehzoBR2fuMSgzr3SM7fo2CE4dfAOLYwDA/XQTOuYmR0jva2jdvS0jpHeMNGKJsqukbRnYhX1tKJyfRd5lIdnCpKFonqtoNkAtkzDROvY2V0H/8DO27fxmlZuxwo1DFwA930zr6Jl7Ck2nZvDGvwnuslPfcSHgc0HAdJAgDSQYOGSrPEQazDGwwG4p6CppGAqwZ9M8AkB9niIORpnDifZo1E2zsMc1VGHRBsDBmTGIJozSxZs8lWXmuTR0X0Glt/I9liEHovQZ4ODTnHYKw95ZD6H2G2F3Rax3yGL+jRvDBm/Nh7QfQv3b+L15evXr3/xi9dffvnl69dfvi5kbSrOsAOZtEgJFunMmxlOEcEimsDaHwHiLeib6j937WUxolN2CcEOT9mQKaN4yiiZNEknrBK8HRl1CB860WELNGgUDBqhUSM8oYenzZIFt2bTb1VGPPpMxJlP+wtbkUI+VtxNFXdT1WK6VsrUy9lmNQeqUdmql7P1crZR2WpUtrDnoGqVbLWcqZTSlVK6UkiV95LFnfjednQn5c0nPdsxVzZsTwUsSa8x7tbHXLqIFQKrX/16pk9P82hJbvW6S7Xmky77ZIte6YJHMudGp92SKY90yiOdcsjm3coFl3repVnzG6gO4axx4Xpg/kPn4g3f+mcRyp0EYyDJHs7y8TvwXEG8tKcmVwyMuoFd1bJqOva+Fe440ZZL2nXKjj3KY4/y0CXvOmXg64FDeuSRte2ijkPcskFlHbOgpu2pyRl0JckdiTEHorRbEdKN8OpHkaX348sfZdevxUh3UpR7WepAjj64y8aVhVNV8WwFna2IFxqylYZspS5f6el3M+PUxj518M6c/HOXAKy2uPCKzr3ohU8CEr7O3RKQ4AiU+7OACtParyLaL2J6LPTxuVf+3Ct/5pE9dfeU+6uA6vOgGgxDPfNJwbAr8HCeeiVP/cqn/p6z/yzQ65F/7JM890qfe6XPPJKnbvSxW/zY3Ru2OnWKT53iY6f40CHq2qCOmds20FpaUkNFrKJLDWThQLRyJNs81TLPzNCBWdjVclpq7pFJeubQd03qlkbUUvM7anZFSzn0QGdh2VlYdh5Wnvplx27xuVd25oDPnci5EzlzCE+snCMz68jMODIzOmZmy0hvGektM6NppNV05IqOVNWTQZW1m7uK1ZxkMSdZLKjWawZK3UBvWdgdG7dnuFs5LQu7aWI2LJy6mQ1iZ6p6ckmzkZcs+GlDWsJHrrU77vW7jpVbwJaJ0IfjLFyYORLjjGUgQgqaAnwPsUfjgom4cDzMHg4xhsPMkQhrNMwccRDvygkf0Keu85buikk4jWDBLCVa5etOFdGhWPGZhUEbEnCIAg5R0C0N+xRhnyroUQTsMo9Z7LGiIbcSkD3i14/JWaAAACAASURBVMSCurBPEfIqQ+6vdMt8C/d/4tevgLtZMgWG9fvg3psS+soE05tUGaxjcgKDuw2dcqIzdtGkGRl7M20Ej1qhUT1/zIQQ3IqVoIEWtfITTvFWSFNM2up78WYx2a5stWu5/dp2s5prVvONah5wvJ/moN7lO7jfb+Sb9e1GLbdf2wbVrOb2y1uNarpRTdfKyWopUd2LVXajpXy4lA+Xtn3FrGcv48wnLbm4aSusBQlNKReadCIxmzBs5gaMDJ+eAvx9r4bi15O8uk2PkRqycJ3IvHHpRmDpY+fiDe/ap2Hy7RizD+6S5aKKXNXR6zpWRU2vapj7JuGBEz1wSTp2yaFLfuxRHrkVhy75kVtx5FZ0nbJDtxTAveNA6iZuRc8q6WjbcuIWQkjzcTHm/Qj5k9DaR6Gl92NLH2bWrsY3b6VId7Oke1nSvTxtsMjDl5Hpqni2Jl3YV6w15as12fK+ar2rpxyb6CdW1qmDB/h+4hSeuiDA9wufBNt9+sQnx3renwXenH/2dzc+A/2O4MjUJweu/YvLSAMAdyyuAOTSPPEpsMPb50EVBneA9Scu8YVLdO5EzhzwmQM+ccInTvjEITpyIId2pGMRtIzsfQ25pd6oyVYqyHwDWeiIlw+lGycaxpkZOjJDRyZBRy/oGNFDq7pjVDXUSF3Bq8uZO2JiQ8s680iehJQXPtmpUwz64k9dyOV/UXhi555YOccW5pGZ0TYxANz3TfSmkVbXU2o6MqAzqIJqfU+5VlCtF9XEkmYDpMoApoPaN7MaRkbNxKqZWBUtpaKlVHSkkmZjR7oYoA/bl2/al2+61u54N+4HyA8i9OEYczRMGwJwTwunsLaZKHcsCU29gTttKEwbCjGGvZRB6/ptMu6DjdEPyFM3SIRPGYv3xDS8Fpp1qzZMsg2XgR12IkGn2G2FXWbE55RG/JqYVxN2Kb02icssCjjlyZAhETaEvKqIXxnxq0Ge+7dw/6Zcb8F9y6JkD9nhCWsvjGUO9IBbkKle3CMybkPGwehQb1oV8L1vk1E/3y3IlBUes4txLgnOIR4xCYf1QpwJIVhlVJ9JkA1oiylXdStQy0db5exRY69T3+7Ut9u1XKu69S7N6+VsrZQBEh7QHPxA/xPwY41arlHLgSf7te1WPd+p5dvV7Xojh1WznmvWc43aVqO2tV/fbdZ2GjXwesjWK6laIV7di5RyoeJWcC/rzadcW3FrOmJMhvTxoDob0OYC6rRfngyqsiGNR75hWPrEv/Sxa+kT79qnAfKtKON+ijOyJZjII3MFyXJJSa5paHUVvaqg1hT0fT23axd3XZK2DQVwB3zHKH/okgO4d13ilg3atwrqJu6emrwrW8qJptO84TjjTnTjemjl48jSR/HlK2AVX5p4O7N+e4t0b5cxVBFO1UWzNelCS7XalK9W0cW6fKWj3Twy0k7MjBM79005hWduGERrnbslmDP+2Cu/8MhAAjt4gi3SA6AHMh9MLYG+mhchNfix/pQx0Evz3C975nsTWPYsoMSC4zG4A86e2qETm/DILjy0CQDij2zwgVXYMrL3tbSmcr0uXS7DjyrQXBOab4uWDtDVQyX1SM87NMHHFlHHiDR14n2DrGNWN3WSspxbljLKKL0iYx5b0Kd+9blb+tgpee6SPrYg527JmbsHd8D3Ywv7yMxoGemA7/sGWtNIaxppDQO1piOXNBtFNbGgWi9pNsrazYqOVNZuFtXEipbSMDL2zaymiQmqYWTUDfSKgVE1MssacklNAm+FHeliiDnq3bhvXfzUu3E/yhgNkB+EqA/jLFyI+hDAPSWYTPDwoAkyxhvPINMxwViEMxJmjkTowyHqwwDtYYA+HGCOCGZuUHAfMAg3NieuUeduQqRREQ1nROatqg2riuTQ0PxWQdSriPnUPrvUbkBCTkXMqwl7VB4r6raIgy5FxK8JeVXRgArLc/82FfKbcvXD/fUvC1sWJXsQwL3Hd3HPk7FhIenwmBUeM8G4N9Oqkol+zd5fJgRvEY050VGXeNgqHNLxR0ySRy49NRWy7mX8jVK6Xd1uV7f3azutWqFVK+xXsvVyplpMVQrJSiFVLaaBFfMu3AHNsScY38GTajlTLaYrhRT4JY1iBlS1nK6W07VKplbJ1MtvqlzYAlUrbdXLuUZlq1HM1AvpajFbLWaBsVPajRd3Ynvbkd3tYDETKmWDxayvtB0obfkDapZ68RPXwgeelc/cfXDPCPDb8OweulSWEasKcl1BqcooNTmtpeV0LciRHQW2zIlX9ZZyP3IrOnbJgRPtuiQHTlHHAe9bBWUds6Dc2JUtbSGENG84TrsdWb8RXvoouPBRbPlGYvXT9NrN7OqtLPHODm2wxMFVIUJV/KilWGkqliviBZD83tWTj4y0Ywvz2MI8srKPbRyM7+ce5MyFYvu1Mbg/9spBtMBj75umyR7csdXYEQ2IFgB9LyCWAIAba7gEyTM9vl8+AUmNzzySJx70sbun3I8d0JFdeGQXntoFYLdUx8xt6Zj7ys2aZLkCzRU4E2U+oQnPtZDFpmipJdnoKFkdLb9jRDpmtGkQNYyyjk29b5SU5NyilLWHMHfFjKYevvCqnwW1zwKqJx7pqRW+8EjPXOiJEz5zwADuR1Z218hoG2gHJkbLSG/qqU09FdPvQH0X1cSimgjg3istpW6gY0xvGBngpqynA7gXlBvglbAjXYywx1xrdxwrt8K04SQHH6QMBimDcRYuyhiJMUeTnPGUYDLJn4hzx0GfexomxHi4CGckysYl2GNRxkiA9tBPGwoyRkzkIebY+8v3fjh750cb+Kvs5fuUuZvUuU9l3AmTZMWpozm1dLuG5TLBAbss4tb4bGjQKYt4VWGP0u+Qeqxijx0NuOUhrxzLlvk2FfKbcn35+vXrv//F638AcN/LmhWsBzZ4zILireiUHZ2xiaetIgKID7MiONtlzyIoM9KL1X0X66DssikzMmYWDJsFIxZowiZbCtuFuaSxVkrvN7bb+zut5s5+I7/fyDdrO7Vyrlnf7kN2ul7ONCrZZp+Kf7f64d5PfwD36m4SVGUnUdmOl7ejWFVy0fJWpJQNFzOh3VRwNxXcS4cK2RB4UkgH91KBYjZSzEaKW+HiVriQDe1lgrvpwG46sJ0M7qaCO+ng3na0vB31aTjqxU9cS+97ibe9xJsB8q0ocyDJHUnzx7eE09uihQK6WpERG3JyQ07eV9DbWs6BWXhoEx+5FSdeFea5A/EOcA/MdwD3A6eoZRPWTdyihr6n3tyRLubgiTR7MEa+GV67Hlj6OLJ4Jb50I7P6WY54O795N08e2GMOF3ljRWiqIV1sSBcr6KO6bLGlXO9oN7t6ctdIOzTRj8yMIyv7xM49dfCAP4MdM566e50qFz75uVcG6sInxxZVg4QAbNoIpDBiU0hv2mD69nWAtwJIegExL5cZvOLHbuSxG7lwwWdu+NQFnTiFxw7BkVNwahec2gVHFn7HwG5pafvyjSr8aI+N3yYPFpm4On+qAc3WoPk6stqQUDsq7r4B6lrRllXSskoPHIqmGS3JuXtS5o6MW1AKSlph3YYe+xQnPuC5S888khOH6MgGH9mFxw7BiY1/aGF1jHRQbQOtoaM09dSWsQf3qpZU1ZIqms2yeqOkIpbVG1UtCUC/ZqA0TLS6kVo3UhsmGrgv6+kVA6Oipewpeno/L1mI8ybcm/cDtKEICxdmjgZoD4P0IdDtHmfhUlx8hj+ZFk4lePgYZwzo9yh3NMoeiTFHE+yxOAsXpg35qQ/9tCEPc0yxcJM6/NOVgb9ZHf6AOHGdRPiUNP0JafYayhi3SNat8k2TjORQc7wmJGBFg06Z3y7x2tCgSx7xqkJuhc8p9Tokfpck4JaH3Mpv1+x9gy4M7q9fv379y72sUcF6YIVwvbgY8bRNPG0D8ZAIzoqMgLR0DO5WGIuamfzqLGtvH6kJHtXxh3S8cbtkOWzm5UL6yk6gU8+093fa+zutZr5R22rWc61mfr+xXa9mG7VcvboFjkNrpXStlK4WU9Viqh/f/Vh/i+/9oK+VMrW9FMB6OR8v52KlrWghHQK1lwoWEoHdmG8n6s1HPLmoMxd15qPOfNS5E3PtRJz5sGM7ZAfP361UzJ1L+LIxTzYZ2E0F/Sq2evET78qHvo07vo1bAcrtKHMgwRlOcnFpIWFbtLArWi5J1uoyUlNBaSkZbS27YxJ0bTBmuHedMqDiT33qM7/mxKvpPXRJAN/bdrhp4ZdN/JKeWVCt59C5DA+XZA7EyLcj659GFq9El66mVj/LEW/nNu/myPfytMEd1vAuH18RzdTQ+ar4UV222FQst5TrByAW2EAFfAfiHbjwx07RkQM5ciAnLjEGdzAUCub+QUgACGV8Hu5Nk4KZo/4u9f5hpa/APdgbIDr3iC+8IlDnnktXxCkEWD92CA4d/EMH/8TKObZxuiZ2W0dvq8n7srUKdzpHepBe/myXOljhjtWFMzVovgKv1FHKgZLfMgi6VlHXLmnb0JZV3DQgJQVnV0yvmZB9p6zhkDac6IFf3vGiXZf4cUB54kKPHMihFQK7TQ5tvK6JjZG9pafu6yhNPXXfQGvqqXUtuaQiVjSbNR25qiX18x3AvW6k1gwUcAP4DmyZmp5WUG4Adz4nfpQSEqLssSR/MsQY8ZAGQoxhcEYa544n2GNp3kSGP7klJADxDr4CuEfow1H6cJw5GmWMBOnDQcaImzRgIQ7AhGvEgZ9M3vgB7vqfPxp8b238KrQ5JKaOSxiTEsaUgjdnlG66dByvkQ+Ue8Ap89pQn10S9igjfnXIq/Q5UZ9T6nfIgm7pt/ED35Trl1/2wf0Xe1mjnHUPwB3w3S4i2JAJKzxmgUdt8IhFOGoRjlovyQ7ivQDc+89UzQjeBI8boTE9b8AETbg15KRPU8pFWpXcwX6x2yq0m4VWY+/yyDS3X8vt13LN6latlq9WtyuVbK2S7XkmlVSjlATdMr+K70DsV4tprKmmXs42ipnaXgrwvbaTrGzHy7lYabuvtqKFTHgvHdpNBbcT7lzclYt78nFvPu7dSfh2Y96dqCcXd23FnJflxiqdcG6nPJmYKx337SQDfhVbu3TDt/qBb+OOd/NWgHI7xnqQ4AzHOKNpIWEHXcqLl4uStap8o6Gk7quZbT3nwCw8tCOY4Q589hOv6syvOfNrjj3qI7cKPDx0S7suMUgpqdqQqpVf1tP35Mt50VSOP5qkD0RJt6Ir1yLLV2PL19JrNzMbtzOkO1nq/W3W0B53vAhNlZHpqvhRXbJQlczXZYsddS8Z+MBA7Rpp/Xw/ciBgv8eZRwKAfu6VYYkuTwLK/lD1F5eLOECB4LDeMpCA4jJxVwXGkcDGatBHf+FFAdPPPciZGz5x8k9s/CP7m+raeV0778DGPTIzDk3Mjp7RVlPbSlJLslpi4VOrt9Pz1/dI96ucsbqQAODeEFMOVYIDA79jErTNgqaRV9dzGjpeVcXaE1F2ZdSSll03CztO9MSvPAuoTpzSrlV05BAd2pGuDQJ8P7TxDiycAyOra2S09NSmlryvo7T01Kae2tBR6lpyUbneo3mfeK9oNsvazaqeXDNQQDsNgHvdSK2b2VUjs26glzVk4M5nkdk0NJ0WElKCqRBjxEcZjLBGAdyT/IkUZzzNm0hx8VtCQoY/meDhMxABwD3OxUXow2Hqwyh9OMoYCTNHwyxcjDnq3BhApq7MXv3+nf/23Zs//oMHH31/8vaPV0Y+pM/eEpHHlexZCWMSpo4p+XN2DcWq5XgscNAt9TtRtxV2W2G/SxINqIIemd8l89okPofY44C/tWW+EdfXwd0iHMGCfDG4W6GvwN0K4bAoRxsy3n+aakbwRmjMIMTpBaN2ZDSkI26FVJXdeLNaajfqrUa5VSs0K6B2W5XdViXfquRalVy7nKs1dmq1PIA7sMUbpWS9mMDA3W+4NypbtVIGs+OBDwOe7Je3mqUsqP1idr+Ybeyl67upvb1EoZAsFJKlQrJUSBZ244V8bG87Cr7u5iKFrUgxFy9sxQpbsUImms8GtzOBrZQvm/Sl455UzJ2KeVMxbzxi3EraMjFHJureSfgCSrZ+8YZ/+X3Pxm3Pxk0A9xi3B/ddyfIOulSUrFV6cKfv6zkdi/DQIQK2DOa5A0PmxKs6cquOPWrA/WOv/NCNAvFes6F1G1yzsMta4p5sPg9PpliDEdLt6PqNyPLV6NLV+Mr11PrN9ObtDO3+FvthgYcvCSZLMAHo97J4riqZ72jWu3ryV/h+ac4c2uETl/hy0kd+5pGCAmR/GlT1K/cXEe3P4wYQPYYteAIdNRc+2VcXmcp6o/+XSzOAZgdkP7JzgVrv1+wA7l0j7cBA39eQ95WbbcVmC13eo+Pi85+k568XyAM17nhdSKjBCxV4pS4id5X8jp7X0LJqWmZFTS2raA09p6HlFsTkFG8hTCeEmdNpaKWiZpy5ZC/8mgu7FMD90A53bVBPuVu5HTP70MRs66gNDQnAHZAdKPf+Kqs3ANxLmg3QKwkseCDe60Zqw8KpmVgNI6OipVT15KKamIFnMvBMkj8Z44yHmaNR9liUjQvSh8LMkQxESHPxGd5EkjMO4J7kT2whMwkePsYZTfLH4yxcmPowQhuKMkZCjJEwc9S1+pmHNOCij5EHf3r7r3/vyp9959pff3f0xl/e+vEf3X/vj+cHfgZtjCq5syIaDqIOSTl4o5JhVDIcJkHIIwu6pQ6TwG4S+F2SiF8ZcMs9VtRjQ9x26NsD1W/E1VuQDbplflnKWoDnboYJYF8HyHM3IzizaMSEDDtgsBkDZ4XHjNCYEZ4wiqf0yIRNMGWDJu3IuBXBGYTDOsGoWTTtUCyH/ZZcOlAvZzvN3XZjB1Srnsc0e39hzS3gu4DdX1v9cH+rTwb7Vr9v89bRK/aeAPeVQgrT+JWdBCjg1Je2Y+V8vJyPF3PRvWx4NxPaSQd3M6F8KrC3FcpnQ1vpUGk74VdxDYu3Aksf+zdv+8l3AvT7Ec5QnD+WEuBz8NSuaGZXvFiSrpdlmzUlpaXltHXcto7fNSJth+zYp7kIG89DhmOf5tCjOvZpzkOGU58ayHZwxAoof+CQ7ju4LQfUsApKOk5RRd2TruSgsTjjTmzjZmT1k/DSlejiR4mVq9mNm9ukeznyvV3GUIGLK/LwBe54gTdZgeYa4sUmurSvWj/Qkbp6yqGBemxhH1vYR2bOqY1/aciAGX1Fv+H+2K94GlQ9CSgf+xXg/nlYA3ZrgARHgP5LO151ueVODuz4C5/szCO5XFctOfOIT93omUdy5pGcutETj+jEIzpxQ8cu4bFDcGzjHFnZhxZW20zrmqgdJXFfvlyXLVZEMwX6UGzqo8jMBwXqgzIHV+YTiryZMrRcEq61pPQDNeNQyzrQsOsKek1Bb2qYNQ2tKCfuSpbzyFyUPuxa+syzcivLmzowMR77xIdO5MQl7toEbTP30ME/dQkObZwDC+vAwuq1QhpoDT0JVFVDrKuJdTWxol4vqdaKytWCarWoXito1ysaYlW7UdVvVnS9Xsmynlwz0ZomZlVHLWvIVR21rqeU1Rt78tW8ZCkrnk3BhDgfH2aPhlhDEdZwgjeWEuCT7OEtwXgeJmT5+ARnNCucyEHTSc54jDWc4IzGWMMh2oMwbSjKGAHloN72Mwfd5PvqmauEv/mDD//wf73xF79/5a/+6MYPv/fJX//+0Iffn7z+FyT8dZ1wQS9ZlUAzEuGCTr6pkRK16LpTxwnaEKeOY5RRQn5NKKAMeERhL+owC31uzevXf//lP/yz8GX+ucC9mDEDz92CTH8t3E38IRN/CGh2g3DEIBwxI2NGeNwGj1mEIybhsEGIMyAEp4qYcCGFmLlWyrTq+YP9vYP9PYD1Vj0PCP61cMf4/has34X7W7bMW2THPn4t3L/iy5cy1WK6XkhjfAf11kdg3GOWTjEXLe/ECvnY7na8XsiGdULT8p3QylUv8aZ385afdi/MHo7xcAneWEaA34amC5LlsoxYlm1WFeR9Dbuj57UMgq5Z3LJLu27laUB3FtSf+LXHPs1ZUP8kaj7x9jwZgHVgxB+5FW2XsO1E9m1IxSAoqxlFOXEbIWQ4D2OkO5H1T8NLV6LLHydXr2WIn+U2725T7udpg3vM4QIXt8cZK3Iny8LpumihIV6sSBabyjUQKwYy37tG1rGFe2DlH9rhUzcKhDbwZECoC+B7P9xB3vrlUiT1k4ASS+7FVphi+h3kdj0JyMCk67kXBaP/4FTzzIeeepEzL3Liho4dgiMru2tmHpgYLRPlwEhpK9absqUKOlsSTObJA2H8+1HC+7vk+wXmcIEzscchVOCVmoh4pGTtq5ltLbulYdcV9KqCWldR6ypyWUksSpfyyFxOSEizRn1rd2wLn8aY43Ut9cSDHtihjoV35IDOvMihg98yMw5s7I6ZuW+ggarrNkFV1OsVxWpFsVpWrZVVa0XlalG9VtYSq/rNkmqtrF4va4llLbEf7kCzgz7IsnqjoFjLS5ayyOwWOpeCpqLcsTB7NMIZiXNxSf54kj+e4eEyPNw2NJWHCVvQZA6eyiOzOWg6ycXF2SNR5lCYPojBPUR9GGQPean3HRt3nBsDguH37/z5//HD3/vNP/md3/jZf/3OT/7Lv73+g+/e+tH3bv/4jwh3f8zbGNaKVrSiFRlv3qQgG+UkmEkwKylxv8Jp5Bl0XLcNCXhEUb/UYxf5PdrXv/z5t8r9n/j1K+E+BVJ/Mbib4FETPGqGRoyCITM0YoZGTMJhMzQCFmTbxSNGeEgPjRjROa+ekQ7oavn4UaN82C52W4VOcxfocaDZG5WtXwV3TIa/hftf1SHzrgv/7ojTuwewbzVW1koZ0PgICmD9rY9vVXU3WSskK4VUaS/dru7ETSLL6r3QylXPxk0P+bafOhBmDwOfNM3Fb/OnitIVDO4NLbtl4HVM0KEF7bqVhx7ViV97FtSfBnQY3B+H9Kc+9YlXdepTA68GaPmuS9xxoi072rAgVQOvrKIUJIvb0FSaORQj3QmvXoutXEmsXE2u3sgQP9si3d0i3c3TH+wxh3fZuAJ3vCQg1JC5mnixjC40FKttzWZXTzkyswDcj8ycjpnbtfJPHKIzFwrq1ImeOMTHTjHgOzhixSx4rHkGZDdi7TTYimoQ5AvgfuaRnHtRTLl/Fe6iMy9y5kVOXdCxg9eDu4HeMlEODZS2crUhXSyJpnc5Y5n124GRvw1Pvp/fvJunPsgzcDusyQq8UofXu3JaQ8tt6ngNLbeqYlXklIp8o6pcqypXS5KlAjpfFM3uQoQEfci9dttDHIiyJhtGzqETOfGgRy64axO0zKx9E7NtYXfMTHCO+hbcq8q1qnKtrForKVeLytWicrWkWS9riUXlakm1VtKslzTrGNyrRmrdQK/qqGDoqaBY25Wt5MSP0tB07hLuEQ4OaPaUAJ/gjWX5YwnWUJo7toNMbyOEjAC/JSTkkdmscCLGGo4wHkaZQ2COKUIfDlIGA6yHXup99+Y9H/WhaW1g8dqf/e3v/9af/bt/9ce/+6//+Hd/40f/8d/e+KvvffLXf3j/vT+duPUT3Kc/JM18hlDGZZwZo5Tos3BV6JpYMB9wISYt22bieuw8v0sYcEszSdfrL//uW+X+T/x6B+5y5gCAO6bczQjejIyZYJwRGrWIxozQiEE4bIFHsS2mTjHeguKN4imrfDFo420nrI1Sut2sdJqNfgcGg/s/qtzfffgupt86Pn3Xsfnaf9j/8vg1/Tbgl2OKHtPy2MfaXqoH91K2Vd+NmkTG1bv+pY895Ns+yv0g82EvAYoz3oM72lPuZSW5qePsG3ltE9S1osc+zZFXfezTYOIdwP1pxHge0F4ervaaI4GWP3DJ2g5Zyy5tmOCqllVSbBSlKzvCqRTjYWzjZnztRmzlSmThw+jS1dT6zcz6rRz53i59cI85vMcZK/InyshsDZ2vyZZbauKBjtzVU7pGxoGB3tEzukbWgYV3aBOcOOHe3L8dObLBRzYERLuAtpn+wogPyI5x/2lY9SSkfBJSPg4qHgcVFwH5qVdy7BYfO0WnbvTUjZ64xCcu5MwjPveip27RqQfulUtw6uAd2zhHZkbXSGuZKF09ua1cbcqWSjAhzx7Ort7yj/wkiH9ve/32DuXhLgOXZ+HLgvkib74qXK3rBQ2DsKkX1jWcsoJalK6UpIsV+XwZXdiFZvL8iR0BfkcwmebiI/QRH3kowiKUVZRTt+jMI+7aBC0Lt23ldWzcfuX+FVtG2eN7SblaUKwUFCtAvAPljsG9rN0s6UgVA6Wmp4Hd2UU1sahcLyhW8pKFDDyTQ+fSMCHOxyd4+JQAnxZOZAT4FG8sJ8QnWENJ9ug2NLUFTaZ4Yxn+5DY8swVNRhgPw/TBKHMoQH7gJw0AxPvpD4P0IR/lgX39jp34AJ68NvLDP/jp7/3mf/p3/8uffuc3v/+d3/rrP/ztv/mPv/PR97878N6f3/npf735o+8NfvB/zTx4T8yYDNoFbgtHKVlRyda8dpHLwvM7BA4j06LjxCPW11/+3ZffKvd/2tdX4V5Im+TMAYtw1AxPYpv2QOsL6H4xQqMmGAcS0q3iSRM8bhTiLciURUb06Bgxt3Qv7WrXst1Osd2u1BsFAHTMbcfI/ms893e1/Fvuyq+Ce/+TX8P3r4X71/5NgIG+vJcs7yXBSFRpN1HciVeL6WoxVSmly+WtTrMQNYkMK/83e+8Z3PaZpXt+3K2aWxO27vTO2N1uB9mSlXO0MhWsLFmZyqIkkmKOAAgCYEBgjiCJQOQcicCcI4icc2aOktw1u9MztsX98FIwTNm+U3W3Zmra/a+nXH+AAORPPxw85znnTRzEPuyrTuqvSxluzFCRIGoSVEOAGAhQCynfzkC7OWVubqVHWBOUEcMKclhJnWpnzfYJpnt4M738+QHRuSaS+QAAIABJREFU4pBkaVj6alT27bhyeUi60C8CilTuc72C2R7hdBd/sos30ckOtjECMqJXjHcLqu3MQiMpR12TNF7xTIV7OFwcO1x0X4V9rC+JM1S8AGd62JqyHCSoi5bvYxV4OZiQsCwsqgiLKsKSmpC4OiSunZI1TLUSZtqb5zqpC930+S7aXAd9VV1MsHQXGDWR1erz77TUzwPHmb4aFCwP8N8Mi8DNUj9vsY+70MuZ72HPdbPAcscI3AHW53uoQAvdzfNd5PkOItgBMC2vm5TXTLdUTvFLJrhoNx1uaco0lL4YzL4xCLllLk20VKdZ67MteIiLjLI1IZwElEdM9EnJAWlzQEL0CercnBIXB+3hFDhpBaamXD0+w0zIMZNyNfjMMXzWOBE6WJ2hIeS5BZXzXZTFPvp0B2mitWmyjTCtbJiQ1QGFpFUhaVW4pTogrvBwcR4uzs3DuXk4Jx/nFJR4xOXelkqPuNwjLge2jFtSCeDuklZFuqwucZlLWOoSltq4GAMDaWIVGJkoAw2ho8C1zVB9M1RHhujIEDMVpiVkaQk5BjJU3ww1UvMsdBSo3Fc9mfq0/srknrLEoZq0MXzWMD4TwL0N96K9PElZlloSdy52z8cxOz49s/vz41v/eHbP+vP7N57b9+XdMwfir51KvX064frxuGtHUh6cqSp62SNvHOqlCdg4MadczCkd6CSP9NLaWpoG+6Q/fP/n/2o2/Sddvw24//C9Q6fg4pNbKdk/OSCbDlfS8lZFz21lwFqZ+XIGooWGFFOQSjaur6VupFtkGuvy2dSTPstUyD4RsgVDlkDQDEz2yaANODOAtr/eUI1U6+/3Rd+v3N9/BvA98iMgGu4/23H9JUU+P9J0fTenqnZax30uvdep9br1Ho9pMuhQKZmK0qSR0ie9NUn9dSlDjVljxFwwk6Jv+hHuHl6VV1QbkpPCyuZQG22inTXXLwSaHxAtDIqXhqXLIy2vRmVLgxLgsy8OiEF+BsB9rksw28Of7uFNdDJD7fSAkuxvIfgkDTZOsYmSp2tI01Qnjpc+HUHfGyl+oMI+1mEf6UvijJXxltoUS0O6jZjtpMI9LJSHjQ7wS0LC8pCwPCSuDomrJ6T1s0rCtKJptpU4304B212WuujL3azlbhYge0SrZO9mLQ/wAbuX+nlvhkXfjojfx3pEi+8as8v9vMVedoTss13NC70UQPaFTtJceyMg+4ysdlJRNS2tmORhJrhoDyPf1pRlKH0xnHVjMOemqSTBXJVqqkkz1eW4mpFOIsJDLnJy67w8fEDYFBA2BQT1Pn6lm4N1sovtzXAbIdfUkK6vS9HVp+oJWXpynrYZrm3IGa1OG63NNFOQQUnlbAdxrpM0qWz4Jbh7eSVeXombh3NxsQ4e1snHuYSlq91USYVHWhGBuxNIVO4UlTtFpU5RqVNQ4uDjrNxiE6vAwio0MwtMDJSBhjBQYPpm6KpIOerGDLD9UUvKNdHgNmahhY7SN0PHm7JG6tOGalP6KpK6SxP6KpJG6jKGazMGqlL7a1J7q5I7yhI7ylLo2fcg53ef37Hu7I7Pjm7+w4kdn5zZt+H03vVf7/vy4sHNsaf2PT5/OO3+hfRHlxJjT2Pznsq4lb0KooxbySIhJGzMYAdpsJupUXWsrHz3X82m/6TrtwV3ZXPWj/thwBwTmFNl5HdyEO1MhJKOUrIxbYLqLilhuJtnUre7bOMhn3km7J0OecI+R8hnDvlM4YAecDzabf91uK9hcQTB0TX7+4Z7dBQSKPpHQPQH/lJD1ePSed36iMA6SbdTG/nCiCb7Typ3rykcsI8qGfKypJGKuL7a5AF8xnBTtooEGSdCNI0QYxPMTkY6mBgPt9zLr/aJ68IKcqiNMtHBmOrmgoJ9cUgCEA/u5wdEwJNZGpSAEh7AfbaHP9fNm+8Tzvbxwj2MUAc11EENKcj+FoKDj7MxC83NEEN9irbiuQr3cAzzaAzzSIN+oMU8NJQ+M1UnmupTzY0ZNnKuiwF3MYv8PFxQUBYUlIXE1WFJzZSsYaGd/A7u5IUOKoD7qx7m694fO6vAjYlQHpTqYFV6dOW+MMBbGODN93PXaKmXHw33xT76Qi9ttosEyD73juwzivpZed2svHZCXjkpLgtzikPsIh8j39qYYcA9H8z4pjfjGyPmubH0pb48SV+d7iTmu0gIH7XIQ6/wMat87BofuybArQ0Iaj3ccjsD7SBBXWSYtTFTW5Okq0+1UmFmev44EaKpSh4ui+9FP+kqfjJanebmYmbb8LNtDZPyehCCDLfUBiWVQUllSFrlF5X7BWV+QZmXV+LiYu1cjJ2LcfBxq91UURnw39fA3SEssQtwDmGJg4+z8zE2HtrKLbayiyysQiMdaaIiTDS4iQY3UGAGMlRHzB6rTx2rT9c0ZevIENBQNdOQ+maohpgzXJfaX/VysDq1pyyxE/eiryKpt/Rlb3lSX0XSYF16V/nLNmyCojielHTt4paPYzZ8cHbHJ2f3rT+xZ13MvvUn935xfMenp3euv3v60K1T+57fOIXNeZ6fdDf10fny/Pg2UY2MU8pohLLJSLmofny0bWXlu9+G5f7bg3tk4rSDhXyngg5WQTcb0cbIVzALe6X1mn6+WdNhMw953fqJkHUq7JoKeyYDnrDPNeW3TwUsEz7DZNAWXbyDqMyveO5rrPPoLusvtVLX5NyBhfLrcH8/CgloHg13t1PrdmpdNjX4QIB1h0XlsKic1nGPQ+u2q10OjdNtCPqsw3KavCxptPLZAD5jqDFrjARRN8M05DwdAWYh5TspBR4WzsurAHAPKcjhdupEJ3Omlz/Ty18YFEfgvjQsXRqWzg+IwE4CAPelQQm4WRwQz/fwFwYEcwPccA892EUNd1LD7dSAjOgWVTj5WDsdbm5M11fFq0sfj2EejRQ/0BTeUxff1+Ee6yteGGuSjPhUCzHbSc+zUZFuVrGPi/PzSvyCioCwMiypm1USZluJc22k+XYyWOqy2Elb7ma87mVFmL7Gc4/QfKmfFynPF/u4CwO8xUE+EKD8XB9ntpc918le6AbGDusd3Clz3eS5ThI4wnS2rQEs3Z1X1s8r68OyiglRaZBVGGKhvHS4pSFdh4nrT7vckXxJU/BYh43XlCRoKlLsTXkOAtzTjPJRSwP0ch+j0kOv9LFr/Pw6N7vCRClyN+fZCbm2piw7IcvUlKlpSFc1ZqpJUE1lwmjJs+GSuF70kzbUvR7sMwM5LyAqm5DVgQmmkLQmIK4IiCuCkkqfsMzPK/HySjxcnIuLdXIwDh4WVO7AcnGKSiOeO4C7R1rhFJWuwl2AtfMxdj7GIcDauWgzs0BPzTdS8i0MhIWBMFPhBjLURIGON6SPN2Qam2Fmer6Zng9sGeDbDNWm9FUmDtem91UktaHjOrDPOzEJXSUJbei4vuqUvuqUrpKEDsxLRsrN1POHz27455gtH57Zu+7glt8f3PaH43s+P3Nw44ltGy59tfP26YP3zh2JuxaT9fga4uXd/Je3iqH3JUy0hImmNULYVGxvl3Bl5bvfhuX+lwv3tysrb1f+/YeVtys/rKx8t+LUtgqaMjrpeR3cklZ2sZJV1MlBd/EKu7jITg6ii5vfyUB1sLF9crJR1eVzGUNee9BrmfCaQdgREDzisEeyj+8rQt4I5aPL9l8ySaIdkmi4R383AFvc49D6ozaOgRuvc3VlmM+zukHsR9k0oFMKIu0O46jTNOYyq1w2NVCE7AD3fofOadPbHSaXyzTh0Y9LCYry5P6K+OHGjOHGd3tCiBBVQ46GALUyCh3MYicH4xZUesV1QTkp1M6c6OFP9Qlne9nz/dzFQeHSkGhxUAismKVByVK/aHlAvNQvWuoXvRmUvuoXL/YIFnsEywPi+R7+TCdnrpsz38Od6WRNtlHDyma/FO8SVFs5JUZaoZaQo6pOGCu5P4aNHSu6M46+q8PeN5Y/NlQ8NVTGm+rTbIRcFw3pZRb6OdgAFxfklYSE5WAb8KySMKNomlE0zSnJC22UpQ7acidzqYOx1Mt81c8GKwRAYj0SfgfDTa8HBRH6L/fz5vu5s73s2V72wgBveZC32M+Z72Ut9LHfeevUxR7aYg9jsYex3M1Y7mYs9JBmO5um2xum2vCzbfiZ1vopRW24pSosKg8LS/xsVICR7yNDXPXpZlx8X9YtZeKZEegdAzpOU/RUj0tw1OU4G2C2ulwnqcDdXOSkYuxUrIuB83FKPUy0nYywE2H62gxdTboFn2NryrETcq2N2cbqVH1NkqE2ebw8fhj7dBD9tAf1oAf5aBSXEBCVTcprQvIaL7BcRJVeQXlQVOXl4zw8rIuDdnHQbi7Gw8MCuQQ4Bw/j4GEA692i1VXAwIUHfLcLcE5RqUNYYuNj7VyMgYbUkGE6CtzKKLAxC61MpJWJXE24N2ap8BlaItRERZhpSBMVYaCj1OS8nsrknsqk3qrkgaoUZfEjWcH9DuyLNvSzTlx8X0Vyf2VKV0lCG/qZKC+24tHXsXs+PrPhd19v+/TgFx8e3/bZ/g0fntu/8eKhHce2rjuzZ9OtUwduxuy9dWpfwu2zsIQ7OXEXMLlPOMRiAamYVZ/f20Jd+eFfv/+vptN/zvUXC/cfVt6+XfluFe4/rLgMrUJCegcD2sEp7OQWdfPRPQJMNx/dwS7u5KC7edheUeVoe7NN3R7yGKZCzrDfFvaYwl7jGqwDggM35lfgHt1Zfd8ljw7P/Kwb/rMeOijef/YFPtdPmO5xad1OjcuhdtpXA+zRSXYwx7QG7k7r+M/CXd1CVJQnD1QmDDWkDzdmjTRlqwi5ahJ0nAjVk+EONtrNw7m4JU5euVtY45URQu3MyV7B7KBkaUiwOChcGBDM9/MXBgQRK2ZxQPx6SLo8IF4eEL8ekr4ekCz1Cpf7RK8GJQu9gtku7mwXe66bM9PJmmyjhxTkkLzJK65z8MstTLSBnKeuSRorezyGjR0pujNWdEdVfEeLu68vfaSveGGuS7ESsqwkmIOS72EUeNlFPjYmwC+ZlFTNyuumZA3T8sYI3BfbqYvt1MV2+nwXbbGHsdzLWe7lgLGjSE4GBCJfDfCj4T7XxwFaGuBG4D7fTY/A/Z3o4KyM2c6mmY7G6faG2baGufaG2Tb8lKJ2oqUqwMMEuRgfI99HgTrq0y3licbiZ8M5d9vjz/RnXtUVPNYXxxlLX1qqMoyVGda6XFsT3Ekp8jBK3MwSJ6vEyy7xcXFeFtpJRRgbc/T4LEtjrrUpx0bItTXlGOvS1RXx4+UvRnBxg+jH/UWPe1APOuH3O+H3e3HxZjLcLyrzSSq84vKAuMLHL/eySwDc3VwMgHuE7w4exsYptnPREbi7RWVuSaVLXOYUldr4WCsPA+BuF+AsXLSdizExCnQUuIGGsDEL7awiGwsF6ncTJU9HzNU0ZetIMEB2HQmmpeTrKPndFUnSgofy4ifdpQlieKwUcV+GeiQveNyOed6Oed6GftaBfdGOeS4veEzNiIVdPXx56x/ObPno5PZPD274/fEd6w5t+v3ZvZtjdm44uuWzmJ1fXPpq6/UTu6+f2H3z1J67Z3dmPL1UnBtXmhdHKMnoFJFW3v75r3D/b3+twv3tysrb79xGpYCU1sGEdLPhvVxUD6+om4dt52I6BRUD8sbxLppR1eIy9034DDMT7smQO+y3TXjNU4FVZK8he9Br+o/APZrv0eZM9MDq+2kW8Nc1A00Rfzwa6BF73evUBV2rO2ciQ0lO09hPSnWzym0ZB2T3O3TRPjsgOxCAu8NpdrvNEbgPViUO4jNW4U6CaJvh2ma4gYZ08nEeYYWTV+rgl7vF9X4FKdzBmuwVzA1Jl4ZECwOCuT7efD9/cUC8PCR9NdzyargFIB4U76+HpK8GV+G+1C9a6BXMdfNmOjmzXezZLvZUOyOspIYVJL8U7xbWOHnlVlqBoSlLXZWgLnuiwjwYKYodKbilKrytwd7Xlj4xViVY6lON+DRrU46DkueiId3MAj8HGxaVT7fUTEjrp2QNs0rCXCtxvrV5oY0CNNtBmeukvjsXiTHXtZqMBIOpb4aErwb4i72c+Xd5mNle9lwfZ7H/Ry30MOa6aHPdlLnuH7eDgUWM8+1kULPPtALVTylqw9LKgKgsyCoOsQr9lDxPU7a14qW+8IkW8UgFudsdf7rz+emR7Ovj+fcN2Be22gxtebKhMsPcAHE0ozwMrIuBs1CLzZQCJ6PIy8F4WIUWMszQlGNoyjE1ZZsJOaambENDpq46SV2RoCp7oSp7MVryYhj7rLfgYSv0lgxyt7Pwqbo+y8Eq8vFLffzSAL80yCsFKAdYB/W7h4f18nE/Vu4C3KpFIyhxCkrcojKnoMTOw9q4GAcfBx5aOWgbB21hFZkYKCMdaWMWOtjFNhbKTM83U+GA7wYy1EjJtzIKTFTEeGOOigDRUfIHatMF8Fgp4n4H9jkj/Qo76xsBNFaS/7AdEy8veCqGP1AUxrUgH8sLnnIgj2teXH1+cvu5LX84ve2THR/9/dEtn+xe93/H7Nxw8dCOE9u/2Pf5P5/Z8+WNk3uuHdt55cj2Gye3XTm+9cbZfc9vnUh79DUel7vy3f/zr78NY+YvF+5vAdy/X3m7svL231xmpZCS0caE9HLgPZz8Lk5BOxfTKawebqebxlv9tuGg3zARsk6GnOGAM+R3TATsUwHLpN8YDXfAd8DrX4F7hOxr4O7/6ZaYNYnGNY78z4bT16QkI2/0OFaZDmgOgA5Q/j6+gdUeDfdo/91n166Bu7IiZaj6JeimjhByxkkwHRWhoyJM9CIXv8wlrHTwy12iGr+CONFFn+pmT/bypvqEc328mR7OTA9noV/0ekT27Zji9YhieUgGQL84IF7qF70alCwPiBd6BYs9goUe0Xy3cLaLO93BnunkzPdw57o5U+2MsIIUlBF8kga3sMbFLbFSEHp8mroqQVP6fLT4wTDy9gjy5njRXS3uga7sqb7ihb4mydKQ7iDnuilwDwPp4xSHhGWTksqwpGZKVg/gPtdKjNTvAO7znYy5Dvq7tZGshR52ZFgJeDWRjcEzPayFPvZqtr2HudDDmO+mz3ZSwYKB1Y2+HeTZDuJcO2GunTDd3jDTip9W1k8p6iZk1SFJhV9Y6uFhJ9iYSVZRgJLnJ+Q4KhK1yIeavHvjuXc7nhyX3N0/mHJpLPf2WP59S0WKoSLVUJWmr063NEJtzUgLGaVtylM3QA0kuJNR6OOinQyUmQwzEiEmYo6ZlGsm5RoJ2ebGDH1diqE+1VCfqq1O0VanjJUldCHv9yAfKSC3W5H3x2rSbVQkGPgK8krd3GIPD+3hod3cYhenyMUpcnOLvXyMV4j1CDBOPtbJx7oEOBCBt/OwEdA7+DjAepew1MHHWdnFVnaxmVlgpCMtdBSo3CNwt9DyTZQ8ExVhYxaaqAhVQ/ZIQ9ZYU84wPqsF+VAMv9eBfcFMu8pKv8aH3BVAYxWFcfKCpwJorBj+gJ11Uwi7x4U+JqXcKog9fWf/+nPbPzm8/oMD6z88tPHjg1/+8cKhHV/v33rgy98f3vLx2f2bLh/defP0gWfXjl+P2X3h6NbYCwdun9mVn/bor5X7f/vrh++B5/79ytuVle//1W5S8JuzFfS8Tg6ih4fuFZcPKprGe7lWXVfIY5iddIUmnOFJVzjsDgecEwH7ZNAW9pv9bn2E7MCciR5W+g8qUstHw33NZOn7k0o/S3afSw9i6ZGYDciqu2xqs2bAoh206obshhGnaQyU50GXwW3X/ZJcNq3TqnFaNS6bNvKM16ZZA/fWytThmqT+xswhYs4oETLenKejIw30QhOz2Ckocwqr7aJqT0tjuJM208ud7udN9vImergzPZzpbvZMN29xQPx6RPbtWOvrEcXSYMvSsPTVcMvykHS1lh+ULPQKFnoFC93ChW7hfJdgtoMz18ld6OYvdHNnO1iTrZQJZXNARvRLG92CajujyEjI1dSmassTxjBPBlEA7nc06Hta3AMd7rGpJt6KT3KTsjw0GIB7UICbEFdMSGunZPWzysZZJQEIOO+RE+/AoXegcl/oYYPN72BFDNBSH2e5nzvXw5zvZc31MGc6KNPtzbOd1Lku2mwHedWZWYX7uw5qW8Nce+NsW8OUom6ypSYsrQyKy/3C0gC/ZJKHmeAU+6mwQHOupz7NhHmqRzwch8a2P/iKdWlT94tTYzk3+jO/Gcu/r8PGmypTtKWJhqo0Y32OvgGiqYdoG3JNJLiDXuDhoV2cIjsNYWnOs1Cg1maohQyxkCHmhixDXbqxPsNQl66tSdLVJmuqXw7hng4UPOpG3u9APewsejxSlexhoyfEFW5GkZtbDOTiFDnZhRG4u3jFLl6xk1vk4GEA3wHQAd9Bwb469CQocQpKANwjgRkLHWVlIiO2zGr9TkWAHOR4Y85oYzaw2uUFj/mQ2+3FL/g5d/g5d9g5d+kZN1nZd8SIJzzofR70PjXtuiDvoQD2tDn1Vumjc4mndl7a8cevd67b/envDmz6dP+GD0/t2XDx8Paz+7Yc2fLZ4c2fxuz68sKhHVcOb3tw6fjVk3uvHNt++cjGjGc3Vt7++d9/E4X7Xy7cQVrm7cp3b1dWvv/u3+zGTj4FoWBgesTVw61E3QDPpmv3O8bCfvNkyBkOu/0BRzjsnAq7JgL21TI8aA0FfjKp9L8D97DfAjqf0WcwrfFk/iNB9ehgjNuusZvHzPohs37IpB60aIfthjG3ReO16Xx2vc+u99p0HocegNvj0AP9EtmBInD3eCwRuI/UJg8SckbI0NFmmIoKNzCLjKxiMwfjEJa5WhrcskZ/KzncSZvs5cwM8Kf7BVN9fBBzBNtjlodkr4blr4blS4Mtr8fkb1SKN6Py1yOyN6PyV8MtoLm63CdZ6hUv9ojmuwTzXbz5Lt5cJ3emnT3bwZpqZ0y00sBYk4tTZmlGaOuzNZVJY9i4oYLYUdSt8YJbmqI7OnSsDvvAWPXUUhfvJKS5KTleOtzDQvl5mJCwLCypmWypm5bjwUKCGUXTfBtpsaM5Gu4RW2a+mwX2A0cjHmwUmO1mzHYz5rpoAO4zHe98mC7aXBctQvbp9oaZ1vqZ1vq59saZVvy0fBXuYWnlpKRyUlIZEmCC3EIPDeanQvzkHFtlorE4To14MJh0hnZuPfvqtt7EcwPp1wazbo7l3dOinhrL4k2VSebaTMB3YxPMQsq3kvOtFLidhrBS4GYyzEKGgLLdSMg24TON9RkRuAOpqxKHi58OYeL6sXEdxQ/b0U9GalNtDKSfh4mGe6Ry9/DQEbgDvrsEOCcfGPFol6DELSx18nE2DtrGQdu5GAcPa2EVRcPdTENaGAgrE/kuM5NnoeWbqAgro8BMQ4IDOnrKEvsqktoxz4WQWAXqGTfrDiP1OjPrNinpCv75OXbOXU5uLBdyj5l1W4qK4+c+YGbeq4m7iLx57NqOj2I2frh33Qe7Pv/94S0fH9r00ak9Gy4c2nFq98Zj29bH7Np0avfmM7s23Ig5ePXk/hun9lw49GXCvQsrb//8Gwm6/2XD/d8B3N9+/4PfqeoU41VtLO2QzKbt8jvGJv3GqQn71JQrNOH0BxzBoH0iZJsO2KZ85rDXGPSagkFraMIebbmsqcR/XWteH0m8eJ26yAqaNa3Rnx1eXePPBDxGj0PrtI7bTKMWw7BRO2DUDpj1Q1aTymYed1g1LrsOyGHV2C3qyEOXXed26N0OvdOmdbzD+hqyexx6j1XtsOqcLksE7m1VaSO1yYOk3FFqnooKV9NQBjbaysPZBaVucbWnleTvoAQ6qYEOeribNTPAnxsSzwwIIzsGFgekS4MtgO+vR5Tfjiu/HVe+GpUtD0lfj8hA2n15QPyqrwXAHQjAfa6TO9fJnulkTbYxg/Jmv7TJI6yxM9AmElxXk64uTRgtejSKujWKuD6Wf02NuqEtvKMruWesemrDJ7qI6S4KxEXL97KL/DxMUFQB+D4lq5+W48HCmblWIjj0bradNttOA5X7XBdzrou52Mtc6GFENN9NB5rpos92UlcL9k7qTDtptoM830UBT852kAHZp9rqp5V10601M634GUX9lKx2QlodIfuUtMorRPuERXY61EHNcTVnWmqTDKUv1EWPx7Mu829srz3yAfPK1p6ErwfTro1k3hzNumVEPwGTq+aabGNdrqkRZmyAGOtz1PUZJiLEQoaZSVAzKddMyDE0ZBoaMk1NuaamXGNjlqEhU49P09alaOqSdPgUXUXiWPmLwbIXgxXxnSVPW9GPh+tS3Xy0h1fk5ha6OAVONsrFKXBzC4E8vCI3H+3iFTs4hYDv71qsGCcf5+TjQCgeyMoutrCKLKwikHYHq8EsDISdXWCh5euIuQYy1EpHmGlIMw1ppOSPN+aoGjMHqlJ6yhI70M8leQ9kiKestNvNLy6zc+5R025WPIihpd+ipd+iZ9xmZN4Rwp8IIA95OfeZWXern196+NWGmI0fHtu6bsvH/3R426d71n9wYNNHx3dtOL5r4/FdG2P2bjmxa/P5fVtP7d4cs3fTtRO7zuxd9/h6zMrbf/+rLfPf/Pph5e3Kv33/9t9+eLuy8nZlftJpHJFPWcaCLsNEwDoz4ZyacITDzvCkKzzpCk44QwFLyGea8pmnvcZpvyXsN/v9Zs97TI/w939J9jVvBIW20zrutmsilXu0+R786U7gX5pcdVrHLYZhg6Zfr+7Tq/uM2gGbadRt1zisq3LatE6bFqDc4zS4HfpovjttWrtFbTWpHBZ1tBsD7n8J7qN1KUNkyBgNrqLnaxmFJi7WKih1Ciu90lpvGznYRQv3MIKdjHA3a3ZQMD8smR0ULfSLVnunQzJA9jejrX9Stb9RKd6oFCDzHplTXegXLfdKF7vFC93C5T7Jcp9koZs/38Vb6ObPdrCmO9iTbcyQghaUNwckjR5ehZVWZG6AaKu0zglNAAAgAElEQVSSVegno6g7w7CrQ9BLI3lXxpHX1ejb+tL7ltrn9sYUOynbQYG6mQVeTrFfUBYUrZozU7L6aXkjqN+nWklTraQpZfNMG3WmgzbbSZ/tZMx1Mdcw/Ue4d1BmOihzXbSFHsZCNxUcwTHfRVkt5NtJ021NU234yda6KWX1lLJ6RlG/WrZLqsKi8pCwLCQsC4vK3WKMR1xsY8KslAwbKc1Yk6gte6ZCPxlKO9cWd6T6yD9XH/5Qcudgb/z5sfTrmqw7Y7Db+sInprIkY2WGoSbbVA8x1udoqtLHa9PMJKiNArc3wx2UPBsZamnMtjRmmwkQCxFqbMwyNmZZiNl6fJq69qW+IVVXnaStSVLVvBytSxmqTeooi+sqj1cRsgHcnWzUGriDhw5OoZ1d4OQWuQSrLVaXoMQlKHHwsIDy4N7MLDQzCy2sIhCwsTELQeXu4BRaaPlg94CNgVwNQTbDVQ3ZqsbMMXxWB/a5DPFQDLsvR8YJsu4xkq7zYY+4kAdVj05TUm+Qk78hvrxKTv6GmnZTBHlESfqGB31Y+/ziy9O7Lu/6PGbnhk/+5/84sv2zw9s+Pbpj3fFdG47t/PL4ro0ndm0+tmPjqR0bzu7bdmjLuuM7Pj277/Nnt8+ufPfXKORfxvUWlPA/LC/Nel3GoN8E3PNo/XpuPdpdie5/RvszwLpZM54aeSN4C6iUPQ79u4OqzUDvDz1Flrm/vwfGaR0360cshlGrccxmUjks6oivAjwWgGyPQ//u/Gt9xH4Bf43cr7Haf4S70+RwaT0Ordtt9PiM48LmHkzKYGPyICFntBmmZSN0HKSGhTQIcPYWvFNGDLbRgm20cAdjsos108uf6xeuzi4Nt8wOSeeGpPPDLYuj8qUxxatRxatRxbKmbXFcuaRSLquUr0cUrwdlwJBZ6pMs9UkWe8WLveKFHhHor853C2c6WVPtjKl2xlQ7Lagg+loa3eJaG6/CQS8wNkA0JS9VqCeqvNgRyPUR6OUx+OVx9N1x9N3x0lh99VMT/qWVkOWmoEKsUge/MCSvnFLUhaX1Ey2N0wriKt+VpNlW8mwrebqNPN1KAYif62LMd9EWuukL3fTFHsZCNxW0SWfaSWElfqK1Yaq9abareaaDMtVGnm6nznUxZjrJkVXpU62Ns20N08r6SXktODxkSloREpYEBbigEBMSYQMCtI+LdDHzPEyYhwZxNKVbapMMFc/GsQ9VeXfkT0/QL20t3fO7uq8+an90YuDlhcGkiwM534zBbhtRTwyIp47SNFddjqYsUVudYm3OczEQbibSQYPbm2EOCtRBgdrIuR4Wyk7NszZDbRQYMOLNpFx9Y6aNkG6oe6mpTtQ2pOia0kfxyb3VCZ3lz1zMAjer0MMp8HAKXFykk4NwcvKdnHwnt8DBQdnZSDsb6eCgnNwCIDsXbeMUW9lFNk4xmGCycovN7EIru8DGKVwVCwVC7lYm0sKAGygQKxPp4BSaGIhxIkRPzR9pyBrEZwziM1qKnkiQj+kZN8WIOH7uA2ryTU7OQw7kEfrWscrH52rjr9Um3MA8Ol+fcoeV84Dw4pIQcr/hyTnElQNPj2w6t/2T/V/8067Pfndy1xcnd244suXzr/dvP7Fj46ndW45t3Xhw25dHd248tu3zfV/8ft/GTx7fvrry9jdiuf/G4B7toa/h+y/B/ZdYv+Y+OiX5s3AHwF1D9l+B+5pdAsCKsZvHANZtJpXdPB5trURDfA21o4EeeUu0JxN977EbAdxdLoPXbxoXNvdiUwHcRygwLRul5xbquUVmcYVL0eRRNgc66KBmn+rjzwwI54bECyPShRHZ/IhsfkS2MCJbGJEtjSkA3JdH5ItjisUxxdKYYnlEvjwiXx6SLfVJAM2B1vB9uoM52UafbKNPtlFDSlJATvC14J3CahOzUEeAqSvTxtHxatQjVd6t0dyrwzkXRnKuqODX9YW3zaUPbFXPHfhULxkaoBd6OAUBPtbPK/FxSoP8qklx3YwEvyAnTCuaZpSkGSUJlPARvoOjR+c6V3ukM+2kSWXThAI/2dYYVuLDSvxkG2GyjTDZSppsJU23N0+1Nk4qGwDcJ+W1QBOymilp1aSkPCQsCfCxAT4WkN3LLfRyEC5mnosOcTZnW/EpxqoEbemTMfR9Hepee8Ip3o09+GOflO76R9Lp9a2PjvcnXejLuKSC3NLl3VdDYrWIR3pMvLYs3tSQbiJCnHSkh1XopCNtFJidmmen5lnIEBsFZiFDIli3U/Oc9HwbBeYgZ9mIGSZChr4pTduYNoZPHqx52VvxQl2fYaPme7mFHk6Bg53v4iLdPKSDDY+QHcAdPLSxEA52sZ2LBrJxii2cIjO70MIpsrBQFhbKzESa6flg/YCFgbAzUSYazESDW5lIEw2ubYaqCLk6CnyoPqO3JmWgPl1W/FSU/5CUdIWVHcvIiG1Ovkl6eZ2WcbfswRl07MmSR+ewjy/gnlzExV0iJt/EP7vESrtNfH4JfetY2vn9tw5vPbnjs60f/cNXm/94fPsXX236JGbXpmPbNhzbsfHQ5s+/2rHp5N6tp3Zv/GrTJ1s/+advzp0Eg+v/1WD6z7h+K3B/tTznc5vCwR/nj97n+89qDdyj10D+EvHX8P1dyb9K86DXEvRa1sB9zVKByCIB8CvB69S5bOrV0/Is6kgBvsY0f5/joJBfg/U1gZk1DyNwd7oNnoBpXETpwaUNEFIGSbljNLiOU2jkow0CnFVa5W0j+Tso/m5GsJc10c+fGhTODItnhsUzw9KZYemSarU8fzXeCvR6TPlqVLE41LI8IgegfzWqeKNqfTWqWBiULnWLorXYJVzoFCx0CqbbWJNK2qSSNtlKCclJITkxKCP4JPV6DlpLQY7jczQVKRp03DDsTlfKubb4mNZnx3oSY0bSv9bDrtnQ9zw18QFiZoAC8dLhE1z0lLBiUlA1wasOc6umhXUL8sYpeeO0omlaQZxWECeVxEklEfB9QkGYaiUBSx2QPSSr80uqI+X5pLJhuo0Izq6bUDSGZHUA6+GW6qCkMiSpCEkqwtLKsKg0LCoN8LE+LtrLLfTzi328Ig+nwMPOdzHzHNQcKyEdeDJq3KORolg18m5P2gXpwyOMy9tK9/yueNvf0y9t744/15Pw9UjqlbH0a+qsG+O5d4Zhd1TYp2Z8moUEd9IKXMwiGxVpoyJdzAIHq8BMhQO+uxgIFwPhoMGd9HwHDW4m5dqouU4GzEGHmkiZWnyqFp86Xps0WpUwXJU4VptsIud6OAUefoGdBbcyYA52voOFXCMbI99Kh9tZRU4O2snH2rno1fYpq8DCKTIzkSYGApAdHMphpSPsTJSBAgMlvIaYoyLkjjZmq0nQ/prUzorEgboMBeYFH/4Q//xCU/xVYuI3hIRvyCk3ySm36p5fRseeKrobk3/rRMmzy0UPzlfGXap+egH/7FLjiyvo28ezrh6OPbYtZuvHh778w6Ev/3B06zoA93MHdsTs2Xpw07r9W9af2LPlzN7NJ3as3/iH/3n+xKG/rh/4S7neg/v7mP51uL/vpEcPqa7Jz6yp36PhHvJZQz7rGrIHPD+6PdFTrKBUj5TtwJABSwJ+Pdq4plQHcAfP/MR7eRebef+7wWM3OhyaCNzVUlpPaXo/MWWEAlMzkQZesUGAM4nK7S117laSr4Pi62EG+rgTQ8KZMemsqmVuXAG0PN66/A7rr8Zbl1XK1SP3ekVLgy1Lgy0Lg9KlYdlrddtrddviqPzbAdmb/pZXvRKA9bl23lw7b7aNO93GmlDQJxTUsJwSlBGDMgKIvdv55SZmsbYJOladMoR50oe425l7vT3zijw5RhJ3WPxgX9uTw8NpZ/WIG7ayR676FzZilo+ODPGwYV5ZiFcxIaqeltZNyerB5OqUvHFKTpiSEyYUBMD3sLxpQtE41UqYbiNOtRLC8vqAtMYnrgrJa96RvWm2gzjd1jShwIdkdWC9IiB7UFweEJUFRGUA60EBLsDHermFbjbKzUZ5OEgPB+li5jkZMFtzlqkhRV8VrymNG8c+HC2+Nwa/NZz7TXv8GeHt/U2n1qO2/B129+/Y1/e1PT7R+/zswIszY2mXRzOu9GRcVqMfWepTHVSUi17ooKKsFISdWegTlvmEZU4OBrgxDhrcw0J52QVedgEwasy0XCsDamVAzc3ZRkKmoSEdtFtVdSkD5S+GqxLNzRAXF+lg51voUAsdCoBuZyLWwN3GQoEWq41TaGIgDDS4kZ5vYiFNDITlnUC83ULLt9IRBgoMjKqON+aoCLlD9RnD+KyeyuTOssTBugwlNp4Pf1j37Hzlo7O1cRdr4y6SUm7h469Wxl2ofHYZeScm8/IBxJ3TsFsnC2LPljy6UHz3RO2zS4V3Tubdjok7s+/i3g2ndq47sP7DI5s/PvTlHw9vXvf1/u0xe7Z+teWLPRvXHd6+4dTujTG7vtz+2QdXzhz7K9z/Uq6fwh3YMv+/6JfhbotAPBro72P9nX5ykF7UJt4fffNoCq9JNP465d9X5BMinxz52NV/xWZwOlcrd2/QrJUxeioy+8ipo9Q8LbtAzy8xCios4lqHvMnTRvZ3Ur3drGA/b2pEPDeuWNS2LenaXxk6Xxu6I/YL0OKofGFQOj8gmesVLQ5IFweks32i+QHJ0phiWaVcGJH9y7DyT4NyAHeA9dk27lw7b6adPalkTCjoYTkl0ELwS5v80kaPqD7Aq3bS0fomyGhN0kh1vBqfbCZlO2gwDxvqIKUbK5+Po+72pJ/rTj6tRlz31ye4qVAvE+FhFbqYRV5eyYQCP9Fa72+pivB9UtYwKWuYlDWBmn1C0TipbJpUNk0qGyYU+LC8PthSG2ip8omrgrLqCWXdZGv9ZGt9WFEbktcEZWuZDhz2AB8b5GODfKyPU+hhoTwslJeN9LKRLgbcToM46FArOdNQn6SviteVP1fjHo2h72sK7w1Dr/ckXxDf/4pxeUfZvg9zPv8/sXs/5F7d2/4opvvJie4nx9qeHOlJOWfGPbPVptqJMDcF4aYVuuiFLjYmIK4IyqoD0poJUamTjrQ25znpSDezABwg7mUXmelQIzXXRM210aA2aq6ZmGnEpxrxqWp8ynh98kh1wnBVvI6Y7eEVeXhFJgrUzUa4WPlOJhwocm9noiKWuoWBMNLzDTS4nppnpudZGHALA26h5ZkoUGMzxESBWihQAwVmYSBMVISWCNWQYQO16f01aR2lCa2Y+L6qdFnhcy70If7F5dL7pysfX6h4dL4h4Rr+5TflTy40pd4pun8WduNE9rUjmVe+yr15quDB+dyrX2EefQ2/eRR680T81/tuHtx8atunhzZ8ELP982NbP937+YfHtq0/uWfz6X3bD23feGjrF8e3f3Fky2f7Nn4Se+38D9//+bsffhMt1d8K3JeXZj1OA2iorgH0r+uXrJufNeJDPnME7oDs4P59pvvdpnf6Sc49aoPYTzLpgL9e59qhpPcN9DUe+vtwj/B9TQjyXc7dACp3h0vvDpo1CmZPZVYvOXWYmqdmFxn45SZhta2lAZTtwW66v5cTGuBPjUhnxmSzKvmsSj6nUi6o216p2362cn89pgRWzOJQC3j4eky5NCz7l2HltwMyAPf5Dv58B3+xS7jULZrv4E8rmVMKxqSCGpSS/OJGn6jBxasJ0kvdtCIbBWam5Tq4eQEZdq6jeqmnYVpZMiMvXZBXLEhKA2SopvjRQM7VgexLxvokdzMkyC0OcHFeXkmgpSqsrAsoqiektZMtdZMt+MkWfFhaP9GCn5Q1TckJwGwBWAfHSYfkNSF5jV9UDtbkBiWVflGZX1QWlFSEpJUBUZlfWOoTlAQFuJCwJCQsCfLRAV5xSIDxc4tcDISTnu9lIwO8Qg8LYadCbdRcOw1iIWXo614aaxINlfHa0icqzAN1cWxPxsWulHPiB4dpl3fiY77M2/T3Wev+Brf/j8xrexQPjopu7hLc3NmXct6KfWHGxesqkhyNOX4GKsjF+LhYD7/EL60MK+vm5NU+TrGDhnAxUC4GyklHghsbM89Mg5iouQ5GnpMBs5CyDI1phsY0XVO6rildVZc0XBU/Vp9qoeWBZKSbjXAy4Q5Gnp0Oi5aVjrDQ8k00uJm+uv1RT83TkCEmGsxEgxmbIQZyro6YrSNmG0k5JnKuoRlupOSDkIy2GT5Qm95TmSwreiJGPGrDvhTkPWRmx+ITrmDuxZQ9Pl/y4HzVs4vU7IdlTy5UvLhWcP9M8eOLOTePZ1w9kn79NOTOmZRLB2C3j2Zc2Zd+6eCzmF0Pj24/u33d4fUfHN/08akdXxza+PHRHV/E7N1y+sD2k/t3Htzy+aGNH+/74vd7v/z44c3Lb3/4t79W7n8R1zu4Ly3OuB16v9fwvksOCvBfCjVGA/2XerDRiZoI00M+a9hvC/ttvwR3n8vodf64eD16N6Tbrnkf3IDI7zdFf7ZBGmmr/tJr3qf86m8Cq/4ncG9l9VZl9zWnjTLgOh7GJKw0i+sccqK3nervpIb6mOE+3uSAaHpIMj0kmRoUTw1KpoeksyOyN9qO15r2N1H6drztjaoVPP9a3fZG1fpG1frtWOufRpRvhuRvhuSvBlpAc3W+Wwg6q0t9koVOwWwbd7aNPa1khmXNAUmTV4h3cKp9NIyLXuhg53uE+RNt6IXuirn2qklp6YIIG2AgHJT8ABe3IKtbEJZ7G3L1hU8H827pcM+8BOgEs9jPKPayMAFRWbilakJUHZbUhCU1YUldSFwbFNeGJHVhaUNIho8cRxdsqQ3KqoHAjtyAuMLDx7l5WK8Q6xPhvEKsj4v28zCgaxrgFUfk5xZ52QUuBsJBg7kYcA8L4Wbm22kQKyXHToOYien6upem2pem6kTQUB1B3uzOvNiZ/LXk4THG1d2kc9tw+/+Yu/Hv0z7/28K9vyed28y4tJl3fftA8nld/kM1/JEG89RY8dJDggRZhX4u2sVBe/i4QEuVn4t2MwsiZAeVu4uBcjIRDka+g5HnZMKdDJiNmmsmZ5hI6QZihhqfrKpLGq9PHqlNHqlN1pMgLk6RiwF30GB2KtRGgVibcy3kHDMp20TMMjZDgEw0mIUBN9PzDBSIpjlH35wLyK4n5eiI2QZitoGYbSTl6EgwPTnPREXoyXA1CTZUn9lblSLIu8/LiZWi4hiZd8gpN2viLqJuHsPc/7o49gzm3mk65EnJo3OQa4cRd04XPjyfee1oyuVDLy+fTL0W8/LC/oxrh5Iu7Ek+t/dZzK6X5w5dPbDl6PoPd3/0D8e3fHp0y2fHdq4/vmvjkR0bvj6y//D2DQc2fLT38w+3fvJPNy+e/qst85dyRcHdZdd53booCpsj1krknOufnS9d8zUQAX046ryO8I8HZP+E7BG4rzFn/G4TMEbeXx0D1gm8n34BaI5uqEZTPvplwG0HL/sVl+Z9uHudhmi4e0IWbRu7tyanl5Km5qBMolKLuNYqbXQpKd52uq+LGuxlTPWLZgYlc8Mtc8Mtc8OyuWHZ4phyeXy1cl9WKZfftVVBQ3VBpZgfky+OKZZVyjejym+HFW8GZa8HWl4Pyl4NtCz3SyOByNVwZJdwrp03186ZbWNPyClBKQHA3cPC2RhIMwNi50MCCtR0KzbAL7ATIb6K1GATbIKBCfEqwsKaWWHNArdinoGxFT82FTxxlCWFiYgwrdhHLfTRi7yM4rCwKiysComrg6KqgLA6IKoBfA9Ia37Uu7NGAy1V4ZZqcLqFV1ACyO4RFDu5BW5WoY+LDvCxQT7axyn0sgt8nMIgt9BJzwf3LgbcRoHYKBAnA+ZmwS3N2XYaxERI09e9NNclmWteakoejxTF9sOujubf6Eo73/L4BOfWAeK5bRWH16F2fpj4xT/Ef/x/oHb9Y2PMp7zr2/sSzo1m3VJDH2nRj7XYOEt1socC87EK3KxCB7vYJcB52UV+LtrLLrJT80GixssuctKR4P9n1RqiQx0MmJ2Ra6VlaxpStI2pmobU0ZrE/or4/or40bo0LSEHkD2CdSMhU9eQpqlP0RGz9aQcYzPETIWZ6XkmGsxAgejIOTpitoGca6JATRSouRliIucaSTlGUo6GANGRYCYqQkfKUxEgw/is/uoMVvYtduZtIfwJJfVGY8LV8odnoZcPoG6dRN06ibhxlA55Uv78cublA9i4K4gHX6deOpR4fl/CpZOJl47Fnz+QcH5XXMyWh0c33j+4Pj5m7/2Te89uX7fnj/9XzPbPT2xfd3THF8d3bzq+e9Olk4dP7Nny1aZPDm38eP0H//D1sQMrK999//Y3cVrHXy7c367+5+3Kytu33y8uTLtsWr9TGwkjRvj7zjz5maHTNfiOrt/DfttEwA4EPmciYJ8MOqLdmOia/f3zmIDJ7nFpo6RzO7Uuh8bl0DgtOpdVHy23zeC2GRxmrdOii/zVadE5zFqHWeuwjf+8LGqHRW03jwNFZpd+lu8um9ZjG3c51CbbmMNtmAjYjZ2invo8LSFLzcGZxFUORaOnjRzsZoZ7uRN9vJlBycyQaGpAMDMomR+RLY4pllTK5fG2N9rOxTHlkqp1ebxtebxteax1aVS5OKJYHFGssn5UsTQsW43NDMkW+iWvhhVvRlv/NNL6akC21Cdd6pOCsaa5LvF8t3C+hzvbSZ9qI4cVJJ+k0c1rdJDyTESIk1sQlJf4xEUuOsTVmOqsSjBUJjoaMkN01CQHG2RhgpyyCUFVmF89ySnRliaOIB/Yq5InyLAAJc9FQ3rYmCCvNMQvCwvKg4IyHxfn4+L8grKQuBIoKKoIiioCwnJwExJXTkqqQsKygKjMLypzC0vcQqxLhLXxipxMuIeD9HJRbjbCzUZ4uSgfr8DLRTlpUA8T7mXluxl5ThrUSYPaKbkWUpaJnG1tzjURMgy1ybrKBDU2bqzwvqrg/nDBgz74nY6sqy2JZ3kPjzRf21l7+ovSIx+h9nyUueEfUtf9Xe7mfyRe2NOdeHE49aI256oBes9c+NRc/tJBgnq5hU52oYOODHBxHlGtT1wT4Je46QhnM8RNhXmZKB+n2EUvfFfRI1wMBKjHnQyYoT5VX5eirklS1yRpapNVNS9HKuMHSuM09Wl2ap6VCtM2ZugJWTZanpkKA36LiQK10PIM5FwtIUtHzAagVxMyxxrSNMQsEwVqIGZrGtINTVlmUq6BANMT8zTNcAOzYJgIay9P6q1Mo6V8w8p5QEy6zsx5WPPianHsGdj147nXjkK+OZ578xT60UXM/TPwawexD85mXzv67OzBp+ePPzhz4OmFIy8uHou/dPzesd3Xdn9559D22MM7bx3YdnHn+hObPzm85eOzB7cd3vzp8a3rz+7ecmrf1ltfHzu4+ZNjuzZu+eyDM8cOrnz3599GEvI3BveASxfJI0b7JxG4v2egr4V7xJZZA3fwVTERsP8s2f3unyH7aszx3Qb2yAF4LofGaVsl+Cq4zVrAdEDzaO6Dh06Lzm5V2a2qaKyDZ0AoHuTiozOUv5SG9FjVLofG4hh3uE0hr13fKWmvg6pIOSZxlV1e71Q2uVtJgS5GqIcz2c+fH5HNj0rnR6VRZG99rel4o+18pW5fHm9bUrUujikB3BeG5XODLWCmCQw0Af/9zajy1bD81bDi9Yjy22HlqwHZcn8LgPtSj2ShS7LYI5rv4ky3UycV5FALwSdqcPHqDQ3Zdmp+SIQNSbEOOlRTHa8ufazDPTZVJ1nr0z0kiI+K8tGLQtzSKVHNhKh6klPiJuapi5+OIO6ZyxI8TTkuMszeDPfQi31MjI+N9XNwfg7OzysBAutwweFEEXl5JX5hqYeP8wlLA+Jyr7jEJyn1ikucfLSTCQdM93CQoAkJeo9mYqadkgv47qLDANmNTelGUpaJmKXDp2irEnWVCRrcM1XRA1XB/ZHCh4P5dzuzr8mTzgkeH6Pf3Nt4flPNic+whz+FbP3HlM/+NumTv0Xt/gPv9uHBlAtjmee1sHta5EMN7rmhPtVMyrU057kYqAlBiV+KD0qqg4JSLxPlpsJcFKiDkmen5nuYxV52kYdV6GYi3UwkqMqdDJiVkGVszNDVp2pqkwHcR6sSRirjh8rjx6qThqsSh6sSdU2ZdjoczKwCS13dmKHCp403pAO+awlZWlL2eFOGlpRtbIbomjLV+DRNQ7quIcNAgBma8/U0pIoMH26C9NZmdJamUJKu4l9crn1+kZJ+t+rZZdStk9mXv8q5ehR6/UT29ZOwGydQt47nf3MIdvVQ2sWD8ecPPzr71cOzB2Nj9j45eyju3OH7x/dc37/5+t5Ndw5tv/vVzku7Npzc8umhL/9wdt+W49u/2P/5R1/v3XZyz+ZLx/bF7N10YPNnWz774HzMkZUf/n3lh98E3X9DcHfbdQGXbg3To7R2Ful/CXdA80jt/0tYB/oluIOzkwDZAdxXd79YdA6z1m7S2Ixqm1FtN2kiiP9ZvtvMGptZY7doo2UzayKzrNHjTmvc+eigpNeid9l1NqfO6tAHvDZDn6y1EalhoWwyvFPZ5FQ2ORUEbzvV38kMdrOnBgTzo9KFsRaQal9SKRfHFAujirlh2St1+5KqdWFUsTCqeKVqe6VqWxxRzA22LIzIXo23/knd/id1+xtV6+sx5ZtR5esRxathxfKQ/PWg/PWgfLm/ZbFXstQjWe6VLnWLl7pFC12cmTbapIwYkjT6+PUudq2hKcfDKgxyi91UmK765QjmoQr30FQTb6pNNtelWBoybIRcJxUR4OImJVWTkqogEzvFwpkr0/sht8dQD+w1Ka6mbC8Z6qUW+eloPx3toRf7WdgQtzTIK/WxsT4u1sfFejkYDxvtYaO9HIyPi/XzcGBzlkeE80lK/eISnwgDbBkQg/FxUD4OysNCOGgwYMKYCBkWUpadkuugQqzkbGNTur4h1dCYZmjK0DWkjdckqivi9VWJ2pLnqqIHYw0AEYgAACAASURBVIX3RwseDMDvdGZeVb48J35ygn3nQPOlbfjT60uO/TFvx++SP/+7Fx/+TeIf/qb65Je9yedGMs6Nw++pUQ/1ZQnGulRdfbqhIdNJhgcZRR5hlYdf5mGjPaxCNx3hpMKdVLiTjvSy0MCuAflIYKm7mHlOKszeDDETsvT4NE19ynht0nhtkqrm5Vh10nBFQn/Z86HKBEDqsfrUsfpUFT4DaKw+faQ2dbQuTd2YpSPmaknZakKmmpCpacocb0jXNKTrmjJ1TZmaplw9Ga4m53VVpfbWZvRUZ7YUPSckXql4fLb84dmaF1dxD8/n34qBfHM89/rx1POHsr45kX7pEOz6UcTt46lf7076eu+Lc1/dO7Hn/un9Vw9uvnNi94OYfbHHd988uPXyrvU3Dmy5/dWOizvXn9q27quNH53Zu/nsvi1b//CPJ7d/CZbMXDy6e8+GP27+9J+vfH1y5e13b38bh6j+VuC+tDjjtuuCbv37WH9njlveh/v7fdc1cI9yddaGHaPyMKtw/9mzUn0effQB1m6H3mHVWE2qCNbXwD26kI8WQHm0AN8jdXp0tjISfHx/xMlnMTktOptDa7ZpA16bdbSrm15qlJTZZY3uVpK7leRpo/g6aL4Ohq+DAfg+NyJZHVkab10eb10YVcwOtYCafWFUsaRqfT3e/q2m84264/V4+7JK+a224//Vd/+LthPEZl6PKEDxvjTY8mqg5fWgbLlfutAjWuwRveqXLnYJlzuFS528uVbGhJQYEjX6eHUORoWhKcdFQ9oJudqy+HHM03HsY235U3tjirEm0VSb/O7IbKiHVRgU4IKC0hALN8HG2eqy+2GxXZnfDOfHGsvinfgMTzPKRy30UAucZISbgvKzMEEOzs9aZfoasgf4JS4R1inEuAQYNx/t5BY4WEgnE2Gnw7xspJuZD1qmkSakk57noEJAqW5oTNPhU9S1LzV1SfqGVF19qrYuRV2VoKlM0FclgvX0I0X3hxCxfbBbHRlXlC/PSeNiuLGHqFd2NJ79Enfsg4L9/5S1+Xcpn/8u/vf/I3/HP0sfHR3KPDcCuzWKvK8vizdWJ6srXur+P/beK6qtPFv3fT9j3HvO2aG7q8su25icc845Y2MbYzAmC1Am52AMmCwhJHLOOSMEIgrlnBPZGZOMXd13767AfViUNm1X9e79svfo6l5jDo2lZZkx7IefJt/8/t9EwyVN2Vtt+fL+MmlviaynGBioSrsKFL1PdwZLAbhvD5Rs9T/dGXwGiO/K/nxlT768K1fakS1oTec2pbBwCDoWRsfCGPUICgqyUZNIRkOoGNgmCrxcGb9UHrteC9msg1PqkVRs8mYdnISGUeqR9IZUagOS2oCk4BCUejgNhwQkeE5rBqMpk9mWQ8KlLdXAN7CZhErkSF5MEzi4ItKrOsa3OjagKMwj+75LbqhHZohHvLsZLNAe6medHGibE+IM87WE+FpFu5s/cjAKcTLxt9C6a6sf4mTywNH4no1+oLnWHUud+zaGARY6nsYaTno3XYw0fKwNTW99Zaer5myq42yq4+9oZq2npnPjN8F+Hhc/fvePzv1v/PoC7kopZ1/J/Tmsi6/q5p914lc/dlWK+axVV2H9M6YDrpht+S/vUFWRXc5TyrhyCVssoAt5dBGX/mXDDvTyqvoz3Isu+S7iM0R8hljAlIrYMjFH5Yv/rD4brqoOPSmFfJmQLZWyJRLWiy2RnE7cHMaIZupk0y3b+M5dQvf+Uu/LlYGXKwMvlgdfrQ6/Wh1+Rxo/osyc0OY+MBc+cZY+sYkfGASV5n7KWDhnLn5kLX1iE7/lLJ8x8Ocswh/YSwDcT8gzZ+TZjzT8CWn6S7ifrE4cLQ0fEQaPF4cO8f0vJtv2xxq3ButEnRUsNFLcmMWrhVOfRjFKY5hl0bSyJ8yqGHY1iI+BiHBIAQ4pak6TtGfJewoU/UW7vaX7vSUHPc9kDVnM8kRGSSzreRy1JJqHSRc35oibc4WN2eLmXEVX8U5f2U5fmaKvWNFXLO99ChTwVtFXLB0qkQ4XSweKxD35ku4caVeOtCtH3pUr780FPDCqknRlyXtzlV054pY0LhbOxcJ5OITqhomBcerhrDoIGw3hoMD08rjNZxHU0siNwserOQ8X04PxyMBZsM9YtEv3A4tWfwO0t1qVq1q+xfUck5sIzX9FqP8/jX56KwgfYnLgWsY9anEkvSyWXBrDqoYoWrL3up5uDZQB30lbA2Xy3meAJ3J7oETZW6Lq3HcGn+0MPt3qL9weLFT25Ct78oGvJVF7JrclldWIZODgjHoErQ5GRkMAZYZSByWhIeu1ScQK0OLzOEJZ7HJlwgYKulkHX6sBEytAKuJTcMn0pjR2WxarNZPRnL7ZmLbZmLZUA12vT6M05Y4XxvdmPkGDAosfuVXHBtQkBOc9dIf5WqXdc0277wHytAJ5WUAD7BI8zaB+1lA/a4i/bbijfoSzcZCVXoCFjq+pZpCVXpCVnp+FdqC1no+ZZqClbpCVnpeRhqv+LRuNa57mus5GWuaa151MtF3N9dwsdJ1MdTSv/fMdH7eLH/70D839b/z6BbirjhddRfZV0fwq3D/7zGef/9Lj+CXZf9bPrjI+bss5Sjn7KtmlIqZYwFTBXSW1q2anV+H+Z+gXc1RwB9p2mZgjl3zep/+sZ+bPDDZCnkzMkcvZ20ruvpQjIc2xxhpFU2jZdNvWfNfOQs/+Uv/rtaE368Nv1ocPN8cONycONycONy/F9DMGHuD4KWMBEN8/sBY/MAgfGATg+TmLcM4ifGISPjEJANxPN2c+UOZUcFcZIo+Wx45Xxo+Ig+8WBg4Jw2/xg6+muw4mWrdH6gWdZcznYBE6lVsNJRdHUYsjqcURlKdhtGeP6c+jebWJQgxUUA/lYxGCxmRBS6q4PUPZkbPbU3A4VnM0gXo7VPF2qGK/u4BTC2GhU3jYDFFTjqApR9yar+gq3u4v2xl4ruwrBgoYPwLNr6QzX9yVK+3KE3fkiNozJe1Z0o5seXcOMC+VdGQKWlKBJp3biOQ1JQtaUsUtaYLGZB4OIWhMFrekiZpT+Q1ILhbOxsDYGBgbfQl3anns5rMIalkUuSRqrTB8OechMfM+IeXOLNhn+Ilj1wOLlruGGD+9Uke1QpubmSa/g9z+XyU21yZj3GdA7sTkQGr+Y3pJNL0sjouCylqzlZ35W71FO4Ol+6NVe2M1W0MVir4SRe/Trd4iRc+z7QFAdi/aGXy2O1S8PVC0PVio6M1XlbQnV9SZxWtNYzcl0zFwOgYO9Oyk2iRKHXSzDrpSBZrMfzyRFz6eGzaZ/3ihNG6lCrxSBV58DlqvhQAtPL0pjdWaSW/JIGGRq2joGg6xikEQa6D05lwyLrc/M7I9Nbw80qcg1KX4sVdJlG/qHfs4N+OUey6wO85xXjaJfjbIey4JvtbxnuZgP5tEH6sIR/1oV+MACx1/c20Pg1vephrephqeZhoBtvqeZhqu+jcCLHS8jTW9jTUdNL9xNdb0tjUxUf/a0VjLzULfwUjdzdJA6/q/BHq5/GOg+rd/fQH3LRn3YIv3Jdl/FuVXWX/1M186Gq8Ggf1luP/sZqWrZJcIGaq+W8VulfCiatKvkl2lv18dokrFdJmEAbhuPiP7ZwkzX3buEgFXIeUo5axdOVPOXOPODYommxVTGMVsx85Czy6h94A48GZ99O3GyNuNkcPNsWPq9Hvy5LsrAZCnNPw5c/EDa/GMSThlLJwyFs7o/1EfmAtnDPw5Hf+RsXBOx59SZn/a4zFxQpoEdmcfrY5e7t4jDh+vDL9Z6H+zMPhmYfDFdM/BdPv2GI7XVcIsiOOVQ1kVSetFESv5jzbyQ6kFoaynj2nF4ZyKOG5NArcmgYtO4mMgPCxU0IhQtKbI2tKUXbk7PcV7A+XvJuvez9S9Gn4ubssVt+WK2nNF7bmSznxpd6Gsp0jaXSjrzleVtCsPSFgUtmXxsUhRYypQktZ0oBSd2dLOLADu3EYkpwEBFBsHV7XqAN8Fjcn8BiSnHsbFIthoKKMmkVGTyKpJpJbHbpY+oZfHkMtjSSWRqwVhxNyHy1kP8ClBE4mew1FOvWG2LffMan20S51vFdp+nW74TznGv230Mx+PsF+C+G5mPqAVRNDL4tg1YDY2mduUJm5Jl3XmKftLt4crd8Zqd0erd4fKtvuequCu6C3cHijeGXyq7CtQ9udv9RcCHnzA7SPrzRN3ZfM7M5lYJK0ORqmDAkXHIsgY2Gp1wuzTqOnCJ6PZoYPp98dyHi2Uxi1XJhErEleqEgGJhtqQQmtOJzekrKKhRBR4GQcnomEb9SlkXOZ8GbQrJbw1ObwozK0gzD39rl12iCvUzzrKxQgR7BrvbQvytU/wtYYE2oODHKM9LSJdTZ+4GMW6m0Y669+1MfA2VnfR+8ZV/4absZqXuaaPlY6nuaat+m+9TTV8TLS8jTVddNUc9dX8HMwt9G7Z6t92NtVxNtVyMtXRV/vK38Pp4vt//wfc/8avX4D7ZxxXNeA/26d/BvcvVfXPUh7/Atx/aSHqlpwHwF0qYgp5dAGXdqmo/DLQP5PdAZekyiojkzBUZJdLmb8UUaCC/mdZYyIhVy7nyqW0bQmFtzJNHW6VTbcczDXuEvpfLA8D0Y/vyZPvyePvSKPvSKNHlCmgcz+mzp7S588Y+HPm4h+4Kx9Yiyd0/BF17og6d0rDn9EXTqjzR+TZ9+Tpw82p483pczr+E5PwkbFwTp0/p84fb0ycbk6dkSaBTdkA3A+Xho7Xhl4T+l/hB17PDx7M9BzMdGxPNAh6yqgZEcyCOGpJ3EpB+GJuCDHnPinrHjXrPrUglFn6hFUWyXoexamO46ETeHWJfBxEiEsUNECFTamSzvytvjJFX+nWQNmL0eqD0QrADC5oy+G3ZvNbs9ktmcymdG5TGq85XdCaCWyt47dk8JrTuU1pvBqIGIMUY5NFOKSoMUWAQ3LqYfwGOLcRyW9O4TenXDbs7RmitnR+cwqrDsLFwjn1MAYqiVaTwESDOfUwLhYuwCWzUBBKRRylIo5ZnUCriCOXRdIrYylV8RulUcTCsKW8h0s5IQvpwTNwvzGQ+2i0Z0+4XetD8ypf9RLXGwU211J0/yXf5NbIQ4v5eHci1G8JEbSe94hUFkOuTqJjEbx6OK8xTdCWJ+4t3RqpPphAHYxW7PQXq2QZeU/BVv/T7YEiRW++vDcX0GcUvfnyvnxFf4FyoFA2UCDpy1P2FXGb0qgYGBUDo9XDmQ3JjMYUSj2c0ZixWg0Zy3nUgwwazgwhlMUTKxLniqOJFaC1GvB6LWSjDraJSyZhkWv18HUsYq4GNF0Wu4KCzxUntEKDsaAgdMLdFH+rvFBXpJ91bqg7Msg+wlE/wdc2wsUMHuwe7qgf6qCf4G8X6W5230b7oa12oo9FhL3OQyczd/2bTjrXnHSuuRrd8rbU9jDT8LbUttP+vbephpeRhovmdWetmzZa1/0dLdxtja11b9kbanhaG9jo3zbWvP4PuP8aru8vLi7+/YeLiz99d/HDdxcXZ8ev93eYYrlsZ5e7syN4uS97uavcl0tebIne7ItfbfNe7Elf7EkPdiUHu5L9HfH+jnhvW7S3LVLd7G4Jd5SCbQV/W8HfkvOAG6B2lAJVAbD+snaVgm057+pUc0vG3VUKtqT8LSlfLuKIuHQBm6qSYlSttOo40pcqisq6fvUDn0suVzzyV901EglHImQAG7GVYrpcQJOLGVsyLlOukG3Ld8V05caoeBonmajbmm3eXmhXzLYdEPtergy8Xht6tT5yRJv+yCW8IY29Jo4erk0ek2ZOyXPntIU/sIifGItnlPlz9tI5e+kja+mUhj8kTR9T5j4xFs9pCx/Jcx8oc8cbU8eb05+YhA/MhSPq7Al9/gNpFnDIHC9PvF8aO1udOl+fOSaOvyUMvSUMvcYPvJrvfznXczDTpRxtFvVhuM+TV7OekAujiNkhy7n3lvODlwvvkUofUUojKaWR1LIoenkMsyqGXRPHRYG4KBC7PlHQABU1IRWtadsdmVut6dstmfsduTvd+bs9RXt9xTv9JcreEnFnIacpm4ZNZ9QjOI2p/JYMflO6oCGNj0vl1Sez0XB+HZyLgvLQMC4GxkKB2WgIBwNmohNZ6ERuPYSPg/Eb4PxmpLA1hdeCZDfCmFg4EwNj1EGZaAgLBQH+Lh8NY2AgTDSYUQWilkTTy2JZVQn06gRyZRylNHqzNGq9LGqtPHqtNHKlMGwxPXgBHjAB9R0CuXeF2zYGm9T6aJc53Si0/l2u+b9UutwaCLMlxLvNRzssJriSUoMpBU/oZSAuCsqrR3AbkgXtWVsDJftDzw8Gyl/1lSv7ioHzTTuDz7YHirb6C5X9+VsDBcA0GBgIX7bwvfnKvgJRbz6vPYvVmEKrg9HRMEYdnIlFMrFILhbOxsHZjQg6FrpYETteGDHxNAZfAV2shixUJMw+i1yuBq2jocu1sA1M1lJ12mx54mDuE0J18mJNGhoU2J4a8TzCKyfIvjQmMOWuIzjALtHf8Z6NbpyvXayXTYyX5V0znfuWevFe9o8cjIKtNB/YasV4mYY6aIc7mXjq37DX/NpK42trrRtuprqeFnoeZlqOujcc9W+6m2obffMbO101M/XrDoZad9wcnI20HfTV3Uy1nU21DNV/H+zncfHD9z/+A+5/09d3FwDg//TdxQ/fX1wcHkh3RSuHr3blu+KdXenLPenrbdELBf/FlujFrmRnR/Il1lVMB0qF76tY/7L+MtwBsv90NpW3qxTsyIUKMVfEpfNZFCGHJhWwLvn7cwnsqqUcP1v/JbjLxCyljCsTMcV8ikxEV0jYMjFLIeVJtmRyOVdCX+DOtQon6/cIrXtLXYrZtp2Frv2l3l1C995i3/7ywOuN0RPG7CF5+iOdcEaZP9qYPlybPNqYPqPMf8tc+iN7GRionjMXP7GJZ/SFUxr+I51wTlsAjI9n5Nkz6twH5sIJbe6IMnNMmzsjzx2tTBwSx45WJo5WJo6I48fLE0fEcWD33rvF4df4gVfzvQczXVtjLZIBLK8mfa0ghlQUtZT1gJgTvJIXvJp/j/QslPY8mvY8ml4ew6iIZVXHquAuaIAKGqB8HEyEg0sbkEIMlIeCCNEwETZZ3JSm7MjZ7X26O1C6PVAi7ykSdRSwcMksXDITi6SjYUwUjINB8rApAlyqAIMAAM2rg3JQYDYawsXA2HVJPCyUXZfEqAUx0Yn8BriwNYXTAKOiQEw0hIECM2vBLBSEjYZyai/5TkYlkGtA9OoEdnUipyaJVZPIqEmk1ybSqkBUVCINA6bUJW3UxC+XPlnKe4hPu4tPC55GBAwnePRE2DffN8P46VW63S5xuF5o+Rucj854hC0+1mU2ynE2zo2YErye+5jxPJ5dncRCQbgNqZLOfHlPkbzz6VZXMQB3QHMHgK7oy1P258t78mTdubLuXGVfAdDCq+Au6MzhtqQD+gxQdAychk6iohKZOBi3JWWzDjpeGNGdGtyZ8mAgO2w0//FUcdQKCjL9LHqiKJKEy5opAfekh04Ux6/VZw3kxWIS7zTAHhY9dMsKdih87J31yCPJ3z7G0zrQXOuxq0WMp3WEq0m4s8UdS50wR9NwJ5NHjgZhTvqPnQzCHHUe2Oj5GKl5GKk76N0yvfWV+e2v7fVuuZtqOunddNS/6W2pb6b2O1udW+Ya35jevuZtZ+ZmqucEBIcZa1zC/e/jeOrFrxjuf/rx4uKHi4sfv/vTxXc//HChZC5Rpur2Oct7r3YOXihf7Epe7wjf7kre7Mn2dhU7e8qfBfrulvAvo/yvh/uVMBme6mZHwd+RCyV8Jo9J5jHJYh4DALFcxLkK6KsF9OlfxoT9NXC/ynepkAbEkElFTKWML5PxxGK2TCrYlXGkzGUuoZczjpXN4F4t97xY6d1a6FYtv35PnjymzwDe9lMG/lvm0gcq/pQ8d0qeO6PMf6DiP9IJ3zKXAIf7OXPxj7zVT2ziKQ0P/BFwfOkDbf4jY+GUPg8saTqmzp6S5w7XJt8sjx2uThytT70hjr4hDB+tTLwnjr4njr5bHFZ17ruT7crRZmFD3kZJ4nphJCHtLjEjaCXr7npu8GZRyGbpE3JZJOV5FK0ihlEVw6qJY9fGc1AgIRbCxyRxUIlcdBIfDebUJDAq4hkV8czqBA4KLMIhZa2ZW915W70Fyp5CeVe+anURqx7JqIOz0HAWGs6ohfLr4JxaCA8N46FhHBSYi4YAlOfUQdloCAsFZtYmMdFgNgbKqoPQaxNZVYnMygRWVSKnFsKphQCU59TBGDgYvR7CrIdyMTA2GkKrSaBWg2joJGY9lN2IYDYjqY0wUn3SRk08sSRiITcEn3FvLu3uJMxvIM61M8ymMdgE5a1d5nSjwOq3ZXZfd94xmo11nY52HotynknywSOCSNmhlIIn1LJYZi2U35QubsuVdOYrep4pe0t+mhIXyLrzZd25AN8VvfkA3BW9V/T33nxxX4G455LvDBySioZSUBAaCkqtTWJgIEwcjNWIYLWkkDDw0fzHOJB3U1LAcM6T4byIwZxHA9mhowURU6XxfVnhvWlh44XxhOrUJnhIHeT+89iA9GDH7EfuVZCQzFDPcGejGG+bYDuDAEvteza6ofaGD13Mg2z0HzgahzoahTuZgHxsHjvohdvr3rXQ8jK46Wms4WqsaaN900L9mpXmNWdDNWf9Ww56NzzNda00r1lr3bAzUDe6+ZWzmZ6vjambqa6zkYa94W0jja+Bzv1/Gk7/TdevFu7fXwBw/9OfLr67+P4HMXFwrCpmo/2ZhL1yeCA+frfzYk++t6t4cbD9Yk/+sx36X9On/6dM/wzuP9ki+aouXi7iCDk0LmNTyKHJRRylhHdJ4Z8jOwB3IDHmamzvX4L7zy3okItZW2KmXMxQyrhbWyK5TCgR82Qy3va2eJtB4C/1c6ea5PPNL4gdL5a69oi9L9ZGXyz3A1uWTumz55yFE/r8IXn6mDZ3RJ4FJqiA0xHwQZ7S8IBbBnDInNEXjilzZ5T5j3TCB9r8EWXmlD5/ziIAUcAntDlVLPCb9fG3q2PvNybfrIy+Whx6tzL2ZmHwLWHozcLgy7m+/enOvamOnYm2rbEWcdvTzeeQ5dyIGajvAtyPmOy/mnGHlHN/tejRenH4ZukTyvMoWsVl0SujGVUxgFGSh0rio8Hc2kR29WWxahI5KDCvDsrHIoQNycKmFGFTirAtQ9SeKenMlnXmSDuyhS3pbCyChgKTyuI2n8ezqpP4dXAeGsZFQzgoMKMKBHTxbDSEWZsEjEmZtUksFJj9HMR4Hs8sB7Grk9g1YEZNErMWzKmHMxvgdCyUXg8BnO9s3KVqz0KBWVgYHQvdxCSR6hIp6MSN59FLBY8I2SGE7JC5tLvjMN+BONfux3ZNd01qvbTKXNQKrX9X7aLW+9BqOsZtOt5jGuQ5k+RDSPJdRt5ZywqllsRw6hD8pkxxR56y/5myt0TZW/KTBegS6PKeP4M7QHbgOZDkLukvFPbksZrTqBgYtRZCQ0HpaAgbB2fiYFQMmNGE5LZlbmKSp4ui2mD3WqHBDeAAdIJPR/qDocLIrsyHw/lRU0VJ/ZlR/bmxKNCd0mi/vMdeKfecMsI8SkHBSf62j51NE+643rHWd9T8vb+FVmKgi7+tvq+1brC9YYiTSZijcZK/Y7idYbSzyWNnUz8TdVf9Ww56t2y0b1pqXDe//ZW97jde5pquxuruppoO+mqWGtedTLTN1K+balwPdLD0sTZ2Mda0N7xtonU92M/j4vvv/iHL/G1f318A0swP3138cPHDD1sr/WNF9+ZKogjNeTu0qdM3ihev9hR7Ozt7yoMd4UsZ4z9l+lVSK2XcX8K6Usb92VL17Cq4AxGPQg4NEGTkIs6WlK+C+88uWroaCPPlltS/Eu7Awz0FRyaiK2V8hVwkFnG35IKDHeGOjCVd6uPPtIinGl4sdb1Z69kndu8v970lT71ZHz2iTB1Rpt6RJoGkgfeUmTMm4ZgyB9jYAb/jt5zlbznLHxiED6zFT9xloGc/pswdU+Y+UPHntIUz5sLlSlX6/GXPTp8HyH7GwL8nT79aHT1cn3i3Nv56eeT18sibhcF3i8NvCUMA3AGyy4cbxd1l5Co4IfPReJz7bIIHHuy5hPRbSQ9azgtZK3y0+SyCUhpJKYsglz7eLAknPQujlDymPn/Crgbx0WAeKolVFc+qSgDIzqpJZNcmMWuTWOhEdl0SBwPmYMBsLILXmCJuy1T05u8MPlXNG3nYFCYKRqsGUyriSWUxlIp4dm0SQHZgLkqvvHzCqkmkVcSxKhKY5SBGBYhVlcisSqRXJzLREC4WwcTCmQ0IBg5Oq4eyG5DCtgxRawYHh9x8Gkkvj6dXJ25WgUiV8eTKeHJpzHrB48XCsMX8R/ickJmUoDGw90C0c3uIJTbAoNxTs8juWq75b6pd1PvDHKbjPKfi3GdAnjPRbvh4ryV44GZOGLM8EeC7tLtQ0fPssnqfAgkEKqkdUGaAhl3WnQtY+CW9BbL+IvlQsWToKb8rh9mQTEfDWGg4DQWmoJJoGDADB6PVQzbroFRsMqc1h1AGwyUEPAtzrI7zrYffxSKCW9Me9uc9GcyJb0Y8wiQ9KI7wTbvnnBfhh7jvgnjgnhPuE+tpGe1l/cTT1t3wlqv+jTvW+tG+9gEOhu6m6l7mmvcdjR85mUa5Wz+00k/0dnjkYORvquFueNvZUN3JUNNW55b57a9sta+5Gau5m6q7m2p6WelaaV5zMtF2MtE2vv21v525v52Zq4mWveFtU+1v/tG5/xquHy9+AKSZf7+4uPj+x/31QXzJPWJJxGxx2Fprtnht5OWe+PX7V7sHym0554WC+Rncv6T8Z/j+2Yd/qX7CsUqWkYmYIh4V6NllQva2TLAtEwBwd99DywAAIABJREFUV0p4vyTLqH7OZ237fwnuCgl7S8yUiZhyOV8uEyqkvJc7gpcymoA0KZ1tl822KudbDxY7X6/0vtkYfEMaeUMaO6JMndBmPjAXjoH5J4twxiR84i5/YBA+sYnA4PSEeimynzMXT+j4jxziR9YSECwDyDIfqPhz9iLwxXD8U8MORIkdU2eBH/52dezNyujh+sTh6vgb4si7xeHDpRFAc38x2w3wXTnaLO0qo1UlL6Q9HI1ymY5xmY53w8O9F1L88OlBS9n31gpCSU/DSU8fkZ4+2igKBW7Iz8KZFbHsqnja8+jNZxHkkihqWQy5Mp5Wk8iqg3IxMF49nIeF8nEwQQOc35TKa0zhN6WK2jPlPXlbg0X7Y6Wvpireztbuj5TJuvN5jWmUmkRyZTy1EkQuj2NWJdLK4yllsdTncYwKEKMCRC+Pp5fHs6qT2DVgVnUSvTqRVpVAr05k1UE59XBuQ7KgNR3wknNbUoVtGZx6+EZp9EpGCLk4ilmVSK1OIJXHbpRGbz6L2nwauVwSuVQUjs8JmU4JGgF79UTYN94xRvvolHvpFLvczjT/Kt/iGtbXaOCR3USk81y8+2ys61ysByHBZy3lPqM4hl0F4WKQotYcaedTYHmTovepsq9Y2Vek6C0EmA5QHrgBTthKu3JkvQXSvkLZyDPZaIlooJDdks7EIFhoOB0Dp6LB1Lokej2EjoVSMRAqBkavT2Y05cyWJRWFOuY/cqpKulOZGIBFPEAlBGCSHpTHBBQ88sx64Iq865Qa4gnytUc88Ex76BHtaRHhaR1sb+RioOZjph1orXfXxuCOo7GHmYar0S1/S517dkZhTuah9iaRbtZPXM3v2eh7mWg6G6q7m+m5mepaa1231vy9i+FNb0ttb0vdICdTB301G72bLma6ljo3PS0MAx0sPMx1HYzUzXRu3PP3/Ifm/iu4/nTx3cXFxcX/d3Fx8d3FweoQofgetTxyozJ6ruTxAi6FT+w6kJIPdgQ7O5Ktbdkvwf2XZJarcFcRXCHl/BLcFRK2CsoAlyUCOo9F4rMoEj5TKeFtywRA5w74Z37WvPgl2f9zzV3MkIsZCglTIWH+lBTPVEiYEgFVJmbJ5XyFQrCr5O2JNmWkcfZci3Khe2exe5fQvbfU9WKl9y1p6B1p9A1p5D158u3GxAfmwkf24hlz4YxJOKHjz9lLgJ9dFRYGnEoFfJAfWIuAAxIYqAKK/BmbcMpaOGbMAxtWAWfkKWX2A232jDpzQp46XB19vTT4dnn4aHX0HXHocGnkcGnkLWHo1Xz/i9luFd+lHaWMqpSltLDxKNeZWPepONcZqPc00nce4UdICSSm313JvLeSdXc1O3gt595G3oP1vAerOfc28kNJT8NX8h+u5D/ceBqxWRq19jyOXJ3ExCA4OCQXi+Bi4fwGpLAJCSR8CVpSBW1pwo4McVeWoj9/e7R4f6p6f6ry1UzN6+nq7YFiYUs6DQVeK42iV4AuqzyeUhpDLo6il8VxqpLoaAirHs6qh9Nrk6jVCQwUmFMH49TBAL5zGpNZjUhOYzKvMYWFgpBLYyhFkbTncfTaJAoqiVQNWi+P3XgeQy6NWa+MIz57gs97OJMRPA7z7YlybL5v1hBkVOVvUO6tX+hwO9fiWrHtLayPfn+I1dhjm4knDuMR9hMRTktJfrScx6wSEKcaKsClClvzRW0F4vYCaWeRvKdI0VuoEt9V+oy8J0/SmS3pzJb35Ml6CyS9BeKhp7LxUslwMbcji1WPZKFgjHoEEwun1iWRUfH0eginCUnHIlYr48mYZFpLdgMiOC3YpjDapzT+Tmm0X8kTn7LYoKxQN2SQPcjLAh7oBA5wAnk7pIT4xnpaRntYPXa3DrY38TTVcTW87W+p98jNMsBW39tCy8NIzdtU466d8X1HszBX63t2Jo8cjO5a6Trr3jC9+RtbnVtelobeVgaB9sZO+t+4Gqs5G970tTXwtjKwN7ztaq7n62DuaqIb7GLjY23oYKRuonX9jo/bP+D+K7j+7eL7H3+8uPjjxcXFjxf768P4orv0yujNWtBqVRT+ecR0dczGUMWuhPzy3Sve9ovPmK6S4JUy7mdA/1KrUZH9L8NdpZIDXBbxqBzGuohLVwkyANkvKX9lnd5nWP9sQx5QfyXcVXyXi1kKKU8s4iqkvF05W0CaZEw3Shdb95YH9oj9+8t9r1YHX60OAt7H9+TxY+rsq9XRU/r8H3jLALtP6PhP3OVz9hJgZgdA/54ye0SdA56fMQkn1PkT6vwHBuGYMndMmjmnLRyx8OfcpTM24YQ+f0ybe0eafLc2fkqZ/USfPyFNHm9MHK2Pv10afLs0+H5l5HB5WOWWAWSZ/enO3cn2rbEWSXsZuzp1OS18OsZ9Ps5zOt5tGuY9AfcmIPyXkgOXkgMXkQELCB883HsB4bOY7EfMCMKn+C2kBhIy7y5mBa/kPySXRdMq4tYqEsi1UDoGzsQgaCgwMNLkNyB5Tcn85hRRW7qkK0vSnS3qzBR2Z4l7c/g9BfyeAulAkXLo2dZg8WVSWE8+vw7OqEyglMVSy2LpZXGM5/Hs5yBOeQKtHgrgm1YHodQkMtEQTh0MmKmyMTBGHZRWB6FjoEwMjIuCcmshAgyCiYZs1iRsoBNJGPAmBrxRA1ovj10qi5wrCJ3Ovj+TETyFDBiMd+uJsO8Jt0PdMan0NSxx18m1/ibT6Ddldt+0+Oh1+ut2B5t0Bhl2BZlMRDitJ9+j5Ucxnifw0AheUw6/OVfQkitqy5d2FVw5pZUNrBMBNBngrbKvQA4sTR0sko2XSkaf8TqzWfVIZi2UVgej1UGodUkUNGizNo6MSqDVQZhYJBkDIzWkzqNTS+P9YYE2yLsOyADb8ug7z+KCMh66Ie863Le4HetpCQ5wSn3gC7/j+cTNFHzH5bG7daCtUYCNsauhho+F7kMXS39LHXfDW+6Gt4JsDB+6WPpZ6T9wsQyyMw0y0wixNwq0NrDS+Nr01leWGtetta67GquHelgGORi5Gqt5WGj72xtZal83vPlbdytDN1O9h56OAfamjsYaRhpfB3g6X3z/3f80mv6brl8v3H/84ceLi4sfvwdmJ/ukoeWSB5vo+PV66CoqnoSKWikNWSh6yOx+esBbePGKJ97dUe4pdpW8XQn1QM7YV/CUCrF8e2tbIdxW/LlnRslVFRALcxkhcBkRI1DK+AopTynjK2V81VsV1rdkXKWEJxWwRFy6iEv/WXYDoo1czPq5Vp35E50ZMhFdVV9mxQC+GrGEtyUXbEtYSiFtW8zYEjNlYo5UwpcrREIBe1smeC3nKTbnuZOt8qnGt4ude4s9+0u9r1YH326MvN0YO6JMndJn35Mnz1jzZ6z5Uwb+lIE/Zy9+y1v+xF0GGnYgQOYjh/gtbwVA/EcO8Zy5eEK9nJ1+YC6c0uePqdNHlClAcz9j4P+Nt/Ita+GMPH28MXG6MQEcXzonT5+sj+/NdL7E956sj78jDr1bGnm7OAxY3V/O9exNdWyPtiiGGkV9aAYuf7kwZgTkNpngMgvzGQG5TcEDp5AB08kB00jfGbjXNNRjOsltFuw1D/EeS/SYgvrMIQOWMu6t5z1az3u0kh2ynPVgqeAxuSKB15jGb8ukYxFUDIyJRbLqkcKmVGFTqrglTdaeKevKlnZmCVtTeE0ISUcmEPEIhLPLurK3+vL3h4vfTFRs9xXycMjN57GbJdGMChCnBsytBlNxUEYTgtmcTG9E0Brg9EYEDYek1MOZaAi9NmmzCrRZBaLUJNLqICwcgtOYzGhOZTWnsRpTaPVwSg2YVJmwVhJDLIwgZoUT0kMX0h7iU0NmEMEjCb79MR69UW6tj5xq/c2fuegVOmjl26jl2Vwrdr5e7afR4qPf5KPb6KczFGq1EOPGz4/glsZtlkQLqyDSuhQJNkuAzeI15IpbixRdz7Z6SpX9+dLubElXlqwnR9aTA+zvFrSlSXtygWNNiv4CaU+usCOT05zCbED8R/I7CrxZA5AdTkElMVGxa5Ux9Na8ngIQ2Nciykk/OdC6Mi7gaXRwTkQAyNc+1NEo1sc2ztcBdtcjztMu1M0YEuIRFeDkZ6XvbKjubKTha2vg52Dsa23obanvbqrtaa7rY2UQaG/6wM0m1NM+0MHAz1rX01TLUfeGrdZNe0MNKwN1/dvXDK/9ztVEJ8zX4aGX9V1nYx8rHUv131vevuZkqOlhrnvXyczF6LbGb/9ffw+nH777e6H7rxfuP3z/48XFjz9crtQ62BxeLnlArgOt1YI20PGb6FgqOmajMna2LH65t1TJnXv7du9gV7ajBGIgRTtKgVIh3t6S/lfhDqAcKBXclTI+sHoJKIWYK+EzhRyaiEv/EuuqYC/FlXXYV/YlsT4jO9CY/xLcRUKOTMyRiehyIXVbylRKWWIxWyTmCkWcbYVwV8qS0QgCQp9gumVrtuVgoeOA2HdA7PspPWb0PXnyhDZzRJk6Zc6dsebPmAunDPwZc+GcvfiRQzxnL33kEIECTi2phJqPrKUz+gJwZvWMgT+hzZ3QZk7ps4DUfsbAf2ISzulzHygzHygzHzanPmxOvV8ZOV4bO14be7XQ95rQDxxVPSSOvlsaeUsYeo3vA+C+NdKsGMaJ+mvZTUXrpQkjiR6j8S7zCL8JsNckLGAc5jsJ852Ee09C3CeSXCdAzpMgt+kE9+F41ymozzTMdxbhT0i7O58cOA3znU8OXMoNI5XFAUf2GfUIOgbOxiazscm8egQPhwQCYSSt6cLWNEFLMq8JIe3MAgogvqQj85LvIyUvx58fDJdI2zIZNUnk0hhyaQy9PJ5Wk8BAJTFQYFpNIiDLsOsQ3PpkLhbBqINSa5PoaAgHhwSCGGl1wGQSwcAhKSjIankc8VnUUmEEIT98OuXeFOLuJPzOJPzOODRwEOTdHeXaEeHUGGKLDjKr8DJ67mFQ4qpb5KD21OlGmbtanYtmjettjJdW913joXvmJNgdZmEUvSyO+TSaWwEW16dLm/Ol7UUyYLN2d/HWQIG8NxcoaXc2wHdpdzYQTK/iu6Q7h9eaxmxAMNEQAO7U2iRydQIVDWbUwyioJEZtHAWdSGtIX67PREPvw3wtU4IdnkYFFEXdTXvoE+1hdddKO8zNLCHAGXHPK9bLLsTFMPaOS6iHlauxuoPeLRdjTS8bfS8bfQDuXhZ6LkYazobqgfamDz3sAuxMAu0N/W31PU213I217HRumGtetzPUtDLUsNK4pfvV/7XRueZrq3ff1fy+q7mrsaaV+nUXY20fK4MHblae5to6X/9TgKfzxQ8//p1MVH/lcL/auROf3Seh4khVMdT6xA10PAkVR65NnCuOnCiLXe8pkNPm3+9y371SKLekym3F9o58S87bk3N/Ee5/LsuopBsA63IJ9zO4q7yPSilHJmQDQb5SAevq879QX3pm/nL9R+cuAM6yUmUimkLGlEqZAjGDJ2GJRKw9BUfBWOTMdQimm7YW2ncWO/eI3S9XBl6tDgK5YK/XRg43J05oMye0mSPa9Alj9gOLcM5ePGMuAEs5gDOof+St/pG3+pG1BExTAaxfFgMPhMmcMfDnLPwnDuGEPv+BuXDOInygzR9vTp5uTp1uTp2sj3+kzBytjh4uDwOvbxYH3hGHDpeHf4L7wGt834vZ7t3J9q3RRvkQVtRfy2t9Rq2CTcD9hmNd5uC+M1DfKYjvSKLnGNhrPMl9FOQ0FGs/HG03Gu04FuM0FOM8BfaeAntPQ3zm4P5TYO+JRE88MnAhI2S18Am1KomGunRws+qRHAySV4/gY5H8BqSwKQXgu6gtVdiaourcAbKL2zMkHZny7hxg75KyrwDIzpW0ZjBQ4PWSKGBse+mWqUxgViawqyC8WjgTg2Bjk3mNafymdG5TGqcxFShWcxqrOY2BQ27WJK2Wx62UxqyVxKyVxJBKQatPYwi5j6fTHozBAvtBXq2PHbAPLFGBhpU+eiVuWk+dNArs1fJsbxY6qhW7aJQ73i51vFnvrz8YatMXZDr72JmSEUp/GkvNf8wqiRPWJcvbC5W9JYq+EmnfU2lfocoHqejNv4y6/MlFo1JpgEErvyWNhUMwUGBWHRT4ftqsAlFrk4D9HpTaeGY9mI6BstuyFmuQzyK9wH42qQ99csICIIHODx0Mg6y1o33toQ+8EA+8Yzxtg50Mw7ys/W0N7XRu2GjfdDbV8bQ28LDSdTfVdjZUdzXWtNe9aa15zc/GKMTd1sfKINjZ9L6rua+lno+FvoPeLZObv7PRV7c21HA00LTWumF++yuTW/9ir/uNu6mmi5GGv62xg766t6V+iKuVn42B4c3fBnm6qBq+X/3164U7IMv8lNy8tzG4+DR4rTqaWR1LqY1fr0tYqY5bq4glVcavVsbMlYYTGrMUG8OHe6Ld/S2xUinblu8qBfsy+n8V7p917qq3V7N2gawYQGr/Wbj/Ndq6Kh9GJmJKBPSrhpnPogukQppUSJOK6RIJQyxlCKV0gYy1LWdLmUtcQjd/GrtNaNonduwud++uDgKCzOHm2DvS6NuNMcDYfkqfPaRMHtGmP7AIn7jEj5ylE/r8MW3+lLFwxsB/ZC9+yyV+4ix9ZC8Cr+cswh+4K99yloF7oHM/pk4fU6fPmAtAMOQZde79xvj7tbH3a2NHq6OqyDCg3hGH3i4NHi4Pv1saebs0+Gah/9V874vZ7t3J1u2xJsUwTtxXw2t9xkCn4jNDhmJdxxM8phO9phO9R+Ldx0Duo/EuA9G2/RFW/RFWgxG2Q0/sRmNcJuLdZ5K8Z8E+UwmewP0CPGAGFriQ/mC18MlaScxGWdxmVSKjFspEwXj1CE4djFMH5WLhwqYUSWu6pDVV2JoiaksXtaUDTBe3ZwA30s4sYUemqDNL0p1z6RPvzhO2pHNwSFpFHK0ijl4BAmwzzKpEZhWYUwujo2EcXIqgOYPXnA4cheW1Zki68yTdeYL2LGZDMhUNpaKhdDSMXJ20Xh5PqYGSKpNWimPwueGzGQ+nUu+PQgP6QV5tj20aQsyq/QyKXTTybG9m29zMsb2Va6eWY3U90/L3tf76o1EuQ/csB+9Y4BN8lpD31jNDKEWRPDRC2Vm4PVgq6y8SdmfzOzMFremi9kxpVw5AeVUBUcbC9nRBW5qwPV3Yns5rSeE0IRmoJFYdhFUHoaISN6vjKbUJVFQiGZVARiUwMEksTAIDA2G3ZPbnxsCD7BAPvJP8HaPcLb0Nb9yx0UsMdofc94QFe8V6O9x1NApyMHIz0bDWumGlc9PBSNPFXM/dWt/bUt9RX83J4La97k0rja8d9dU8zXW9LPT87AyDnEz9bAx8LQ3cTLRstG/a6N+2MdJw0NfwtDBwNtIyuPZPJjf+1UHvloPeLRcjDVudG+6m2veczAPtjS20rgX7uP/4w3d/H7s6/v7gzq6J26iM3sAkrtdDV55Hk8qiadUxG+Xhs2URc3XJ/NWRty+Vu/tbii3p/q5wX8H4r8J9Sy74THYHGnlVAy4TXeZ/KcTcbZngZ7GusktezXS82rxf5bhUyBDzaV+mEVyeZRVSAbKLgZIyZAq2XMneE25wiP2sKZwC3/CC2LK/3La30rOzNvhmffg9efyYOnlEmQDsj6f02TPG3BFt+og2fcrAf+QsfeQsnTEvjTGn9HngRNK3XOK3XOI5iwA4av7AXQECfoHO/ZQ+/548+XZj7JSBBxp5oHN/tzICGGPer4yckSZPNyaA1DBgmnq0OvpmceA1of81vu/lXNfBTMfeVNvOeLNyBCvuq+G0FrPqs1aKYkcSvfufOI5Fu0zFe4zHuY/HuY1EO/Y9tuwKNe19ZN4fbj3w2GYs2mX4ieNUvMc0yHPwsf3wE8eZBK/JOPfxOPdZqD8h4/5yfth6SdRmRRylIp5SEc+phdCrE6mV8fTqBC4GJmhMFjQieDiYqDlZ3JIiaU1VlbQtTdqWJuzIkHRny/vyZD8FuwP6tagtnY2D01BgGgpMv5QyLlcmcXApTCySUY9gYpGsxhRuS7qgPYvbnMlpTGdiUxj1ySxcKhObQkHB1p6DyDVwUhV0pQREyI+cyw6fSQ8dg97pj/fpjXZqj7DF3Tev9jN45qZV4KiRZXs7zfJWqsU1hOlvSj10RmI9ZmM8JsIcl2B3V7PDmKVxjAoQCwUTNGeJOvIEnTmCrixhdxa/JU3Qmi5syxB3ZAG2GcD2DvxbhO3p/NZUXksKryWF25zMbU5moyGqU7jUahClNgEoKgZCQyew6xIYtXEcHHINk4pBPEp76BXpZhHvZ+9lrBZsb5hw1y3G3ykhyC3W2+GOk5GXhZajwW1bnVtW2rfMtW5Y6d5yNNf1sjR0NdFxMda217tto33TWuuGna6at5WRp7Wep4Wen42Rn42Rt6W+g76auebXzma6ToaaVprfuBhrOxpoGF37Vxut624mWjZaXzvo3XI31gi0MwiyN3TQV3sY6PUTGX79168X7r8gy7BqQGRU/BomcQ2TtF4dTyqPIVdEU6qjVysipksi5huyRRvjhwfi1y9lW1uC7W3+jlK0oxT9mUNGwdlScADoq1AO3GzJBcBDAOtX4Q7wWinlSIWXgoxCzL3qivkM7r/UuQMpYxI+UxX4flk/7Uf9DO5SPkkioEhENJGIIRIxFDLWloy1JaFJlgdYk43CKdwOoXV/sWWf2PFqfeDF+uCb9eFj6uQpffqENgVgHagPbPwJYxaIHPjAIgA+9zMm4ZyOB7IE/sgh/pFDVL1V7V06oc0B4szlYJa5AMxXz6hzJ+Spt8vDr5cG36+MHK2OnpOnAXEGcMsA9ZrQ/2qh79V894vZzp/g3rg1ihP3V7FbnjIxmeRy6AwiuC/Caeix/XSM21i063iM60iUQ0+oWecD4+6Hpn1hVn1hVoPhdn2h1qORTqORTn2h1iNPHGdAnqORTsOPHadBXgspd4m5oRvFkaSymI3SaNKzKMC3Ti6PpVbGs1BgXj2ci4WyMWBBI0LUnCxqThY2IYVNSNW9vDdX1JHBb00VdWTIe3OV/fnATFI2kC/oymS1pDCakMzmZGZzMqMxhdGYwmvO5DVncpsy2A1p9Ppken0yA5vCbkxnYlOY2BQ6BklFwykoGBUNB25WyhKIJfFLT2MJ+ZHzWeHTyQ9GkgJ6YzxbQq0b7pujAg0r/XTLfXSfeermu+hk22ul22kgrL7JcVTrCHdcTQ3ZzAgTVsFkTdk73YXy9nxRS56gJVfQlifsyBZ3ZEm6soRtWUCmsag9W9adD6zPVvQWAr+dACGXgpZUIPaS24jkYmBcDAyAO1BA807Hwuj1EAY6nluftFkdT6lPWUSnFT/xvGelF+1l62ehdd/FNMLXPtzbNjbAOdzNKsDB0MVE3V7vtq2euoW2msHN3+nc+I2Zzg03U10vS0Mfa2NHAw0HfXVnIy17vdteloZeNoZOJpq+NkYBdiY+Vga22t8YffMvXjaGXpaGVprf2Oupu5nqmd74Sve3/8dG67qPlZ6TwW03I3UfM00/a10HfbWH/p4XP/6dzFN/7XD/cqBKQydRsJAVTDwRFUNGJ1JRiRtV8cTKmI2qyPWamNnnUYsNGbKN4ZdKxta2WLGvAOB+NQ/yL8P9KtmvPgFOpSokbImALuYxZEI2YHz8WavMZ6bJPysxF3DaCDm0/4iQFLJV2ZCfwV0sWBcLSGIhVSRiSEXMHSl7m08WbOKFE1jxVINstnlroX13sfPFSu/r9YE3G4NvN0aOqZMntKlj6uQZY+4Dcx6A+zln4QMbf8rAn9DnAb4D49NPTDxQ37IWvmUtfGLiPzLmz+lzgAR/xsCrTioBye9ngFOegT/enD4iTRyujr4hDr0jDp2sj6s8M28WB4CZ6mtC/5vFgVcLPS/nul7Mdu5Pt+9ONQNwlwxUc1qL6ZgsenXKcm7kaJzn0GP7yUjH0SfO49EuI0/sex+addw36gox6X1k2RNq0XPPvD/EajDUBnidinadiXUffewwHGY/FeuBhwUspN9byQ9bf/oEKOrzOFp5PL0ynl6dAGQJsOuS2BgwFwvl4WA8HAy4ETQiBI0IfgNctaZD2Jom67ocSCr68sRdWeKuLFFnlqA9Q9CewW9L57aks5tSOY3p/JYsUXsuryWLiUul1yczcanslkxeYwanMZ1Rn7xZAyFVg8m1UFodgoZBrleAV0sTVorjlvKj8BlhE7C7A7He3U/cOh+7Nj2wRQcZVQfol/vrPvPWzXfRynTQQFrdhlvfTDD6lyI3zXnkPWYpaKstf3ug5DJepr9MMfBc2V8m7ykSN2dyMXB+S4a4IwcoWXe+pDNX3JEj7cqTdmaI2y+HyariNsL5OBgfB2OhE+m1ICY6kYFKoNXEU1EgWj2UWpdERYE49ZCNylhSbRKtIb03LSTU0cTXTMNZ91qQvWGwk0mYl02Ur0OIs4W3tY6j4S07A3VbAw1LndsGatc0r/2z7q3fuZnq+lgb33GycjPVdTLUdDfTs9NVs9W55Wii7WSi6WGu622p72tt6GyobqnxtZeNfoC9qaeFgZ2OhqO+tquRnumNr4yu/7ObyW1HfTVXw9teJuq+Vjr2+jfu+7hdfP/v/8No+u+6fr1w/wUrJB0DJdUnrWDi1+rjyHWgzZqEtRrwCgpGqo5aq4hYr4rEV8bOYtO5GxMvXm9LDvZ2t8S7W+KrcAc2Wf8S3FXdulLG31YId5SiS2FHztuSceVilphPk/CZgCYDyDJfWmV+1icDFNCzq8gOpIBJ+MxfgrtURBILN8VCqlhAl4tZu2KWnLZCmx3amW7YJ3RsL7Qr8R17ywMHK/37xO43q31vN0aOKBNAAXC/7N9Z8+echXP2IuCG/MAiAA6ZT0z8H9iEb1kL5/S5j4z5P3IW/8AmfGTMn9EXPjAIZwz8EWXmPXn6mHr5S8B7ysw5i3BKnz9cn3i/MX5CmjxaHwfM2zTIAAAgAElEQVR0GGCICnTurwn9wED1zWLfa0Iv0Lnvz7TuTDZtjzUoR7CSgWpu2zM6JotWm7pZDJqFBo4/cZoItxt97Dga6QTAvfOeUVeISU+oRVeIWUeQ8WCoTe99i/ZAo8FQm4lI5+Ewu74HlqNhDtMx7tOJ3tNQP3zGvaXc0JWC8I3iyLWiCHJpDL0ynl4ZTy6P3XweQ6uOY6ETGagEVl0SGwNm1SVx6iH8BriwCclvgAubUoCNHMKmS10ekObF7RmyrmwgnYbflCpoThO1Zolas/gtWdymDE5jOqcpg9+aLWzP5bXncNuy+U2Z3IZ0JjaFVocAilQDWSkHkatga2WJy09jF/Mi51IfjiUFDkZ79Ud6dEd4tjx0wNw1Q90xqgoyKPbSynC4ibC4nmhyHWqt9ljzf4GN/u9Qgg+1NEHUmiPozhd0FAo6CnlthZyWfGF7gbS9UN6WI21MY+GShW1Z0q48wPkubMviNqXxWzIUPdmitlQ2DsrAJLGwEG4jnNsI5zTABA1wAO5MVALwv0GriafXgki1CaTaBCoaTEEn0lBgYMU2C5dcCnniZ67pqP37Ow5GfjZ6jzytwz1sQ5wt3M21bPVv2Rtq2BpoWelrmmmrad/4nfaN3zgZajoZavrbmXlaGLgYa3taGDjoq1tqXLc30vSyMfYw13Uz0fK1NvSy0LPXv2Gn980dJ4sgR0tXY307HS1HPS1HPQ07nRt2Ol876t/0MNH0t9QJtjdyMVF/4Of6D7j/Cq4fVJ37Dxc/HmwOr5TeX6uNJdWBNjEJ5PpEcn3iJiZhAx2/Vhu7WhNDqU1YqY4lomMJtY8nSu7P1SWJ1gbO3iqlBztKhWRfwnuh5MkVDNkW+2BXsicWquSXX1Jjvuzl5RKuVMSWithyCRd4rpDyPssBvmJ55FwV31WDUxGPKuJRgQkqILsDwe5iPu3S+8ijSgR0QI4X8ahyPkUsoPNFbKGMr5By5LQF2Xzb9iRme7F1Z6ntYLn75Wrvi5Weg+Wed+uDJ5Sxd6TRw83LsIGfNBn8KX0ecED+JMgsAPfn7MVPHMJH9sIZY+6ENnNOnwP6d+DmExN/Qps53Jx6uzHxjjT5njJ7QsefUqbPqDMfaLOnlOn3a2OvFgdeLQ68XR4+WOh+Tew/XBs+XBt+szzwaqnv1VLfm+WBd4SeN/iu1/OdL2fbX0617o83bQ9jlYMYWX+tsKOMhculVSFIxSBCRshEgtfgE4fJJ87jjx2HHtn23rfoCTEH2vbOB6b99wy7g3Q7/LW6g3SHH5qOhJoN3Dfqvas/EeM6DfKcSvCcAnvjUwKWcu6vFIauF4evl0RuPo/ZLI0ilURQyiLIz8IpJWHsqmgeKolREcuqiudjIIJ6KFAcDJiNiuWhEwToRAEaLMTCJK3p4q4sQXe2pDtb0p0t681V9OVJu7P5ranA8Sgg3oCDQ7JwCG5TmrAti9+WyW5KZeGy2Q05nMZcRn0muTaFik5jN+SwG3IYmDRyDWK1NHG5KI5YEEPMjSJkReDTwqbg98chdwfifFvDnTHBVpW+RgUuGunW1yL1fxtv8nWE1v8Gm/ymK9aTXQWRYlMUuBRhY7qw5acNJB3Zou48YU8eryeX05jMwiH4LWnAHJXfksZpTOa3pEk60vnNSBYWwsAkcbBJXByYiwNzsEkcDJiHhfKwUG49BFDYgaJVR1GqI6k1MVQUiIYB0+qhZAyMhIYs1kIz7jh462jes7PxsdIL97GI9rK+Y6pro6dmZ6Duaq7naKxlradma6Buo3/bSveWudY3ljo3HYy1PG2MXS30HYy1bA3UDW7+1kb/tpeNsbuxjquehq+ZgZeloYWB2o2v/7e55vUAJ0svG2N7vdtOhuquJlq+1oYWt79y0lOz11Fz1FfztdLxMb8de8/94uLf/k50mb8LuP94cXGwObxa9mAdFfcl3NdRceuouI3qmHUUaKEyilAduVIbNV0ZTWgvktNmDw4Uu1viLRl3b1u0tSOUyjlKGVcp+jNZRnX/pfh+lfjAmlMA7v/xHfDLPsir0L86OxXzaV/CHdjacZX+Ih6Vy9yQCOgSIUMkYkmEDDFrmbc0KJpu2ptt2iK07C52HCx3v1rre73e/3p94N3m8Cl1/IgycUydBMj+kyaDP6XPA1j/sgC4Aw3+OX0OkGjO6XNAO/+BOX9Mvdy+dEiefk+Z/UCbPd6cfL8xfkSaOFofP1wdfbs8/HZ5+DWx/+3K4OHa8LvVodfE/peLva+W+l4T+1/Od7ycbT+Ybt2fatmbbN4bawTgLu2rEbSXsnC51JoUckkiMfvRFMR3MMp55JH9SLj9SLj9YKhN70Or7ofmQA2EmPUEG7X9/+y9Z1TbabbueWfm3Htm7gmdylWO5JzBZJxwDlUu51Q2UYCIImcwYHJSABQJkhA5CpGTcs5ZIjvbZFedPvdMn67yfHgpFe3qno8zq07Xf+3F+kuWBZ9+evTsvZ/3S8eWr5wodzw77nqRb7l33PUahpynRl8cjDo/FHthKuMGvfAB/elDevEDRnEI81kI81kIpzSEUxrCKn7ILnkkqAiV1sUIqyIFlRGiaoikPgYgXlIfI66PkNRBZHVRcngsgLuWlKOh5GuI2fvhDsZOgKhXEdLl+FQpJkWGTZXh0yTYNEEjTNiYIcXmaNqKNG1FcnyeFJsjwWTzUWlSbI6gIZ1dm0Qvj6U/i5kvjpopjJjODR2G3R6G3e6L/5oCuUz45nT9Te/i8/bZQWYZJ23SA61inH+X4n2wHXJBVAlV1sYrauKkTakKbIa6JUdDzNORC3SUpxpKoYqcL8eliRqThA2JMmwqILsEnSzHpSkIaXIsTNKUIGqIA2Mwe4hviAclRcWJEdEieJSwHiKCRwnqwvn1kQI4RICEChsT+A0JbFQcoz6W1Zg28Cw+9KTn136uN0553w72uXHC86K7va+DeYCzVfBxJ4Dvkx72/s5WHnZH7Q791sP6sL+z1QV/9ysnjp857uTjYO507DNP+2PnfV0v+7idd7U/7Wxz1tPxhJeDo/UX1p/9i6+D+UV/93NeTmfc7c+4217ydQl2tw2yNzvpZH3a1TrYzeKs69HI2+c//vC/foX7L/36FO70insmsnMbY01wB8WofcJCRk9Xhc9UR3BRMeMVT/rKwmbbil8q2RvPtUsraqVOrtWrFvSqZYNqbUn9V+FuujfVfqNGqxJrVWIwAg9q0aD8edf0p0XWfWdb7zdbTCj/ZKQdlOlsJsB3lVJi1MkXNSKtcEo60yUZxmqG0c8nm1emWlen217Mkd8wO9+yut+yut9zejd4/dsC6o5wZFc09kE8/kE8visaA3AHav2DZApMy4Bp923h+LeSCZN4B84M8NyBcgfvAE7kWOeOvOdQt7nUdebAO3rfe0b/BmNgg7E3Dfme3rPO6F1n9L6d63o1TXkxSX451Q7g/pzW/JxKWB3CrQxil/rRAO7a9lp5S6kEnS+Ap3Mr4+mFYbSUm33RF7oeBHbeD+h6END5KLDjYQDpni/pvjf5gQ/prk/LTc/Gyw5NVxybb3jgr7vhvnIl3fUZCA8egpwfhAQPx5wfT/1qLufOfMFdetH9+cJvZvIezBU8YpWEMJ8+phc+YJc85peHiaoiRVWRwsoIcOSTuCZKCocKayDi2nBRTYSoJkIKhyrRSSpCuoaYraXka0k5OnKuvj3PQMnXkXLUrZk/DtJk60hZmrYMVUuGojldTkgDm58yXBZwaZTNuTJclhSbKcVmChtThZhMDiqFWZswXwGdLYueKYFMFIaN5z2Zzns8nvVgIOlrcuR59MPA+pteFVedSy7YFQZb1Vx3b7jjQ4o4xygOUyFTlIhkJSJZ2pQqQ6fJsOlSXLoMnyFvyVYQc5WkPE1rtgybKmxIFDUmSdDJUkwK+NSRYpOl2GQpOlHcGC9AQgVIqKQBKkfvYV2CjBUjoGJEtKmEiKi9QsUCuHMQscy6aHY9jIvOro+9ftff7oKn0/0L5y74ega52vjaWwQ625w57nzSw+Gkh8NZH1c/Vxtny4MOR/7gZXvsuJ1ZkJvdeT/3E+723vbmHtZHXKwOnXJ3uB7k86WfV5CDVaCj1Rlf18Djjg6Hfu989MBFf/drJ73PeTkFOFicdLE67Wbja3P4hLP1GXf7QPtDQXYHIHcufPzzv/8K91/69ZPn/sPHjy84vYzK+0CwcxtjeU1x3MZYNiqGhYwGxGchQtmIKEZNLL0qhlETuZc/UxbCaq18qZp/+VqvWtIYFoxrCwurC5qFBdnPIf5Xm6smuOs1Uo1SpFWJwQsMWpleI13QKz7J//oE7oa/POP0E5SbngFP7tfyAP0LOqlGLV/WyZZkTPVct5yK0dEwy5Mtq9NtL2dIL+bIr+iUN8yud+yed+yed6y+d5z+Lf7wJ3DfFU3siiY2+aNbgjEQPPBHxdy/yWd3xZOb/FGwmvSddHJXNPZBsMf3D4LRXT51l08F77MtoG0LxkAY5Dpz4KcCQ+6MgU3m4Aazb4PZZ4L7y6l2IN7fTJJejbe9GG0BfF8ewCz0AuVeo2wrl2ELhchMblUiszhqMuvhYMKXvU9Ot9/zb7vlTbrrQ3ngT77vR7rnS37gQ7rn13bHB33NBX3NpfmmF/YrN8yXrpSHgd2PTwxEnhmEBA9AgodiL9Bgl6cyrtPz7szlPZzIuD2VdXc+/9Fs7v25vAecklBhWYSgNFRQES6sjOCWhjCLv2E/e8IrD+NXhItqwgRVYcKaCAkyVoFOUhDSlC0ZKlKOmpyjac/Vt+fpyLkaYra6NVPTlqUj5RgpuUZKrqEjV0/J0ZFz1eQcFSlbSczSkvLVbblyQqYInSJsSpbi0hXNWcqWbCEmndeYwkIkMmpi56ti5iqipp6FjxeFTGQ/pKXf7Uv6ujP2amfs1V7Y1yNZ9yfyHzPKwxToZH1Llq41x0jK17bkynEZ6pYcBT5djkuTYVPFmGQRGibEJovxqRJCmgybKkEnCxsSBagEASpB1JgESoxOkmBgYnQSUO4CJFTUECdrihMjY0UIqKA+WgiPEaNiJA1QMSpGhIwWIaOFiCghPEaAhApR8XxUHBcey66L4dcmsOHQOWRcSdiFcw7mF728T3t6+LvbBThZB7nZBXu7nHC3P+nhcC7AI8DdzsniC0+boz4OFl62x3wcLAJcbPycrAJcbILc7JwtD7pZHjrpYnvZx/2Uq52PnXmgq+3J406+jpa2B397wtUOmDNBTlanXG1Pu9n42h7xdTA/5WHvb3fQz+p3kbcvfvzhT3/6/5tN/99cf0dwZ1U/BEznNcWBGyDe96oxjFkfya6LZ9fEzVeFs+pDWXXhEyUPBgrDOD31Rg1j9fXi8vLykk63uqAz/NhQ/YTsgNr7N5j2y3aNUqTXSEGXFcAdLDf9PKv9E81uAjcIAtOrBWAvyZRAoFP9ZNQA210l42qVAqNWsqCW6sV0zVyfmtasH8GsThKez7atzhJfz7W/nmt/M9/xmtH5ltX9jtP/njvwjtO/wR3c4g8DTwbUB/Hkt5KpTR4VeDXfSib+TTb1b7Ip4Mbsh/sun2aC+zZ3aIuz91Zgx3VLMLbOHXnP6F1n9m2w+jdY/QDoJqyDejff/Xau6/VMB0D86x/hvjZCWKXiAdwN3ShjV72aVClvLhY3ZHNqklhl0LmCcFrqneGoyx2PgppverXcOt52x4d4x5t016fjYUDH4xOkB/64Gx6Y6274m55NX7qgv3JtfxTY9U3AQPjpgcgzfeEnBqJOD0PP0pIuTaVfm82+O5769VTGrfnc+7PZd+dy7rEKv2EXh3CLH3OKvuEUfcMrecJ59oRV/A2z6BGr5LGg4gm/MlRYEyFtiJdjYQpCmpyQpmzJVBKzVaQcNTlXQ8xRt2Wr27L3FoUoOYaOXGNnnr6zQN9ZoOvI13YU6DoLdeQ8fXu+hpijbMlUtWZpSbk6cp6WlKsi5ilac6SETBE2TYxJFTTCuMgENjxuviRkviSE/iyUVRkphMepsGlGUv5qV8lid8Fqf/FCT6Ghq9DYU6zpKlS05ysoBeqWLA0xR0vK1ZJyVa1ZIHNYhEsRoWFiTLIYkyxsShI0JgqbksSYZAk2RdiUJGiI56Pi+Kg4QUM84LsACRXUR/Provh1UUJ4jKQBKm2MlTRARchoQHxufRS3PooHh4LT+Lj1MbyaWB48mo+JnUQkptwIDrK08He0O+Xt7OdkFehqe9rLyc/Vxt/N9qy/e5Cng4v1YXfbo+62Rz3tzfxcbbydLI87WgR5OgR5Ong7WTodO+B49DM/B8uzx12CvZwDXW0DXGxOuDvaHfqdh/WRK4HHvzzpe9LdDvgzAc5WHtZH/J0s/e0Oex391ydfnfn4w59+jR/4pV9/AfeX3D52zSMBJoGPjgcFEA/4zkJGM5oi6PVRzJpYTn0cAw6Zq3syV/mYUR42XR7aVxrJHsK8e6F5ubZo0ChfLBtXFzR/tY8K4L7feDEVcNuNOjmYn9kP97+6qbR/X+kvD+74NDIMwB00VE2+vMm3WZHMK6Z6pIM44yj+xVTLi6mWtZnW5/PkV9PkN7MUAPd3rL513uCGcHhdMAQ2mEzj7TvCUZAWsCMc3RbQAKZ3hKMfxHuGzF+F+7fCsV0+dZM9sMUf3hZQwSkfG3zqW/bAJntgg9W/zuxbZ/Ztsvq32ANArb+b73433w0aqoDvwJx5PtryfLTlOa15D+5D2MW+JmNPw0I3XNteqWorlaBzOTXJ7Ip4xrOYsexvRuO+6gs/T3rg33rbu/mmF+G6R9vt452PArtCTpEfBhBueWG/dsdcd2u85oy57kZ+GNAXenIw4kx/xMm+8BPD0cG02PMjcWdp8ecm076cSL02nX5jPvvObPbt2ey7oDiFj+g5d2eybjELHghKQznPntALH8wX3GeXPOCWPxHURYob4+X4ZDkhTdGcrmzJlLVkKNqyVKQcJTFb1ZqlIebs4bs9F5Suo0DbUaCh5Gs7nuo6i7SkXGNHoYFSoG/PB3Eu4F7fnq8l5YKRSkVzhpyQLsWlSrApskaYrBEmb0pW49I1zXs6fbG90NBTYOh5qukq0HQVGPpKdH3F6u5CVedTHTkP/AHgDcGApqo1C2zYqtuy5YR0IOrFmGQpLlXQmMhFxnHgMVwEFPCdj4jh1EF+DncxKkaIiOIjYrn1MezaKHZtFJifAa9kVkfykVEceKQAnTJSCUu9efak7RFfm8Netua+jtaB7o7ejta+zrZnfNyDvJw97C08bM3drI952VsGuDkcd7DysDX3d7X3cbLxc7HztLNwtTrqZnkkwMXuvI9HsJfraQ/nIDcHV4vD7laHT3s5XQ7wOulmf8bL8YSb7UkPe1frw26Wh7xtvnA/+i/3LwX+Cvf/AtencOfUfiPCJQmxiZ8gHjjv840QFhLKqoUy4DH0BsgUPHSyIoReDqXXhvYW3BtDZS4Kx96/1C+v6FYWdcta1Sfjj58kyexfXwIc12ukYEhmyagCkzN7bdW/Nu/4/5ohI/wE7joVX6vkAaCDdqteLdo75knGXaT3qEYI6iHM2njrq2nSi2ni89m25wzSyynS27mOd4yud6y+dc7ApmB4U0TdEIyYbBnQI93ij/wY/rUHd5AisC2gAayDn8Bz3+XTvhWO7fVUhcNAuW8LqOucgXXO0Dpv+BWjd/NHvr9n9G4w+zZZ/fvhbuI7gPvzCdKLsVbA9xejLc9pzatU/OIAeqG30dhVq6NUackVclwBty4V8H2qIHwi+RY15mp3SDD5YUDbHZ+WG16tN4+T7vp0PAok3fMF1Xr7eMstL9I9345HgT1PggbCTw5GnBqKPD0CPUeLPTscfXoQcpKWcHYCdmk69ep0xpezWTdmsm5Npn89kXadmXefnnN3JuPmbOYtVuFD9tNH9Lx787l32UX3eBUhAjhE1BQvwSVJm9MUzemq5kxZayZQ7kpitqJtTzXryHlqcq6KmKci5qnbCzSUQnX7U2X7U3VHsZaUb+woMlCe6sgFBspTcKNvLzRtiiqb08HXAjkhTYZPlTUmgU1RKRqmxKeBjGI9OdfYXbTQU2zoeqql5KvJuTpynrGjcLGrSEvJ05FztaQcDTFb1ZqpbMnQELONlHwAfSDnZfg0ERoG9Ds4K4qHiuej4oSNCaKmRD4qjlsfJUBC+YgYHjyaj4gRoKIFqGg+MoqHgJjgzq3Zgzu/LopXC2HBI/goKLc+hlkFkeAzaNUJCdf8g8w+97A+5u1ofcLT2d/V3tfZ9qS3a6Cnk5ejlY+TjZe9pbuNmY+TjY+Tjaedhbej9XEHKy97Sy97Sx8nGxfLI45mB/2dbYO9XM95uno7WnvamHnZmnvaHD3t5RTs5XzawxH0ab2dLB3MDhy3/tzP5sCDy0Eff/jPX+H+S78+hTu37rEYDxPhkkxwBzdsVAy9PnK2IYrdEM9Fxs3Do6aQIVMNEdN10TPPoPM1j+eqwvsLQicIZYsa1torndGgXtNo9sN9f5jMJ/PvgOymCZn9ZN/fUN3P9/2Hb/w14n8q27VKnkbBBe1TpZSjlHJ0KqFRK1FKOVzmpI6GMY7i1ibbXk6RXkwS38xTXrM61+jEN1Pk9/SuDXbvJntgnTe4JaRuCmnvhSO7ItoH8SiwXH5EOc2U6fgJ33dFY99KJr6VTABjHcB9r5UqHN7k9IGPChPcX9J71pl9W5zBbe7QOrMP0Hyd0bvx4/3P4f56kvR6kvRqgvhqgvhyrHVthLA0iDH2NRo6a3SUKj2lStVcwoenc2tTuFWwmaeRsxn3aQnXe8POdT4+3fEoiHzXr+WGF/4rd8LXrvjrLsQ7Xh0P/cj3vMn3vDse+lEe+LbfP94fdmIYcoYaFUyDBlOjTw9GnhiMPDEUHTSeeHYcdmEcdmE648uZrBuT6V9NZdxgZN1h5T+g59ydTr8xk3FzNvv2bPbtuZw73JIHwupwMSpG1BQvwCSI8SlyQpoCn64k5Wgo+VpKPohwMQlkNSlf2ZYrb8tTkQHZi1WUEk1nqZaUv9BZvNBZrG8vBJTXkvJ15AI9MQek2aibM0BXdq83S0hTYmBSdKICl6xpSde0ZehIWYb2HAO5yNhevNhetEB+ukjKXyIXLJPyF1pzgLkPerwgp15HyjFS9oQ8CPjVt+cDxIMvB8CuEWOSpdhkCQYm2jvaO06IigV85yEgoLjwSODDcOqiebXRQLYL6qJ4NZHziFAuMpZdGc2viWbXhQpxKZOIrIiT3u42Zn4udsG+Hie9XPzdHQDcjztZA5S7WB7xsrc84ens52Ln7Wjt42QT4ObgbmPm7WzjYW8B4H72uFuwu3OAm4Ovs62fk43doT/4OVmd93ELcrE94+kU4G574riTo/nnPrYHg93MH18L/vjnX5X7L/364aMpW+aHH/78RtDPrXvMb4wRYRKE6HhBU5wInSTEwoRYGK8pkY2KoyOiTTVfHz1XFzVbC5mthUzUhk5XPJ4tDe1/GjLTXrFq4D1/blzULeiNkkWN5Lla9VyrXTYa9Aa1TidbNShAzgxYdzIp9/157vvHHBd0UlOGzP4nTc77/vkZ8FBpEGh0Qp1GoFcIjAqhQSlWyQViEVchYapUIqlMKJbwjSrRknBaP9FqoKKWx3ErE/jViZbnU22vZsmv59pfzYIir7O633N637F71rl9m7yhDf7QpmD4g3RsWzSyKRje5A0Bfb3J6t/lDe9Kxjf41G3R6K5kHJgzex1XyfgH6cSOeGxXMv7TwLt4/N/F0zsc2hZn+INgdJdP2+ENb3AH3zJ7N9i966ye98zu98zuDWbPBrNnndH9nt71frZjfa5zY75rY77r/WzH2+n2N1PkN1Pkl+Okl+OkF2Ota7TmVSp+eQizNIheGkTru5C6TriaVCnG5/MbMzjIVHotbLoijlEQNgK71R9zuSf0LPm+P/m2N/nm8dZrrrVnj1WdPII8b4e74oa57ES66dL3yJVyx7r9rlvPN979T7xHwvxpkJP9If7djwOHIOfH4s6NQIOHo08PRp8Zhp4dhV2eyrgxn3uXnXd3Nv36ZPLl8aSLownnp1Ku0LOv07OvzxfdZJc+ENSECBGRokaoFJskw6eK8SlyYqaCmC0jZUuJOdK2PBkxX0EuUpCLZOQCBeWpilKiopSoycVqcrGW/EzXXqrqKFRSCpSUAiUlT0XOVZFzVe05qvYcdWsm0OygJQtUvLo1U4ZJBiXHpqgI6SCicqE9H7RtQYQv0OkaYraOnKsn54LcdpDra3popOSDvATwEASESTAwETpJhE4SY2ASbDIocLS3qClRjE4SNsbxUVAwBc9HRglQ0eKmWGEjVNAQy0XFsBFR7NpITjWEUxnJKA/h1UK49VH0ylB6ZTirLopdH02vjnhwOsjH/vBJf9tAX2d3W5sgZ5cAZysfp888HSzdbM18XGxdrI+e8fM47evuanPM19UuyMPFyfyIq9VRPxc7p2NfuFocPuvjesrT8YS7/SlPR29Ha9vDn9kdORDgYnPa0yHIyeK8l8OXJ339nGyCnKw8zH5/70LQxx/+9Gu2zC/8+vP3++IHvn8rHODDQ0SYOCkeJsYmijAJwqZEASZJgEnioxO5jQkMZIyp6PAYAPeZmsiZesh0VRijJnK0NGSoHiab63mzql9cMBiX1IsG5ZpOs6rXGPQqvUGxoFes6v7iKL6/yP7dB/f920n74b6/PmmxgiUmnUqo1gq0WqFeLdArBFoZTy0TKGV8mYynVAolEo5SITZqJRrBrHiUrBjGLI/jFkcxS2PYlfFmcCbqW3rHW3rnW3rnW3rHBrv3Paf3Pad3kz+wxR/eFAxvi0Y+SMd2xLQtIXWLP7zFGdxg9W+yB3a4Q9/KJgHBdyXjQL/v7a+CnHfxGGi0Agn/rXBsh0PbZA5usoe2udRN9tAGq3+dM/Ce3b/O6jHBfQ/r9K53853vZiiA7+bMCY4AACAASURBVO9nO97NUN5Ot4N6Pdn+crxtz5yhNa9ScYDvC30YfRdSTiyXEArE2BwJJouHTGFWJ3BLo8fS7/XFXumNujgQfXE0/tpg1PnW28eL/b/IdP2XfI/Pq4Js4Kdt0Jfs2m44tt6war5uT7rl3HXXtee+e/8jr+HwwKHwk92P/QcigoajTlFjzgxHBw9GnxmOPz+Rem0u6zYj+9Z06pdjiRdo8eeoscFjiRdm0q/OZlxjFNxgF93llj3kVj7m1YSLEFBJU5IYnaRsyVA0pyvaslTEPCUpT0HMV5ALNZ2lqs5iZUeRsr1YQS5SkYpUpCINqURDKlFRilSUIlVHobq9QEXOV5JylKQcFSnHFN2lIKQpm9NBgJcc/2PSC2bf0VGtWXpijqZlbywHwFrdlrU3cf8jvkGZXgB+atqyQJksICkuRYyBCZsSQQHWi9B7UzSipnhBQ6y4MV7UECdARQsbYvjIKD4yioeM4SCjOfAoTh2EUw3hVkG41RGsyjBWZRinOoJdFUmvDGdWR3LqojtKki66m7vZHD7l5+nt5ODraH3C3f6Mr4ubrZm7nXmgpxP4ecrHzdPB0tvZxsvRxvbw5/ZHPw90d/R1tnUxP+TvbH056PhZb+dLgV7+rvYWB35jd+RAkJvdKQ/7s572V/xcrwQeD3S1P+1m52Xx2c0zvh///B+/pkL+wi+g3PfiB74Hyl2IjpURkqV4mBQPk+CShFgYgDsfnchujDMVExlr4vt8PXSmNmKuLnSq8kl/4aMpXNGChL62umBYNhqMmgW9akEv0+vFBoNkZUG5ot2f/fvT2MyiQfmJQgdw/2Q9df9u6v5W6v7mqk4j0Kn4OjlXK+NppFyljK9UClVqsVIl0WgkixqRXjQtHaeIB5q0VMzSBH51krA6SVibbH0xTQRwf8foesfo2mD3bnL63nN617l92wLqtoC6KRjeEdMA3LdFIzvCkW0BFQy9bHOHtoS0bdHolpC2JaQB/x1MzuyIx7ZFo8CiAW1VsIC6xRraYg2B+032wDqzD7RqTXB/x+h6N9/5dq7j7VzHu/nOt9Pt72Yo+7EOcP9qgrgn20cIz2mE5zTCKhW3NIg29mO0XQg5sVRCyJNiMyXoVCEyiVcTy6mAMp5B6CWR9GfhrHKIGB4vqo+bK34yGPtl2WnbOKv/mebwh/JAa8Q5e8xle/yXdi1fOZBvOPU98Oh74NZ1x2n4ic9o1Kmh0MD+EP8RyKnR2LMj0OAR6LmxxEtTKdemM67Pp389mXRlLP48LfbsCDR4LP78JOziVPKlmdQr8xlfMnNv0PNvMZ7e55SG8CrDudURUmSCBBEva0xSEjKULdlSQqaCmK/rLtV2PVN3FJvgriYXa9qfaSml6o5n6o5nWsozbUexhlKkIheqiHnKttxPchnBeKIYnQTILkXDpGiYDJOswKUC511FSFcR0kFOLxD7JrgD+x4UQDkAvYnsAO7gi4KCkCbFJouaEoWNCcIfBTv47QDuwsY4UUOcqCFO2BAjbord82cQ0Rx4FLsewq6NZFdFciojBdWRnPJQTnkotzqCUxnJLAtjVUbw62IE2PS62Nt+Vse87OzO+Hm52RzxdXUI9g/wsLdwtzMP8HB0szXzdrY57esO7BovRxt7s0PWB3/v52J3xsfd2eKwq8XBiwGewcedrp70CfJwOvq7f7I7cuC0l9MpD/tLAR4XvZ3OeDqd8nS+4O3ibfX5tUCPj3/+j1+V+y/82mfLfPz4/Wt+H4C7FJ8ob4YpWlIVLakSQrIQC+OjE3lNCVx0Ag+TyMMkctEJnMYEFiqOgYDO10fP1cRNV0dM1Tyar340WfxgqAjC6GpYW5YtLi/pjTqNVqo3SvRGsXFBsrqoWNHK9vJn9o5UlZuseRAcZkL5/tzHn8MdRIztd95/Uv0aiV4h0Ei5GilXLeepFXy1WqjRiLQa+ZpRviCakY62yofQ+lHs4jhhZar1xUzri5nW51NtL2dIr+fa3zE63zO711k9W9z+TU7fO3bPOmcAcHxTMLIrGd+VjAK474pouyIa+Kct/vBb9gBI/V3nDQO4b/KoH8Tj38mngDu/Fw7MG9nmUre51G328C535INg9INgBHwDAEtSAO7rrJ53jK63cx1vZikmuP/VejVBfDne9ny0ZWUEtzKMXRnGLg81LQ406HubdN0IVXuFvCVfgk4VoRIlqAQpMkEEh0ka05S4bDkuS4xOl+AzZM1ZQkyquCZ5NPVR1SXPeJvfxlv/S4mfReNlN9x1d8wlm9Yv7XvuuQ08cO+96zLwwH34ic/ANz4DIX5D4YEjkFPU6NNjcecmk65MpVwbT7o8nXxtIvHyWPz5nyrh3Hji+Qlo8Ezixfm0a8ysG4y8W6zC+8yiB4yn99kljznPnvAqI4V1UAEiXtiULCVkqtuf7il0SomyvRjAXUsp1XeWqztKtZRSLeUZKA35qYpYoGjNAzoakB143wDuAOuSpiRQJgkvx6bsiXpcirI53cR3HSlH05YFPirAlwDwTz99Bvwl3MEvBVY7ILsYnbTvJl7QECtExQpRsQDuImS0ABXNQ8aAs1WZ1eGs8nBGaSinNIRbFsorD2OXhbDLwjjl4ZzKSE5lpAwezUall0ffP+Fo5WVj6WVvbXP4kJeLm7+7g6vNMQ97Cxfro+525mf8PIL9PX1cbH1c7N1sLSwP/s7F8sip465e9paO5p+fcLc/5+Xw5Smf837uFgd+Y3PoD4Hujv7O1qc9Hc642fg5WAZ7u10N8PS3O3zZz/Xj9//3r3D/hV/f/7Dflnkj6OfDQ6T4RBkhSdGSrGxNUbamSZtTRD/qdy46wVQA7kxkLAMBna2Km6iOnKoLma9+xKp4MpL3uK8qScnsfbm6tLxi0Brk+kWpYUFq1IvXjPJVnXw/3E3zkUtG1crCp3z/RKp/8vDTMEitBMywGxVCvUKgk/PBYIxGKdCpRQaNeFkr0gompRNEBbVpaQy9PIpeHse9nG9/MdP6fLoFwP3NPGWd1b3J6dvmDWxy+jbYvW+ZveucgW0BdVtAA3D/aQhSPGby07eEtA0+dVcyDu53hKObPOo71sA6Z+g76SQAPQiN2eZStzjD2+zhLdbQDoe6zR0CBT5I3rK611k9Jtt9v3IHst1Ub6fbTX3U15OklxOtKyO4pUH00mDj0mDj4kDDQm+DvrtWTS5RNGdJMSkyTLIal2JozlruKlvoeLbUVbbUW2HsKdN2lSk7SiTEAhEiW4rMmSmIbrpzCub8efjhf0hx/F1NsAP6kgPxhnvHTdf26/Zdtxx777p033XtuuPS+8Br4BufwVD/wbBAauRJGjR4FHp+BHpuMunKWPxFWuzZ0bhzY/HnR+PO0eKCxxLOTcUEzyVdYqVf5+Tc4hbc5Rbd5xTfZz29y8y/yy1+zC0NYZeFsSojeYg4CTZN1pwla81Vkgo07SVqcrGMWChtK5CTitQdpUpikZJYpCQ+VZOKNORiNalQ2ZavIOQocKkA2ftRLmlKEjfG7y9JU4IUnSjDJCnQSZKmBPBQgUtWtaSpW9PVren7w9mBsQP4bjJ8TJQHcl7dmq5sTpXhYGJ0wv4CWl7QEMtHQfmIGAESKmyIETbEiFExwoYYISqWh4zh1kdxqiOYZWHMZyGskseA75zSEHZZmKmUlVFCeBwDn1kcdcPf4qjDgUPO5uYOtmanfNxcbY45WR52tzN3szUDzoyfm/1xFztXG3Prw3+wN/vC19XOx8nGzeaIn6vNeS+7qwHuV054O1sctjz4Bx8nGzD/Huxu62NnftrL5WqA5wkns+snj/8K91/+9Ze2zGt+H6/+CSA7KHkzDAzPiPEwCSF5D+tN8ZymeHZDPCA7AwGdqYufrIEwkDHzVU/mK0ImS0N7isJmcAUvdbK3Lw2LK1rDospoVBrU0hW9dMkg3Ud22f40gk/g/sn441/13Pe3VXUqoUrGlYmYMj5TJeVrVWKtSqhRCvRqwZJatKqVLPKoYhpBNtSwOI5bHm1cojU9n2x+OUN6NUd8OfuTbAdw3+T0gU0iMAe5NwYjpAE/HcAdmOm70okdyfi2eGxHPPadfOo7+dQH6d5szDpn6D17cFtA2+AOb3OpPzZOR3Y41C3W0DZncIc7BJaVdviDu4KhDV7/e07vz22Zd/Od7+Y73892mArAHRgyqzT8y4nWlxOta6OEVSpmbQS7SsUsDzUZOytUxKcSbJq4CSbDpWhaMg2k3CVyvrGrVN9RYuwqXeytMvZV6XoqNV3l6s4yXXu5qrlIhs7jVsG64q4/PWkdbf1/Qcz+e4HHZ40X7EnX3YhfOnTedOq549pxy6njllPnLdfeB17DIf5DYQGDIQEDoQFDkJOjsWcn4i+NQs9To0+PxJwZjT07EnNmJOb0ePy5Sei5ucTLrPTrrOybnILbvOL7vGcPOKUPeCXfiCvCRFWRnPJQdkUEHx4HlvtF+Ex5W56aXKwiFYlb8gT4bFFznrStUNaSL23OkzXnKVrzlG35itY8RXOWFJcOXBcpGiZuTBQ1JIgaEsSNieLGRGCJgDLBXYpOlDUmSBv2cC/HwpT4FGVzqqolTdmcvjdMiU8FBeC+f85SQUhTtWRoidmG9jw9MUvdnCbHwoCxDt5Q0pQgbEzgIWN5yBgeMgbAHUxDChFRImQ0WHTiwaO5NZEgf41jWuitDOdWRDBKnsyXPGGVhwuKw/m1EHpDNAOXXfT4htvvf2d/8ICT3eGT3q7uduaOFofAYIyHvYWvq12Ah6OXs62zjZmD+UEny8Me9hZutmau1of9XG0uejtc8Xf76oy/v6u99eEDbrYWYHb+nKe9n4Oln5PNOS+nM25Wj68Ff/zhT7967r/w6y9tmVe8Xm7dYyk+UdGSJG+GyQhJUnyimJAIyC5rSRXikwU4GB+bBJQ7uyGehYpjoeLmGhLp8Hg2PG6uCjJZGTFZGzVSGkYrDhGPd7xdlD5/rjcs6Bf1hkW1ckUvXzRK/hbcTWTf78OYIG4S7H81agbAXSnlyERMsYCplPHVajHIZ19Si5bkfAOfoaE1KgbghtHG1Unc4kjjyhjm1Uzb2gTh1Rzx9TzpzTwFkH2d1Q3A+na+GzQ5wUF6gOa74kngnu+KxraEtE0hbVs8tiMZ35SMgcjf7+RT38omTcure6unnOEd3gjIC/vAo+1yR3Y41A986gc+dYPV/57Zvc0b+CAc3hIMbvL7Adnf0jvfzHf8JNvnO02t1P3K/eV42yoN/3ys+flY8yoNuzaCfU7DLQ40aLqqVfgsSSNM1JAgRSeqW9N1pBw9KU9PKtBQihZ6y1cGahd7q/Sd5bqOMkNXlbG31tBbtdBTpSEXK3C5KkyWuAZGibyU5X0o1uwfMxx/UxV4tPmKY+ctt46bLqSvHUlfO3bccuq56zH0jS81NKD/iW/PQ++B0ICxmOBR6HlazDlq9OnR2LMTCRdGY89So0+NxZ0dh56dSro0l/YlPfs6o+AWq+Qep+whp+yhsDpUUgcR10GENRB+LUSEiAM7RxJ8lqI1T0l8qiQ+lbTmi5pzhc15opZ8eRvI/s2St2QrWnPAEqkUlwosFykaJmpIEKLixY2JQLl/AncTfAHcpQ3xkqYEGSZJgUsGfAdwBwfmgfu/5caoWzN1pBxdWyaAO8gOM5WwMYGLgHIR0QDuwJbhwiMFdZECOATgngeP5tVCeJWRnPJwTnkouyyEUx7KqQpnV0TQn4XMl4YwysN4FRBONYSDjOY3JTOQGVm3ztj9/h8drQ4GeTl7OljaHj3g5Wjl6WDpanPM08HyxHEXHzcHdwcrZ5ujDuYHHS0OOVsdcbI86O1kednH/qsTXjfPBZ7187Q3O2R37KCvs62Hrfk5T/sznk7e9pYnnK1Pu1pCbl/5dVrml3/98HG/LfOa38eHhyhakqX4eBkhQUZIkhGSJM1JEkKyhJAsbU6RtWVIW9PFzalCfDIfA+Ohk7hNidymxDk0jIVKolfGTlfGjNfHjdVHTVaETuffH2jIX5HNv1zTGwyGRd3Sska/bFQYjMIFvcwEd1Oe+/6AsE8SH/ePxOzPgNx/xp4pPUaj4Gs1cp1OptZIVCqBUStZ0Yh13HneSJ+6u8xIrVsZa1oex6xM4FcnCWsThBdTLWtTzS9mWoEhs8Xt2+T0rrN63tI738x1bbIHwFl6e0AHh18LR8GM45aQtiEY2RTSNiVjAO474rFvZZMfpBOmCfdtAe070fgObwTkQQKy7/3kUz/wqe8Zva/nKO+Z3ZucvvecnnVuLyD76znK6zkKgDsoMAG5v6H6Zor8epL0arLt9RTxxXjLKg27SsUsDTYq2svZ6BwJIl6KilNiYHpSxkJHnr49T0vK1xILtR3FywNVq4N1Cz2Vho7ypZ7a1X742gDC0F9l6C1f6C1f6CzWt+UbmwvUjRncUij2RmCm82eJFv9Q7vMF5rwV/rJ121f27XdcKV87dNxw7LnrMfCNz8A3Pl33vXoeeg+GBY5En6XFnBuNPTuVdGku9dpEwoWRmNOjscG02LOTSZfmMr6i595gFt/llD3kVj7kVj4U1obxakL5tRHCeogIHiOGx0mRCfIGmLwlV9Gap2grVBKfKshFctJTGalISnyqIReADqqSmK0h5miIOcqWDBk+FZjpcmyKpClJ1JAgadpz2z+xZUwla0wAJW9KlGGS5FgY4DtQ5aZ5SpMDs99/3/+8ujkNnNQhRScCvoPZdlFTIhcB5cCj+CgoCJwRNsRw6iNMcAcv49ZEcisiOKVhzPIQXk0kryaSWR4yXxrCqoxgV0XOl4bQK0PpVZHsulh6RYSCkDbTkBx+NdDq4OdBXs5ejlZmB/7Vxfqol6OVu525p4PlKR83X3dHb1d7Z5uj5gd/a3v0gJutmYv1YQ97s0D7Qxe9Ha6d9L4Y5ONma2Fvdsjf3cnX2fbCccerQd4BLnaBjpaBDkcjb13++Kd//xXuv/TrL5aY3ggG+fAwCSFZ2ZysIMDk+CQFAQZuZLhEKTZBjE8R4ZJFuGQxPkVESBHik0FzldmUPI9KnIFDp+tjpmqjJmsg41VhoxUhI4X3JrD5r5aUK2uLGq381ZpWrxYtGTU/jcf8ZfKMaWH1k7NV9yt0AHSQ267RafVGg8Go0WjlSpVErZGpdXKFVraokWnkEpVSvqDTLmukBv6YagIvH6xZoDYsjjQuj6LXJnBrE4TVcTyA+/pcJ6j39K51RvcGs2eL3bfJ6XvD7HrP6d0SDG4Jh7ZFI9uikQ3h8DveABh6AatJf5RP7402SiY2hWObwjFgxG8LqNu8gR3+4Lci6jZv4FsR9d8ktG9F1F3B0A5/cJs3AEZxQM92b6Sd3QtcftBBBa3UV9Pkl1OkV9Pk1zPt7+cob6ZJr6eI72bbNxldW8zu9fmON9Ok99OdK0OEtRHCi9Hm5WGkoq2QUR/LQUDlmFRw9oW2LWeBUmhsL9CScvXt+SuUp6tdJS96K1Z7yla6y1d6qpb7qpf7qle7q5a7K8HDpb5qQ2+luqtU3l6kaEifSH9YddIu8Yv/kWfzu6bTDvgrztgrDt1f23Z9bd9527nzvkfvY//ekMCe0BNdTwIHok7Ski5MZ3w5k319Kv3aZPLlsbhztKjTE7FnZ5IvM3K+Zhbe4RTfFzx7JH72RFL0WFgDEVaHi6pCpbUR8vpoOTJBjslUtRSoiE9VxKcqYsGPlaci5qlJ+ar2CiW5VEF6piQ+VZIKVOR8NTlX056rxGUqsBkydIqsMUmCipM0QKWoaCkqWlAXJYLHiBBQMTJWjIwVNcQBqW5yYxS4vXEaOTZFiU8zCXMg1YGE1xKzQddUik0GWAe+jbI5XYpNAma9DAcTN8VK0HHiplgBKppXE86tDefUR/CQUYKGGGFDjAAO4dWE82sjBHWRvJpwXk24sB4iqIvkVofxayPYlWH00seMsiesilB6WSijPIxbE8Wvi2FWhNMrw5lVEHZd7HxVjACdQa9PLLvj7WVjGeDs4GJ5zO7IIR8nO18HW1eLw/7Otv6u9scdrDztLBzNDjpZHvV1dfB0sHYwP3zc6nCQk/VFP68bZ08Hujs7HP7iuJ3FKXenr4N9rwa6nnA6GuRw2O3YH+5ePf/x+z99/Pug+98F3L//+MMrXj+75jGvKU6Kh8kIyfLmFBkhWYJLAiXFw0S4ZLDTJMQniwg/8h0HY2NSmU1J9IaEGTh0qjZqojpyvCpivCpsrPTxQGW8ZKbnzQvj0rLeaFQuL6h/fiTTz1MKTLUXS7Av8dGk07VKwaJBbdDKdEoxCGTXqUVarVirkymUYrVGZtQpjQqhhjUuoxGVgyjDEHyB2rBEa1odx76cbn0x1bI2QXg+2fxyiggGyQHZTZMqYMJ9kz+wIxreEVN3xLQdMW1TsAd3oNwB38FgzAfx+JZoHGwwfZBO7IpoO/xBAHdQu4IhgPJt3sCuYOiDcHiL27/F7d9g975jdL2ld4L5y7f0TmDCvJ3reD3T/mqaDMj+dq7j3Wz72xny2xnyu9l2UG9nyG+m9zaY3s6QX4ziVe1lnIbU+doYfkO8ApumwKbJsKlKQoaBnG+gFBg7Cpe6i5c7ita6y9Z6y1e6y5e6KhZ7Kpd6qpd7a1YHalcHalf6a5b6qhd7qxZ6Kg29lYbeSgOxYLG5gJ4Vigp2STf/p9Rj/2eJ5+eYy45tV23brtp23HDsve/e+8BrINR/EHJyIPLUUFzwWPKl6ayvZnO+ns26Pp16dSLx4ljcuan483Pp19j5t9hF99hF93jFD4TFD0VF33ArIvgV4aKqcFldlAIVr8Skqlry1MRisLgEPHcVuVBJKgAlayuWE0uU7SUqSom6/am6PW9vj6k5W4lLlzYlixsThahYSQNU1hQnR8eKEVDRjyVGxgpRscCfAVJ9z43Bp4ERSSU+zeSz7wnz1kyTCw9EPSA+SPpVENLAyquWmKkgpEjQcaJGqAAVzUNAhPUQARzCR0bxUdF8VLQAFS2AQ/i1ERJkjBS1FwIsRUElyBh+bQS/NoJdGUIvfUwvfcwoD5kvfQzgzqmLZldFzpWHzjwLYdVCWfWxbGSSCJc9XQW9G+zrYf6Fu9VR2yOH7MyOejs5OJkf8Xa0DvJw8nGyOe5g5Wxx2O7YQRdrM1cbczdbCz87s1Me9hd83a+e9Dnl6exsdvC4ncVZH9crQR5nPKyDHI+cdDrqcuR3Ny+e+fjDf/4K91/2tWfI/KjcX/MHOLVPeE1xfGySEJ+8Z79gk3iYRAEOJiKkSJvTJIRUIT7ZBHceDsbBJHKwKRxsCgsNm0fFT9VGjVdFjFdFTFRHTlVF9j59PNKQ9VLNfvNmRaFVLi0bFrRyU5TYfo6bYmf+Ftz3B/YCvq9oJQtKgUHJX9SIjFrRXgykVqgyKg0L8kW1QM8ZU9HaFH1I4wDiBa1peRS9MoZ5Ptn8croV8P3lFPHNbPub+Q7A1vfM7res7jfMrjfMrteMzg1e/7ZwaFdM/SAZ2ZWM7kpGt0UjG/whsGIKzBnTPDtYVtoS0jYFI5u8oQ3u4Canb4c/+J145I/SUYByoM2Bvf5H6egH/tAH/tAOd2CD2QM+Wt7Tu97OdYCVVBPcAdnf07tMWH8zTXo12fZyohUYMsu0lheTxHezpIWBem5j2lwNlA2HSnEpMmyq6UAJDTFH355voBQsdhUtdhSvdJev9FQsdVUYu8oXeqqW++tXBuCrVASolYG6xd7qha7Kxe6q5d6apb5n2pZcBTyFkxNBuOoTd/D/gH7+3yr9zXGXnduuOnfccB646zr4yG3gsWd/uB817sxI4vnxlMsz2ddn827O592cyfxqOvXqdPKViYTz8xlfsgpuc4rvsZ7eBXwXlTzil0WIqiKldTHKhgQNPl1Lytd1lGq6ynUdZbqOMi2lFAzMmBCvIBerKM/UHc9UlCIlKU/WmilpSRM3p2rbctQtWXJc2l76bkOMqBEqbordT3Yg2/caqpgkUApcsunAP3Vzxn77BWwwgXO95fhUIOE1bVkmFS/HpyqbUxWEFDk+WYaDSTHxwoa9JBlhPUSIiBKgovmoaB4yioeACOAQETwKlKAuUlAXKUHGgEOaBHWR7MoQeumj+dLH9LIn9LInzIpQVg2EXRvFqYtm1UBmy0I49VAOIn6qAsKEJ4iwGe2lsMtux+wO/JOTlfmxQwdtLMx93Zw9HazP+LiDKAIPW3MH88MO5oddrM28HG08rL4IdLEMPu5w9cTxC/7uXrZHPW2OnvVxvRzoGeRkccLJ7ISTmf3n/3z5pN/HH/5zrxP3X/36Lwv3/cr9zz98/5Lbx6r+htsYy8Ml8/EpAkIqH5/CxcI4mCQuFsbHp4hwew1VQH8+PpmDSWQ1xbOxSWxMMgsNozckzCFiAd/HKiKnqqLGSh/3FDwQU9Fvn2v1iwt6o2FJ/9PRHJ/U33z+Z5G/oJa04kWNaEEn/fF8PpFeI17US5aWVAsqrpo5oKTiNQOIxSHU6mjj2ljT6iRubarZVGAf9R2j8y298w2z6y2r+x275z2n9y275y275w2rG9B5Wzi0LRzaEf7E920BdYM7uCMc+VYyBobcwbT7Fn8YnJoNjlfd4vbvCoa+FVG/E4/s8Ae3uP3AqAGDMd+KqLu8wV3e4A53YJPVC+wgwHfw8N1855tZyuuZ9jezlHfzne/pXSa1/nqK+HKi9cV4y8uJ1tdTxNUp8ssp4hoNLWspmKuMnq+M4KPi9oZGmhLF6CQZLkXVkqFqzQQxWHrS08WOZ0tdZcau8oWuyqW+mtVBxMoQcoWGXB1BrtFQq1TEcn/tYnfVYmfFQke5qiNf2Zarxmar4OnMzFDCV37pdr8P+/1/K/G2QJ93IX7p1PW1/egTj7FI76EI75HYE2NJ58eSL05lXpsruEnPvzmT/dVM+tWZ9KtjCcEzqZcYOV+zCm6zC+9wnt7jlzwUlT0WlYfLqqMUZuPfIgAAIABJREFUiARlU4q6JUffUaLrrdD0VBi7Kw1dFbqOMi3lmaa9RNNeoqEUqdufilvypG15CmK+vC1H2pIhaUmTNqfJW9P2wiD3Rs7jhahYAFlwOLUQvtfVFDfGi5riRU3xpsOsFbhkoNnBJCUQ7MBYB/kEenKuujVTik0GjVY5PlWKTQZTkgpCGpiDlOFgcnyyDJsgQEVz4ZE8BIRXE86vj+Qjo3jIKA48kguPFMAhYkS0oC6cXxvGrQ7hVD3h14aJ4JEieKSgLpxbHcasfMKoeMwoD2FWhDKrw1k1EezaqPmKMFYNZL4ijFkTxYXHzldH0WuiWfWxDEwWEnYnyO7AF//yD9bmR20tLazNjjjbmJ32dgNk97A1d7Uxd7Y6BsS7p/VBH/ujZ73tb531+fLUcV8nM2fLLwLc7a4EHj/hbB3kaB5gf8TuwD+d8/f6+MN//vD3MS7zdwH3Hz5+fC+mShqjlMQMJSVP0Z6raM+Vk3Pk5BwZCeR+ZCmI2fK2LFlrpqQtU9yaIWxO4+GSWZhEFiaRiU5gNMUzGhMZDQlz8PiJqqiR0rDx8oi5yrCRwntjSJhBMPnyxbLRqF/Qqf9W5O8nlP+ptPIFrdyokRnUUlMZNTKDQaE3qDQ6pVKtUGsVBr1qySBf0oqXRLPa+X7ZIEbWUaXrqVwdRa1MoA1jTWtTzc+nW9ammtcmW01T7UCzm05Z2uQPbJiK3QuIvMHr3+QN7QhHtkUjW0LqNndokz3wQTDyR8n4B8HILp/6rZC2y6ducfuBD/OdeOQ78cgH8SiA/gfh8DZvwOTGAM99hz8IgA5k+7v5znVGN2A6oLxpwt1U7+cogOyvJtv212tG5+sZsqGnhotImi55wigN5ddE86qjhPBYATJO3JgI3GTgNkixyZrWXAO5aKHj2WJn+UJ3BYD72hByhfYj30eQz4cRq/11i91VRkqZsqNQ11OiIz2VolKltcm8opiWu6cTrX4TfvAf89wPoi84dNx07b3r0v/QdSjcczQmgBYXTEs4O55yaTbn+nzejdmsr2bSr06nXRlLCJ5IOjeTeomRdZ2Td4tbeEdQ9IBf8lBUFiKtgsjh8fKmZEVzloZSpO16pu4qWe6rXuiu0FGegWF2UCpigbItV0XMU5Fy5K2ZUlyKCJ0kRMeLMAlgdQhMl4PQLuDASFAJIkQciOviwaFcBJSLgHLgMcCc+VHCJ5v6sftbpmDYEYh3GS4FrEeBj0wg8BWENCDb5fhkVUuakgCTYuJFjVBRI5RfGyaARwhQEH4DhIuM4MLDBfAIMQIiRkBE8EhhfQS/NkxQFw7gzqsJ5deH8+oiODVhzJpQVm0YuzaSXRvJqotkVEWwa6Po1RH06gh2fTQfFSdsSGTXxXAQsVxsVnXcbcfP//GL//m/O1gcszh4wMXG0s/FzsPW3NnisLPFYaDc7c0OWR8+4HDk9w6Hf3PWy/buBd8bZ46f8bL3drIM9HQ67eUS6Gzja3skwP6Yw+HfXTjh8/GHv5ODmP5u4L4pG5VjoFpKjqoj38R3JSVPScmTk3OkxCwQ0gSILyVmiVszBC1pPEIKC5PAaIqbb4ilNyQwGxPnEQmT1VBaWeR4yZPpsiczFaFDpeHMrvpXBtHzFaNWqwXRvj9X6z+H/t6p2WqpUSMDcNerJDqlGJRaJ1drFQqtUqlTGYyalQXlgoKj4o6pRlo0w1htP0LXU23sr1miNSxOYvXT+NVJAhDsL6aJr2bJb+Ypb+Y7Xu2zZdZZPSbEb/IHgIWyzRvY4u4d0LHFH97gDm5xBjfZA7t86neiUYB1UDvc/g/8wQ/8QQBxsL8KzHfwPkCzmx6uz3Vu0rs36d0gC2yL0bPF6NmkdwPW78c6kPCgoQoMmddTRHD/YrxlbYb0arJFRXzKrIigP33ILHrEefaEVRLCrYLwa6LF8DgJIl6MjJc3wZSYFAU6WYXP0LflG9ufLlBKFjqeLfZULvfWLPfWrI40rFBRy8PI1WHU85HGlyONa0PIlQH44mCdprNURS5Ut+arCblyVOZMXgQ57GqK08Enn/1vSdb/3HDZmXTbvf2O8+ATD1q4FzXyxHDUydH4s5Mpl6Yzrs1mXJtOuTwJuziZeG4q4ex04rl52EV2+lesrK/ZuTc5BbclZd/IasLlyDglJlXVnK0m5esoT/WdhSvd5QuUEm1bgao5W0nIUuAz5bg0OS5NgoHJcCnAAVfgkmWYJGCzgFMy+IgYbn2UoB4qhMeKkfESVIKkKck0+Q4SAkCBCZYfh2cSwXSNHJtiWlwC9ropI0xBSJPhUkDiownucnyqGJ0gxSbtiXdcohyXKMMmSDHxYgREjIoSNkQJGqP4DRAeIkIAjwBMF9ZHAL6b4M6peiKAR4iQEB4CwqmPABEF7HoIux7CR8WBDyQuAsqujeLWR/ERMezaSH5thLAhkYvNqYBc9znyz5a/+e9ulkdcrcw87Sw87SzcrI85mR+yPnzA8uAfbI9+YXXoM5tDf3A8+ocrAS53znpfC3A96W7jZH7I5tgX3nbW/o423tZHTjhb2h/67aVTfh+//4+PH39V7r/say847PsfPv7n939+zu5hVD7kNEB5mERgvIAyWTHcpkRg0XCxMB4umUdI4TenClrSuHgYC5Mw3xA7h4ybQ8TO1sdN18ZNVMVMl4ZMPHs8XQ2hloUN18appsmvl7Rq/cLfku0m6JtCgEHIu04p3s93E9xVKoFKLdboFXqDakkrXpDOqee6JcNYdX+NfrB+eQS1QkWtjDQtj2KXJ1uWZ9pWpppXp9vWZojPZ0mvGR1vWd2vGZ1rM6Q3sxRQIL19ndWzN8fC6jUZKTu8YZAxsM75CfoA4oD+u4Khb3l9H/iDu7yBbU7fFrff5NKAdwP/xfSG27wBE9A35rs26d0muAOym/4qQPZX02TQPt1T61PEPbKPElbGW57TcKLG1Nn8B8z8u+y826yce6z8R2DjUVgVKayB8KsiJPUxyoYEeWOCCp2iJWQYWnP0bbl6UsECpWSpq2y5u3x1ELE6iFgeRKwOo9aoDWu0xr2iYhb76419VYbuUm17kZ5cpMDkMsvi+yDXU1wP3vzX/xZt869V5xzJ97yHHntRHzpTQ/2Gw/1HooJGYk9NJJ2bTrk4DbswmXhuMv70ZOyZGeiZubiz9ITzjKTLzLQvWTk3ROX3pdWhciRUhU1V4NMV+HQVIV3fkmFozdESMpWYVFkjTNaYBGLZRYg40wijrDFBiooTI6DC+mhBXSSwX/h1UfxaCL8mWlAbI66DSupjTQPvwCXfSxMj/DS/KG6MB6PxAmQcHxELMmFMmQSmhSZlc7oMlwK+HwCLBsBdik1StaQpm1NFTfECVDSQ7TwERIKMEiIieYgIDiKci4zgISL49eH82jB21TfcmieC+jBebQin+jG/LlQID+dUP+bVhQkbogQoCA8BAU49FwHhIqIB1vkoqBAVy4NHs2oi6JWh9KonMwV32JVhfHgcH52Jirt52fmIx9EDtl985m5j5mln4W5j5mp11PrwAbMDv7U7dtDu2EGzA7/1sD721Qmvy96Owa5Wpz0dHMwPH/3iMzcLc197K2/ro8Eedsd+8z/OBR7/+Of/9Svcf9mXacIdKPdXvH5m1SM2KobTEMdHJ4rxKRJCqmlCRoxPERBSTUY8sGLY2CQuPpnfDOPgkuiNcTOI6Ola6HQtdKYufrY+kVEVMVkePlIeSauI6C28T28pfqmT6pfW9k897lfrAO6A7ODIPXCkKoD7gla+qFPs92cWdCKjXrxokC9pxTrhlGySJOtHKLsrDdRKA7V6YQS+MtL0fAy/Nt7yfKJtbbJtbYa4NkMEfH/N6HzP6X3D7Hox1w6Es2kUcovdt8Md2BUMgXtA8G+FtA/i0R3hCOiUgnACYMqD+cUPwuEddvd3/P4/ikf+KB75NwltV/T/sPee0W2f2bmvV5Kbm5NzMpnxzNgjN8lyr7Il2eq9kCIpdhIEK9gJFoAgARAEQHSAvfcKggAJdhK99w4C7L33Jsmeyb3r3pvM2LofXgpWkpOvyZp4sN6F9QcEQ5Tk9cPGs5/9bNETy/CervdQzz+R71+q30Hl7snvfTnu0aO2g24quNhRcPYUnZ7jIfuGqGVHwdkWNZrLMmS5/oa8QAM2QJPrb8CGqwlhejLUxoLZC+PNjFhbYby7PNVVljJRlzndiJxrRs+1YubacUsc0moPbb2XtdJbuj5QsTlSvTFaszZavSqoXhPWrIpqt0ebV4dqNwRV2+Kq1ZGitaHi9b7iuU7qVGmOJDcG8+37Xn//StQbf1N063RPyGdi6OeC6G+EcZdG4y8Lkq6K4beUyAdq5ANF5l1p6nV56nVl8k1tym116m0N/L4e5WPCBVppQQ4W1FWZOF6HGKtFOCrhzsrU8arUiVqEuzpzrDLdWQF2TKc5K1Pt5cnOymRHRZKtLMFeEg8O2LsNTOK2siRnWfJYeRogu7scDkZVQQIlOK6m7PGWnMnmbHfDyfyqZwBqrC4L5NIAJ8zL80pA1Hqpj3oy6DTejJzrxM50oO21cEtl4lg93N2YYa9JcVQkWMriDKUxutJoY0WcuQJmLYdZS+PsFTBHZTwAuo4JMRVH2crjzCXRxrJYe02SozbZVp1or02116Zaq5NtNSnWajjIMLBUJFsrUwylcWp6hI4VZWHF6CgQEyPKXgE31aAbULF+Fz9971f/+OnpU0CT+fK9tz946/V3fvvL99987cO3f/fR22/ePn8u6Pbly++f+ubd1+5e+PyrD9//+OzZj99+8/z7755/9427X3/y6t+8cuvbc89//Oe/wP3P/PYifuD58+c//PDHXUufpQhqr011NWaBcAzQIwIP3U0Ie336SVRkQwY49vp0e326pS7TXIcwNWYbm7LVNZniokRZYaK2DG6uIcjKMkdZsWJ6pJoaJ2VkaLurt7cmNpbcq8vupRX33IxtZda1szy3MDsxPTc+OzcxMzs+M+2emRmbn3HNv3BArs6Nrc6NLc+7l+YnFuan5hZm5xZmZxbmd+bs6+O6OdPIhIw9NlTt7i+bHqiYH6pcGa1aFVRviBq2JE2bsuZNWfOGtGVd0rwua9lStu+quw503Qe6biC472u7QccSFMuH2h4A9+/Mg3+wC7+zjHxvHf0nh+h76yjYe/edZeSZZRBI54DvT0z9T0z9v7eP7Bv4QNJ5Zh/+g0v4+zHBE+vggbH3mWngmWngO/MguPgn++g/2UdfCmrvAedAw9vXcHZVbMD3PQ1vW8Pd1XXvqrk7Cs6Bkrsv79wWt22JWvdk7F1px6awZX20aVPYsqLoXOQXawsgyswHykxvBdJPmuWjQPkqs32N+FA7JdJMjjCSIBZGtKMk3lmaMFmRMVWZOVmRMVGZMV2HXGjPW+4uWO4hrfYz1wZYK32slYHCDUHlprB6daRidaRiXVCzLqhaF1Stj1asjZSvDBUvDRQu9zNmuvCznQRDcUpL1PW8r19HfvC/WJfPcoNvDEWeH4j4ShB3SZJyS5h0Q5J+W5l9Twi/PppySZh8SZ58RZ18VZV0RZ18VQ2/oUfe1ef4mnCBDgrEzYxxF8WNFcXaWLEWVoyTFedgxlppUXZGjLssaawkwcqMsRfG2YtjrIVRFlaUhRFpZUZZmVFWWpSFGmmjRTmYsWOFMHthnK0w3l6S6KhIcVamAnu7qybdVZMOympXQ7q7MQPMHIExUTBS5KrPnOvAgFreVZ853ow8scG0Zk+259gbT9YbOJqQ7rbcqc688Xa0rSHLWZ8x04Gebs+118Jt1cknFp26tMkauKM0wVIY6yhNcFUk20vizawYMytmrCLBWR7vKINZiqJNrEgTK9JaHOMsj7cURYNfspbGOaoSndVJ1qoEe02Suy7VUZUIPhjMxTHGwihzYZSlKFpLgSgLArXUYEsR1Foa567JlpISiQ++unjm9QtnTl3+7OynZ15/79QvP3nrN5/97tVrH53x+vKTWx+fvf7xu5c/eOf2uY9un//k3NlTX733xodv/+7iJ++de/d317/84M1f/O23X3z8/MefBdmf/0zg/uOPf9q19JkLI2w1Kc76DEBz4O5yNWYBSdHdgpxoQ7maEbY6OMA6uDBWw3WVqdrqdG1dpqY2Q16WKitMlDETlIWZ4uJUYWmSvChBRU8QkBJF9QXj5oH9ndWF5ampBffi0tTy3MTSpGNp2jk37ViYtM5NWYFpfWHWPT8/Pjc7MTc7MT07NTM7MTc7sTDrXpwdW5q2L01ZFyctM3LuhKh9bKjaNVA2MVA8N1SyPFS2OlwOSs51Yf2muHFDCvjeuilrXZM2byraQIbMvpYHon2PDL0nDnd971Nj/3fmQeBgeWYa+L1N8L119Pc2AaD8oa5vX8M/1PU9MfV7tHhPPf4HxygwxX/nGAFw/4NLCK6fmQaOdPwnhj5gjwHnmWng38D9UNt9oO3aU3fuK7r21TwP3Pc0vF1l14GSe6Dg7Eo7diTtL8N9Q9C8ruya6aQrMIGytDsK+H1Flq8kw1uW5a3OeazHBhnxoXpCKIC7vRhmL4a5SpPdZSmu0mRXafJ4FXymKXuuAzPXlbfUTVruoS50Uxb49LXB0vXRivXRyg1h9YawdmO0ZkNQtT5auTpctjxYstzPWuxlzHHwrobssepMW1GqIDOg6uFnpK9fJ335elfAF0NR347EXBqBXZLCb4jg10dTrsgQd0Tw66KUq5KkK7KEK4r4K/LEq6q0mzrEPXXWQx3Kx4QLtBWEO6hQByPKWRjjLI6fKEkcY8XZ6NF2RgxAtoURbWXGWAujrIVRVmaUhRFpYUTaGJFWWpSVFmWlRtro0Q5mrJUZY2HG2YoT7OXJjoqThUceKySorMebTiLDXPWZAOXgfqoFNd2UDQZNQbvV1ZgF6pvxlhywi2OiNRfMxDobELbaDFAGjTVk2mrSwJuP1cMdtam2sgRLCcxSArOWxpuL4wysaAMr2lwc5yiD2UvjrMUx5sIoEyvSXBhlK4l1lMGsxTGOMtjJvG5FvL0ywVoOM5bF2svjTUXROkaEkQk1MqEGRoSOFq6nhmspED01XEsJUpMClAVBpsIEeyVKSUtFBtw9//r/+vyNX1745MzZU69+8MZvLn7wztWPztz45OyVD09f/ejMxffevPTJmaufv3fu7KlvPznz+XvvfP3hmS/PvH7ti/ff/uXfXTv/xfMff/jxZ+GE/PnB3V4LdzVmAQOAuwkBKD/ZippsRU215bibEI66dJBSbatJs9fCzVVphqo0TVWqpjpdVZmmKE0VsxIElDgJJV7ITBKVpsqKk1WMZGFB7CA9UcEmbq4trqwtuubHZxanlxem51y2hUnrwoxtbe6kSF9ZGF9cmJ6bn5qZnZicnpheXJxbmJ2fm1yati+Oqab1g25Ju22obqKHNcFnTPXQZ3upS4PMjZHizdGSrZGyNWHNuqh2Q9TggfuWvG1b0b4mbd6Qt3qifQ903WAu1GMz/848CLzngO9PjIPPzMMA7t9bR1+ObwTjSKCE/4Nj9Pf2EeBu/CenwGN2BNLNd9ahZ6aBfTXvSMcHNTso4b8zDwKF/ame/0TXA86RputQzdmTcwDcd7S8PX3Pnoa3o+DsyTkHCg7AOjjb4rZNYcumsGVbwXU14oTwh7LEm8qUuwq4tzjtoQz+QJ3tp0UHAL6bSBAzBWqiRZqZ0doCiJ4MBUGMjuLE8Sr4RH3WRBNytgO32EVc6iYt99I3hko2RkrXh8rWRsq3hHWbgtr1kerNkcqN4Yq1wdLlvqJFPmu5hzTejHJUwm1FyRochB97k3n5rdTXX6Gff50X8s1w7JWB2PNS+DU54pYIfl2edU8MvyNMuiGEXRXGXhHHXRXDrsmTbqnT72szH+qyHxlz/UwYf2NeoCk/2EaG2OmRTmashQI1kyNstCg7IwZU5WOFMCsr0sp6UbPToVY6FMDdQoHaaFE2erSVGWNlwewlibayJFtZkrUsxVEJd9Wkgz/mRBNysgUx1YoEE6oTTUiQPQD0d5AW6TnACO+qz3TUwKfbMWMNCNBNddZnWavhtpp0VyMSFED2Wri99mQ8FazjsJTA7OWJwNJuYEXrmVGWEpizMtlaHAOOrSTWXhpnK4m1FEUDxIPngUvSUhZnKYszFEWZC6PMhVG2ohhbUYyZGWmghOvJYUYqRIUP1RaEKbC+kpwHEswjCfaxkhRpYCXxcUlJt764eOoX586c+vKjd99/+/VPT5+6/uUHX7//1vkP3v7m4zPnzr5x7uwbX7335penf3f5k7MXP/vwi7NvfXH6tUufnHnnV//jzuULz3/84YefR+3+3xfu4OP538HdUZfmbsoEqQPjzVmTrciptuyJFgRQadxNCFDXe/6HttammWvTTXXp+qo0RVmyvCRFWpQiZCRIyTABPV7AShKxklWsFCUjYZQSISyOcaoFW2vTC6tzrunxubm5+empmUnHwoJ7eWluaXF2YX4KnOWF6ZXFmZXFmZUZ+7xLP20UuuVcl6DBPVg+3ssY76HN8emLA4zVEdbGSOH6MGt9uGhLUL4rqlkX1QK4A1lmS96yrWjfVrQDWQa4ZTwbl46NfU+N/UCTeWLo84gn31uGgEPmO7vgqXUErNEAKzs8mgzoo4KHYNwUQB/8EoiIAe8P4A4+OZ4a+58Y+p4a+wHcAdaPtd1HGt6hmnOg6tyVdb4M9101d0vG3pGygU9mW9oODrjekrRtyTjW8uyhxJuyhBuKxNuKlIfSlAey1PuyDC8N6rERF2ImhptIEC0+RE0IMVAiNMRQIwlioUY6mLHO4nh3RbK7Js1dB59szpnryFvgEJZ5pPV+5mp/4Uofa32weHukZmu4cmO4Apz1ofLVgdKl3qKl7oJ5Tv50U46tOElDiFCigzvDvsF++vexv3yFevENLuTCcOKVocSLoymXpPAbktTbwtTbwqSbo7BrI3FXR2OvCGKuSOJvqFLvGRAPjdne5hw/Q46vNvuRGuWjQz825AWaiaFarL8hP8hKCrdQIA5G1HgxzF0UZ2FCraxIByvaxoi00CIsFIiFArVSI63USPAxYGPF2osS7CWJ9pJEa2miqTjRWpbirEoHGWEnMb+NGWB8CQR+eWaaXPWZ7pr0qQbEdFP2ZANivO5k4slVnznRhHLUZNiq4PbqdHt1urUyzVmbOdl84pYZa8h01J2MpwKfu60i0Vmd4q6D2yuTjMWxppI4R1WyqzbNUQYDHAcFO6jiTaxIe2kcUGlMRdEGVqSlJNZWBjMVRZuZkWZmpI0VbS+MsTKjTJRwHTFYSwiSoP0VGH9ZziMl9pEW/1iK9RGhfeX4ECU5noMMj7/xxfk3f/3BG6999M6pLz945+KnZz5657efnT117oO3Pj3z+uenX//y3VNfvPP6hfffvnzu08/OvPHF6de+fu+NN3/xt3evXPxL5f7nf/vXcN+z9r/Q3DPcTZngTLVlz7Jzp9tR7qbM8easiRaEqzHD1Zgx3pzlasxw1KU56+G2ulRrbZqtNsNYDVeXpajK4fIyuJCVKCbHjJJjR+kJQkaisihVX5KkYERKmGGiWuKscXhtye0ad7jHJ2dn58cn3dMLkxMLSzNLS4vLSyvLc+sLE8uT5jmbctooWlC0z4gbJwbLxvhMdzd1uoc830dZHqDO97KWBgpXRkpWRkqWR8pWRivWhfWbstYNcd2GuG5L0rQtBWRvBXDfVrTvqTt3FJ27Ss6Bhneg4e2puEBk98AdDBCdTBKZh8BE0r6+b0/Xe2gceGodeWYbBUNJAOLAMwOyYoDTBkQXPDUPgCyBp+aBp8Z+zzcDQHbwXQHA/QXWQZYAe1feviNl7yq7dlRdHs19S8belXV64L4laQNwBw83hK3mUsRwwk1F/DVl/C150l1Z0l1l2j1p2l01wluHfmzEBZkIIRpcgDo/wEQJt1AjrbQoGy3KTo92MGJsrFhHSbyzLHGsGj7ZgJhuyp5uRc934pe4BSt82uZg4eZAKTgbQ2WbQz/xfYVPXuQSFjn4+RaMuzzVyoyT5/h3RFzEfvabjHf/lnzxN5yIc8OJVwRJl4XJ10bir4IQYFHaHXHK7VHYtaGYy0LYNUXyHW3GPT3ioTHbW4/y0SC8VFkP1QhvDfKRDuOvQvnoMP4WQqiJEGIlhTtpkQ4q1EqPsDGgdmaUjQY1k8NNpDBLAcRGhtrIUCs10k6PdjBjHUUJ9qIEa1G8pRBmLEq0lCYDZ6SzNtMTHAaA/sItczK5OlaXAdT5sWq4ozLVXp3med5Zm3kyMdCE8qx2cjcgwTddZ32GtToVrOMA0b6u2rSxmtSxmlRbRaK5FGarSByrSbVXJjkrEwG1jYVRYI4JjDXZymAGVqSxMAooNtbiGHtpnLkwyl4YY6CEqwlB2oIQEyVcXxCizHssyfGWYQPl6McaXIAuL0CJ8VVgfVX4QD013ESOVlMTObnRcO8rX7z2i0/efPXm1x9/eOqXH7z1649Pv/bx6dfeO/XLD9/69bmzb3z57qkvzvzu0peffHH2ra/Onvr0rV//9u9euX3p/PMffib7sf8bw/1fyzJ71n5bSZSzHj7ZigTsHm/Omm5HzXWip9qy3U2Z023ZU63I8aZMV0M6uB+rh483Zbqa0211qfZauLUm3ViVYajOUpSnD1LjhohRQ8QoMT1BTE9QMBK0JYnq4lhlSfQoOVbTSp53SBcWJqanpxcXFxeXZpeWpxcX5xfmp5emnYtOzZxpZFrOcQ1V23tK5nqI8/yCxT7yUj8FnMU+8kIvaXGofGGwZH6geH64dFlQvSppWJe2bcg6NiX1W9KGbWnzjgyQvXVb0b4lb9tVsQ+0XbtKzo6i81DbfQC0bE33kY7/cisV8Pc78+ATy/DLcD8yDT6zjYKhJE+WAOD7SSFvGvjeMgT0+memAfAhAYDumVcCw0rg4pmu96mWf6yxGC9JAAAgAElEQVTmHSq7DpVdBwrOnqx9V9q2LenYUXC2FJ2bKs6OlgcaqvuKEx8kSPfdkrRtilvBWRE02yqyBcl3ZAnXlAk3ZYl3RIm3Fal3Zal35en3Jen3FEhvPS5Qmx+ozQ80UcIttAgzOdxYEGoihBjxwQZiiIkWYSuKGStPGq+FTzUgZppRix24BTYeVPEr3VRgp9noL1ofLF4fKjs5w6xFPnmBS5zryBuvQzjLkk30GAUuuD/5IePGaeTHf0e9/HqL/6d86IWBmG+HYr8RJd8Sw+/Ksx7KEV5i+N3RhOui+OvypNvKtNuajHu6bC89yluL9FZlPlBk3Fdk3FdlP1IivbW5fsa8QCMuyIgLMuNDLIRQCyXcSoXYaFArNcJSEGYmhloKIFZShJkYbimAWKmRdkaMjQWzsmCWQpi1KN5ckmwrT3NWpQPPu6seAbD+cvyvJ4cdUB5Y5sfqMoAUOdaQaapIcjdln2zcbkYBzwwYaAJNKXst3FyZ7KxLG2/KBOmPIIoApBFYKhMdtamuhnRrVZKlJBYca2mcvTzeUZEADO+2Mpi5OMbyopy3FcVYWFFGeoStKMbEgBoo4TpSqJoQpML5q/MDtIQgZX6QFPNYhw/R4IJkOb4K9GNVXqA8L0COfqwiQFS05AFCMibw5t0P37h45rdfvv3rz99989z773zyzu/e+fU/nPntP35x5o0v333zozd+8/XH7134+OyFD956/7V/+NXfvHL9wpd/aaj++d9egvvz5z/s2wYcZTHupszpDuREa+Z4S8ZkW9YMO3uGnT3ZluVuTp9qRU62IMCABoC7qyF9sgUx3prpqE9x1sPHGhD2OqSlHqWuRowWJfcRo/rzI0SkaAk5SkyBylixssI4WUm8hhUnKIFbRO0bK5Obq0ubi3NbS+PLM4YNp2zBMDgubh/rqxjj0Sd55AU+ea2PutBDWOQTT7A+QFsapK+OsNYEJWvCmpXRquWR8pXRig1xzaasEWQ97sibduRNO7KWHVnLy5U7gPuOonNbzj7Udh9qu/fVPM8GalBZAxafGGacQrBO74lt5MgydGQZemIbeWofBXW6J8TR44w81vd+bxkCzVJQrYNxU4+mD5gO+H6o7Xmq5R+ruwHWwdmXd+zJ2ndlnbvKri1F57qCvaXu2lZytuWd+4quPVXXprR9XdwKzqqweVXYvC5uXRO1uuuwwrQ74rjLsoQb0sQ7gvibkuTbkuTbstS74pTborQ7KpSPBvNYhX1sIIYYyWHGglAzMRRUxGZiqIUW4SyMcZbC3FVJ41Wp47Xwmabs6aacyeac6RbMPBu3yMGvdJNXe6lrfYzVfubqYNH6cMnSIHNpkLnUR1/gEmc7cDPNuc4KuJ4ZoyGGDsAf1gV8xbr+Lu3bt0qvv93m99FgzMVh2JWRpOtguEmOfChNuyNNuilLvClLu6HMuKtBPNBkP1QjHygzH8jT78ngd+Xp91RZDzVIbx3az4D1N2D99Xn+FmKIJ73ASgoHcLcSIXYS1FIAsRRALBSojR4N4O4oTnRVpNrK0+wVcGdVxlh1hqMm44UzMhMU7C+DHigwYw2ZzvoMV2PWVEfuPBc304lxNGUZqpIn29DTHdjJNrSzAWGvyxxrRI635Iy35Ey2osabkaAFNVYPB5q7pTIRSDTgGWBddzWkO2pTjYVRlpJYz/iSvTzeWhoHngGxBPbSOEdJnLUw2sSAWpknTVcLK8rEgGpIISp8oI4UamFEqohB0jx/HSHcQIDo8iE6QoQcGyJFBynwQToKREuKNDJThKQUlPe3l978hy9O/eKrd9648tF7X599+91X/+GdX/3Pj99+/fN33zx76tXPzr599dwn3358+vSv/u6Xf/0KaKj+15LpP+32c4H7gX3QWR473pwFaD7RmjndgZxhZ0+1IyZaMydaTwr28abMieYsUMK7GzOm27KdTam22iRXQ/pEE8pRj7A3oa2tOF0zZpAaz8eGDeWFjOJCBMRQES1SwISNMhOMRQkDtIShVubMmH59YWreoZ81CWzSNheXPs6lTnBJM1zCEg+/xsvb6MZsdedO95Dn++nLw4UrI0XLoyVLI8XLoyUrgtK10ep1QdWmuHpTXLkprtwW1+xI6nbEDXvKll1FswfuHs0dwH1bzt6SdRxqu490PaBaB+1TT4kNglyeGvv3DH2H5kEAdHCeOQTfj4k8Zfszy6BHhDk29q2L2w403U+N/eCAtwIoB98PAPHB9ZGOf6zuPlLxANxB8X6o7DxQsA9VvH01b1vJWVewN5Sdm3L2hqR9R8reUXSui1tXBE0vw31T2r4h65hqIYjgd0djvpHAromT7gzDrgsSbwjir8vT7knT7orS7siyHsqQXvJsb21+oAYfoMMHmojB1oJQMyHYgA/UE4KM5FB7caytKMbIhOppUFMRzF6RMl6HmG1Bz7bkzHVglroIKz2k5R7yUi9luZ+xNlQ418eY62PM8ikL3ZTlHvI8J3+iCeWuzbKXRBmpUBUW0p/gU+f9dcnV0/UPzvJCPuZHfsWPPj+YfEWcdUeOeiDPuqdIvSVPviFKuSqF31Bk3lUh7quRD1RZD5WZJ4hXI7w0SG8dyseA9deh/bS5vhZ8sA4fqCcEmYmh4FiJYbaCCAc58idlhhFjL4x3FCeOV6TN1CPA6g9wXlTuYGdTFoA7WKIEciKnW3OcjZnOxkxXM8LdhgJrJp3NCGcr0tWaM96OHm9Hu1pzwPVUZ940Bwf6TyCvxtNNdTdmGMpgxvJ4IF0aymCGMpitJsVem+qp1q2lcR5xBlTxwBgD2qfA6zlWAtPTISpSsIIYqKGEGukRBhpEQwpREgK11DB1QbCeDNURIrT5ERocVI4N1VNiVJRwGS5ASwjSEcKVBbEieiYVFnTzw7c++c2vrrz/7qX3z3zw639851f/85N3fnfuw9MfvfP6R++cunnhi0ufnHn7H//21f/jpHL/S0P1z/z2YhPT83+tudtrUiZbENNt2ZMtiMmWzInmDHcjfKI5w16bOtmKdDdluhozgApvq0kZb84aa05zNqWOt2a6WzJsdanOxsyJNtRYU5a+BqGrzgLmGUlhIjiK0lR1dZKuLt3Rjp/lFy30l0730Cd4+Mlu3Gx3/lwPfp5fMM8vWOglLfaRF/jkWR5xdYC2MkhbHWSsDDNXR4pWR0tXR0tXBKXAfA2yrrbEtVvi2m1J3bakbk/evC1p2BLXb0ma9hRtB6qOXRV7W9F+oGw/UrNB0/JAwzsGeQOG3v/bJfqDYxTkqj81D4CEgCemfmB8PDINPrWPfj8m+s4lejYmPHKMgtd8Zx06NvY9Nfd/Zx38zjr4e/vwnoYHFuMdantAvxRMJ+0ruo40vGMt91DNPlSzjzRdx9ruI3U3yHfcV3JAkC9IFDhUczdVnC11166au6vm7qhO8tx3lV074pZtcduWpG1N1LoiaFoT1K0LajaF1VOi6qWeQk1ueD/km2HYleHk68OJ14Swa2LYdVnybVnybWnKHUXGAwXCS5n9SIt+rMEFKDF+GlyADh+kwPrJ0D4qnL+OGOykRdrIEAsFYmNEOopiHSVxzvJ4d1XSfBNqqgGx0Jm31F0w301c6CmY7y5Y7iHPdxcs9VKW+6hLvZRFPnm+u2CmCz/RgbU3pdvr00xVyfpimBwfxoPdaAn4ihN8sRvyNR9yfjDyGyHsqiL9nirbW4K6P5h5cyT9tij9jjTtjiL5tiLpljzltjz9ngLxUIny9hw16pEmx0eb66vN9dVj/EHH1ZgfaMwPtFHCxxgRDlq4gxFlo0ebGbHWokRbeaqrJnOiPmuqIdPRnDvBzpvsxI215DjqEc4GBDC9OOsQzgbkWGO2oynb3Yae4uTPcAmTXDxgt7stF3Dc2Zztas2ZZGNdbOxJGgc7z9WGHu/ATnRgx1py7HXJjvoUVxPcVpesL481VyfYGlONNQnmCpi5AmavTLBVxAOxxVWZ6CyPB71TRxkM2NWB/dHEirSVxNpKYsGT9uJYEwOqJYfqqeEGGsRAg4C2qp4arqOEAcTrC0IMpFADKVRHDNbgA9X5ARp8oI4YrMQGqHFBakKYHBcqzQvXUOKVBbDerADYnQ/uffSrb0//6vzpUx+89uv3f/vqZ2+9/tkbvz576tXzn7174YvTb//qr3/9V6/cPn/u+Y8//EzCZX52cHc3ZE21IqdakaBCn2zJdDfC3Y3w8easeQ5muh013pw105Ez1ZbtasyYbEVOdmSNNcFdzemu5nRHA3y8NXuqI3esKcvZjh3ryHO0Yeyt6LGOPGc71tmOdbFxE50542zMZCdxjseY4zGmu0jT3Py5HtxcD36hl7jYRwby+vIAdamPusAn/3u4rwnK1kTlG8Jqz3kZ7jvSxi1x/aaozgP3fWX7jrIDwB3YDQHcPeoKEFhAGQ6iAp5ZBvc1/F0tf0/Xe2DoPzQPHtmGD61D++aBI0OvJ4r9mWUALG96au7/zjwIJHtQmIPp0+8M/X8wDz0z9B6oOndkLbvy1kM1B8AdBIF5DoD7gaprU8XZUXWBTUxAcN+Wd27J2JuCxg1B87qweVXYvDzauDxcvTxUsTJUNjFYtjpcbi9M7Yu5NhRzWZR0YzDm21HYNWHsVUniTUniTUny7ZfhrkL5KFCPVLm+arSfMsdHifHT5geq8/xVub4azGM9IdhACtWTw4z0CHtxrLsqaaYeMVGXOdOWO8POm+bg5ruJS90FK3yKB+6LfPJCD2mhhzTHI05z8qc6UO6WLHt9ur0W7qiEG2mxsuzA0VSv3phv+6K+6YNe7Iu8MBx3WZR2W5b9UJrzQIp8IEM8kGXel6bdkaTckqTcksHvyrMeqDG+GrSvFuOnQfuqc33UqEdq1CNVtrca5aPJ9TPigkz4IB3O30gIMpFCjQUhVmqEgxnrKE2yV8DtVRmO2ix3U/Zkc46LjZ1g57nbMY6mbHsjYqwR6WpEOuoyx1tyJ9swU+3YSXbeTBd+lkec5REnufixFiRYLeluQ7las8dakO421FQnZqITO9OVP83Bjbejx1pQ7mbUWCPSUZ81Vp/qakhz1CabKmHGijgQNmCqindWJ5lLY01F0aaiaFtJrLM83lESZ6BBTKxI4H00MCJMrEgAd9BBBa1UCyvqxPVIg5jpUGcpzMKKMjMjTQwoAL2eGq4uCNYSgjT4QM/REoLAkaF9FFg/NSFEkR8iRgcp8FA1GSYnRA+Rk2nQexGXPrxx9tQXb/zm3JlT5z94+7N3fvv527/7+qN3vvrk9Bu//D9/+dev3P7mwvM//ulf/ovZ9J90+xnB3Vocaa9NBSGoQHWZakVOt2WD4n2yFemB+3Q7aqYjZ6IFMdWWPdWBHG/NBJv53C1ZUx2502y0qxnhbEW5O9DjbMxEJ3aamz/NzZ/qws3w8Iu9uFkubpqTP8MhzXaRZ7mEhR7Ccj9+kU9c7iOtDtBW+qkr/dTVAdrqAH2ln7Y6QFsZoK8M0JeHWADu68LydVHVpqgGkB1U7oDsW+LaLXE9ONuShl15676y/UDVcaD6t3A/0vUAlIMwGQD0Y2MfmGx6Zhk8MPQfGPr3dL27Wj6QaA7Ng3uGvkM9H3wSHBl6n5j6npj6wOZVMAN1otrr+8B2JxAa81TPP9J0Hag6DtXsYy33ia7nSN39RNcDfDKetRuA79vKn+C+p+Juyzs3JO3r4rb10YY1QcOaoGlF0LQsqF8aqlrsL17oYU72Fa0KKmbYeEGWT2/EN+LYa8PRl0bir43GXhHCronir4uTbikyHiiR3mqUjzbXT5b5QJ71UIHwUiC8FEhvLfqxFv1YlvVQBL+rQvnocYE6fJAGH6gnh9mLYyerU8Yr0lwVqZMNiPFm5GQbeoFLWOQRl3jEBS5xqZu03ENe6iaBTSCLvIL5LsJcJ3aiJdvRkOGoS3c3ICfqkZbCBAkmSJB5TwC/M5RwrS/qm97IC0MJV+VZD7QYP1XOI3WujzL3kRzlJUU+kGTek2XeV2Y+0GD9tHmPDbgAfZ6/Bu2rRHkrkV5KpJcc4aXJ9TPig434YHXeYw3OX0sI1BICzVSIrSjOWQF3VCOc9bnuVtxkB2GygzDdTZzsxLnac8daUGMtqPHWbHcL0tWY5W5GARkdqCuTnDx3B9rZigLj2SeDe00IV2PWeDNyqi0H7CYDhjGgp59o65WJY1VJ5uIYHQsKho9M5XG26kSPb91cGGVmRgJA66nhejrEwIgA95aiaGd5vLM8/ieTO+vkxUZ6hJEKsTKjgPgOmK6jhOmp4QDu+oIQD991xGBQv6tw/vqCYA0+QF8QoiGGitH+glx/GS5MgYcI8yBSUmI7MiLp1rlvTv3DZ7/7+wvvvXb+g99eOv3mtx+8c/Gz90+/9qv/9cor189f+OGPf/qZ2GX++8L9JSvk8+c/ALg76tI8I3mgMAdb98ZbMiZbkaBgn2xFzrJzwfUsO3eiDTnVgZrloGc56Mn27KmO3JlOzGR7znh7zkRHLrifZKOnOjHTHOxMV94CDzPXhZnlYOc4+QtcwmI3fqknf5mPW+QTV/rJL8N9bZCxOkBfHaCvDNBXBxmrI0VrI6XrwvINUdWGuBrA3UP2HWn9lrh2U1SzI6nbkdRtSxp2pI178uZ9Zfuhmn2k6QRwP9ZyjzRdHriDXiiYNf3eNnxs7NvXdoM0mCPT4JFpcF/ft6vl7+v7js1Dx+ahPcPJqqYX65NOdmofG3uf6fu+M/R/Z+j/3jjwvXHgqa4XZDruyTnH2u7vjPxnBt6xlgNkmWPNi6lUDW9fzd1Tndh4dhSdYMxqV921p+raUXRuyTqAN2ZD1LQhagJS+4qwYWW4eqGvaL6bMddbODtYtDDA0DFhvdDLo5BLkvgbg/FXR2IuA76Lk24p4PdVWV4a5CNtto8q46ECfl+edk+R8UCN8NZm+ygzH44m35RlPtDk+Oow/hrMY3Wev5EcZi+McZclWJkx9mKYqxrurE0fb0bOc/Jn2XkzbZgZdh74F5zvws934Rd5xAUuYY6Tv8jBTbfnjrdmOxszbbUZYw0IWxVcQ49R5gcpMP6SbK+R1FuD8VeHEq6KU24pMu6rEV7qXB91vr+KEKDE+ysxvkqUtxrhpUL7AL5rMX7qXB+gz6iyveUoLw3WT08I1hOCNfhADTFYSw7VkkOthdHW0kRbZbqtPme8nTjTzZjuZkx2USY6sc5WlLU+01KXYauDW2pSrdWp1upke336ibbegnQ1I5yNmdbaNENVsrUqyVadDLLgT9Zu1KY669JsFfEnp+wkCcBSFG0pirYWRlsLow2MCAMjwlYSay2Ns5bGOSoSzMxIa2E0UM9NDCiYpzXRTgZNQf0O5pjAKJO1OMZeHAuwbqBB9OQwPTnMTP9JnPHAHbzASA4zkEL1BSHgAPO7Oj9ARwxQ4XzV+f5qQpAC5y/DBcjygqTYQHlekJIQKSHBerBxhbF+0MsfXX/3F1dO/+Le2Tcvn/7dNx+e/uSdN37xV3919auvn//4c/FC/uzg7qzPAm4BMKQ60YIAZ5qNnmzPmWzPmevKW+Dlz3RiptnoeS5umo2e5WDnubhZDnaqI3eanTPXhZnloOe52LkuwHH0LAc914VZ4OUt8PIWuOhFHmaRm7fEwy93E1Z68Evd2Pmu3IUewnIfaaWfutxHWe6jgModFO8rA/S1ocJ1QcmmsGJTXL0prgZwf5nsAO4bwuo9WQM4u7KmPXnzgbL1UM0+1nIOVR1HJ5I3F7hljo19J0aXF/50T+X+1DxwYOwFyZG7um6wT/XI3P9y2X5k6D0y8I8M/GNj7xNT3/9lGX6m6z1S8UDcI/DhHGp7jtTdzwy9zww9x1rOgarjQNV5rO1+ouWDn+FAwwNk98D9JG4egN4zqSRp25I0rUuaV0WNK8KGlZG6pcHyRX7hPI8+x6dP9tGmBxjjTWhJpt9A+CUR7GZ/3OWRmMsjMZdHYdfESbdkqXeV6Q9UGQ9VGQ/1CG9l2l1p0k1Z2h111kNV5gNp6m1h0g01wkuV9VCe9UCadV+F9jEQgy00iIUGAdEFzrJEW3nyWF3GTFvuZHPORD0SbCYCi0bB0iKQjjvThplszplozXU3o6y1adbakzhDHQWiIYYqcIHS3EfizPsjyTdH4q8Ow67I4HflyIcKrK+KEKAiBqrz/TVYP02Ojzz3kQrto8b4qtA+ihxvRbaXEuWtynmkxviCal1DDNZRwkzMaFNRrLk4bqwm1VWPcDfnjHfgp3m0WT5rqps2xibaGxGWOri1Ns1anWosj9cVx+iKY8ylMEtVkvXFDjxbdbK5IsFYBjOUxhkLY8AbmopiwTEXx5mL4/T0cHAMDIiRDjHQwg20cCMt3EiFGCjhJgYUcBlkxViLY5zFcfbCGDMdamJAbUUxzlKYtTDaQIN4aA4UdsB6oMaAIh1gXUcK1ZFCzVSInhoOankTA2piQIE+Y6RHaAlBHtkdwB1QXp3vp8zzUeb5qfP9QVGvwgdL0H5DiHsijL8AEyLARclpaQOEpHKYL9bv2+Qrnz/+5M0rp1/9+u1XX33lleuff/78hx/+5edhmPnZwR1Enk60ZE+15YCRVDCqOs1GT7ShgD9sloMFoJ/lYBd5xPku/Aw7Dwgy81zsAi9vrgsz14meZefOczALXVhwv8jNm+dglni4lR78Kp+w0oNf6cGv9RJX+YQlHm6ph7DaR1rro672UlZ7Kev9tI0Bxno/fXWAvjrI2hgp3hRWbIkqtyQ1W5KaDfFPTdQdab1Hk9kU1XjgvidrAHA/Urc/0bL/PdwBxMH80b62GwS7e9aZHpr6AN8PTX0e46OH7EDJ8Wgyx8beYyVvR9S+I2o/UvGe6nqBA3JfzXui5YNoAY8sc6ztPlTx9tVcULZ7sA5smpvS9i1Zx8l54WrflravSxrXxA3Looal0bqloar5vpL5bsYclzLJJc7waeNdBdPtBDM9cSjhbn/05d7IiwNR3w5EfTsSd1WYcEOadEuReleZdk+ReleX5SVPuS2KvyZNuqlIvydLuyNNvS2H31VnPZSl3REm3RCl3VblPDISgowFIXpCkJ4QaqZAbUVxpqJYe0XKRH2WqybdXZMOkm9BrjqISASJ5656BFhnMdaItNXBLVUptvJka1mShRFtoESoC0JV+GBl3mMZ0kuYdkeQeEOUdluUfkeKfCDL8VagfVSgWs97rED7gDh4AHc56gTuKqyfDh+oIwZpSCEmZrStLMlRmeqogU+05k6y82Z5pNke2jSP5mYTHM251jqktTrVWp1qq0q1VyaZSuJ0jEg9E2otjjGVnByQxqVnQg2MCCMTqqWG6WjhejoE3IOSXE+HaEjBWnIIODpyiJ4SqiOHaEnBGmKwhhgM6nRQVgNqO0rinKUwULmDeVRrcYylKNoTOWBiRYLfBYjvBhoE+Nm1BSE6UqieHGYghZoo4eB5UK0DOR54Ij1w9+gzWkKQjhisIwbpC4JPdmDh/EFDRZbzaDjbawTlPZrtJ0YHyXBQARoymhetZsAlVHhLZnBe8CXYzQ/Ov/rXPhc+e/7P/+9fKvc/89t/AHcQkDTRmjvVkQvWZE+0oSbaTrZmT7PR02z0y9eLvIIFLmG2EzfdgZ3lYEF5PteFme9Ez7FzF7uwyzzcEjdvmYdb6c5f4uYt8PKX+cTVPuJST/4yH7/WX7A+QFntI630Fqz1kwHc1/tpm4OMzUHmxgBjfbBwfbhoc7RkU1ixLa7ZltZuS+q2pCfVOiC7p4rfkdbvS+p2pfU7krpdaf2+vPFA2Xqs6XiiZR+p2YeqjkM154mOByQRMFMKBBbQvTxxvADJxdx/QnbrIIh3f2rs/94yBMp8MJv6xNTnqdz3hO1bw807ovanWv73xhOr+66ae6gCwjoHfIF4ouMdqrm7sk6gveyoOFsKNghF2FZ2binYIOZsS962LW3dkrRsips3xc3b4pZVUf2KuB7AfXGwcp5fPMelzXPILjZ2io13N2Gd9RhrFUKSH9Yff7M/4gIfcp4POT8YfUkIuyaEXZMk3pQl35Yk3pQl35Kn3JYk3hAn35Sl3ZGl3RGn3JKm3VGk3hEl3RAmXpem3VGjHunz/PX5Afr8AC3W31AQbmFEm1kxtrIEVzXcUZEyVpUG5n3AkOfL8SzuRtR4U467KXusAeGoS3dUptqKYfZimIMJM9EidRSIlhyuLghV4fwVqEdyhJc4464k/a4k/a4045486wHAtzrfX4X1U2H91HmPNVg/9QvKq3N9FBhvHTFITwnV0yGmolhLRbKtJt1ZnzXWgRnryHN1Esa7ClxsnLU+y1iZZCiDGYpijMWxpqJYEzNaRwvXkkN1lDATLcLEghoYEAMDYqCF6ymhmoIgLSnYSA4Fs6CgcAYpLqA215BCdJQwHSVMSw7Vk8NMtAgjFQIGi/TUcKCVA0x7dPaxsngQ92gsjDIWRplKYuyVCQDxJlYkqNk9cWB6ariJFgHgrieHmSjhJ2YYSpiBBtFRwjSkEBMDCsp/dUEwkGVehrtHf9cXhOgJwdr8QB0+SE8I1uGDdHkBIwhvJTZIhQmSZvspcoPU+AglIVKCj1Az4nXFifqyJBkTVpfiV5Ud//yP/98//ywK958T3MGE6lQ7BgReT7VjQHkOFBh3CxLoMFMdue4W5EwnZqmHMNeVN92RN99FWOouWOAS5rk4IMXMdWEWOJg5du4CB7PEzQP3AO7zXfiV3oLVPtJST/5ST/5qH2mtn7zCJ6/1k9cHKOv9tLU+6sYAfXuYtT1cuDnI3Bwu3hgp3hKUeuC+I63fltXvyhp2ZQ1AjQGeyG1J3Z68cU9cuyuq2RLVbItr92QN/1u4H+v5hy8WMP3UvdTwDl50WZ+aB/aNvTu67j19D6jWDzTdh9qe740DQMYBg6lHBv6BrvuJqe+ZZeAP2r4ncu4TVffvjQO/N50kDRzq+ceanqd6/hMd70jTuUX0rK8AACAASURBVK9s31eyd+XsHSkbaOvbys5NecemvOM/gvuGqGlT2LQpbFoW1a1KGlYlTSvChqWhqnl+8TyPDuDubEC5a3JMZVm6ygxtSaIgy3sw4iI35Ete6Ln+yG9GY68A8V2acFMSf2M09rI85banYJfB7wqTbowmXBPFXxPCrgoTr8vgd4ETEajeCtQjbX6gmR5lKYx1VCSNVaVZSxOdZckA7mAayDMB5KrPHKtHTrVi3E3Z1mq4tTLFVpZkLYy1F8bZabEmcqSGFKYmhSmJIfK8xwq0rzLHR5b9UJZ5X5F+TwW/p8y4r8r2VmJ8FfmPT8iO89fmB4CPGR3OX5v3WJLzQEcMMtDCjUyoqSTOXJ5krkqz12U62rHGBpSuFmFqzLY1Ik1VybriKD0rwsiIAucnIZsKsdAgZibUSIcYaeFGWriBFALs8yZSqIoQoCUF68ghOnKIgRpmZkSYGRFGWriWHGqgQYz0EwrbC2NsrGgTLUJHCQMjAgZGBAj5MjAi9Eyo+UWQgJ4JNZXEWMth5gqYtSrBkydjKYoGAo6eDlEQA41UiIURCT4wTJRwkDSgIwZ7PjkA5UFzVUc5oT9opRpIoR4J3kiC6AmhOnyIgRhmJkdYCiCG/BBdXpA+H6rFhKpQ/prcQC02UIYNlOCDVdQoFSVcywg3FIZp6GEyaoysmvT8j//PXyr3P/Pbj8//9PzFmr0f/3ToGHLVJEy3o8ZbEeOtCI90PtmePdGGnOnMnevCzHOxsxz0NDtnpjN3nosFDxe7sAscDBBegIy+wMuf5WBnO3HzXfhFbj54cpVPWOnOX+Bglnm4ZR5ulU/Y6Cet95FXeohLPYRlPnG9r2Cjn7I+QFnrJ28MUjdHWFujhRvDzPXBws3Rsi1Rtac235PV70rrtmX1W9KTmn1bUrcrrQcH1Ow7UkD/pn1Fy4G67UjbcaRuP1K3H6nZR2r2kYrjGfrflLO3lZxdNXdX172n79k38PeNvXsG/q6St6fqPtDwj3R9x/r+J4aBp8bBZ6ahZ5bBJ4beJzreU303+BJwYOg/sox4omM8U6/A836o4x5ou0DX9ATfcvaGrGNuqG5Z2Lwp7dhRcIDmfqDqOlRz18Wtm9L2bWn7hqhlXdi4LmxcH21YG6lfHa1fF9avCeoWh8rneotn+awZPmO6hz7OwbvasLYGhLkizViUqKXFyvJDR7P9uGFfcoM+6ws9NxBybjjsgjD6iiDuqiT5tiDuqjzljjLlrjThBjhi2DUx7Jow9qog5oos8ZY6/YE87Z4o7Y4c4aXK9VUivZXZj8zEUBsNaqZDrYXRAGFjJQnO0gRHacJYedJYVYq7Du5qSB9rSHc0ZdkbM+316dbaNEtVirk8yViaYCyCmZnRJkaUjhSuwvnLc31Uub4qlI8i20uF8pMjHokz74sy7okz70uyveS5jxTAz5cfAJqEYOYeXCgJwVpyuI4C0dOgpqJYSwnMUhbvqEq2VsSZiqN0zJ+KcR05xEgOVVFCVZRQNT1cw4AoySFqcoiBEm6ihBvpEWAE1EyHgqhFMxVipkL09FAVKUBDCjYxIsxMqI4SpieHWRiRRiZUT4doKKHmwihzcQyYPNLQwnWkUBBRaaJFAHEGyOJaaqiJBXWUxJqZUDMT6iiJtRVGmRkRjjKYkQkFDncTK1JDCdVSw7TUMDMzUksOVRcEg64p6KNaWFFWZpSRCjHRImysaAsjUlsQoiEGG6kQPTVCgQ9SE4IMlHAjOcxMhVipEDM5zFO56wnBBmKIiRRmIoTocYE6UqiGGCzN8xNj/KR5/iKMnwjjL8sP1hCgamK4Bv9YQgiT5/pYKrOe/+mf/+X5P/9X4+k/4/azgztwv0yzc6Y6UJPt2cAJA1A+14WZ6cyd6kC9DPf5TvRsR85MR85cJxqgfIGXP8/FzXfhF3j5C1048ORKDx5U7h64r/cVrPeRV/kFy3ziSm/BWi9pY5C6MUgF9fv6EGNzhLU5wtoaKdkWVnjgvi2p2xJVr49WbMtO7DH/Bu6gZgdwP2moatqPdWwwQ3SoZh+qOYdqDvAgHqp4+9ruPQ1vX9u9p+8B7dMdLW9bywMh7//mHOn4x8a+I13PU333M0PPM0PPsZ6/r+87NA54yO555cm2PA1nX8PZV3P31Vygw2wrOVuKznVp+6acDcgO1PY9ReeeogNo7juyjg1R05qgYU3QsCFoXBfUrY7WrgnqVkZqFvpLZ/ms6W7GVDdtsosy1opxtqDtdVmG0mQVNVpGgIjRgQLU49Hkm12hX3ICPu0J/GIo9PwQ5OJgxAVxwnVBzGUx7Jok/ros8aYy5Y4k8cZQ1Dd9kK+Hoy8NRX0rhF2TJt0SJtwYTbguTL0ty3wgzbgvSb+nyfXT5QVo8wNB8aunhpvpUWZ6lJkZbS2Ks5cnOqtTxmpSHbWptjq4rQ5ur4Vbq1MtFcnG0gRTcbypON7MjDYzo41UqBYfosI+VuX6KnN8VCgfBcpXnu0jQ3pJEQ+liIeSbC9Zjrc895EM7aPMewykBkB2BdZPmvtIgfNXE4KASQZo1lpqmJYO0ZCClYQAef5jef5jOc5Plucry/NV4v11tHA1NUzHiNAyI1SUUA3lRM4GZbiZDvUILyB4R0sN1ZCC9dQw4HUx0CA6CsRIPVG9dZQwjyfdVgbTM6EA/WY6VE8NB7LJiS2dBTUwICfp84VRFlakkRZuZkQAEQa8CZDdgXkGGBzVBcGekSWPbcZEO/k5DZRw8NPqSKEGGlRHgejJYQZKOFBmtPkBGpy/Bh9oIIVaKBCQqmYghhjyg7RYfy0hSJkfIMX4inN9xbm+oyjvYeRDAcpXjYd44C5FeZsrMp//+MOf/rKJ6c/79h/AfaYjB7RAQdIvoPZcJxo8OdORM92OAp3SeQ5mlp0L6vG5TvQiN2+5mwDgvtiNX+ohLPDy5zl5C124RW7eEmB6D36lO3+Zh1vuzl/rJa73kdd6Sat9pNU+0jKfuD5A2Rigr/fTVgdoG8OsrdGibUHx5nDxlqB8Q1AJhJddWcOutG5LVO3poG6KarbFtf8R3D2V+566c1/DOdB2gTYmCAs70vGBtHKg6z4y8PcNPduari01Z1vT9cTYc2zoPtLzjvS8Y0P3saH7UMfd13CAXv9Ex/PA/cjQe2A4yYX3xMiA1IFdZdeuir2n7jxpn2p5e5qT0dMXTvYuD9x35e278vYtWceOonNX3r4halodrV8drV8X1G0I61dGalZGapYGy+d6i2d6mFM8+gSH7OogOppzHY05lup0LSteVhAhxgQLc/xHEb6idK/e2GtdIec7H3/GDfisN+RLfvAXfaHnBNEXRLGXJLArkoSrovhrQ7GXBqK/GY69MhT17QD04lDUt6OxV4aivh2M/GYk5jKwyQsSb8jg92SZDxRIby3WX4ML0OADdaRwbUGYjhRuoEHNrBiwlcJSAjOXJ1krUxyVqY7KVGtZkqUkwVwcby6O11MitaQIDTFckx+sygtUoB8rc3yUOT4y5CMFyhewXorylmR7SVFeshxvSbaXAu2rzvMHkWegKyhCPFCgfZR5fircY3W+v5oYqMT7S7E+UqyPLMcb/IfSXG9JjpcY9VCCeSTH+akLgpUFQSpKqIYWrqKEasmhOjDVSQrRU8PBZ5WJFmGiRZipEBvjBKkGGtRIjzTSI/WUSD0l0kCNAhg1UiHA+2gtjAYhvbaiGBAFY2aeXAOVxlIUbWRCPS+2sKKMVAiwNgJrDbC+ACcMaMYCy6PHEnNSv7/Q90EnAOyfMlIhBhrUxIgy0SK0BSEafKAy77ES46vB+QOJxkQKO1Hb8UF6XKAW669A+yrQvrKcR5IcbwnKR4T0HkE8FKIeSdFB8vxAVf4jMT5Uku1lKIU//9Mf/wL3P/PbfwB3wPGFLuxcJ3qmIwec6XYUeGa6HfW/hfs8B7Pcnb/SQwRwB0rLC7hjF7l5C13YZR52jZ8P4A48M+t9ZI8Us9xDWu2lrPVRVwdo60PMrdGibWHJlqB0R1C2K67akdT+ZI+R1G6JqkErdUtcu/3i7Inr9sR1QJbZlTXsyRv35M178uY9Zcu+qtUT436o7wEL9g50PUeG3pMVd1rekYF/qO/Z0XJ3tNxdHW9fw95Td+ypO/Y17CN917GBe6jjHGg7j3Q9wCz/RMs51nKPdD3Hxr4j06CnVPfkhR1qe/ZUXAD3PVXXvpq7p+ECuO+quQe6nn3tTz7IXRV7X8neU3RsyTp2lB0A7isjdSsjNWujtWujtSsjNSvD1Qv9pbP8opke5kw3fYJDdrbhxprRtvpsY1mKih4rJ0bI8kIFSL/BdK9u2C1O5FV26MW2x5+3en/Y4fMhL+DTgZBzg6Gfj0ZdlMZflSVdlyTeECRcG4m/BoaehqMvDUR9Oxh9aQB6sT/8/GD4BUHEt0LYNUHcVVHiTVHyLUn6PU2OrybXT4fx1xPDdIRQHSFURwo3UqEmRpSRHqmnRoAsRlvxi0T1onhLIczMitNTotWEMAUuWJkfoskPVmD8pSgfMdJbivJRoB+r8/xV2MfyXB9Jtpcs+6Eix1uMfChFeSvQvirsY3WevxLjJ8t5JEY+VOQ8VOZ6ydFecrSXAuMtR3tJcx5IUPdlmfdliAeKbC85ykuS/VCMeijH+CjyH4tzH4nQj6T5j5UFQSpSsIYUoieHAbgbaJATxyEdaqZDTZRwKx1qokWe/FkokVpShI4M1VOiddRowFYzHWpjnWSsA+ci0NAtRdEeTJ9MkzIizIVR9uJYIz3CSI9wlMQB6UZHCQOvAR5H8CZAyveYYbTkUA0pBCgzQDUCPyfQZ6zMKHthjIEGNTOjdaRQBc5fhfNX4fw1OH+Tp8WaHwj+3jxw12D9NFg/NdpPgfaV5/rIcnxluX5KbIAE7S/DBajxPnJSuBLja67IfP7Hf/nj85+F6v6zgztIgpzj5Cxw0Qtc9GwnCjyc78qd7USBNDHwcI6TM8fJme3ImWpFTrejQOW+yM0HfhgAd0D2RW7eAhe9xMWs9uCALLN0UryTANzXByhrfdS1PtpKP211gL45XLwtLNsWlm2MFC/30jdHy3aldbuyhpOAAUntjqR2V16/I6vbkdRui2u2RNU7wupdUc2uqOZluAOr+66ieU/ZsqVg76q7DvU9AOKgWj/QvVhup+Ec6LmHBt6+rmtX17VvOIH7rqp9X8M+1HGO9F2HOs6+hn2o7T7SdB1rOo/U7GNN5xMd78jQe2zs8yy2Bqs5QPF+qO0BssxJha4Cp2tXzQVV/J7q5HffU3fuK9l7irYNacuWvG1H1rYhalgZqVkerl4Zrl4eqlgdqVkeqpjvK5njs+b4zDk+c7KL5G7PdzagrDVZ+pIkFTVagYdIMMGjmY/6ku+yY641hZxvDPyqLeR8/aOPii7/tvzK660P3v//2XvP4LjuK9uXnrElWRIlS5YsUcGSlSzJopgzcm7kRs45o4HOEY2cMwkQGWiERjdy53hOR2RmgMg5B4KUPQ4zcyfYeh92s0X7Xt/37b3SWKd2sU4DKFShWPU7+6z/2mt3uX/R43tqKPiCKOKKNNZKlWSvTLaXxFnJYiyl0RaiqGuCqKvQyA8FnhcFXpBEXRVFXBZHXhmKuCSNs9SkO+uJrgaqB6i6YMgbzvaHAz0928eYE2TIDtRnBRhzgkC6Gc4NNmQHGrPDdOxgDStQmxGEsvzUVG8FyUNBclNRPBCal4bppaF7qsiuSryziuisJrnICU5ygpOC6KwiY54tNclJRXRUEhwUeHt5up0izU6Zbq9Mt5cm2chT7OQ4eznOXoqzk6Y7yEnOSgpGlGYvTneQUjAqpqea7Q1wN2b5gW3R3LkP55rSWvRZAaP5oRNFEWOFkSP54cMF4Ya8cE1WMPxdI3khw/kh+pxAY17wSGHYSGGYeaDJPF8Kw6WG/MCRopDx4jDw2IwVmcT94fwgcLxos3yh2R/ODwIrDjwezPoMnKAO5waC7d2YE2B6w8gPHs0PNuQGGXKDUJa3kuYOspWW4Tmc6YsyPLUsb3PbrmdhjUysnu41nIEdzsAaWd46mqeK7KqmuGkZWEOGnz4rQJvla8hy1+aHGtk+d25Sf5Blvv/X34H7fAdppg0/yyEsdJIXOsmzHALcz7UT4X6+gwTfevoDpJk24mw72Qz3RR5ruYe9xGcu8hhL3QwgO8B9hUcH2X3J1Lyz1/uyAe7rQ4XrQ4VrgwVrA0UbwtJtScWWuHJtqPRBG2Opr3BbVrOnagB7zJ7SdKa6qzDBfUdyY1t8Hfi+Lavdkd80H6hC536gad1Wte+hXYc6HogtB7quA13HvrbdpIkDgnWd+/qufX3Xnq7zyMgFoAPZHxm6DnQdexrOAdpxqOn8K7iDNV7H39d07yJdsAPErLzDgSrAHSwxTwMGuHta7p6mA2oXbd9RNm8rmtblTRuK5i1547qkbtXUsFcvDVbCv/O9xbP8QoD7w66su62MkeqU0aoUY2mcJidMQfcT4z0Gkxx7oq2bA861BJ7nhFzihl9r8j5VeOVExpcvMz59vujsL25Y/orjdrLH7/xQyGVFnDWabI8k2alirJXxNtJ4a3GijSTRRhxrKYq4Ig69DC6aoYhLPUFnBsMvqpLtNOnOwxQPLcMLSsf0NmT4jGT4QkC8no7VUr0QqidK89IxfXQsXy3TR8PAKqm+CCNAwwrUsAJVNF85xVNJ80ZZfiq6l5rhjTC9UIanmuKmJmLUJBcwtisJTgq8o7nUJBcN1Q0hY+DrUpydOMlanGQtS7WT4+zFSdaSZBtpiq04xUaSaitJs5emO0jTHeRpjtJ0RxkZo2R4qJieKBurz/IzZPpqs3y1Wb7QjxtzAuBYEqzlk4Whk8WRY0Xho4Vho0WRw8WRhsLw8eII0Gp0OYGaLH9jfshwcfhYWdRoecRwadh4eeTtyujx0vCRguDR/OCxgpCRwjBDXjC8zeiyA7RZ/lq2nzEnaDQ/eCQvSJ/lp8v0hfcAkFagwQdZH85U9Tn+KBuLsrzBkQm6EIy5atk+8GtRljfy9EBCRcYgVDeE7mHI9B3NDjCyfeE/aJjlM8r2MzC9jCzv4QysluEJehf8sWMFIYZcf0OWqyY/yJCBfQr3f4jrHw7uAPG5diIUAH2WQ5hpw8+04efaiYtdlMUuCpB9iUsFGzuo6kvdrKVuFmgyYGNf5jEXuJT5LjLAfbmbCs73ZR5zqZuxzMtY680CWWZtoGhjqASMjxvC8i1x5Za4cl1UscjP3RCWmzv3TWnNlvTGlvQG9O878tpdac2OxNS578tqzW6ZHUXdjqJhV9kIcN9H2g81MP3f+UjHOdS2HWhaDzTNByjnQNdxoOvYRdt20bY9Xfuern0bbT3Uc831yNANNwe6rgO045G265Gm/RHSeohyQJk50PPBHrOv6d7XdJtzfcEtc6jnglvG3LkD3He1Hbto+w7C2Va3bSqbtuSNG9L6DUXzhqJxQ1q/Boeokpo10Q0g+2Jf+VxP0QyvYIaXP9ud86A941YTdbQqZaQyebgkVpMTpmL4SwiegwkOvEhLjv/ZoUR7GcFDjPcYSsLwQm0aXE/nn3uP/OlrlM9+lnf2RK3dpx0eJ/v8z4jCLknCLyojLFRxNrJkO7CsyHAOkjgrcbSFJNZCEmshjLrSE3RmIOyCLMFalWKvJ7oiJFdIH9NSPXQUDz3V00j3HmZgtUQPDcEdIbghBDc10Q0le6A0Lw3dW0r0UlB8VDQ/JdVXQcEqaD4qhh/CClCzsCqmt5rhidA9EKo7QjLNo5rJLk93kOLsJKm28nQHhIx5qsu7yNMcRUk2ogRrWYq9PMVelGYnxtmJUm2FKTayNHt4NsjTHdR4FyXeWUlxVdLcZVRXFd1Dk4HVZWCRDG8lw0OTgQUbCRgQ9Wyf8fygycKQ8aIQmPgfKQqB44TJsmh9QYixKExfEKLLDx4pixwtjxqvjNGVhOiLgkfLIyYqooYLg3XZfsacgNH84NGi8OGC0NHCMGNesBnuI3khJpWc7WPuxMHebhZnQHkfzg/S5/hrMn3MPwlHqfBsMGT7G/OCtVmmjl7L8lZSXGEKDJyRQHZQZgwMbyMTq6I4ozR3QwZWl+GN0N21LG8QeUYLgvS5Pjq2izrHX8vwHK8mfPvnH7Jlvu/X37NCNqY8bE0HoAPKFzrJM234h63pM234+Q7SEpe6xKUC3Je7aYtdtMUu2nwnda6DMt9JX+Qywf2y3MNa6c1Y5jFBz1ngUpa7qcvdVJMb8incV3sy1/qz1/qzl3ry1geLt0Xlm6IKE9yl1duymm1R+Z78xp7SNKy0JTMxfUt6Y1tWA2071L6s9lBR9zR7oH5HUQcJMyDLPEI7TT5ITdsjTcsh2nyoaTpAG/eRtkfajgNdxw7Suq1uAbhvIS3bqvYdtUkrh/z3I0PPkaHnSMd9rOs8RDn7yqZ9ZdMjbRecqZrzBiBSxlympwIs9tOCYaZrB+3a1Xbsajt2EM6WqnVT2bShaNyUNWxI6+Ee2vZV8Y11ae2GpHZVeH2pv2Kht2yWXzjNzZ3pyn3YlXWvjTnRQLxVix+rTDEURaPZoRp2sJriK0hy4oVdQwhukzkht4uiJ4viRvNiDKwoDTFEGO1RaXsO/9HrET87hnvvn4vP/6LV5ZNe36+G/E/KQq8oYqxkyXYyvJOK6qYgukiSbMUJ1uJYC2m8lSTOsj/swmDEJZh4QtOcVAQXNRGDEl1RoitCwKBEVx3Z3UD11BHc9UQPLdEDxbup0jEqgquW6qVn+aLMYIQRoKD4yMlYJd0PzQhEWAFyKhbgrqJ7IHQPlOahobirSS4q/Hc9uzzdQZJqK0yykqTaKglOUryLjIBRkd2VJDdpqqM02UGBc1bgnIV4e0G6nSDVRpBqI8M7ImQMQnSR4+xV6c5KvLOShJGRMRKiswz8NkwvlI1VMjwA6wjTC2V5wwa74SzsaK7fSH7gcF6APs9/uDB4pCRspCx8rCxKXxACTB8tj4LEgpHK6OGKCGN5+GR1zO3q2JGiEG2WrzEnYLwwdKQwbKI06nZ5DFB4pCB0rCBsvDB8JC8IZXnrMn2B6WYlHVp16NkB7nCyOlZgWooNnhx4ctwpixopCNVmmXp5CIMEdhuz/HQZWA3dE86i9SwsSnaT4RwUZCeE7mrM8jVm+SIsT00G1qT25PrrcrDQuWsZnmNV+G//+4fO/Xt//fnZNXuHt4buXo940IKbak2Dmm5Lf8jBz3YQzQr7bAcRJHjg/kInebGLMt9BglrsoizxaMt8+hKPtthNXeiirfZkrPWyl/n0xW7qEo+22E2Z7SCscPAbXeQNHn2tm77UzVrpyV4bLFgbKgYpZltStS6qWBWUrQkr1yXVG9LrO5KaDXH1tqpmX1O/Ji0/ROp3JdV7gupd2fUdafW2pAp6/G1J1Y60ekdava+q31PWmZp6xc09Zd2+qn5fVb+Ddh7oOnYVdY/V9X/QNT1BGn5vaD9Emp7OFrVBOPCuqgWyJPeVLXuK5gOk7UjX+VjfdaDrODB0PhrmHo3w93SdOwgHTkqhkX9i4B0N94KUf2jgHxr4+7rufV33oYF/ZOjZ13Xv6Li7Rt6ukbej4+6gnbtI546mfV/fdaDrMgsy2/LGDUndmvgm9OwrwppV4XWoNdGNpcHyxYGy+b6SGX7hVFfOXQ77Vgtzook+UUMYq07TF8dp8yP0uWEyiucQzkFMcLlXkXCvMvFOZdKtssTJ0qTx4iRjTpyGGSFId73pewF/8i3/n/3I/6Vj6b96tdry027sOYH/SXn4BVWshSLOQpPmgOCdTYpHir0o3go2oIpiLEQxFvJEW1WKgzTRXp5sCphE8KbIRpTgAj07SnQ3d+5aqpeO5j2WFWFkh2pYgdrMYG12iIrho6B6aTL8VUxPNctLzfJSMjygZFRXMclZRXSG7luWZi9OsRElW0tSbWVp9kM4OwnRWUF1k1NcZWSMlOQiITqL8I5ygrOc4KwkYVCym5qIUaQ7KdOcEAJGScJI0hyUJIyC6CJNd4TGX01x07J9NBlYkDs0GViE6aWkuWvZPsOZfmN5QXq2j5btM5wfAkag0dLI0fIoTVGIvjQcYsXGrseNVMUYyiMNlRFjNbHjNbFj1dHa4mBVto++KHisLGKsKHysOOJ2dfydmsTRqpjR6tjRG3G68oiRwjBjfoguJxDN9NNm+RvzgsHUqKB6wAZzXaY/kuGjzwkcKQg15JqEfghv0GX6j+aHThZHjuaH6nMCRwvDhvNDULYvwvRCmF4mzzvLB1yPSoaHguqmJGGUaU6qFAcNxXOY5TfM8kPJHiqyu47pY2T765g+Kqa3luWtyXRVkTzlJOc7Zenffvvn//z2HyLR/R8O7tNt6YB1ODs1wx2wbjpubScC0Bc6yUsdZLOSs8SlmuG+1M2AAJnFbqopLKybOt9FWmhOXWonrnSSl7j0ZV7GWl/u+lDhhqAIxlC3JRXrooo1YfmGuHJTcn1Den1deGNP0bglq92S12zKqndVtaui8h35jacBv7XPJohty29uKxu2FPVbinrTMlVlw7ayYUfVuCVv3JI3PtJxDtHWXWUjyDXgfDfD/QDl7Klbd1Ute+rWJ/quQ5Szr26FXEmQbva17Y+GeaDPmBQbbZep9PwDbfehjgcN/qGOB/ZHaNh3dNwdQ/e2nrul6dxSt2+r2jfVrVtIG2gyZrhvyRrMcF8VXl8RVC8PVS0NVi4Pli/0ly70l871Fs/yCwDuk82MyUbKxA28oSxBXxw3UhqHZAVLyR4Iy+92afTdG8n3b+JgVd5sK3O2lfmwgX7/BuluRfJ4YSLCiOJGuhZYfpH20fG0939M+/SFBtsP+d6nhKGXBoLPwz4NWaKlNMFCleYkS7aTJtlKEm2k8daKJDt1qiPAXZZsp0y2Vybbq1IcEJwjLE7SENyRdFdVOgYhuGnJnlqql4biiZDcTCzxhQAAIABJREFUjawQAysIYfijGYH67FBtZqCa4YPQsGqGJ7BJRfdQ0T3UDE81w1NJczcr7yCvS3F2sjR7JcFJiLMTpzvIiM5ykouS4qqiuikprnKSi5rmDviW4Z2UJIyK7ApWS/giWERkeCcZ3klOcEao7gB3GPdHWd7Ad0O2vzEvYDg/CM3y0eT6j5aGj1fGjF+PG62KmaiI0ReEGApDxytjJqvjJqpihyui9KXhhorwidq48ZrY0aooY0movih4rCJyvDwSZqwmKmJuXY+HbcOwdP5OZdxkWbRZtBkrCje19nkhhuxAKF12gCE3CE5udZkmsX4kL8SYE2TMCRrODR7ODR7ODxkpCNVlB6BsUxYN/EUgxajoHlKSiyDNXpLmgBJdh+neejp2JMPfyPRVUzzkBIyK7K6meChIbkiGjy4Di7IxcrybKM1uvDD527/89w9w/75ffwv3ezcip1rToD2HPv1ZxM+0Ex5y8MD9ZxX5pQ7yfBthuiVtpg0PQs0Sj7bApazwWaC9LHTRzHBf4FLmW9MXOYTlTsoyHKj258FRKgTIbInLN0VlG+JKiAnbEFduSeq3pXVbouv78ptb4so1UemquHhdXmpWY8w+mV1pzZ6s1tyqm+tA3XCgbniCNu+rGnbVTZvKlk0V59DAPzBwd9F2aNj/d7iD8XFPw4GNH0fajse6ziNtx5GR93iYDy74Ix0XbJGmFRza7kMN90jHe6znH+l4MCcFvvhdffeuvntHx91EO3bUHbtI56a6dUNlShrYUTZvyRu3ZA2b0nqA+5roxqrw+vJQ1eJAxUJfyVxP0WxP0WxP0VxP4Sy/YJqbe689804L/VYTdbImXV8abyxNGCmNU2cGqTP8bpfFLTQQ79WnTbeS5rmMBX7mUm/OSk/eYlfWXBtrsYn14DrxVlnqREmynh3ZF+NUbv0p9fNXcO/8E/s3P2t0+BwOWoXhl8QRF1Xx1xSpDlCyZDtpvLU80VaeaCuJs5In2soSbGBZqyLRBkmyQ5PtNSkOylRnZaqzCueCpLuiRHcNyQO6eJSE1dL9daxADSvQkB08nBs6nBWszwgwL5pAQXane8B+qGc1GVGytSjZWoqzk6c7yHAO4mRbUZKNJMVOnuYoT3OE6VYV1U1OcpHgHcXpDnKSC/wqFdUNWns1w1NF95AQncUEJxkZo6J7QFAwHFqqWV4oGwsGleHCIG2+v5LtrckPGC2PGKmMhA59tDBMm+WvyfQz5oeMFUeMFUcYi8J0+cG6kpDx6zFj1dEjZeHDpWFjZRG3qmLGyiJ0hSGj5VHGknBDcdhEVexkddx4ZcztGwkA97HiCBBtJkujRgpC9TmB44XhZpcRaPS67ABddoCW7adl+xmyA8Gu891NbpA+JxBl+yIZPgB3TQZWRfdQkV1VZFcFGaMgY5QUVzXFTUv10FM99XTsKDtgJCtQQ/eWEzAKoitK9zZmBhjzgsfygox5XgjFW0pwnChK+fbbH9wy3/vrb+F+vyZqui0dDj8XuJS5ThIsUAWJBvapwj306TNt+OmWtPk2wmxL+kxzGij1oNUscClL3axFrskKudTNMMN9pYu6yqWt8JirfNZ6X/Z6v2kpx/pQ4aaweFNkQvyWrBLgvi6p3JVd3xVWPpbXfqOsPVJU7SnK1sR563KTsWRD0Qx5LKZSt26jnB1N+46mfRvlQO1o2h8rqn6radhXNexpOFtI26a6dRdtg2PVfbTl2dpDmveQ5m209cDQeWTkgm5zgLQ91nQ80XYeGXlPRnqejPQc6biHms4jHfeJrvuxlvuNnnek6TpQtx+o2x+hnUeaLqgnhp5DHW9Py93Wdm2iHZsqzo6641DD3dG0b6pbn8bING1I68HPviqqBbKb4N5fCoeo0935M7z8WX7BLL/gYXfedGfmvTbmnRb6rVr8aFWKoSRWmx+hyQkdLYl9cCNlqiZ1upk4206F3RoLXPYClz3XzpxpYcw3sadvUu9Up96uTpyuxU1V4VBKEDfYJv/iJ4SPXiF99FLRhXfa3b8aCr4wFHRGGHhKEmelSLJD05zRNGd5ir0k0UacYC2Kt5LH28jirKWxVoo4K2W8tSrOWhlnoYy5JoqxkCXYqFIcEJwTPBVUaU4oAaMl+YywgsdzIkayQ3SZgTqWv57la8jwg4wBiBkAsgOm5ekO8nQH0GSESVbCJCtxio0szR6MMcIES1GilSjRCm7ESdaiNHsZ0VlKchETnKQkFxXdA2V5qxmeUpILfHw6n4lR0tzVDE8guzbLV8X0VDI8kAxvlI1F2VhDjh+S4SWnuaJsrD4vQJvjh+b4Idn+4EhB6B66TF9QyU0Z6wVBo6XhxqIQY1EILESdqIgyFoWMVEaPVceOlEXqi0IhJmG0NHKiNGqsOAKybsZLIidLo8aKwofzQ4x5wc926JCtBikLmgzf4dzgkbwQTYavJsN3JC9kND8UpBtNpp8m0w9kGXh6qRme8I6iprihDE8IDtMyvFCy2zDLz8j217N8NXRvhOqpYWBHsoNuF0UO54cA3FEqVkF2uVWC+0GW+R9w/fnPf/kO7o9uCx7URoPIPt9FBh3m/wJ3IPuDptSHjSkPm1NnW9OgZtrS59oJi13k+U666XyVx4QuHmwzMMS0wmOu9mRu9JtGUlf689YG8zcEhVuikk1RyZa4dEdauSWrXBeXbcqKD9XVW6KSrcGy36rqv1HWPpJXPVZW/wtaC/V7zc3fa27+QVtnrj/q6v/V0PivhsY/6Rv+qKv/k77hT/qGPxmafqdt3FXU7KnrD9Hmb4ycHXntEVJ/iLYeoq0HSMu+uhnqAGk5RFt3tZxHw9wnI7wjXeeeunVf3foI4Ryh7Qe6riMj74mBZ2rYNV3Pwt205BrpALI/QjsP0I5dtH0b5WyinHV165qiaUPRvKNs3dN1bqOcLVUrwH1dUrcqrFl9qrOvCKpXBZUrQxVLA2VzPUVz3fkzPBPc5/l5M9zsqQ723VbGnSbKZA1uvCpZUxCJ5ISOlsXdvZ5693rqneqUuSbqYitjqZ210M6a5zCX2lkr7RnLHPZSW+5Gd8EaP3uWQ3pQnzpVk3avLG0yL1lFjKxzv0L98udJ7/6I8esX620/4nufFAScHQy/KIy6AiYZJc5BmmQDMJXGW0tjrSSxFtLoa/JoC0X0VXnUFUXEZQgZlsfbKBJspfHW0OyrUhyQdE8tyWc0I2g8J2yYHaShe2upXno6Vkv10NO99HQvLdVDS/XQ0Tx1NE8NxR0lYVASBiG6KNMdZal20hRbOc5eme6oSLWXJtlIEq0lidbiBCthnIU4wUqeYidItZUSnGREZxHeUUxwAl6rWV5wjiqnuAL+lDR3QCHQ3Kz1q1le4J/R0lzVJBcF3lFDddPS3BVEF2ClkoQxOQjZvhDsNZobOPZ0+YYu1x9i2WELh7EgaOJG/HhlzHhlzEhZpKEwdLg4fKI0arQo3JwHOVIUMpwfZJ5X0mT46jL9geMmH31BqCE3COBuzAlCWT5wP5wbrMnwVbOwKNsXHgNKmruc4gp/GkJ1Nx2l0r1QmgdK89CzsMYsv+96dpKblukznBU4nBUIA8bGLD9tlhtC8VZRXUFz/4+//EMs2vsfDnfYhWuGO2gvZlkGPpqldpBlptvSH7amP2xNn2rG3W9MeVCXON2QPNOCm2nBPWxOnWnBzXLw8x3EuQ7afOd3GzlW+KylbsZ8J3W+kw7fAsF9YyB/YyB/c7BgdSBvQ1C4JSreEhVvikq2JWXbkrJNUclvdZUrgzl76pvfjHY/NvbCwug9dceRptlcj7UtUE90rU90rd/o235r4EB9o2+DOhjpezLR/x9Tom+MnG1J1b+Ote9IKw9VN81wh3FWIPsh2goO9wNdB8g1jzTtj3Wdj3WdYKkEQeaxlvtYywWIm8V3MFzCzZ6aA6EC2yhnT9e5o2nfULVAiu+utgPgvqlsAVe7qXMXXl8eqloeLIdaGihb7Cma684Hb/s8P2+2Owfa9tuN5Ml64sT15OHyOLQg3FAac/8m/kEd4V5t+lwLbak5Y6k1c7k9c6GdvdDOXunI2uDmbnXlbvBLV7vzl7uzlnkZi52M2Wbq9E3qTC1jojAVZUT0xriU235G+vSnxA//ufDsG10ep/tCzg1FXBJFX5XGWylS7WWpdpJkG0myjSTRWhJnKYq+Koi8LI64KIu8LI+6ooq6CsNQ0mgLWYylNNZKGmslibEURV2TxNqJ4uyUaa4Gup+R7W9g+OgoXijRHcgOC11hjyvAXUN21ZBdURJGhXeS4+zBzA5wh4hgSaK1MM5iKOaqMM5CkmgtwznIcA5inP1Qio043UFJcwdwA9zFBCcF1Q0K9H0F1U1Jc5eRMQqqGwj9MBCE4B2VODt5ih1KcEHwzopUe5SAQQkYJd4ZJbuhNA8d09vI9jUPcIGJRZ9lChUwPk2PGSmJMBSGwroPbV6QoTB0rCzKWBQGDwD4GXh1gElUQ3agLtPfVNkBIwWh4IeBhh3Qb8gO1LL9ECYWZfnocwK1Wf5Q5rYdYXrBrK+G4g4uVS3DS5eB1WX6IlRPNcUDRsa0TB99hh8IPvqcQF0GFslwUZE8lRQMwP0HWeb7fn0H92+//fOj24KpmzEAcYC7aQC1g2iu7/jekgZkv9eQPFWfBPWgIWm6KWWmBTfXlj7XTpjrMEWGLXKZi1ymme8LXYz5Tvp8F2uZn7XWl7venwcBv+sDORuC/C1RMeSFQf++KSo5EBfuK6p+d1cgbswLd7O89MWHVic/w1w8ffHsuYtnz104c9ZcF8+eu3Tu/IUzp6Eunj1z6dzZS+fOXjx75uLZM1dOfRaLtZc35f/pnuBI0/xE13yANh7p2w6QpkO0+QBp2lM17Kka4OMh2vxI036AtB0gbQco55G241DfeWTkPhnhHWo6TXNMmi4z2Y/QzgNdx3fPA10H6PXb6pZ9FWdPzdlF22E8ahdt31G27shbTJKRum1D0bwhrV+X1K2Lb66JalcE1cuD5Yv9pQt9JYv9pUu9xQv8wrnu/Fl+wRwvd4abbRJkmiiT9cSJOsJYVeJwedxYVeKDRuI8hznbSl9oY6xxsxbb85Y781e6C5e6C5a6C1Z5Reu84jVewc5g5Sq/YJGbu9KTt9KTN9+RNdvEnGvMmK7BP6jG3SlN1tCDOgKuZZ55C/fL55lfvN7m9ml/6HlpnCXs8ZDj7BVpDrI0e2mKLeBVEHlRGH5BFH5BGnFJHnVJHm0BMZPyWEtlvLUy3hps8vJ4B2mcvSzJCfyRKNEdSXeVJdtpSG4o0VWNd1GmOanxLnCvwDkq0hyU6Y6KNAd4nJheF1Js5ThbRZqdLNVGnGQpTLgmiL86FHdlMPayPNVBnuogTbUXJNuIUu1kRGc5xVVOcVUQXWR4J0maA/hkpOmOCNVdTXFTUlwVZIwE76ikuILcr2F6qahuKqKjPN1OlmoDi/1UeCctxU1DdFURnREyBkLNtAxPDdMTobsjdPexvKCJgpDhbH9jTgAssB4pCNbnBWgy/Qy5QaNF4WPFESMlERBdOXEj3rwdW58XAFOysGLJmBMEENdnBehzAmEAFdzxKMsHZflAzIMmw1dF90JZPnAMC9I8CFDwRqJjeiNUd4SA0ZDcjHRvQ4YPyvJW0N3lBAxC89KxfHUsX5TurWZ4wwNDyfBS09xVTCcl0UNOcp4oSvnLn//rh/iB7/v1V3A/uiOcuhkDhnRzmR2QEDkAN9Nt6VPNONiafa8h+WFjyoO6xHu18fdq46cak2db0+ba0ufa0uc7mcu8zGVeBugzkBS22pOx0pO9xMs0J8kA37eGCtf6s7cE+Vuiwk1h0YagcENUtCkq2RSVfCMs+72hQ1af9cWHrx370bEXX339+Zd/9txPf/bTF47/9IXjLzz/8vPPvfT8cy+98PzLLzz/8k9fOH78+Ksvv/zKSy8df/nlV44ff/WVV34GX3nu+M//+dixa5+/My28+YcJ3ray7tEwdw3h7Ksbgeb76kbz/QHSdKBqPVS3PdZ1PjFwj3Sd+9r2fX3H0Uj3EwPvUNO5j5iEdSD7Ey0XjJKHxq49XfuulgP/7mjaDtTtu6q2LZXpJGBb3bajbN1Ttm0hbTua9h2Esy5venqIWrsiuLEqqFweLJ/vLZ7rKVrsKVrgF87zCma5ebPdOQ+7sqY62Pc5rLvN1NuN5FsNpMl64lhV4nh10lQTaZnLXuFmrfNzN3ryljrZC93Fyz1lK/1l8AawNlixNlC20ley3lu02lO4wi9a7i3e6C/b6i/f6Cla7cxd5VAXm4lT13GTRXGj2TG9US6ZZ99Pfu/FrK+ea3X9ZCjiUl/o+Z6w80Nx12AEVJZmL0u1kyRai2KvDEVcEISeE4SeEYWeFYVdkkZeVcZaqeNt1Im2ynhrRZyVPNZSmeikTHKWJzuLE+2E8TbKNBeUgFGlOEgSbaRJtrJkO3mKPbgqFakO4gTTuKk0xRbILkywFCZYipOs5el28nQ7WZqtJNVakmoNN0MJVyHDUpXuLE9zFKbYCnF2EryjlOQCDhlJmoMM7yTG2QuSbcBLA0qLJM1BRXaF7BrIP1BRXaQEe1GajYLkCIEHGroHDMeqKa6QiKBleekyvFGGh5rmNpLlP5kfMpIToMv01WX6QjakNsdPnxUwWRx5qyx6ojRqoiJmtDzKUBYxUhUDa5gM+YG6XH+IIhgrCjXmBRpzgkBznyiKGC0MA74P54eYG3YT97MCTM+AnEBNpp8+J1CfEwjHCWA30mVgDQxvA81LT/HQkt1RmgfC9EIysRoGFqV7qygeKooHkB1hYhVUDxnVHWV46rLd9Ux/hO4OmvsPnfv3/IIhpm//DENMj++KpuoT5jupILg/628xjZh20cD3Yg6ZmWrF3W9OmWpIeVCfDHXvZuKdmvj7dUkzzWnmjXqLPIYpkKA3c7GHvcTLglrmZ6/05Kz15a3356/3568NFK0NFK0PFv9N7YmqjrT1WOszx469+uZbn73487dfOfHBq8dff+6FN577yUsv/uSfXn/+R2+8+KM3X3nhlZeP/+S5l47/6EdvvPTKqy///N1ffvrzt3/5zvsfvf322796/513Trz1xhsfPv/cK/hI73+fkT5Bmn6n4xxqmw/UDfsq01q+A3XjIdJ0qG45VLeY/TOHmnbzzSNtxxMd/0jTfYh0HSIdj9DOx1quSa7Rtu1r2yHPYE/L3dN272n4exq++Wh3C2nbVreYawfhbKmat+Sm2aV1cY3J+whSTH/pQl/xYk/RPK8AuvXpdvZ0O/thR8YUh3m3mXqnmXSrkTB8I3m8ImGqnjDXxljuylzryV/tKVzhFyz3Fi73lK0NXF8X1q0JG9aEjeuCho2h+rW+G6t9ZWv95RuDlVsD1VsD1Rt9lRt91Zu91cu8opXuosX23Omb1HsVuPHcqMEEhyrHTxLf/RH54xcbnL4QhVoMhV7sDz07EH1eknJVkWovSbYRxFsMxl4eirksiLwoCD0zFHRqIPicIOyiNPqaMt5aGWsljbwqDr8sjbwqibqmjLdBkuzl8TaSGEtJjKUswUaRZCePtYQhWNNmqGQ7RZKtLMFaHGshibOUJZi0dXGCFTTvggQrYaK1ONkWSpRk8+wNOGeEidaiJBtRks1gnIU4xUaSZi/BOwgJDkKCg4TkJCU7y4hOSrITQsMoyU5yooOa6qJhuKF0Vw3DDSG5qokYcwQxzGqpiRiE6qYiY5QkF4TqpmV5wTSQIdPHkOk7mhuoZ/vAyTBEq2uYXob8QAhtv10ZPVERNVISNlISdrs6drI8crgwWJ8XAKnu5jWq0ImPFobdqYgFfyT43xEmFrQahIkFKEMvr88NGi4INevyKN0bpXtrGFg91RMlu+lonvCsQugemgysguqmJjkhNAxCd1czPRCWp5LiqiC6aKkeOlbgaE7wRLaXlu0nTbJCc6K+/Y//+ofo2/8B4Q40B7KbzItd5PkuUwyk+az1IQc/3ZY21YqbbUl/2ISbbkydakgBuN+tTXhQn/ygBTfDIc13Uue5tEUeY7mHvcTPmOexlvlZy/yslZ5s2JVqVmZMhkiIlxksgO3YqwP5v1XVPOCyT37w+nMvvPn8j37yxvGfvP7qCxd//WGw9ekUL6vMGI+GjPjuEgK/jMIrozZn47JTYyLcHC5+8fGrP/nx+2+9deKttz/9+LP3333vl++/e+LEp8eOPe/vePGbW32/13MOFPXbqppHaNOBumFf1XCgbnyENh9pWo7QtkdIq5nm5oJppm/0PJMaA9kyus7Hus4jLedQ27KvbdvXtu1pOHuajl1NF6Q/biFtW0jbNsrZRdtgCHZT2bQpr9tSNW8rmkxkl9aaMwaWBsqWBsqWBp4KMrzcGW72w47MKU7GgzbGFId5v5V+t5F8p4Fwqy59pDppsiJxqp4w10JdaGet8vM2+grXeotWewqXu0vW+is3BXXrgoa1ofqNofqNgdqNvur1gYrNoaptYc22sGZLcGN7sGZr4MZm//XNoaqN/vI1fvFqZ+5iE2P6RvpYTqQU797ufzX34omsU6/V2nzI9z0jjrwyGHlhIPq8IPaaLNlWlmonTLg2GH1JEHlREHZeEHy6L/BMj/+p/oAzwtCLkogr4rBLguDzg4FnBSEXJRFXZTGW4sirgrBLQ+GXxdEWsjhrSdRVeawldPfimGui6KsAekmcJZQo/rsSJlgK461ECdbiRBtRgrX5XppsJ021hxIl2QzFWwoTrSUpdsJEa8iZkeAdRAQHCdlZTsUoyC5SgqOC5AiJkjKCvYrijNJdn4X7s6UiuCjxzhq6B/BdTXHVMD3Nq0ohbsxs6IRFd1qWtzEvcLw4bKIsYrI88lZF1Ghp+EhJ2ERF1EhRCBREusPCVUN+oC47wJgXPFESOVESaQ4cRjJ8zA07yvJRM7zhWFXN8EYz/TSZfibHZKY/BCmjdG8t1QMhuWqpHijNAzLxNUwvGRmjJjkhVDc1zU3FcFczPdQ0d4TqbmRiDexgY2aAkYlR0b0kiZbavJhv/+uHCdXv+/V34G7G+rNt+3wXea6DYob7Uxd8+kNOOlghge/QvN+tTbh3M/F2feL95lTIEF7kMZZ7TAnvZk3GXE/5XgAtvKmR78uD+kZWui6r+M3Hb794/BeB9hZlOG+ko3BF3fFvo+3/drvnv+dkf5yW/68l7bdrxt/dHvrdeO/ubfXhfe2CQVSdQbj46w9PvHr8g3d++eEHn7z/3tvvvff5T597FWt79skk/9+Huw7l9fua+r+B+2NtK8AdyH6k6zTXY33XEwMXIsPM7poDpMmk52hbDjTNe9rmXbTFxHGUs41yNlQtm+rWHcRUW6rmLUX9huymqWeX3XyaHlMJA6hzPYXzvUVA9tnunNnunNmu7Ol29r0W2p0myv1m6t1G8q269MmbaRM3Ug1lcbcr4qdrcdN1hIeN5OWOjI2egjVe3mJXzkJH7mpPyfrA9bWBmrWBmrW+Gxt91Rs9Fat9FesDVVuCGzui2h1R3bbw5pagdktQuymsXu0rW+stWespXOJkzTRQp2vw96tS7xQlS1I96t2+Krz4VqXlO3y/U4Kwi0Oh5/ojLw3FXAW1ZCjm8lDUxcGQs73+J/k+J7leX3I9v+jxOTkQcEYQcHbQ73S/z9f9fmeGAs8Lgy8OBp3vDzgrCLkojrwqi7GEvl4WdU0aeVUYfkkYfglwD5kH4lgLcayFMM7CzHdBnKUw3koYbyWIsxyKtRDEWYoTbWQp9nKCMygwYpz9YKIVKO+CZBspzg7gLiE5KWiuKoa7koIRp9uDei4nOEnTHRREZzXFFdZzA83VRAwcSMK8q4rgYoY7SnMHWUbL8tIwPQHoGqYXbMwABV/P9oF91hDmDtuxYYMVJP1CfuRYUehkaQSEROpzAofzQyZKIseLI0CTMeYFIxk+WrYfROejLB84SgVFRZPph2T4oGxfcE8OZwVCQBtCdVeRXRGquxnuKMNTTnJByBgVGaMguyhorgjTS8vy1jG9h1k+BnawlumjJtpKiBhR/DV9Qdy3f/7HUNz/keH+rPi+wKU827k/RTxxrtPkdp9qxkE9aEq935hyvzHlbn3S/cYU6N8XumgQErnQzYS0d1jQsdL7dA1Tf/b/Cff5GwP5v5cVPujN/vD9N37z9aVFdc9/3mn/02TLH/UN/4JWz/UVCG9Qi6jR0UEY52unrvz6hNXn71z4+E3Hsx9HuV3lVmb31VW4WV794Bcn3n37gw/fO3HirY9e/unrIS5X/+VW7x91nCNVwx5ad6Bu2FPW7Srq9pT1h0jTkablEdJ6oGreR1sONK2H2jaoRzrOkb79saHjqW+y0ZRSqbwJdaBpOtA07aNNO2jjtrppS9W4pWrcUDVtqFo2lU1bqmYomJgFvm/Ibq5La9fFNavCqqXB8oW+kvneoofdebPcvHl+3hwv92FX1kwne6aTPcVhgsh+p4F0qy594kbq+PWU0coEXXHUZEnM/aqk+1VJ96pTZhspqx3shVbWdD1lqpG+wMlZ6ipY6Cxc4havcEtWuUVr3UUr/OK1nvK1/sqNwerNoeubQzWbQzVbgtoNQdXqQNnaQNl6X+kSN3eekznPyVjisGdukqeq8VpGYJvfuQrL967bvM/1/loebSmKsegNOc8LOdsXdUkQe00Yc1kYfmEw+Ey315dczy+4nl90e33Z4/WbXu+v+rAnB3xPDfqdFgaeEwSfHwg40+9/ejDonDD0oijskjDkgiD4vCD4/FDweWj2ZVHXZDEWsK1bFHMNwm2kSTZQglgLYZylKN5KGGcpiLUQxFqIE6xlyXaQJgYxA2KcvSjVTphiO5BgaToeIDrJqRgl3U3FcFeQXSRp9qCny/COkjR7UNIhXhgCy1REZy3NXc/whMXcKMUVyA4SPJAdNHfYHILQ3UGFlxGd1DQ3WOEN+1dH8gPHikLGi0PhDA7kAAAgAElEQVRHCoKMeabcGAiAHM4PMoMeEt6fXYH91CKJhTJnDGjZPqDvQyQOxIrB24OW5Y3SPFRUN/M4GES9A9xhkwlEp+nZPloGVkv10jD81VRPRbqVCO/8A9z/p1x/T5YBbb2LZo5iNwWyP9Xcn0E/eYFLftiaPt2SBgVZwU9xn/qgKfVBU+pUa9pMO2GugwJbWBe6THlhqz2ZK3z2Mi9jhc9e680Cucas2Jj5/kSQPTtU8Mkn7x079lIS5tITddnvkJLfirIfKcoVVSkOX73+/LFj//TjY8d+8sLLr7354vHX3/j5q2+9/srrLxx75+V/vvLlx9kUAsbG9t03T3z8wXvvnvjk+R+/FOB44Q93+v+oa/0Gbd6SX4csml1F3b6q4RBpeoQ2H6pbDlTfGd7N9UjTdqTlmELH0OZ9deOeun5XVQd1gDTto017SOOuumFHVb+pqttQ3lyX163LGzYUjZvKJkhB2FE1bisbdhR169LademNdfH1NVH1sqB8sb9kvrcIzI4z3Ow5Xu4CL2emk/2wI+NhJ3O6jXa3mXqngXS7Hn+rNm2iOmWyKmmsPF5XEDGWG3KnOOpWScxkcfT0jbSFRurMTeK9qtQ71alTdeQHDbT7dfSHTezZlsyFVvYKJ3uZW7DSXbTGL1ntKVnrLV3rKV/tq1jrr1wbLF/pL13tL13pK1nkF672FG70l6z1Fq1xs6ZuEsaL4/SZoQPx9tcdPrlu80E39owszloYfW0w+upg9JW+iIuDEZcEkRcHQ852e/+G6/Vll8fnne6/7nT/Nc/jix6v3/RhTwoCzoqCzgtDLgwGnu33P93nf7rP/3Sv36l+/9N9fqd6fb/u8z89GHROFHZJEnFFGn1NGHVFFH1VHHNNEmcpT7RRJtuBAxLIDoNUQzHXBqOvDsVcE8RaCFNsxTh7SJgBuAuSbfrirokSrWRp9kqSi4rqqqC5qqiucpKzNN0BgC5NdzDDXU5wArjL0x2UBCfwuSNkDELGaGnuCNUNlj0hVDcN0xPIrqK6wlcQqhtKc1eRMQqiM+z1NmT6jOT4gy4PC/aMuf76bF/Ygm1emDeSFzRWEHKrJAL2K0HuI2QJQOIjiDzAaA3TC2QfY5YfyvA0DVVlYHUZWHBDajKw6qc/ad49izI8YeJXRcZoWd5atg/C9FJTPdUUDzXRTUn2VpLdVQQbKclVkmipL4j79r//8gPcv+fX3ztQfcr3xe+CfE2x7Itc+rOizWI3ZbGbAtOqwHRIe4fh1Zm29Knm1PuNKQ+aUh+04B604KZbCaDCm7bu8ZhLT7d2rPZkAOjNtcJnr/ZkrvVmPRbkPuBlnvzy42PPvfGLfzrWnxfxh+Gb+3zGjiBvU1SyKKvpKiO5Wpx67fiLz/30lTff++zt93/1i3fe/+ijj94/8fY7b77+8bsnwvx8Tn/+2YlfvPb+u5+99NxxrM3pP97r+5Ou9bfqpi15FRyogizz/wr3R5q2A6TlAGkBNWZP1fAM3Fv21c276qYdVT0s715X1K7Ja1YkN9dk9VuKejPZIRVnXXwdyL4irFgaKJ3vLZrl583y81YGCme7s+a7sxf5ubPcjKl2+nQb7X4z+V4r5W4jEeB+qzp5sipprDTOkBc+kuE7kRc6kRc6nhd+rzRuuhp3vyr1TnnSZEnMveqU21W4ycq0ezWkqVrKw1rSfD15vom10Mpebs9e7spd6SpY5RWt9Zas95Wu9pcu9xYv8gvnuHnz3fmr/aWbgsrV/tL13ry5NsbtmrTb11PHimJleE+O7/lSi1+2eXzeF3xenmgrirfqDb/QH3lpMOISL+BUj/8pLvY37W6ftWE+aXf7DLr4DrfP+Niven2/7vc/3et3qtfvVJ//6R7/UzzfkzzsV3yfk/DFHv9TvQGn4Uh2IOzCYPhFQeRl4LsswRpKEmcljbeWxFmJYy0FUVcHwi/1hV7oDTnfG3V5IPYaHKXCoasw0Xog9pog3kKSaisnOCnITzfw4R0lafaSNAdJmoMYZy9Nd4R+X05wVpFNE0wAd4SMkac7wEATQnUDDUdJcgGsKykYFdVVTnBSU0xL/qD319A91BRXHdPL8HSv6TMCvQ+kPEK7DSmPsPwacG/MCdCyTTG/kHujZ/uAUxN9unEJZXjqMrBg6ESo7vBd09jt05wcyJkBxMNsrTzNEaV5jOQE6LP85BR3Kd5FSXJDyR4KkpeK4oGS7RVUD2mSlS4/9ge4f/+v/yvc/3esm27+SrEhL3BN1ho4ZTUb5GfaCfMc/MPWtOkWHIg295pS7jenTrXgYVEfbO+bbTdJ+QtdNLDDL3QxoJ5OP7Efi0sf8rNPf/Gr51/96IVjP3a/+KstbctvpaUH0vJdYeE3qorf6ep+N87nl9JPvvfm8R8/f+LEu7/68NN33v3gvfd/9cEHv3rnxFsWl87FhQe+//Ybb/3ily8//4q35de/Hef+Tt1wJK/dUV5/mj/TCLWvathXNh2omvdUDfvqRrOkbv64q2zeU7Xsq5v3VE27ysZdZT1sfdpXt+6rW/dULTuqRogt25DdXJPdXJHcXJfWbshubsrrNuV1m9KaDcmNdfH1NXHVmrhqVVS5PFi20Fc4y8+b4eXOducs9xdMcZhTHOYCP+thJ/NBC+V+M+luI+FOM+l2PX6yBjdenTRWHj9WGjdSGKVhBwwzsBOZAeNZQWOZgeM5YZMF0ZMF0ROFMRNFEXfK4yfL4kdL4m5X4e5Vpd6tSH5QmfKwBj97k7jQSF1sZS1x2IsdmUudWUvc3PW+0hV+EZjiF/mFa/3lG4Kqlf6yuQ7GApc93Ua700C4X0+eaaCO5EZzAq/dtP2gwfkjrv+pgagrA1FXBLHXhNFXe4PP8gNPd/t/zfH6vNX1k1bXTzjun3HcP2t1+Zjj9nGn52dc7BfdPl/2+J/sCTrVE3SKF3CS7/c1ML034DQ/0FQ9QWf6As/0Bp/tDz0PlB+MuDQUeXko8rIoxkIYfU0QdXUo8spgxOX+sIs9wef4QWd5oed7wi8OxlwTxFnCv8J4q4Hoq4J4C3GSNcjuMqKTjOgkTXcQp9iIcSa+A9MhX0xOcFaTnOTpdkqCA0pxUREdxSlWUpyNhopRU1xleEeAu6n9JzhKCY6w7U+Kt5MR7OGQFqFhFCRHLc1VR3fTUDEIDaNhuGkYbhqmuyHTeyQnADbhGbP8zDWc7a/NxOqyfLSZWDTDS5flM5wXYMjxQzO8NExPFdVVRXXVMD21LC+E7q6muaEMD3iZQKhuaoqriuqqpLupmR4atjfKxkJszrNw19A9NRR3LcPLkOmrZniLCS4yAgaheuqoPmqqD0r31lIdAe4/dO7/I66/L8v8DdmhkTfD/ZlTVtJ8F2mBS4EYSMC62U6z2EFcaCfMtRPm2gkzbfj7zan3mlIetODuNiZDmXBvzhZuJ5sLunvILXgkrpjtzf3qoxPPvfbr1372y9dfODZ0g/lvhtZVYdW2uORIlPMHWe5v5SX/eU8wOdBm+eVnP3/huXd//tonH336zrsffPirT99//903XnuZhk+0unLhrTfef+m54z7Wp5+Mdv4ebXqirNtT1+zIIWusYV/VsKes31XU7cob9hSNT3c5maPhb8ICkH116wHSdohyDlEOdOvQ4O+rOHvKtl1l846iaUveCHA317oU1m5UQ62Lr6+KKleEFcuC8sX+orme/IfdOTPc7Blu5nx39q0G0u0m4kwX6yGHfreRcLeRcKcBP9mAH69JHa1KGi6PMxRFDRdE6rODlXTsCAM7zvYfy/AzMn31TH8909/ADh7JDpssDL1bHjtZEjdeHHe3MuVeZcqt4rg7xTEPr6fN1uDn60kLTZS5JurDRvJUPfF+PXGxM2+2LWu+PWepu2CJX7zSW7o6UL7cV7ramzPVSrnTTJrtZs92ZU43MaZryCN5cZJIywbnT67bvdfh/3V/5OWBqMv9YRd4gad5gaf5QWe4/l9zvD5vcv24yfXjVtdP2tw+bff4tNPr11zsF12+X3b7f8UP/JoX9DU34KvBkPM9QWd4Aad6gs70h57vD7vADzrT5XfyWdzzAk51B5ziB53pCT47FH55IPQi1GDYpYHQi/0hF3qDzvFDz/dFXBLEWojirUCXF8Ra9EdeFsZZiBKtBMnWojQ7KcFRTnKWpNkLk6wgP9K8qVVOcBal2olx9gq8vRRno8DboxQXJcFBmGQhSbXWUDGg4UjTHdQUVzXNTUZ0EuJsh1KsNQw3FcVZhLOW4u2UZCcl2UlFcZYR7FGKi4aKQcjOCNkZoWHAkDOchdWzfUBpUdPc1TR3sNlomF4atreS7qaku2kzsSDgaNjeGra3koKRk5wVZBcN09Nsrkfo7lqau4bqpiS5wMJYGcVFTsXIqRgkEwuxOSDTowxP2JY1nhWgY3qrqG4SIkZMcEFoXnqmv47qo2MF6li+fwX3HzT37/31l2//8u23APc/f/vfR3dFDxoSHnZRFrrpizzGIo+xxGdCmT7+Neu/U+S7KYvdpi7+2fuFTtJ8BxHgPsvBzz5t5M2+mvt1SffrkqYaUqYbUx824eZaifNtpLmnq7fnuqhLfObKQOaepHi6r+jcp++88uobr/3szZ+++CouFPu/husfySoOJGV7opJDafnOUPETxfV/N7bsCUvdvj798o9fffPER598/MFHH7zz3vsfnXj9RLSzSxU9+fhLr/zTT3/u52h1ZOT90cjZk15/oqrdVdyE5MhdVZ0Z6NvKun1Vw66ibkdu2rht2gGiqNuW1wPQ95DmXXXTrrppW920qWzYUzVty+u3ZHVQm9Kbm9Kb2/J68MOsS2vNuF+X1i4Lq+eHqlfFN1bFN+b7Sqa6c6e52XO87Dle9hSXdbeVcruZ9IBDm2qn32kg3KpNu1OHH69JGS2LGy+OGy9LGCmNNRSGa5heSpyDnug2QvUyULyHaT4jdN9hhv9YRpCR7mfMCB7PiRjPixzPi7xTHHenNOF2Sfyd0oT7lYn3KhLuVSTcr0y8Ux5/pzz+XmXi9I3U1VbGdB1xpi1jua9ksb9kua9ko79klZ+30MWaaiFPtZBnOxgL3IzZDsadZuJITbIuL0KAw9RgPi+9eqLD46Q00lIcYdEfdK4n6Exv8NneoHPdfqdaPT+vc/64zvnjRtfPWl0/aff4dafXF13eX3Kxv4Fuvcf/FD/oDD/oTF/o+YHwi32h5/vDLgxFXh6MMFG7J/AsP+BMb9A5+IXtXl/yfb7uDTjTH3KhN/wiP/Q8L/BMb8h5QcQVUYzFUMy1geirA7HXBuMsBmOu9Ude7gu9wAs71xd1aTD2qjDBUoyzExEcBEQHIdVZQXSW4R2FKTZwuConOAmSrQXJ1qYR3FQ7yDwQJlgK4i3kOHuEjJGl2UtxdpBFLEuzl6TaKvCO8HsURGclyUWBt1fg7WHFq5rkpCQ4wD1KcdHSXBGys5HlOcz0Hs3wQUkYZbqjge5pZHhpKW5GhpeO5aFjeeiYXlB6lrchw8fI9lWRMYYMrCEDq6F7oDR3NcUV1ulpKO7gxAdXvjjZVppqj5LdYDW2muauZnhq2T4Ael2uv5btJyW5CtIcZWQ3sNyYB19VFA+E7aFm+AgIlsMF4d9++19/+f8bTv/fXP/T4f6X/wa4P74nnmpMBLhDAdPNH7+T3Z/h+0IXDYAOTIdeHmqx66/4PtdOmGlLf9iaNteKhxRJsMabZ6AeNqVPt+BnOaRFeEvgMZZ7WOsDWQey4gVhxblP3zv+ys/fOfHL555/2fnK6UNZxb+gNw4kZVuDBfvi0gNJ2ZGs6o/ahn/VN00NNZ/77MPXXnvttdeP/+rjD9/54OM3X33N7ouP9N21n3z4wbFjz/vaXX483P1bTdOhonZXUr0tu76nrAPlfVdVByEEO4o6QLkZ7uYy58+Y4b6jatxUNuwqG5+F+4akdkNSuyWrW5eaFiptyuEQtXZdWrsiur4qql2X1q6Kq+f7i2d4uTP87Blu5lQH42EXa6qDcZ9Du99Gvd9MvtNAmKzBjVUnj1YnDpfEjBXFTpTEG4ujtXkhapq7NMlGneqIpjmrUhxQvJuB4m2kYo1UXzXeHaF4G1gBw+wgfUbAcFbweF74ZEHkrZKYO8UxE/kRI3lho/nhE0VRt0pjAe5T13H3bqTNtDEXevLneQXz/LwlXs4shzXTSp1to021kKdbKfOdzIccGrxM3K5KmSiJF+EwDe5fXbf9sN75M67/GVGM1UDwuZ6gM/zA073BZ/kBZ9q9vmzAfFzr+EGzy0ftHr/u9vmKi/0NF/sbnu/J3oDT/UFne4PPmuWX3uCzfSHnBsMvDoRdGAi/1B92sTfkfE/wud6Q832hF3qCz3H9T/H9TnX7neIFnuGHnueHnu8OPtsTfK4/5EJvyPmesAu9EZcGoq8OxVoMxlzri7jUE3yuw/9kd/AZfui5voiLgkRLIc5WSHCQ0jAAZVGqrRhnJyc4wb0wxQZ2sZrnYwXxFsIES2W6ozlWXklwUhKcIKtSnGIDWo2c4KQiOsP0rJLgoEy3hzFaFdFRRXTUUDEaKkZFdNTR3YwMLw3ZVZnuqEx3RIguGrKrjupuZHiByx6UekMGVs/y1jG9tQwvhOoGuAcFxnzwq0h3kuEc5GmOSryzDOcAhw3yNEcxzl5FdjVJ7QxPlI2F7U5Kmqec4q6keUI8mSE7EPzyKrqXhoHVZnsjTF8p1W6iNOYHuH//rz//BVIh/wbu81waFDD9u4/PmGf+Gu7UJR7NrMyYlfclLhVW9JlXNcG563wbYb6N8DeIf1Cf/KAp7UFT2nQLfr6DAprMWi97cyD7SFa0LKw8+8m7Lx9//YNffvzy8dd//d4vHnbn/EFbuycq2ujP2xzI3xEU7QiKdgUl/4Lc/M8HPEVr7sfv/uzEibdefP3N10988MsTv7D+/O11XY/l+VPHjv3Y3/biv97u/5228ZG6bkNYvi2p2pPfOFR+l/8OcN/9P9Wesv7ZoDEz3LcU9TuKBjPZAe7r4ppN6c01SY1pWx5Y2iU1INFAC78qrFoYKJnryZ/tyXnYxbrXRp3qYMxwMx52MkFkB519uCLBUB5rLIwaK4wZK4rVFUSoswLkJBdRzDVxtIU01kocbSFPtEVwLmgaRp2GkSTYyXEYPc13mBmgpfvqGH7D7KDRnNCJ/IjxvPDhrGADO3A0J3SiKOp2aezd8vi75fH63JDRkth7DeTpdvaD9ozpdvb/w95ZRrd5Z+vexWDDnNgxM8m2GGyZmWWSRZZkmdmOHTMzM4qZJVPiMDdJ05CdGANN2pkOdQ6faZvcD39HzbTn3I/3rs70XXt5va9iiL/8tP3s5//sx1On748U3unNfDxW9Gi08N5w3qOJ4gdjhXeGch5MFH0xmHevL+dmM+NMUQyXiGz3Nuv0teAnIVXJMHCOSRoPkSW4CeNc2JF2YyGWE8GWnHBbfpQDL9KeF2kvjHECzbsiyUOe6A5KluAmT3RXEqFKIlRBRijICIB4WTIM3EuJUCURJk30ECa5i0kwCRkuJHrw4l35BBd+jDOf4CJIdBMlQ6UUhJQMlyR5iOPdOAQnQZwLKAkJKqMjFek4bb7fTJ6/LtsHAF2V7gkor0r3BCEHAPEaFg60/HM5foD105neoK/XsHBKBlrFxGizvLVZ3mAGuwn3HJ/ZbG9D/36mwP9sYcCZAn/A+oslYbPZvjNZPvO5/iA/B0SkncnzO1cYeLk04urpqCtlkRdLwjZTd4qCN4X1wqBNESbXb64gcCbbD3TuM9l+ugxvbTpel+Gtz/RRpnnO5AXMF4fMFgbNnwq7WBV7oTp2rnQzcgAE1AC4g5Ous8VhlyoIF2ujz5RGz5X53+lM/Q3uv/7r7zv3b+9q7g0xH3ALDTQ31CKveJH3cxcNuAe+eLBd76mgGKjtQHkHcAd8f5/yho3bhqXbBjMlSCL7cjTz4UTOEqdgTVT6XFH5x+n6JXmLm9WJHTv3njhmvP/Q8RMH9l6dqPz3S0Pf6FpeqRtfKBq+UjW91rRsSGu/UjZ/d67+P++LsxMCPvrgw+MWrvuOWuz6xIjsB/mvx2fjg70//vCjaIzzv94Q/2lh6NuzQ9/M9b/Sdb+e6f1mrv+b2cHXc4Ov5wZfzQ6Anv3VL/r313NDwEvzbpq6aYB5PjP4cmYISDFAk9nQ9q1reje0fWva7lVN14a+99l035q2e03bvaHvXdf1rOt61rTdK6r2RWnDY3HNorDyAbfs3mTR3Ymi+5zS++xTt0fzPx/MuT2Qc6sv61oH62IL7VID5VoD7Wo9daE6aa4sWp/jp6QglESoloJUU5HgTL8mBaNjeGnpnjOZ/pdKoq6cjr14KupyWczlCgKocyXRC8VR50/FXK1MvF6bfK2GeLky4WJ53KXahGuttNt92fdAcM1g3q2ezFsdrCtNtLs9mfcHcr/sz7k/lPflYO4X/dn3h/Ju92Xf6kr/vDP9y57sq/VUPs2zLdC6yddcQHDmxzoJCM6bonmssyjWUUxwAljnhNsCxIsJLqJYZ36UA4C7IskDlJIIVSXDVMkwORWpTEEDsyPwOypT0HIqUkvDqKgoGRUpp6PldLSEihAkufMTIEKCK5/gwiE4c+JcuPGu/ASIMB4iioPwCc6COBd+rBM32oFPcBYmu8voSKDGALIrWFhxCkKeilGle8pTMYbOHZBdSoUDWUbDwunSvUD4MAiUVzExSgZam+UNrJPz+QFzeb7zub5n8vzmc31Bt75QFAj4PpvrA+B+vihkPtd/LscPpF1uRl1m+87l+JzN979QHHrpVPjFkrBzhcFncgPncwJm8vxBAZf9TypQbgDo2Q25CzPZfvpMn8395rn+uly/maLgc+VRZ8sjp4uDQdIkiI8/X0VYqIgBiz4uVBIuVRDOV0fOn4qaLfW73cH8De6//uvv4f77O+ovBhn3pvL+t84duNR/9voi7ye4gwVMhlyaFUGJge9gpzZAvGGL08/q0WTuvZGMO4OsO4OsL4bTH4xnP+EWbghL/6StXpQ1Q21NP9u1//jRE/sPHd+/b8/8WN1/Xhl6qax/oah7qax/qax/rWl5Lq9/Lq//o77qv66PXZpsNd53aPtnJtu27DPbteVz2eDfls6FesI/NPogEuX4p0vsPy0MfTPX//Vs39fT3V9P94J6PdML1jm9mh14Od1vEGS+mvnp0aDFG0asL2YHns/0G3T2n8F9XdO9pu4CxsdVVafhfkXduarueKpofSyqe8At/5J96sup4nuTRXfGC++CGsm/PZBzszfzRlf69c60iy20Kw2Uq7WUi9XJZ8rjZksi9Zk+ChJMmeSmTvZQJUHB8U4lEaahojVU9HSa77m80AsF4Qv5oReKIi6fir5QEgmW3oEg9avlhEvlsedLoxZKIhZKIq7Uxl9tIF5vZ97pz/liMO9mZ9rVRurVetLVetL1RsrdjtR7XWl3OlPv9aQ/HMi+15N+uyv9i96s213ptzrSbndlXK6j8OlezQGWw0FWoyE27CgHQayLgOAsiHYURDuKCU7SJHdRvCsvxpEb7cCPdQKTUl6MIyC7kghVk+BaClJLQWrICA0ZoUxBAz87sLSDU0vKFLSahlamoJVMrCrdS5XuJWNiZCkoGRUJdBtuvCub4MwmOHPiXPgEF0GcKyfakRfrzIl0mAyz5UQ78uJdJWS4muWpzfJWZ3hpMvHyVIyQChOnIBQsrJSB0qV7gc5dxcRIKDAxGapiYoD4DrivTfMEe0JAGch+Nj9woSDgbL7/2Xz/c/kBQGcHY9XzJcFnCvyBPrNQEHS+KORMXgD4I2Auxw+o/Gfz/RcKAs4XhZwvCgFZx2fzgs7kBk5n+4D9guAsFdg7OJOziXI1y1PJxGrT8aCFBzezOf7Tuf76HD9tjq82z3+uJHShIupyXeKNZvLnbbRrjckgBR4s+rhal3S2JGL+dMjC6djpEp9bbfS3b7//8Z+D7v/ocH/745u3b3948/3vbqvu9Kd8MZm72af/on9/vwxC/BK/5H3TOujoN18RlC7zT4Faeff4lFfyS8qDjv7RZO79sSyQNPlOhc9amsx7Jc5/IKxxsz25Z+8h0xPGew8c3fnZXm5b6X9fG3kur14VVbxQ1D2X1z6T1bxQNLxSN/9e0/jdTPv3d3WxeOxHRltM9u3rKaT9sDi/cUHoYH7cyOjDOB/on65w/npp5Ju53g1Vy++mu7/Rd73W97zW97zSdb/UdX2l63093f9yuh8AHZD95Xuv/PRPs4PAtP5yZsCgswPEb2j7NrR9z3T9z3S9wB6zruleUXasqjoB7ldU7cAq81BYdW+q5PZ4/p2x3LvjeV9MFN0ezb89lAtGqde60q60Ma+2p15upl2pI1+tIp07nTBbGjNdFK5Nx8uIHqpEN2UCRBzrKE9wVRNhSiJUQ0aoSXCwEQnAcSbDZy7bfy7bfz4n4FJJ1MXiyIvFkReKIhYKw84WhF4oibxaTjgPDs3XEj/vTLvXl32rhXG5MuFaRdz12uRLFfFAoL9al/x5K/1+T8bdjtTbrfQvOlm32uiXm8hXm1NutNDPno6TpweMRbiMhDuMhNqPhduzo5w4kQ7caAdejKM0yV1G9JARPYAiL06ASJPcQcmToUoyXE1F6ugYPQOrTUFrU9CKFLSaidOl4Q2lZXmpwKlUBlaV7qXO8lZl4uVpOHkqVsnEKmgoGRUppsD5ZCiP5MEnuvMT3QSJbhyCMzfOhRPtOBlhNxVpz4514ie6SWlIMD41dO7iFISMiZYx0aAfVzExCjpKTIZKKDAVE6PPwL8fcaNhYrWpOB3LU5/mBeB+Ji/gTN4m2c/m+p3LDzhT4H++JPh8SfClsrBLZWFAmVkoCgQ6+2y2ry7day7H70xewHyu/9n8wPNFQeeLgoBEs1kFIQv5wWAd1Xx+wEJR8JmCQHDGSpeJn87y1WV4G9YNGrr4+eW1T2cAACAASURBVLxAkHuszfLR5fqB/v1CZQxo2681Jl+qTQA7nkA22aXq+Om8oLmy4AuV8TOnfIHm/hvcf+XXe537+3B/xCl8xCl8zC36vyD+74au751ifb9+CffNV4Qlhh7fkBq/yC14xM4FE9cH41kPRjO+HGTdH0p7OJKxPpV2e6rMxdJk195DpieMDx012bZrX3pi6L9d7P+dvvmZrOorVcNXqoYNaTXo319qOv+gqvv38yPSjtNmB3YKusr+9lD9/T2BvKf82KH9Rh9tjfWF/+4i+7uLw9/O97/St3+t63yt7Xit7fha2/1K1/1S0/mVtuvr6f4X+j5QBqyDx1f6/veberCh2wD3d0DfvHkxPfhipm9D171paVe1r6ja1zSdy8q2J/KWJ/KmJUnDA0HlvamSO2P5t0dzbo9l3R0v/Hwk79ZA9q2B7Ft9Wdc70y63Mi610C81UC7VJF8qTzpzijBTHKUvCNWyvKTxECXBSUZwFEXZywjOinhXWRxEmeihSHCXE2FKClJJQaqoKC0dCw52zmT4LOSGzGcFzqT76dN9tSxvXZrPbE7g+eKI80UhV05HX6mKv1ZP+rwl5Wpl4kJ+6IW84AulsUDGuVged+E04UpV4o1Gys0m6u26pBu1CdfqE681ka40kC5WJ16ojL9cmaRgBvCTMZOxHuORruNRzpNRTpxoZ26Mk4DgDID+/gRVngwFB6BkFLiChgTpjyBJRknHqJk4LcsL5IJNZ/jo070388JYnuoMvDbHV53jq8rEK9M8lWmeqlScKhUnY2FlLKw0FSNhooFuIyLDpBSEiOjBJ7iwY50mox0mCU68JDcJHSlPxchTMTImWspAiWhwEQ0uY6IlFJiEAlPQUQo6SkKBSalwJQOtTsWCxSDKFJSKjlYzMGADlI7lqcvEz2b7Ahl9LsdnLst7Lsv7TI7vXJ7v+ZLgc8VBAO4G8f1sfiDIMTaQ/UxewNn8wDPFgXOF/sB1AxSYzaNVOb7g/WMuz3862wc86jLxQGrXZ/oAfUaf6QMMM3O5AWqWp4KB0WR6zxQEzhQEgp2xF2sTzlfHLVTGnq2IOVdFuFibcLk+6VJd4tmyKOCWOV8RN3PK90YL7e2bv/1zsP0fGO7vDVQB3O8O0L+YzH0wlf+QXWDgu6F+Pl99Z6f55YgV1M/gDrbrAbj/LJLsXRUscvMX2XmLkzkA7l8Osh4PZzybSrs5XuJqdfKzPQdPHDpkbGq1fe9hV4tjLxQ13860vlDUPJNVvVDUrUuqNqTV65KqVUXXn9X1/3Gu4+nciL/HCVFL6ttlydt7o+QA6JZPPjXa8lm4F/SbC1N/OjfwSt/+StP6StX2lbrtlab9a13n19pNuL/W97zQ9z3X9T7X9Rr4/kLf90zb80rf/0rfb9Bnnuv7/i9wfzkz9NXcgAHuy8q2FVX7phojqX8krnskqn7IO/0lp+SLifw7Y7l3R7M+H8m7NZx7sz8LBMjc6Eq/0sa81ES7WE++UJV0oSzhbHHsdFGkviBUzcSJCS7SKDt5jIMs2l4e5yKJcRRE2IpjnKWEzQ1KaipSk4LWpKAVZLicitCxPGcz/PUsHy0Tr2XiNal4TSpel+YzmxWwkON7uTTi4umo82WxVyoSLpVGn8sJPp8dOJsdPJ8bOpsXOl8QvlAcdbYk6nxZ7NXqpM+r4m5WEa7WEC7XxV+qTbhQSVg4FT1fED5bGKfJDJfQfHhENCceNhULmYxyYkc5sSPtDIKMjOihJMMVJJg0yV1CgcloCCkVLqMhwEJUFROjYeEUDAwIdwT5jmDRki7DW8vyUrM8lRle6hxfsGJJm+OrzfJRZ+DVGXhFJl6e4aXIxCuzvMExJRkTo0rFKVLQ4mQoPwHCJjhPEpzYSRAeyV1Eg4tTEBI6UspACShQPtlDykAJk91FJA8ZDQHgLqHA5ClIGQ2hoqPlVAR4E1LR0aA0TKyGhQOw1qV7zWR4Tad76tNws5l4fZYXcEMCWQZoMhdOhZzJC5CnIDUs3IXi0IWCoNlsXzBZnc7z0ed663N8gaQ+mx8AQtCALAOArk7DAbuOYVE4aNt1Gd5yOlrJxE5n+YI3P12G92aMWo7v5haq0oiZU+GzpRELlbGX6hIv1SWeqyLMlUXOlYRfLI+9WBt9tixmusTnWhPlh+//8ze4/9qvH394a9ih+uabu9rbQ6l3OYVfcopA3WcXPeAUP+AUP+IUP+IUP+TlP+TlP+QVPOIXbqbECMqeCk+/75s0gP5/POm6IixbEZb9MtgA1PshZYvsfDBfvTeSsc7OuzlYATE33r3vsLWxuemJ43tOHPto594KRvDvz4/9UVHzmp3zB03DIr9qRdr+TNyxqux4JTz9V+mp/1wYaktPMN69q7uhppSReHjLvh0Hjht9tpXgD/nDmanvZoa/1resa4q/Ura+UrW90rS/Une+Une+1HS+0nW/1ve9nO55Ndv3anbghb73ua4HIN7w8YW+D3Tuhhdfzg08m+7d0PeAWtN2rWm7NvQ9q/qetene5zP9G/reZVX7qrpjTdP5VNG6KKm9z6+4zym9zym9O1F0cyj7xmDWreGcG4NZNwazbvRlXOtJu96TdqM77Uo742Ij5Wx1/FxF7NnTcfMlMTO5Ydq0ABXNR0LE8sLt+BH2wihHcYyzOMZZEOkA7pUUtCYFp6ahlRSkmoZW09BKCkJFRappaCkRqqQgdQycioqSJcNUVJSe6anJ9L1QGnu5PPFMYdRsXvhcfsRMbogu238mL0iV7q3P9NOl+ehZPgvZQQuZgVcKIhYKgi6XRlyviLlSFnm+KAQsLZrL8ZvLDJpOD9Iw/WUUb34CejLWYzwaMhblzI9yBCWIdhLFukjj3eSJHkoiTJIEkxLhUiJclgxT09A6Bk5LxygpCDBBBbkx2lRPw2JuTbqnMhWjTsOBLF/gRFSle4I8GUW6pyoTr8v10+T6aXL9pguDQKurzfASU2G8JDcpDSmlIafinHnxTgKim4DoJkj2kFARIhpKSEOJ6TgeDS6iI0U0hJAEFRI9ZMkwJQmhJCHUDKwwyZ0b5wL+n0oKUk6Cq8hIkE8pT0Hq0r3msnxnMrxnMry0qRgdCzud7jmX5X021+9Mji9o588XBGozvFQsLGC0Pssb6OkzOb6z2V6z2V6z2d5zOT5zOT6GFVT6NDz4xbWpnvo0r5kMb7BCVk5HA8MMiFtQMDAKBkaX4a1Lx83l+CwUBMzn+uqzvKaz8cBuD07YzheHXKqNu1BLmKuInKuKmaslnKuNP1cfd64qZLYiVp/jO1dFffv9D29/W9bxK7/+Du6/+0J3Z5j1BbfoAa/kPrf4Prf4PrvIUI84xQ+4eQ+4eQ+4+Q95Be9EG5Dy+JNEY/DC/zJ37OcZNe9HGoAveW8Y+4RbCFw0jyZzX4vyH4xXQy1P7Ni9z/yoieXJE0dPHj906IjF4W38+oxvp7teiU9/pap4oa1dk5S9klauSE59t9D6B33dDzfHl3W97ibbPjUy2rl766GDx/cft96yZRsBZfXdpbG/XBj6St/+XFP3XNH8Qtnylbrtpab9paYTdO4vdV0bmo4X+u4X+u7nup5n2m7Ad9DIP9f1vpzuB2PV57reZ9qe57pNfAMbDHDCAGPMqr5nXdfzbLpvXdf9VNm2rGxbVrYtSjfVmLsTRXcniu6MFxrgfnMo+9ZA1o2+jGvdrGvdrOtdrKut9IuNlDNVcfOnY+ZLY+eKo/XZIRqWv5yKFyWieeF2vHA7QaSDKNpJFO0kinIURztJY10kSTAVdfOkviYFo0nBKMhwWTJUSHAVxUGkiR6SBHdetJMg1kVJQuhSsEom9mxB6IXi6NnsUF16oD4jQJfhq0nzms4N1KR5K5meMipaTkGrqBgNFTvD9J5Ox89n+53LDzqXH3Q2N2A+2w/sNdUy8Vqmj5bpp6L5SMmegkQkJ859KtZlMswW1FS4HTvCnhPpwI1y5EY5CuJcRQluoCRJ7nISTEGGy0kwGQUB6n3bjJyKlKcggVoiTUFIaHA5A6VgYWVMtJKJlTExEjpKxsSo0r1UmXhAeZAKqc/yVjDREipCycQqGBhBsgc7zomfBAFwF9EQIhpKnIKWMnESJlrGwsqYGDEFLiR6iJOhUiJUSoTKKAhhkrsg0U1GQahpaGDNVFJ+gruGhZtOx2tTcdpUjJqBmk73nE73nM3Ez2f7zGf7zGV5z2f7LOT567O8Z3J89Vneuky8LhOvz/LetMynofUZnmCJ4EwWXpfupU7FKhloMEkGqhpQ+QHc9Zk+IGge7CSR09GqVJwuw3s602smCz+d6aXNwGkzcMB3P1vgBxJ1ZguDzpZFnKmInKuInK+OPVND0JeGn6mKPlcVoi+LUmd4zVZS3n7/w5t/jgCCfyK43x1Ju8crfiQofcg/dZ9b/CWn6MupQgD3B5ziB9z8+5y8+5y8B9z8n4k2Pwk1/4v+/r8B/e9SJ9/BfVlYsswvfsItfMItXOYXf6sofDBR4W51bPeBwyZHTc2OGxubHDU7fGj3/gNOJw9NlNFfzPSsqutenmn8y/m2P0xX/eXC0Iv5sfNjDXXJfs/0I9yqjN2ffrDjsMX+o4f3HjHf8/EuuqfLHy/1r8/UrWqaXig61uT1G8rG5+rmF+q25xpQHc81HavK1nV1+4amY0PTsaHpAnx/rusBWg2Q3V/o+zY03evqrmfaHmBjX9P2go+gwDGldV3Puq57VdP5VNG6JGtelDY8FNU+4pd/MVl8e6zg89H8z0dyrw9kXu1Lv9afcb03/UZfxvWetKtdqVc7mNfaGJeaqAu1xLmK2NnSqNmS6JnCSG1mkIrpKyV7CuKRgkgHwHdhlKMkxlkc7SSOdpLEOMuS4FoaTpeCVZGRoCSJbvxYJ26EvTDGWRjjPBVqMxZowQ6zBY9SMmwmw/tMToCWiVdQMcoUtIqOVtCQgOxCIkyQ4MGPd+fGuAhiIfwYVzkJDt42dAzcDAs/w8Jr6VgQ9iInIRUkjIKEk5KwoiQEL86NHes0GeEwGeEwEW4/EW4/HmZnqIko+6kYRw7BCRQv3kmQ6CJMcgVnlERED3EyVEKCSUgwcTJUnAwVEd0FiRBhkhs/CcJNcOEnQYRkDxEFKiR6CJLcufGu3ESIiAwTU+ACCkxEQ8gZKBULC/plBQMDdB5ZCoqb5MpPduMRIbwkNx7Jg0+GC6lIKQMrTEFIUzEKFk7BwEhpSGCZFydDhUQPEF8jpyIVNJSMgpCT4HISXEZFymkoGQ2hYmLUDIyChlQzUCo6EiBYx/KcTseDPMvZTB/Q2p/J8deneSlTUGDGIKci5FSEionSsDD6DE99xqZXR0FHyVOQChoKpCmo3+0tAYgHu6LA8SVZCkpORwNP5EyWjz4Dr07Dgd96OttHl+2jzvBSpuHUGV76PP/pwqDp4uDZsrC5iujZ8qiZU+ELNbEXqkN1pZHKNNxsJeXtDz/+1rn/2q+f4P727dvf39PfHUn7kl/yUFT2QFj6kH9qs4U39O+cPEMBUR4gHnwErP8fjfAGfeb9Fv6XMQbvwx3YKFcEJWui0t9rSx/wayFWR7ftO3z4sMXJExYWFmYWhw8ftHT4bNc+452fEND2faUkaXeOpivzTG/OcBE53gthsm/fHiOjcmL4Hz+fpQV5bjEy2rPdaP+Bo1uMdibh3L+9NLQ+XfNS3/pC2rIqqwV831A1bahaNlQta+qWdU3rmnrzZl3dvq5uf6bt/BncX073P9f1rqk611Sdz7Q9m+kx75EdnFda1XStajrXtF1Aal+UNjwS1j7gV4MjS4Dst4Zzrg9kXutNvdabeqkz5WoX42oX42oH/Wor7XIz5Vxt4lxF7FxZ9ExxxExxlD4/XJMRqKB7i8k4bhxcEO3IjbDjRtgBNcbAd2kiTE3BKJLhglgXQayLKA7Ci3GcirDlhtnxwu05obbjARZj/uZTwdaTQVYjvqaSRFcdHTWT6qkkISQJwMTiLiO6iZLhEjKSE+vKJUD4BAhg9FiwDS/aSUhwFce7SRLcZUlQOThbRHAVxbsKCa5CgpuA4CEgeAji3HixzlMxDpxo56lIx8kIh/Ewu9EQG0MNh1qNRdhORNlNxThMxThwCA7cOEdunCM/ASJIdBMmuf+i3IRJbiKiu4joLiC68ZMgvERXXqIrPwHCIThPRjtMRDsAN+QkwWmS4MRNchWSPSQ0uDQFIaUhgTatZGLFFLiIhuCToewkCIfoxk6CcJPdhVT4RLyzgAJTsHBAxAfDSSkNKSRBJWS4lIKQvvt7QkqGC5Pc+YluYhJMQoEpGWhlCkpKhqnoSA1zU5Q3rBnRpuKAqALGsOCNU5mCklMREhJUTkUoGUgNC6NLxxnIrkhBK+kYGQWhoKEA3ME31KbiptPxugxvMENWMrFSGlLJxIKjTBoWTsXCqlhYTbonILsyDSdloKQMlIKF1WT76PP8tXn+mnx/bWGwtjD4bHn0+ZrYCxXBulMRm3D/8Te4/+qvn8P93ljGfcGph6IyUKCFf8ArecApvs8uesAtfMAtvM8puM8peMjOe8jOe8TJf8TJf8guMLB+c1sTt/gJr8SwsGmRuxkutlmC/0W9ERQDTeZ9uK+Ly76ZqfmCV+NoemDLnoOm5pDDR60Onzhpdcxkr6nNkZM2hw4cPfTZrn3btxzds83q8IET27fv/Mho3+6tO3bvOnDo4JFdnygGKl5dGOOWhIpbcxmU5E+27fOHOr04M/RK2/C1tvGFpHJFWrMqq12T160r6tcUDWuKhnVl44aq5YW29bmm5Zm6dUPV8kzd+lzT8VLX9ZW++4W+11DPtN1rqo51dedzXY9hjrqu6QUOdzBTXVF3rG5mhLUuK1uWJA0PBTX3+RVfsk/dGS+8NZwD6vOhzJsD6Tf60y53pFzppF/toF9uo11uplxqJC3UJJwpj507FTVdFD5dEKHPDVWm+0vpeBEJy4mHT0Xaj4fZjIfZsCPshTHOomhnYZSTKNJJEOUijfMQxjhPhlhPhdrwoxz5UQ7cCDtOqC07xAYwHXwc8zcf8TUVxNgqktxUyTAxwZUbYc+PchDFOooI9pxYV2EidDLKiRvjIohzm4p0nIp0HAu1nQi1mQq340Q6TIXbGWoi1IYTZc+OtJsKd5iMcGBHOXGindlR9pPR9qMRjsNh9gPBNn2BVr0Blr0Bln2BVn2BVkOhVkOhVsNh1qMRthMx9lMER3acEyfemRvnwk+AGJgOQC8iekjJMAkJKiFBgTgjocD4yW6cRBdhkjs/AcKNc+G887mzCc6TMY4TBAd2gjMn0YWT6MJLchORYVIaUsHAiOhIKQMtTkEKKDABBcYjeXCIbnwydDTWgUfyULBw2iwfbZaPJttHlYlXpHsCPUdKQ4opcBkVqUhBS8hwXrwrm+AsJHqIyVAFHaWgISUkqDIFoWag5FSEMgWlZmBUdDS40bE8ZzN9NEysnIpQ0dGgZxcne4BHGQ2mZCDBKnAFHSWjIsFPkZLhciryXRTaT3AHTAdqjJKJ1aR5gRWDMjpSzkCp03DaLG9wUEueihHREe/4jgOClTQNJ8/wVucFzJ+KmCkJmSv20ZaEq9NwMxXktz/++E8SHfbPAvdvv5y+N5bxQFi6SXbx6Ufi04ui0wbEP+QVPeRtIh5g/REn/zG3AMAdFMh0XOQULXKKANkfsfMec/J/Cff/QXx/FxO/IjoF4L7ML14TlW6oy5/KWoIRlh9+bHTkoMmho+aHTEwtTUyPnzQ5eszk2BGLo4fNDx8+uW/fsd2fHTu413zvwUP7Dx85ctz00DGL7Tt225/Ye3Gk7O1D/pvHC6SYIKMPjVhx/r87O/pSXP1KXrMhPbUqqVyTVq1La9eltYYu/pmq6aWu7Zm6eUPVtKFqeqZufa5pe6Ftf6nrMEjw4GZd3bmh6Xqu63mm6wVZvmvqrjV1l8HbvqruAGRfUbWuKFoWxfX3+RVf8srvTRbdGdts2z8fyrw1mHGjP+16H+taJ+NaJ+NKe8qlJvLFhuSLDckXa5POVyfMnYqaLgzT5YVps4NlqT5imic/GcOOgw2F2/aHWPUFWgwFW4+H2U2G2bND7TlhDpwwB2G0Kz/KcSrUhhNuJ4h2ArkuvHB7Xrg9N8yOG2Y3FWw96mc26mc2FWzNDrPiR9kBuWbE32w8yJIdZsUOs2JHORmYzot15ca4cKKdOdHO4yG2U+EOU+EOY8E2Q/4Wg37mQ/4WQ/4WA/4nB/xNBwMshgKsB4NshoKth0Ish0Is+oOsewMsu/3MO31MO7xPdvqYdvmadfuZD4bY9gVa9QaYDwRbDYfZjkXaTUQ7TMU6TUY7cAjOoH8HJSJ6SEib3hUxGSqmwuQMlIyOBEYXkDMjSHTjxruCQ6qcBNepOOepeCd2gvMEwWE81n4qzpmX5CZI9hCRYTwyXEhDiVLQYgZKxsSIUxB8sgef7MFNhEioCAULp8zwUmZ4KbO8lTk+qlzf6Vx/Taa3goHZDI5n4mRUJC8Bwk90k5DhwDGpoCHFyR4yClRB2yTyT2evGFh9Gn4201fH8pRTERomdibD+12nj1YzMCKSB/gmSgZaRkWKSTBRMlRMgknJcNC8A6HMYMFUMrGyFBQ4waTL8AZtOwC9KhWnzsAb1pUIUxDCFIQ8FSNloMBMQpqKEdGREgZWk+WnyfJTZOJ1OVhdUZgWaO4//vjmt879V379HO5fjmc+FJU9FJ8GZH8sKX8sKV8UnX4sLHssLHvML33EO/WIX/yQV/SYW/CYW/CYl/+Ylw80mU2V5j24G/ZoP2LnLfEKDez+mUnmpxKWGA67rgpP/QR3aeFf57o5VSm2x7fvMDLa+9nOfYf37/z4wyO7Pz342Y59n+3f/dm+ffv27dn92fatO/buOrhn9+GD+4/s3rp719Z9n23fv/ODT5wO7SoheOcTvHYaGVkf3TrbV/DvC/2vpLXPZHWr4tI1YcW6qHJDWr0hrd54b73fM03TmrJ+TdGwoWp6pm5+pm4FiF9Xdxq69ee6ng1NF+D7hq5zQ9e5ru1YVbetqFrXNO1rmvZVdduqumNV3basbFlRtKwoWh6Jqu+yS+9Nld4Zy789mmfo2a/1pl7pZlzppF1up1zpoF5to1xqJF6oT7xYm3ChJv58FWG2OEKXH6LJCVFlBIjpXgIyhpuEmiBAeyMcu4Jt2nzN273NOr3Nu7zN+3wsB32txwOsOKH2nFDbqWBrbpidINKRH2HPj7DnRtjzoxx5kQ6ccLupUJvRAPPRAHN2mO1kiBU7zIYdZjvqb9nvZTLsZzoRbDkeZDEeYsuOcGRHOI6H2YHmnR3lxCdAuDEufAKEF+s6GeEwEmw9FGg54G/e72fWgT/W4XWiE3+yE2/WgTfr8D7Z4W3c4X28w8e83dusDW/a6nUSVBvetA1v2ulr0eFj3ulr0e1v1RNg2RNg2R9sMxRmPxJmPR5pB44gceNcePGuwiR3KRkuocHFKQiDLV3GwkiYKGkq2kBDPtGdHe/CSXDlEN0m4p15RAg/2W0yznE02naS4ASIPxHrOJYImSC6TyZ78ChQCR0loSOFVJiEBucT3aU0pDwVK0/DSdNwimxvdYG/rjjobHHobH4gWN2nZnlq0/EKBkZIgoL+WkZDKBlo0InLKFA5FQZ8Pio6BnD5p+1RqRjg9gGyuDIVo2CiZXQksITKaAgQmMNPdBMkuYuS4VIyXEKCgf4d/AWgYWLVDAzg+Ps9u8E8Coz/yjRPKQMtoMH5VBiAu4KFBX+sSOgoEQ0hpCIldIyEjpGmYnRZaFVekIyOnC4n/Qb3f4Dr53C/P5H1SHz6ofj0+3xfEm/WoqDsMb/0saDkEb94kVe4yCtc5Bcs8gtACMGm+P4e3J/wiwxwB8rMpvDyTnYHzkhDgb5+RXRqVVy6JipdEZQAzf2ZIOsZO/+PF0dE7Xkkb7irxXE7B1OovSXC+gjKyQZiY+tmb+vhbO7mcBTqbAKxM/FwNnexOo5yNofamLhYnXCxNTczPX7k6H7LQzsCkI7q3lPfne14wc7cEJ5+IqxZElauC8rWRZXPJNXPpTXPpTXPZHWgVhV1y7KaFXnturIRtPDryuZ1ZfOKom1F0bam6jDAHbB+Xdu2oWtf07QuK5uWlU0rquZVdcuysmlV3WaA+7Ki8aGw6u5Eyd2JkusDmcD1eHMg/Xof62oP82pXypVO2kJj4qXm5MstpEuNxEt1iRdq4hcqYubLImeLI7R5waqsIEWan5CG4yWjOInI8ViPvmiX9hDbBm/TesyJetSxesTRJuTxdoxJN/pov6fxgNeJIW+T8QALdogNO8SaG2Y7GWLNCbdjh9lOhdpwI+wB4tlhthNh1hOhNuMhtkP+Vr1400E/87Fgq5Eg834f05FAq6lwh/EQW26MiyjBYyrSURDnBvyL4kQoL9Z1KtJxPMxuJNh6MMCi2+dkl+/JTh/Tdi/TVpxJM+54i9exVvzxBtyJBtyJRk/jRk9jcF+PPV6PPd6APt6MM+nwsej2t+70tWjDm7Z7m3X5WfYHmg2HWoFxKzvWiUNwFiS6SUgwHsldnIIQM5ASJkqRjpNl4KTpWHmmJziyBDprDtGNQ3TjJrtPJboKyR5CssdUvBOAOzveZTTKbiDUcijOdTjOeTDWcTTOkUNyF1JhYipMmgLjxruKyDAZEyNjYWXpnso8X21J8HRZ2LmyiDNFIfocP02mtybTGxz9l9KQYEk38MW/k1lgChoc2HtkFISUDAeiOciXl9DgwM0pTUEAQ6ecgRJRoEBnl1Lhm2PheFchESYhIw2TZCkZ/r7OA8gORgigZwdyk5SBltBREjpKykBLmGgRHSmiIyVMtIyJVmd4KdM8wb+KaAhuMnQq0Y2bDBXRkao0uJDlxU5wVhQS3v7ww2+yzK/9+hEs63j79u2bN29A5/5AWPpYWLYoOv0T00WnweOiqGJRVPFYoB3qagAAIABJREFUWL4oKH/MP/2IV7bILVvklr0fLvaYW2BQbB6wc+5PZd+fyn4wmf1gMvsRO3eRnbfEyX/Crno8VbouqdgQlm5wi59zS15KTj+TlS4r6jZEhV/LSp4IipcllRuConVO4VNexar41EtZ4yo3/9/ON387P/yFoGFtpmNJ2vJa3b4ub3oib3ms6VnUdj9Vtaxp2lfUnQ+U/U/kXcvqxruK8i8VDV9MNXw+WXeJV/FgvPiZuPR36tMvJOWvZI0bnPLfq2tXRQWrksJ1+ekXqvoXyqavdZ0vFU3rosrXiuo1cfVLed2a6PRTQcWysm1Z1b6maPhKWbum2Jy7AjvNM23nhqZjRdW+ou9Y1rWvattXNG0rqvYVRduyvPWprGVd3bksb12SNT6W1S3Kah4Ky7+YKrg1nHWjh3Glk3a1h36jP/V6H/NaN/1GZ8r1NioYol5qJJ6vS7hQE79QGTtfFj57KlRXFDFdEqXMDpKyfEHnLkxGj0dDesPsW30taj2Nq7HGFejjpxBHizyOFLofroMcanA71go/2Yu1GPK0HPO05HpbSgJsxkOtxkOtJsKspyJs2ZF27Ei7yXCb8VArTpgVL9SOG2I/6W877m8zEWw1FmI+Gmo6HGA+GmQ5EQq+0IIf6yBJdBYQ7IUkqJSCkFGRUjKcnwDhRDtORdqzoxy44Y6TwbbDAdYDfpa9fhbdPhZtnieb0Mdb0Mb1iKO1sMO1iCM1yKM1yKPVqKO1mOOlKIsKjEW1p2Wtl2U93qzR62STl0kz3rgr0LozwKrb36ovyHY41Gk83HUy0m0iAjIVC+HGe4iSYFIyXJ6ClKUiZRkoeTZGkY5TZngqMzxlTDQYk3ITIbwkN14ChJfgzo6HTMS4jhPcx+Ogg5GQjgDb3gin3ginnnDH3gin/iiXoVi30XjoeCJ8IsZVSIKLaCgRDSFloJQZWH0+fqEsaKYgEEQtarK91Vl4Xa6vOgsvY6EULKyIBlcw0XIGSkKDK+goGQ0hT0FqUz3FyVCDlVOb6gkS0AyfAMJqwKEtJQOtS8cpGUgx2Z2f5CIguonJUBHJg58EESR7ADOMhIoAco2YBFPSN/t9FQury8Rr0rwA6CXUzaEx6NBFNISUgZamYmQsrCINL2d5SZk4MR3DI8MnEiDj8a6TiW4cMkZIQXPJEBEJO5nkOlOU8PbtPwfa/4Hh/ubND+9bIf9wf+bBZPZD0SbZn0gqnkgqfgn3RVEFgLuB70v8UgPcAd9BPWDnAL4/mMx+OJXzcCoH8H2ZX7TIy37ESV+RFL7W1f9uruPFTMursy3fTLf++5nmv8zU/36+84WmeY2d9420dF1UuS7I/Z206vuLnX882/rt/PB3Z3q+1Vb8Zbb9v+Y7frwy8sOVgX+dqftOV/23K/0/3hx9c23o7c3et5d73l7p+9vV9j/PV/xtpupf5Kde8rOXpfVfzXY8ldduKOvWeaVfCUqfTuW80NZ8ra1+Pd3+9WzfX88P/Xm+79uzQ/96ZfS1suKZvGGZV/a1sm5dUrUsb36qaH2mbl6XVKzKG1fljWuKpjVF04qiZU3VtqpsXVG0PNW2LKtbl9WtT1Uty8oWQHaw9npJ0rAka1xSNCzKau7zy+6M5d7oT7vaSbvcTrnalXJzgHWjP/V6D+NmF/1aO/VKC/VyM+VyU/LFhiQA97PlkWdOR+iLI2dLotW5IfJ0fwkDLyBjuETkaKRLb6hDm59lDe5EJfr4aeTxUuSxEtixYujR0+6Hy9wOVbofqYOdaEOd7MaZDnqZjXibTfhbTAZYTgVa8YKt+SE2/BArfpAlL9BiMtSMF2UtiLafirAdCbYcDLYYDrMeibQdC7YZD7GdCLUbD7EdC7XlRDuCuSXoKCWkzfhGBQ0lIcEEiW6COFderCsn2nk8wmEk1HYwxLY/yLov0KrTy7wVY9KMOtGCNWn1Mm3GmdSjjlUjjlRjzKsxZjVY8zqsaR3WpB5n3Ohp3ORl0uRv3uhn1uRr3uxn0RFg3R3s0Bvs2Bfi1BtsPxDuOBblyolz5xOhQipcwkRJ0jDSVLQiHafK3GxO+WQoN9mdT3TnJUAmYp1HIu3HopzHYt1GY92HotwGIlx7wh26w+w7Q2w7gm06Q2y7Qu26w+y7w+x7gm1Hop0n4twmE914FKiEiVKkY9S5+Lmi4Lmi4JmCQF2unzbHR5Ptrcr0UqTjwMRS9a4ZlzNQQF1RM3FiEgzMRWVUpJKO2ZyR0jc/ASTFA7IrGWglAymheAiTISKSh5gMFRDdeImuvIRNW6eIDBOSoCDlWEpBKOkYOQOlYKI16Z66TDxIWRBT4GIKHIgzMiYGwF1CR0lTMdJUjDLdG2CdkwxlEz3YRA8wdZhIgvOSERySqzAZM57grMsnvP0N7r/268cfv39flvnTw7lH7NxFacXP4P5eVS6JKw18NyB+iV8K+P5eC1+4yCsEjpqH7LwHU7kP36v74+mL3LRlSc4DYRG3kjhQkjxUTh2tJk9UsLhlFE45Vd5edF/e9ae59hf8gq/kFX9e6HouqZdVJbZkR872VfxOWfsXZf63mpYLQxX6/orp9sx/mW34y0yjqjl1qIQkraEKahOlFZSpIrK4JfPsSOZrVel3spI/CAsUDdSuwrj2wkR2GWFlMu/ZZOZX6pqVmfbb7GpOQ257HqUrPaI9NbQjnyztLF7Tdn09P/S1rn2VV7wiKF2T16+pW9YUDSviihVp7bKkZkVauyJrWJE1LEvrn8qaluXNy+rmp6qmp6qWp4rmp4rmZXnzsrx1Wd76SFi/KK5fktUvSuseiSq+5JTcHMq82kO/1k691Ea+2pVi6NyvdaVcbaNcb6dfbaVdaSYZ4A46d31hxExxFIC7mO7FS0ZNxHn0hzl0B9u1+FvW4ExOI4+WIY6VoY6XIY1LkCeKECfyPY7kQw4WuR8shx2uRx1rQB6thR7sQRr3Y0zH8BZsXytegK0gwFoYYCXwtxzzO8EONuOGW06FmI0GnBzxNx0LtpkIdZgIshsPtB0PtB0JtBkOtBkJtZ+IdB6PcDI4LOUkuJqB1aR6KukYKQUhTUFIUxBiKkxI9OAB+0qsK5cAYUdCxkIchwPthoLth0Mc+gNsOvBmzZgTbZ6mLZ4nm7DGjZgTDVjjRpxJk+fJZi/TOn/zWj+zGl/zWm+zOh/zOh/LBh8rUE0+1u3+Nt2BtgNhTqMxkMlEGJeEENDgEiZanoaTs7ykDKyQiuST4TwSjJvoPhJpPxhmMxLtPE5wH46GDEW5jhE8ekLtukNsO4OsQXUF23QGWXcEWrX4mnUGWXeH2PaF2w3HOU+RoFwqTEBHarP9wfgRpHFpc3y1OT7T+f4gXVKX7aNK91Qw0aChltE37TRyGkpOQ0nIcEB24IgHWQsKOkrJQG+a2ekoKRUqTIYIk91BFCUvESgzHmIKXJDsIUj2AHDf/CZUJDB3AvleloISU+CGtv19cQaMT8UMlISBFVCRXBKMR4bzKQhDTSTB+SQkn+ouImFGCA7qnOi3b3/8/p8D7/+wcH+/c3/7Du5LssrHkvJFacWSrHJJVrkorfipJFWPxZUGxC8JNxG/KCjbLOGpx4KSd1X0kFfwkFfwzi6Z93Aq98Fkzv2J7IeThY/Gs14oK88PFLke2bXdyGj/li2fGRnt2LbzUyOjXVu3b9+6I8oTuqJq/4O2/tvpxgVOY6SLyd6PjIw++vD47t3X+rJ/uNrFPk3dsWXrJ59uh5gdeCKrX9d1Qx3MPvjgo8PbP/x42yeffvjBJx9t/Wjn/u27d1BC3BelTX8+OxjtfnirkdH2Tz7wtti1NJr9WnhqSdZcxQhxND62besuI6NPdhkZ7f/YaOvW7du270Q4mmo6Cv5yhftSXvdSXL4uqXimaloUVq5Ia1bF1U/F1U/F1cuSmqeSuiVRzRNx7aq8cUXVDNT2ZWWLYXwKll8vSRoeiWu+FJz+glNydzzvVj/raiftSisZwP16H/NaLwPA/XI75Xo7/UoL9UJ94vm6BBD2dOZ0xHRxsK4gXJsfpswMlKT6CKjYqST4SLRrT7Bta4BVs59FrefJctSxMtTxcvTJUrRJCdK4BGeVjzDO9zhcAj1chTzWgDWugh8uctqdb/FZkfWeCseDdW7HgWgzjLce9bGd9LHlBNjxgmwEwVaCQAu+nwXP05yLNh/1Mh3yOjmMNx32MRv2NR/ytxoNsh0LtpsMsuKG2QljnCUJ7nISXE5DqRhYNctTlYlTZeJUGVgVC6tkoGU0BNCd1VRPeTJanAAXxcNE8TABwYMT5ToV4TweYjscaNPva9Hlbd6BN2/Dm7XgLZq9zJv8rBp9LRt8LOrwZrVe5jWeZjWeZrVe5jU+1rV4qxpPi3qsRZOnRbuvbU+QQ3+4y2iC22QyjE9BCWkYARUpoCD4ZLiAguAQPcYIzsPRDuMEyGS8+0gsZCjaZSQW0h9h3x9h3xduB6o3zLYn1KYr2KrV16Ld36oj0Kot0KorzGYgxmkkwW2M6CagokUpaFmqpyrDR5Pto8v1m84PmC0MUmfhAeWBo1zBwgKJRkpDAl+NnI4G5JWloGQpKDEZKiZDpVS4PAUJnD/A0CmheIhImyUguvESIEKih5SCEJKgwMEpS0EBHUxOQwmJHhIaXETZtAwBTQb8RBEZJqEigOYuY2IULJw0FSNM2US5gIoUpaBFKWghDQW6eC4FI6ZhRXSYmIwdirFTZEa8efPDb3D/tV8/ae5v3+/cJVVL0uonsponspolaTV4BDegnkiqAOKfiAxVviQ8vSQ8/T7iH/ELQQEh3sD3J/zyhyNpz2SllycrrQ4f+vij/Xt2HbU1Pm5rcuLE/gM7dh3+eOfRbR8YjZ8i/cf1iUeiCoI3xP74kS27DhgdNNu/68CdyYr/uDlODMAYfbzd6KNt0Z7O/3V1+HcLA85WJp/sPLBv505Hs5Nerma2pvu37Tv60U7jrUZG3blx393gxGMcPv54p9GH+6I8HL9Rtnyr664gBe3/2GjHjsMfbDm4Y8d+43279m794JOtnxlt2fPJzn22B7dMVdC/mel5JatYmsxbFpU/FVevKRpWxdXLwsoVURWg/JKw8qm4ekXWsKyoX1Y0GuqpohlQfk3VBnJ977JL7kwU3B3NudnLvNJKvlCfeLGJeO2dLHOtl3G1K+ViK+l8PfFcXdK52vhztfEgxm+hIurM6QhdXpgmJ0Se7i+ke/HI6Kkk+FC0S2+YfaOPWaOPRa2XaRX2ZAXGtBxnVoo+WQQ/fgprU4QwKUOcqMeYdPhY9PhZt2BNS5330s320k7uJhvvIJ3YTjXeyTTfm2l7MNfxaCXErA5u2Yqz6fW1H/KzHcdbT2AsplDmo16mY3izcW/zUR/zEe+Tw3iTYbzJiO/JcX8zdoi1MMpRGOciSoBISJu55/o8H12uty4HP5PzbmkRE6ugIXUMLz0Tr2N4aVJwagoGlIaKlSe6i+Ig3CjHiXD7oWDbXn/rDh+LNrxZp69lp69lh7dVO96y2cu82cuyydOiydOi1temFm9VjTOvQZnWIk3r0eaNWMsmvGV7kE1PuONQLGQqCc4lIXhkpICMElKRQIWYSoJOJnpMJnpMxruPEyCjMS6jMS5jsa5jsa6jMS7DUU6DEQ59oba9ITZdwTbdIbY9oXZdwTZtgVadIba9EY59UQ4jsS5sIkxARQtpGCkTp8701eUEaLJ9VNk+04VBs4VB0/kB2hxfdQZele4lT8WCsBcw9gTYlaWgJFSEMNkdwN2AdUBz0LNLKDB+ohs33lWQ5C4mwaQUFC/JjZfkJqbAZSko4AgSJUN5CRAJDS6mwsRUmIyOBO8fgmQPPtF9U8ahIYAmI2NiJEy0MAUhoCKFNJSQhhJQkYDyQhpKTMcI6FgJHSNieAiT0X0RltK04DdvfvjhN7fMr/z6O7j/8cHsw6mcRWkFIPtTee1TeS3gO3gF3Gw+SqoM9VQMqgIg3sD3ReEpUI8FP9lpHrILHgtKVnis58L0KxPFDpYnPt19aP/+vVmU8JdzA/r+01ZH9h05YrrjA6OKJPyr+f6qBPfBcgYtJvrDbXuNPt5KwMH+PNfzVFnvYmaybc+xLR992JMX//bW+Lq63c3K+LO9x3Zs39OfEff2sWxmMNfs6KF9B20/NTKqZob/6wNVJMrxkx1HP9xqkhbi92/np2Y7Cs3379qxdfeunXtdLYzr0xPmhqtkHQV5xOCDu7buPnDsAyMjL6eTS/L232vqNwRFK4LSDVndU3H1mrhyVVQB4L4iqnoiqgJd/BNx9VNJzVNJ3RNZ/RNZ/ZKsfknWuChtWFW2LisaHwor7kwV3xnLvTOUdb2DdqE+/mxFzPm6hGtdKZ8PpN0aTLs5wLrWy7jQSjpTHX++nggGqmfKo2dOhc+XhS9URE3nhWneWWXYJNREEnwg2qUv0qnB27ze27wOb1GDN6/CmZfjzE6hTArhx4sRFkUex6uQJzrwZoP+VsOBdp1e5hWuhzIdj6XaHaaY74k/sTP66NbwA58G7/skcM9Hfgc+DTyyPdxkT7TF/gSrAym2B/Jdj1XBzZpgxh0Yix5Py14v8wG82ZC36Yiv6USAOfDe8CPs+VEOvBhHQZwLSIbRZXpqM3C6TE8QaXsmx3863Rts25hO957J8JlO9dKkYNQUFCiQJCNJchfGQ9gxLuMRTiOh9oNBNiNB9sOBdkMBdn1+Nj0+Vh14yzZP8xasab23Zb2XRYOneQPWrB5jWoc+WYM2qUYZV2ONG7zNO0McBqJdJxKgnGQ4j4zkU1BsMoJHQ3OpKDYRxiZ6AK1mKtFtJMZxPM5lMgEyEe8KWvuhKPuhKPv+MLvBCIfhKKfBCCcg3XSH2HYEWnUF2wxFu4zHu00kuHNJCCkTp0z3lqV6anL9ZotDpguDdPkBehBRmeOrysTrsn01md4GSyLgrIACE5E8DK5HAHdhsjsv0ZWb4CIieYhJMF4CBAgyomS4IAkKxsJAc+clQICFnxvvKiC5i6kwIIIJSVBOgisnwVVIggJxRkiFg8NZ4hSkmIES0ZGiFLSYjhHTMQIqEigz4BV+CkZIRXIpLtwEaFeIqYQV9Pbt9z+8/f7/J5n+X13/6HB/88ObN2/fvHnzxwezm527rHpJXvNEUftEUbskr3m/3kf803dloPzfG2xKF0WlS6LSJVEpQLxh6PrFZPEzfvbXkszLY/nWJw9//NmBvbu2DFSnvL03vjzTi3Aw37n70L4tn/RmRT2RVDUS3R9rB92trLbvPXz8wM6hjKi3t6fE9bTPduzZtt/YZP9n16eqf7g5uaIfgFia7Nh9bMsuE05N/veL2ouceqtjpkZGe4/t2cKtZ313UxqJs/1o+76PtxzKi8R/f0ecFY3++OOPDxyxMD28T1zH/G6++aWi8g9zLf9yvr84Dr992+6dRyy3f2g0UUr+Wt30lejUM3HpqqTyiahyVVRhKAPil4WVT0RVS6Kqp5KaZWn9E1n9orTusaT2kbhuSVr3VN7wWFx1j138+Uj2rb7Uqy3k8zWx56oIFxuSrnWl3OpnXe9jgub9UjvlQkPypSby5abk83UJ86ej9MWh08XBMyUhupwQRZqfLNWHT8FMJMHHEqC9EY494Q6NvpYGuFd4mpdhTIuRxkWIEwUoswLo0VqMcV+g1Vio7XioQ1+AbQPKuMrjeBnkaLHzkVzHoyzbwxSzfTFHPwvbvwWz5yPYro9ddm613brN8tNPbbd9jNi/3c9kN/H47jTrI/nOxqUQ42q4SSvOrNfPaiTIdiLYEljjweY8TrgtO8yGHWYjJXrISTA1DaVjec1m+s5m+U1n+OnSfHTpXmCrnD7NS83AqGkoJQUhT4YCmUJCgoqTPYRJ7oI4V16sMzfGCYg2Y+GOo2FOQyEO/YG2nb4WbXizFrxZs5dpq5dpK+5ki+fJBuzJWoxxJfp4OcqkGnOyAW/ZFmjbHeYwHOM6Hu82lQSdSIbxaGgBHcujIQVUpDgFLaKheCTYeIwTOx7CJ0L5RCg7HjJJcJkkuLDjIRPRThPRTlNxrpOxkLEo5+Eop4Fw+84Ai65gm55Qu/4Ix8Eo57E4CJeEENIwAipalumlLQhQZnkrMvGqbB9drt9MQaA+z3++MHg611/BwilYOHkqVsHCqdK9RDQEUNiBIAP4LiZD+UkQfhIExNcIktz5iW5CIkxIhPES3HlJbkISVJDsAZw/nDgXTpwLLwHCI0LEVBjo3wXJHtxECJ/oDlp4KQ0poiEA3EU0BIA76NMlDCzQZIA4I6Ai+SkYPhnOJjlx4j26QkylacFv337//du//f+m0/+L6x8W7kBzf/Pj9+/DfUlWaSD7+3z/6Ua2Wb+E+xNJ1d/PYMuWxGUGvhvi4B9ymtcmC74RFl4ZPmV2+MiuA+aHdu3oyI/rzQ+M8bTes2+v0fZj5idMbrDrvtU2fHeuk1/D2Lt976d7jtkd37Uhbfvvi8MJXrZG2458vGVnBMz8Xy8M/GWm+YGoyeXozoN7Dhw4YunmZBeKsoabHdrzyUEEFDdYQ/+vz8f/+8wg1nHPtt27d+zcU0P2++uNCZzLke0H9n+wc1+QN+rbhd4/i1lPRsmrU6w/y0v0bTn79xsbHbTfunX7aaL/n+Z7NrgFL8Rlj9mFy5LqVWHZJtmF5auiijVJzYqo6gm/fLOFl9auyOqeyhuW3vH9obDqiax+UfJ/2HvP4LbPK+2bcWzJtpotWy6yKIm9gATB3gEQvbKTINhAgAAJgGABe++99wqC6B0Eu6hO9UpV9iJKTnY3ZZPNZneffXYTm++Hm0K0Tt79+L6TOP85g8EfIjGj0eiHC9e57nOqnkwU3B/g3+5k3WxKuF4dc7sx6XYL405X6u2u1KWOlJtdrNs97BudzFstzOsNSVdr4y5VxVyuiF4sjZgrIE0JcaYMgoYdok5FShL9R+O8h2I8QNKjGe9Qj7apQVpXIWyAbC/wtywMOC+E2+T6f1OHPj8c7iyNdZPFeY5He/ZQXIdDbHqDz7f4WdZ4nimBWQpdzqTbfck491n4N8dwX37q9+nnLke/tvnwS8tDn5w//LHtkcPok8cjzp6Otz3NsP0izeGU0PWLUq/T1f7f9KLPDBGsRFR7aZiTJNRxgmw/QbaXkO3BaVhNnKeR4W9KRcykoWa46FkeBkxABGNsp9Pgsxz4DDvYxHzbCQQaNt5DEeumiIHKoyETUW7jUVBRpOtYpJsoCjYcCe0Lc+mmOIEzrm2Ic63wsy3wsw3wszUIyyrEmcpgq8pgq6qgc9Xws/Wo8+0Eu74w5+Fot7EE7wmGv4qD0KQjdGkILTtYxfSTJXmZjWxNip88wRMoX1m8h4LuIYl1k9I8pDQPSay7hOY1Hu3eT3bsD4P2UJ27KU69oZCBCOhwtBv48JCz/XUZSAUnQJHqr+MhTFkYkKu5VESdE+JBUkXPhZsEqNkcnDbtICFjzsyAIZeKBA9Nsq/q7XgyVaIvgLsywUeReNBTlcV7qBK95XQPSaybnO4BGqrqFB8Vw1vN8FUmeauSfYyc4ANnhuX/g7T7u54MaB6AZKSKg1Cm+EoZbjK6TzfVWscj7+//4b/3/+v/bz79f3H9zcJ9f/8PZlvmu/3v//nFxZcS4QttxYa+dl1XA2pDXwtqXVezoa3Y0FZs6irNBV5ZV5VtqMs3NRXAmXn31uzVALsGPNnVFO6IC35uKLk8WG712SefnTr55efftFfne5z//IPDnx07esbtzFltc8E/map/q8357XwzHR944sjRI4c/ZJI9f/dUZhoqsPrik+MffvHeB5+X0jD719v/z1ztkqLzqzOWJz7/8uyXnx4/+vX7Fu8d/fjY0U++DsdTZnqq959qf7HY7O3qfOjomRMfHevKIP/TdZGHtfWpk5aff2CRFEX814utv9dkbMjyV2VFv9YI55pTvzpz7tBnNiePHs2JCP7FQt+OsnxTVvJKXbkhLV6TFm0pyzbkJS8lBWvy4i11+bqqbFVRsqWt3tQcfNRtaKrXtNVr2upVTdVLVcVLVcUzecnDMeHDwaybbayLlbE3ahKWGpJut7LudqXd7Um/1c1Z6mCBqTJ3O1JuNCdcq6NdqYm5XBk5X0yZySNMCXHGTJI6HSNjIaRMuDg5cIjm1RXm0kZ2bMHb1aNt6tE2NSibkoBv8ny+zvf/psDfMsP/q5KAr3tw9hNhLkqapy4lWJ0YrKAFygiuIqzzENphAOvch3PuQNrX+52v8TxT5PZFlssXSdafE7444X30Q5cj77ucOAw79TH11IcRZ46HfXOc8NVx3OlP0d98hj5zimh7Nt7hJA9mWRno3IOBTZDd5SRnCd5Sivt6nGgpJp6XUG3kkQ7KWFdtgtdkiv9kauAiH3NJgFvkY2Y5CDBfHowj1iV665N8dIne2gQvUKo4d1m0K9iAqqS5K2Jh0ig3cbiLKNR5lOI4THEcINr14qy70FYdIefaEJYtwZbNQWeaQs7Vw89UB3xVHXi6HnG2HnG2GW3dHQodiHARx3srmUE6NtKQjtSkBqkZ/lpmoJIZoEtDGLghWnagPNlbTIdJ42HqFB813UMU4TQR7aJM9JTSYOJYqJgOG41xGYvxHI326KNCeshOgxGw/jBoF8mpPww6RvcZjfMeT/SRMf2V7AAdHz4txM7l4y4UhpqycHo+yihATWVjTVkYUxZmWoidykSq2b769AAjF65lB2pS/FTJfpqUAHmKj4zhLU32kiV5gaaoluGnTvJRMTwVSe7KZA91ipeK5S1neEwkQMXxroDUalagJjUAnK3Vs/10qb5qlj8gu44TpGUHqph+yhRfNctfxvAGp5nU7AB1ahD4uxu4Iaq0ADnLT54IG471HKRY6nMI+9/9199PqP61X38B7i91lX8Od/D8B0zf0FaAuCSA+A/qXbib+X5Q8vxdWfEvTKULPUVfHv346PEj57/40jiD4735AAAgAElEQVRQwQzz//DoiU8+OR0e5PnqwvBvpkr/WZfzaKzgnOXZIydOHnvfQtfA/e+HigyK708tLE6dc/z4+DFRTdrvFur/ZbbmvrLl3OcnTxz76ovPzlZnxM8Nlrbmxtmd/eKD9z86/dF72ibBb++JvR1OHzv25akTJ3qyKb+6Nep6/vTHn37z8fFjeLj3728M/7tB+Etdwe9man5rLDI1846fPHXklNUhC4t2fsQv5zu2JvK2ZQXrsuKViYJ1WfG2qnxDXrIiLVxXlGypyzffNhvWlOXrqoo1dcW6pnJNVflCWf5cUbaiKH+pKn+hLFsW5z8ayr7ZxrpQHn21gna9PvFGE+NWe+rtnrQ7vem3e9JudqQutTGvNcRdqYu9XB19qSpqsSxspoA4nYufzsUbM0kaLlaeipQy4aJE/4EYj64wl3aKUzPBrgFj24CxrUXblgRZFvh9UxBwpjDgrCDg69LA030ER0m4q5ruOckOmUxFGxhofayvJsZXGe2jovkr4wKk0X5joR5DJNgEBdqHdq7ysuLZfJn8zcmkc59znS2FnrbZLmcEzqfZdl/En/s04ssjmOPvwz+2CD7yXsgxC8Sx99CfHaaeOc5w+KLE91wPxl5CcZ6gOohItiN4qzGijTjMEWzX09A9plhBsxzEXBpyhg2fTg2eTg2eYgWZmIGGZN/JFP8DlybJR5foraZ7yGOg5iHvSpq7PMZdEgmdiHCdiHAdoToNkR0GiHZ9eLtenG0P1qYbY92FtunE2rahrJoRZxuRZ5tDrOqDLWuDzzShrNrwtn1hzqOx7pJ4HyUjUMUMUDEDdBy4Lj3YwEMYeAgtOxBMp1Gm+GhZfsp4j4loF2ksVBHvOUFzE8dCJ2huY7Fu4zTPcZr3UITbYDh0JMZjMALWS3UZinTvj4T1R8JGaF4Shr+M6a9I9ddy4cbMEEMGWpOO0HKRU9n4uTziXB5xNpcwl0c0ZYfouYGTGUgjH6FNC1Kz/EGqR80OUDB9FUxfoLhB7kXNOOiaqlN8FAxvWZKnNNFDwfTRph0kXjTsYE1qgILhrWL6GtOCTNwgDScQfFcw8BBghoyS5admB2g4ge+S3chDGbghWg5SxvSVswLUKT4TSYFjEbZ6IXn/D//5h/0fxS6mHxHcV6S5L3WVZqybEQ9ut/Q1W/qaTV212YoBmZkfMN1cAOvmMsN9VVO5pyr75VSZoTn35LFPj332mdXJEzfGirqKoo4e/+jIJ59bn/xgui3tX2ZK/m2haqQw/tDHnx06/qkP1Orbq7LpKi7W0fqrr7+xOHHCxdVxUd6Zh7P8B1PNzZGy88cOnTh66svTrk8NtfuvDX9c04ahPY+cPH34g48LGBHf3lLBLI+f/PTrjw5/OFYVv79tCIVDLd7/+ANLq3Nnvrw4Wrn/SPzvCw37t/p/faErheR9+Ognn35x+suPLJSVjNeakleS7DVx9rOx7DVl6bqseFNRCkC/Ji/eVJVtqso2lKVrytJ1VdmGuhLo9zV1xaqyYkVRvqGtWlNXvJCXPBjNudfPW2pJWayIuVoVd70+8XpD0vXWlFvdHDAP8mZH6vVmxtV6+tV6+tXauMvVsRdKwqfzSFNCwpSQYBAQtTycgh0iSQkejffti4J1hbl0hkJaSQ6NWLsGnF091r4ccb448GxR0NmiwHOZgacr4JYDJGdZpJsu0WeOj70goFzgUxa4mLk01Hw6epFHuJRBucAlznHwM6nYC6kIHc1XRIAOoF1HCZ7y0AB1RIA6zFcSFjBE9OzBwFoRLuWe1gKHL1nnTiSd/jjqq08Qxw+7fviezSELpw9/gv/yiADydZW7ZT/WfgDnMEx0HCU5jJIcRCQ7McVBGuYkj4Gq6R76JB+wEAos/zMxAwzJfiZm4BQraDIlAGzA0CZ4q+I8NPFegOyqOA9FrIc0yk0WDVPSPMWRUHEkVBTuMhrqPER2GiA69BPs+wl/mkrWgbIGYwwagy2b4GfrEGdacTZdZPv+cIgo1kOa4KtmBRq5IWDWo54brGb7y5O9VCxvXZq/OtUH9DZBV/Mt3N0lcR4TdO8Jurco1mssxlMU5z0cfZCX7w2HdVFd+yNhonjf8QS/8UQfaUqAIhW4/IFKNtyQgZ7OIczlkS8UUi6VhM3k4U05mOlc3GQmWsdDaNIRwPvWsINBiEXDDjbn9MEKEU1qkJYdrGYFgvCiihVo5KG0HDjgOxh8ZuTCJ3kIQ3owGPo4mRFi5CN16cGA9QYewshHGngIfTpSn44Eml3DRsiS/SUMXxkzUM3wn0iGj0c6T+aH7X/33Y8iCPljg/uKvuoHmn1NWw1utw2124baH/B9Q1v1JwmvrdjUVW7pq4C6N1s0P9Dvz1Vle8qK3yxUiyp4Hx75/NCp02c/+/S5tuGOvPDrrz89dtr68E8tMqP8frXQ+DNjVTrB6+ixkz85dJTFiO/MTy2IRqdGUI+f+OzDT06GUmilbPpAOu5fLvfpmgVnTn546Mjxo19aGjpy3lwfnRVVWFudOXzi9E8tLIo5sc8vjtt9dfLDI2cOffj5aE3qH55KFA28o0cOWZz85MiJk07Wpyu5UbPd+aPFSXSM59EPP/j4s9PvW1hwwgKeyctfDnHWRlJfjvBeiLOfSwrWJPnr0oJVSf5Lce6qJN/cS9hSl4NaV1WsKcvXlOVr6ooNTfW6qmJFXvpsovD+kOB2T9r1ZsbFyujrNXHXG5KuNzNutLPu9Kbf6+fd7Um/0cq80pB4pS7uSl3clRrapaqYxdKImXyyKQdvzMLq+HgNF6tgh4wnBQzGenaHu3aGQt6FewPOoQJpVQI/Xxx8riDoXFbgmUrE+SGKiyLa3ZDst5iFv5oXfj0v6koB+bKQdEVIWsoNXcoNvZ4Tdi07/HpOxDwfPcVGTrJQc+nEJWHUvfzYmxnUK6noy2nEeRZmgYWbZeG1dKQ0OmCY4tWJci73deA6W0ZanUZ++ZnPkQ9wnxxKsTyWee5IptXhMrdTHUjbYSJkCOfYH3JuCHt+nGg3TLIRhTpIIiFmyk+m+BsZfvokX0Oyn7mMDH9Dsp82wRuM8JXRYAq6h5zmKYmGyWI9lHRvGQ0mo8FksR6SaNh4hOtoqMsIFTJChQyS7Pvwdj1Ym16cbR/BsQdn34m26UBZN4Wca8PatOFtO0l2AxEuYzQPWbK/Lg0Btq1OZiB16UEKpo+W42fkBWnYvhIaVBbvIaW7i2PBRHi3CZq7LN5rgu4tjvMC+n2M5jUc7T4UBRuN8RqM9uqiunaHQgejPYZjvYZiPEZoXmN0H1Gi31iCtzjZT8GGa/khxizsTB7pQnHYdD5hKg8/nU8wZGK0/BAtP0TFCVayg2RMfznDD4hxMCRAxQrUsIP16SgNG6FiBatT4SoOQp2G1HJRhgysihOsToNruUgjHzmZEWISoEz8ECMXMZ2DM2VhjAKUno8E62RNWZjpHJxRgDJl4UxZOKMAo+OFKNlwaUqAOMlXxUHIWHB5vO8wzX+Iaq/LDtv/449jD9OPCu6rsrxVwwHKNw11ZvEOQL9pqN001JojkuDJxlvWgwKTtjZ11Zu6aiBpzcgD8nZDWbqqLX+lrvzVQn1zZrzFe0csjn765YljN6XV/7bUE+zpbPHeJxY/+cjL+fzmVPe3xja8zanDh45+dPTU1598Ggd3eDLdFUf0ee8nh46fsDr24XEmCvaL6eb/uDnUXcS0eM/iyOdfH//sC9svTjmdszzxyecWH3/x0YeffGVhMdVTcF3VfOr4qcNHbC0sjovqMv/r7shvLg+XM0MPW1h8dOwTi0NHDx058dnJTw598NP3Pzr2wdHPLd47HOrveGW08ufTjatD7BeDrCeDnCejGU9GM1Yn8kCBEWkb8qINZfGaHEylL1lXlKzJi1dlRS9lJauKsnVVxTNR/tOxvCfjuQ+GM+/2cZdaky9WRl+tir3amLTUknK7i3O3j3u3j3u7i7PUknK9IelCZdRCReRCWcR8afhCcdhcIdWUg9cL0BouVpWGljLhQLZ3hkI6qM4dVOc2smMDzq4ea1uLta9AWZfAzxcGn8sPPJsdZFkBPzdIhihjYJMp/otZ+Gv5YTcLo5fKIpZKwpYKqDfzQ2/mhi3lhi7lR94qib2cE349P+ZWafyd8sRbpfG3imi38qNu50fcyAu7mR9+tzj6VlHM9byIa7mRFwQUbTJ8IhTWh3NpQ7pWeNpnWH2RZfVpGeTzKuinGec/4ll+kGl1uNL9VA/KdpQIGSM4DmGs+3Hnh4g2oxT7MarDRARESXPXJnjrk3x1b1cdgUks5kkGqgQvMMldleCliPOSxXrIaZ5KujeY8y6Pc5fTPKUx7pJo2ESU+0SUOzDlhymOwxTHESoEzI7vwti2Y+06CfbtONs2vG0X2bEv0mUkzkOaEiBn+ak4gToeQpsWJE/xVqX66TiByhSf8Tg3eYKnLN5DHAsTRUPHolxF0VAJzUtEg43FuItiPcZpnsPRboORbuAw1GicX0+YWyfFpS/iwKLpi3DrDnXpiXDti3IbjvOaYAQq2HBVGlLDRekFaJ0Aq8/EGbLwKi5ClQ7X8JCqdLiai1AyA7Rc5GQmFiDYlIWbzMQaMtDTOSRNeoiMGahOQ5qyiXP5oTO5FFM2UctHTGZj5vKIc3nkqWy8KQNjysDMZhOmcwimLJwhA23IQJuycLO5pLk88mwuyfy2RgFOx0Or05AqDkLFDlGlISUpweM0z4Fon0GKnUEYsf/9jyMI+eOB+29eXgJwf4vyOsD3d29/UFvG+i1j/Z9orqs2WzdmuJv5br7d0BR/q6/9x4WGGhb1sIXFT35i4fTVJ5dGivdv9tVy6R/+9PCH739w8kMLeTXrtb4lAWZ5+Kfvf/rhkXQq8pm85JdX6qIDTh15z+Kj9z6PJ3g8UZT/ZqrkV3MNNWkRP7WwOHnk5NcfffTJB8cOWRz66OipEye/8bc/P5IR8d8PFabOjKMWFsfe++Qji5+OlKT8n5t9//dS368vidq4JMdzX3380WGL9z6w+Mmh9w8f/en7h748eZwdS32q63gz27UpL9qV570cEzwaSH/Qw3o+xHk5LnwhylkR565J8tekBWDI5bqsELB+TVq0Lis+GMkgK12TlT4bEy4PZz0eybo/wL/dlbrUmny5lnatjn6lIXGpjXm7J+1uHxcY7jebU240Jl+sol2oiFkoi5oribhQEjlfFD6VQ9Ly0Ko0tIIdAlqpPRHQrjAXQPY2ilMj3r4WdwD3UoRVEfw8gHtZkGU/0UkV6z7FClzMxl3JJd8oiLhVHXO7Iup2ScSdgvDb+RE3CyPvVsQ/rE95XMV5Upf2rIH7pC7tfkXy3ZKEhyWJT8qS7lfHP65PftKY8rg++WFN8oPqpFultMVsyiIneJ4RNEMPVJM9hgJt+wPOj2Ltx0mOvTholec3mVaHBed+WuR8vMHnqy6kVT/Wvgd9bgBvM0S0GyLajZAdwGhJNd1blxygTfJXxfuo4n20Sf5GZrCeEahOOJhzCwbeqhN8VfE+Srq3ku4NcA8KbP6TxXqATX7iKJeJKDdxJHQ8CjoeBRsJc+nB23YRHLsIju042xasdSvBrp3i2B3uPBgLG6V7Shj+clYAkMwKpq+S5adg+oJxkrIkH0mClygaOhIBGYt0G492H4t1G45yGY2GiWI9BiNdByJchqJgg5Fuw7FePWGuXVRIbzi0L8KtNxzaRYW0Euw7qM6doZCeCNeBGPcRurco0UeSEiBPDZZzkMp0lIaPVXIQSg5Cyw/RcpGGDLSOh57NpVwsjlwsilgoDAe7WUzZxNk8qkGA0/ExM7mUS+UxlytiZwtC9Zm4C8XUC8XUuQLSbD55Pp8ym0sxZREmM/GGTIxegNYL0MYs7HQucb6QOptPnhISprLxhgy0Jj1Ekx6i46ENGdhJAdGUSdLy0EpOiJIRKGYgJbFuU8Uxf4f738D1Q7ivyfPXjDV/keNm0P+l12vMot4clFzXVb8L9Hcpv6cveaWt2TNVXRsqldQIpPVp+kbBpqH2N6bK+9L68VK2piVzsCzpxmj2bxdbL7bxa9MjjT1lm6aWf9Ll7cl4l7o4dakkdVPupqlpV1P4S33ua03BtT6hrDZTXp0525Knbi6c6i5SNmWa+irXjf3/fqn/Xy93PZSXGpoEE6VcQ3Pusrzi1xeafq6t+rmh6fc3R5f1vaaO/M7cpLK0mGoeXVLNeyhvfLM4+qu5zn/Q1/1MU/5KXfl0LP/5eMGzQe7LnqTnwxlPhvnPxzJXJ4RrkoNRxqvS3BVx7oo496U4d1VSuCYtWpUVrcqKVqUlq+KCJyPZj4cyQYz9ekvStYb4W82J11oYS23MW90cMMn9RisTbOe4Uht/uYZ+sTJ2oSzqQknkXGHYVA5Jx8eo0tAyFgK0UnsioMCWaSU5dIa5NBEczHAvQVoDuGcGfFPk93UPzl5N85jhBF7IQl8SEpYKQm9WRN0ujbpXEnW/OOZ+aez9yoTllrTnfVkrfXkveoTPe7KedQqet/KfN6a/qOOsVKc9amItt7CfNLOXm1KXmziPapn3KpPuViTeKYm5UxR1MzfsMhc3wwg2MeCzbPQCn2Ri4dTx8FGqe3PguXyno5nWH5RAP21FWLcHn+1B2fRj7UENEZxEVOhEuLuc5qmI81LSvRVxXqp4H02inybRT0n3VsR7apJ9QUAQrPrTMgI0yf46xoHYP1ismuALfldGg4HTPZJYN3G0G4iu91Pse4lOPSTnDpx9C9a6GWfTTLBtJtm1hzr0R8PG6D5jdB9RvK+MGahiBSuZQVoOUprsJY73lCX7Khh+4ljYaARUFAUTR7uLaLChSMhoDFQU6zEUBR2MdB2NdR+Odh+IgvWGu/ZFQPsioL3hrn0Rbn0Rbl1USFe4a0copI3i1EZx6gyH9MXAhuO9x5L8RuN9xcmB8lSELCVYyYZr0kO0HPgkH23IwM4IyQsFYXP5odNC8lQueSqXbBKSZvJIM3mkuULqYmnExbLImSKqQYjXZmGuVkdfLA+fySNMCQnzBWFzeVQ9H6Nih+gyUHoB2pCJMWRiJrNxU0ICsPUMmRgNF6VKQ6rSkOr0EA0Xo+PjjJlEUw7emEk0ckMUHIw0HmYqit7/7o//90cRlvnxwX3LWP9DbW6s/4twf9eu2TLWbRpqwSknM9x/wHfwyo42f0dTvakteTXZ+uuLg7+80PjbufZvtfn/qCvc1tX87kLrL0zFP1usez1TtKsUvJlq+ue5uteTFbu6gm0x97W0cHWi7LWh4p906T9TVr6SFuxM5L5RF/2DvuQfDaX/cbHhV5Olv5ir/beFoj9cKv63Sw3/MNnw26mmHVXpzxY7fzNX8Z9Xu35/sf2f5mu/nar45UzLP061fjvd+NtLff+x2Paflzr+fWnk368P/delpu8uNf7KWP0rffWvDdW/nKzf1dZuaprWFFWbosxXQ8zl/vRHvZwnw/wXoqyX49lgj+ALcfbzsexno1lPhgVPRjKfjQlfjOe9lBS8lBSsiguejeQ8Gcm+159+s4N5vSXpaj3tRmM8CD7e7GLf7GLfaGddb2ZcqY2/VEW7UBGzWBm7WBEzXxo5Vxg2k0+dyiEZBDgA97EEv/5o995It95It64wl1aSQ1e4azPRsQ5vV4Ozr0TblCCtixFW+cHnBP5n8r2/6MLYauI8Z9OCLmShL+bglwpCrxWGLhWG3S2MelAS+7As/nEd61m3YH2s8Im06Lms+IW08Lko92m/4GkHf6UtY70162kr70kLd7kx7Wkz92Urf7k29VE1c6WF/6g541Er/34z+2Z9wvWauKsV9KWyxFsVqXcLaEvCyCuZYXPpRAU9qBPjUOLxhdD5eJPf6Q74+V60XQ/KtjvEphdtN4BzHCI4j1CdxJFQoL6B96KI81LEeU3EQOV0DzB9TBHvrUsJNKbC9cwgfYqfjuEL9hPpU/z1jECg/dXJ3mDHhTgWOhYFEcfCRDRYf5hjPxnSR3HpIji24exa8LaNOOsGvHUzya6V5NAZCmknOXZSnMfoPpJEf3G8ryIlWJzkPUaDSZN81KxAcZyXKAompXlJaV5iusdQJGQs1k1M9xiOdhuOdhPFeY7EwPqjXAeioUOxsP4o1+5QSH+k2wjNazjWszMM2hEKaac6t1OdO0Ih3ZGuvdFuvdFuPWGuA1HuY3RfUbyvLNlfkRIoTfLRsIO1XJSOh9bx0BouSpGGUKQhVBlog5A4nU+YKyIvlFBnC0m6bLRagDQIsXMl1PliysXy8AulobP5ZFM2UZ0eImfCFSyENgOlz8ToMzEafoiKe3BryMICpuv4GC0PLU9FiJMDJClBCjZSmRYs58BVTD8xI2gs2tGQH7b//R/+rtz/yq/vvt//fn//+wO4/3bl8rqiaM1QvzNVtzNVt22q3TLWAWRvGmoB6N81asysf0v/2k2DOVFTuamrBOmR9XfhrizbUpZtaw5qR1u+pSvf1lcclLoanPbcUoMjQiVbyhKwu2NTWbguz1+V5q5O5KyIs1+OZ70QZb4Q5bwcF65Jcjdk+VuKwm1l0baycEtRcLDuQ1OyqykH9UpbtaerBo9vJut+Zmr6+VTzz0xNr01Nr01Nbybr3kzWvTbVfzvd+PPZ5p/NNb+Zadybqn9jbHxtaNjT1+9qaw6OoarKNpSlL8TZj4d593vZD/s5z0Yz1sTZK6KM5yPcJ8O8Z6MZy0O8x4Pcp6NZL8aFz8aEz8aET0XZj0cEj4cyHg3y73SlXq2nX6yOuVxLW2pjgrrRzlpqSbnSkHipLv5SXfyFyqiLldELZRFzhdTZAspsPnkyG6dOg2vS0AoWYjzBb4TmNRjr0Rfl1hUGaSM7tFOcmnD2NSir6hDrKpRNeYhNYaBljtdXWUFWwoAz1SFnJQleM+mIOU7QZQH2WjbhZh5lSUi6lU9+UB75qD7+YRvr2WDOqrR0W1q+LanckFStiipXRspWBgpX+vJWenOe92Q+6xY87coAj8sdvCed/GfdgqcDOct9mY+7Mx50cO+3pz9oYz9oYz9s59xtT7/Vwr7dzF6qTprLDZ/kEcZjfZrgZ+s8vqz1PNXkd7oTZd2Ds+/EWrdhrToIVj0Eu+FQiCjSbSwCOhLmIgqHTkS5S6I9FBGeOnqgJs5XTffWp/jrmH7qFC8TN8jEQemZcF1K4GQacpqHnkyDa1IDlCm+GoaHIgEGhrTI4twnYmCiSLfRMDdxjMcABdJDcOghOXeRnNpwDs04+2asYxPOvg5l3Yi1ayM5d1BceiPch2m+o3T/EbrneJKvgg2XMHwHol1G4mDSJJ9RmutIlNtwJHQk2lVEg4GvBWNREFG0y3C4syTOQxQNFUVDxbGwg2Ou0dC+COhwrOdgtHs7yaGVYNcT5tIf6dYT5jIQ4dJDdeyhOg9Fuo/Feo/RvCYSfJTMINDhHE/0GYv3mkj2U6QGq9OQOh5al4ECrVc5K0DOCtDxQsB8SmNmCIjP6/kodRpSk4bWcbEGPkGdFqTnI3U84PZgDRlYTRpazUFp0kO0XJSKg5Aw/MVJviDJo0gNlrEQo3R/RUqgjIMbj4MaC8L3v//DjyII+bcN9+/3/wT3f1m9sqosWjPUbxqr3xXjm4YDjpsl/F923o11P4C7OS3zbk91S1m2pS4Fta0p29SWbenKD0pbvaOp3lZXHeh9RTHYoL2hLAYrnNZkeWuyvNWJHAD3l+PCl+PCFXEOsEc2ZPmb8vxNeT5Y57SlKjLveNpRl+1qKnc1la+0Va/01a8N9W+MDW+MDXuTDXuTjXuGml1DzStjLeD7t7NNAO6vTU17k42vjA27hrodfe22rmZLW72lrd7RlKxKcx8Nce/1pN7vTX3Yz1ke4j4d4j4Z5r0QZT4bFSwP8ZaHBcvDgsdDmcvDWU/Gsh4O8R/0c+/3pd/uZF1vTLhaT19qSrzVyV5qY15rYSy1pCy1pFxrSr5cn3C1LmGxKhrAfbaAMpNPniugmHLwWi5SzUHJmfDxBL/ROO8hmudAjHtPhGsH1akzFNJCcKzD2FSHWFeGWJchrQsDLYXeX2cGnMv2O10W9M1oNGyKA5/lwBd5qMsC7LUs4vUc4p3CsMeVtKdNjOWO9BfDeevyym157aasbkNatyapX5+oXxfXrIsq10ZKXwzmPh8QmutpX/az/pyXQ3nPR/JfjuS/GM57MZz3bDDnWX/2076sJ72ZywM5j3oEj7oy7jaxr1ckXC2mzWeFKpKCh6mwbqxjc/DZev/TTXDLDoxNN962C2fTgbHqxtsebM3G2ffiHfqJTkNkiIgKlUV5KWK85DRPdaK3JslbnextZPsbWMF6ZpAuJRDstzNyDqYwTnIC9CxfMC9XlegtpXmMR8HGo2CiKNgAxamX4txHhXQSHdvx9u0k53aScwvBsQFj24i1a8Y7NOMd2smQ3gj3/ijPIZrnCN1bnBwgSvAeprmLk3xlTH9xvOc43WuC7i1J8JIkeE3Ee07Q3CdoblK6u4gGm4j3FNFgkgQvebKvmO4hpnuMx7kP09xH4jyGae6DMW6DMW4jcR6jdM9RuudgJGQw0nUoCjYU6T4U6T4UBRuNdR+ne4zSPYdp7kOxMDDeEsBXxUGouQgFJ0jC9JOm+ClSA7VcpI4XYuCG6PkoQwZaz0dp0hHARtfzMToeWsUJNApQk5lYPR8FaK5gIRQshPkNVRyEJj3kgPvpIVJm8AQjSJ0KFzNRozEQQ37Y/h//67sfB91/RHBfV5VtTDaDJMyWsW57smF7ssEs2M0Wzbtezf8C93eT79uaincRb7Zo3o3GgxOeZoG8rihalxWuyw7GxK/L80GtyfJWxNkvRJkr4tyX48IXoqznY5kvRFkr4pw1iXBdmvvuT65JC9ZlhZuK4m1V6baqfEddsaOt3NVVgUWpu4a6V8b6HX3tjr5211C3N9nwerrpzUzz6+mm15t8Gn4AACAASURBVNMHuh7U3mTD3mTDK2P9K2P9rq5iS126Is1/Npb9aIh7v59zv5d9v5f9aCD96UjGs1HBk2E+gPvysODpaNbyaObDAd79vvT7vWm3O1k3mpOuNybcbEq61cm+3ppyrSl5qSXlRivzejPjekPS1bqEi9Ux7yp3AHcdL0TFDpGlBAO4D8d5DcZ69EZCu8IgXWEurWTnBpxdFcoGwL0o6KzQ7xuB/5ks36/z/b7opjjpmUEzbPgsO/gCB3EpHXtFgL9TFLFcm/C0NfVpV8bL4cINWfUrVduOqn1T3bml69s1Du5O9m9rOzeUzevi6rXxqnVx9cZEjfn5pqR2TVJ+UOKy1fHil2OFK6MFL0fyX4wWLA/kPO7NvN/OvVnLuFGVtFQWfyE3Qs/GyRPhg2HurWi7FuT5TqxdF86+HW3Tjj7fhjrXhrJqR1u3o607UNadaNsujF0v3mGQDBmLgIqj3STRMBkNpkrw1Cb7mNcbaZJ8NEneepb/JCdokhNkSguc5ARoU3zVST5ahp8i3lsc7S6J9RTHeQ1HQkei3AYjXTtJDu0kh+5QSAfZsZXoBKqF4NiItWshOLaTIe1kSE8EtC8KBoyv4VjPiaQAKSNoPMFPkugrZwSA+DlAPFi0PRHvKaZ7iGgwBcNPzQoEz8fj3MVJ3qIET1GCp4ThK2P6Sxi+EoavNMVvItlHwvAXJ/qPxvmM0LxH47zH4r3G4j0GY9wGoqHDNHdRgvdEsp+cFXSQlOcg5KnB8tRgVRpSy0VpuQca3CjAGTKwWi5KnYYELVlDBhrkbaZzCJOZWHUaHLwDwDr4HgCYbhTgTFkEPR+j4iCkzEANFzvJx0rZWEmC+2xZ7N+V+1//9T04hfbd/v7+9/v7v1u7vqGu3Jhq355s2p5s2jE17k417U417ZgazZQHZX5uhvumoQ40VN9GZf50inVLWwlq+y3i381HvvsBYD4JZf4A2FCWbipKzWtAwH5t4M+siLNXJ/JWxLkA7m/5nr06kfNyIntFkgOs8FVprjnQciDk1eXbmoodbeWutgYwHdQrY/0rU8PeVOPr6aZX002vppvA89dTzW+mW96tbV3Ntq5mV1e1pS5fkxc/G8t+NMi/35f+sD/t8SB3eYj3ZJj/dDTr6WjWs7Hs56Kc5WGBGe73OlNvNCddq6Nfq6MvtTGvNzPMcF9qTL5Wn3i1LuFSTeylqpgL5ZHzRaFzhVRgy2i5SGUqElDGrNx7I6Hd4S4doZBWsnMTwaEWa1+JtilDWhcGn8sLsMwKPJvj/0221+d1IedkdB9DSpAx2XcmJWCehbrEx98ujFyuS37alva0O/PlcPHaRPWuumtX27djGNybGd+bn3g1J9qZGtow9GyrmkDtqJu3VU1bysYtZeOupmVLWbepqF2XVa9JylfEpS/HS1ZEJSuiohfjBU+Gcp70Zz3s5N1uZN6oSbpRlXi9LG42N3JWGGHgkyQJQQOhsB68czfWsQvj0IGxag0524I814627sDYtqGsm5DWzSE2LVjrVpxNL8V5KBTST3YcCXMGSz/E0W5yupcm2Ved5KNM8FImeuoYvkZWANhToUzylid4a5mBigS/8Wh3Cc1Lkug7Gus+RvMYjHHroNh3hTr2R7l2UOxbiU4dFJeuUGgHxeVd0LeQnNookBaCYzPeoScCOhzrBUoc7y1J9JUm+ciSfGRJPgqGnzLFV83wBWMAwDADfToSzFxUpPjLmL7SFB85y0+dFqROC1Kk+itS/VWcQKMAo+WiFCyEnAlXsUM0aWgVByFnBUhTAiQMfzkryCyuge5WpiN1AuxUDgm0XnQ8NHDn1ekYVRpKwUaCyI0xC23MQusyELoMlC4DpUwLlrMD1ekh+gysQYAzZuInswjgTYyZeIMAZxDg9BlYDRel42OmhdSFXLI+mzrJQ1xtSNn/7kci3P+G4b4P/gm/+35//4/7+79bv7Glrdma6Xo107E73b473b4z1bJtat6eatwyNWyZGv68xQoU/VsjvmZdV/02816xrik3jyv4Ad/frXdPtG5o/8etWeyvKUvBKaE1eeG6oshs0axLC9Yk+SvinJfj2aC3+XI8a0Wc/UwkeCHOWpHkrEpzgZOzLgMh9KJNRfGWunRbU7Grq9rVVQHNfqDKTQ17U417U427U41muO9NNb6Zaf52pvXbmdafzXaA2jM17Robdgz1wKhZU5a/lBQ8G89dHsp42M992M99PMhfHuE/HRM8Gc1YHuE/HuY9HEx/0Me515N6p51xozH+am3slZqYKw2JB1H3VtbN5pRr9YlXauOv1SVcrqFfqqJdKI9eKI6YKwybyaUYBDh1GlKZigTKHXju/dGwngjXrjBIG8WplezcQHSoxztWY+3KULYgLSMMPJfjZ5nleaok4JuBcDd1gr+W7jWV6DvHQF7k4W4VRT1sSF7uSH/Sm/VyuHhdXL0pb9tW9+wah/Zmxndnx7emhjcMfavazh/AfVPRsKVs3FE376gbtlX1m4raNVnF6kTZy/GSl+MlL0SFT0aEjweyHvVkPOjg3m1k3apJvl2ddKsq8WpF/NUy+qXi2JnMUEUSYiTMY5AMHQl17yHYtaOtW5DnmpDnGxFWdXCr2uDztcHn6zA2dSjrZrxDG9GhBWPTiXcYCoUOhUJBunyc7iVL9JugewOnW5nkC2b8iuO9xfHeipTgiQS/4Wh3UZz3cJxXX5RbbyS0J9y5g2LfGwEZiIZ2UOxbCI6dVNfuMLcOigvQ7G0k51aiUxPBqZXs0oi3b8DYtpMhnaGQTopzbzh0mOY+Gus+RoNJEr2VzABNapCa5a9M8dWwg8EGDzABWMuBazlwXRpCyQ7Q8RCTmWjzeSKjADWZiZ7JIxkyMTo+xpRNns0Lm8ohHSRbsgj6DKwxE2/KJgIQz+ZRp3JIxmzCXGHYQnHEtJCsz8Dq+BjAdw0Xq05HKzkhCjZclQ7X8hFaPkKVHqjkILQ8tJaH1vExU0ICyEFOZuMms3HTucSZPBK4BX80X0idLyTPF4Qt5BFNeRHzQsz1Jtb+d9/98e9pmb/y62CeO4D7v27c3tLVbs/07s12781270537ky1bZuat0wNm5P1m5N/wW3/n/3VP8EdHFjd0lf9qbSVW9rKA2qrq8wFXGxQm7ryLdBZ1VVtaSuBRbOlOpgUDw6CggISfkNWuCErXJfmrUlyVyeEK+KDXus7cBcCuJsRv6ko3lSVbGvK3sK9ekdfvWdqej3VDAp8WXk13fxquhlQfm+m+fVs65u5jjezXaD2Ztp2p1p2jU07hsZdY8OOvm5DXbUiL3s6kvmgL/1eD+dhP/fREHd5hL88wn80xH08zHs0kH6/l323I+VmS+JSA/16fdzNBvqluvirjUm3Wph32lJvNDGu1MZfro67Whv/53DXZ2DNcBcn+o/GeYOGane4C4B7E9mpkeRYR3CsxTtUYOxBWibb3zLHzzLL+6s8n6+bcfYT0V6qWHcj3WsmOWiRi75ZHPGwKWm5K+1Zf/bKSNGauGJTVr+tbNnVd+9O9u8Y+za0Heuq5jV5/Za8flNWtyWv31E2bisaNmV1m7K6bUXDtrp2W127parZlFetS8tWxMUvRgueDec9GcpZ7st82Mm738q5U5dyuzrpVkXCzfL4pdK4q0UxVwqjLxdEzWWQ1clwcYy3KNJ7JNy1n+zcibVtRJyrCTpXEWBZGXi+OtimGm1fGWJbg3GoxTrWhNjVYxybCS4tBJeOcPdWKrQzDNYX7d0b4d5BhnSHQkdovkOxPiNxfkOxPkOxPqN0/6FYn94I94For94oWGeYSzvVuY3s2EqyB4tSWwjWQLm3kyFAs7eRnNvJkE6q64FyJzk1Ex3byI6tJAeQq+mPcu2NgAxFuUwkeKlTg7QcOIC7kh2kSUcYBRgtF6lkBwFPXJOO0PEQM0L8fD5pRoifysbO5REvFFIuFFJm84kzeaSFwvCrFfTLZbTZPOp0LnG+kDybRzVlE6eFZHBMaaEw/HJZzMWSqMXSmEvltIXiKGM2SZ+Bn8wiTWaRtDwsEOBaHlrDRWn5IXoBWssPUaXD9RnYqRzStJBsyiaac5CT2biZPNJcAWWhKBQk32fzyQtFoYsl4fOFZFMOfjIDqcsiTWcir9Qz9v/4x78r97/264dw39Y37MwPvp7tfT3buzfbDSQ84PuW6X84M+92U98+r914e3zpwJMx/AnuQL//Odw3NX+qDW3ZAd91Vdu6KmDBb6urtrSVG+ryNWXphrJ4Q1m8qSrZVJVsKgs35UWb8qJNecGGLH9dmrc6IVwRZ6+Is1+IBcCZWZUKgT8DakNRAE6Tgl6uGe6vJhsB319NvwP32Zbd6fpX002vZ1vezLV9O9/57Vz3m9meN7M9r2Y6Xk21v5pq35vu2Jtp2zO1bOsbNjS1q+KCJ0NZjwZ4jwcPmP5klL88wgP5mQd9nHudzFvNiTca4281xt9uSrjSkHi9Ielm81vlXpdwpYZ+pYZ+pTb+YmUsyEHOFoROC8kGAU7LRanYIXImfCIpYIzuM0Tz7I+GAVumNdS5meLcQHSoIzhWExwqMPZFSKu8oLM5fpY5fpa5/meF3l9XBp8boEAk4RB1tMtknPccB369kHq3Mf5RN/vpQOaL4byVkaL1ifJ1adWGtHZdVrshrV0XV6+Nla2OFK2OFa6OFa6JijbEJRvikvXx4vXx4i1J2Zqk9KDEJS9FBc9Gcp8OZC/3ZT4byHzSl/G4M/1BM+teXfKdqoSbJbHX8iMuZpMWs4iLWcRLOdTF7NCpdJwiIUAU5SmKgo1GwHrJkBaMXR3cqirIqhpuW4NwqAhxqAhxKEc7lqMdy1HOZWjncgykHAOpIbtX4F0rcZBaIrSO5FaLc2kguLRS3dvDPEF1hHt2Rni1h3l0hHt2RXp3hLt3hLu3UVxbSE5tZEcwR7MFbwvUegvBsYXgCDR7G8m5KxTaGuoCwukgxdhGdmgjO3RQnXojIJ1Uh94IJ3G8J7BiZAxvBcNHk45Qp8GB361JR4BjpTpeyGQm1nw6dDaXdKEwdLEobKGAOp1PmC2gLJZGXa6IWyyNmS0InS2gXCgNncsPBWp9viBsJpcyXxB2sSRqoTB8viR6oThqJj/MkEXUCfDGTKIxk6jPwOsEaDUPqUgLVnERhiz8VC55MoeozcDoBHhjNsmQhdcJsMZs3FQucaaAOF9MmS8KBTVXSAXtnJl88nQeaToXp8tAGnhwjYBg5AVdrEn8uy3zN3AdwP2P+/t/3N///eadHUPj7sLQm7mBN3N93873v5nvfT3X9WqmbWe6aXuq8c/N9//pv/8wCrlhqDLz3Qz3DXX5/xvc1zRF65rSDW3Zlh5gt3ZbV7OtqwW/+DZVWQJqQ1m8pSjeUhSb4b4mOQhKrkiyVqXZgOwvxFlgK/fLiZwDy15xwPcdbeW2rmrXULNjqAd8N8N9d6b51WzL7kzDq9nmvbmWNwvtb+Y738x3v5nvfT3XAx73Zjv3pjv2pjteTbe+nmp9M922p6lalxStiHNfiHKAFbM8wlse4QEj/vEg92EP+24b42ZTws0G+s0G+o0mxlJj8o0mxq0W5u0W5lJD0tXaeAD3xYqY2eLw2YLQ6TzKtJBszMQbMrAqdoiChZAkB4rifUFDFbgN7eEuLVRIA9GhFu9QhbcvR9sBuAv9z+YGnCuE2+X6nCn2/aYTazdKspNS7DRRUFOK/+Vc/O362AddzCcD/GeDOc8GhSujuc+HhI/7sx/3C5/2577oy3nWLXjayX3UxX/UxV/uETzrz34+kAMeXw7lvhgteD6a93RYuDyYvdyX+aiH97Cb+6Ar/V4L624z804D42ZNwq0K+s2S2Es51Dku7kI6aoGLmktDTnNCptMxU+kYNRMhjvMZCoWMhLsNhELb8Y51SBtA9mqkQwnCoRTpWIqClKIgZVjXYoxLAdqlAO1SgIUWoF3yUZAiNKQM61qBhVZioJUYl1oitBrvUkuE1pNhdSTXejK0OcyjLdK7mQxtD/NopcJayS6dVNd2MqSN6NBFhXRQXIDb3kZyBq+3Ep26QqGtoc5NZIdWsmNnOKQzHNJBdeqgOnRQHbpCHdvJdt1hDqN0d2mSjzjeczweJk32UqYFT6T4KjhBCk6QMi1YL0BreEgFJ2gqGz+VjTdl4aay8TNC4mwuaUZINGXhJoXY6TzSdB4FnFGazqPMFVLniykLheFAsF8oipgWkqeFB1pem0nQZhIMWUR9JkHNw6jSUOp0tI6PM2Sj1Hy4lO0nYwdq+GhDFlHNw0ykBGv4WG0GTs1DafjoqVzifFHoXBF5tpA0W0CZyiWahISpXOJsAQXwfTqPNJOPnczGzGRjDDkUfXrAYnXC/nc/Frr/zcL9D/v7+9//Yf/7P/5hf3//+//6180bG3PdO4v9ry8Mvb4wtLcw+Hq+b2+u99Vsz6vZnr3ZbuDCb002meMx26ba3cnaHVPjpqEOTKHZ1jfsGBq39Q2b2rptXRWA8oa6fEtb+dZsqfhfyvxj4CffmvUHvs2G+iBIc9CSVZaAuKS51mWFa9ICoNlXpQdC/iAaPyZ4OZ69OiE0mzObqhLQy93SVm/rag46q5P1r0wNr6ebvp1tAezem+54PdP5Zrbn27neb+d6fzbf9+3cn+pn8/3m2lvseTXXvm1qXtNWv5SVPB3LezyU+XAgY3lY8HgoA/RU73azbnem3GhLutYcf7kp7npr8o129o02zlIre6mVfbU55VJDwoVq2mJl7EJxxFQOySjAGQU44LSq2Cg5EzHBCBpPChih+/RFwbrCXbsjoG1hkBaqUy3ergZnW4t3qEBZF8HPlyCtC+Hf5AZb5gRb5wTZ5gZYVcJt2rF2/QT7iSg3fYLfYlrIUgH1QWPici/3WW/Gk3bek3b+0zbucgt7uSn1aRPjWSPjWUPS0/r4R7X0x/WJj5qTH3ewn/bwn/YIlrv4j9t5j3t4j7q5jzrSHrVxHrWyHzenPmxkPqhjPKiNe1BNu18Ve68i9kZR+KVswjwPO8fFzLAQhkR/TZy3IdF/iok0pSC08f6KGK+hUEgfFdJNdu4KhdXhnEsQDpU4t1I0tBhuXxRsVwi3K4TbFSDsijBORRinXIRtPsopB26Xj3IqQDsKEbYFaMdysmsJwbmMACnFO5fhHCrxTrVEl0YStIHk0kCAtIfBmskubRTXNoprM9GxnQzpDnPrpLq2UuxayPYdYc4dVOdWkkNXKLQvwr2D5NpOcQKTAzqozu0UJ/NtG9mxK8ylLwoGajDWc4TuMxrvOxbvBSYZSBhvW6nJvhp2sDYtUJsWqEsP1nPhKk6wIjVYxUHo+ZgpAXY6E2fkobRcJJj9As6gAjfcmIUFLVCDAKfj41RpKHFKoDIdpRPgNVyMlBksTg5QsBB6Hk7DRSk5iAmGv4wVpONjNFzUBMN/PMlXyoQrOSEaPhZI+Mk8sjGXpMvGGwQ48OExX0idySNN5xKnhDhTDtYowBjT0cq0QDUHO5LoasoL29//+yGmv/Lrh3DfuLkx17t7cejN4jCA+6v5AcB3UMClAV3WHVPj9mT9jqlhx9SwZap/m4iv2zLW7xjqt/V1W7paAPeDAIy2ckdfbQb3/1LvfgaA203dW1NeU7XxNmyzranYUpcCCW/24sGmVtBHXZXmrkgOUvAvx7Ofj2Wa4Q7MGQD3DXX5hrpyS1u9o681B2bezDR/O9vyerb99Uyn2Wo38/3PsQ7q28Xe1wvdu9OtW8b6NVXlqrTk+XjBszHhg8GMR4N8wPe7PZzbnSm3Ohi3O1OutSbcaE+50c5eamVfb0m91sy60sS41JCwWBMH4D4tJE9m4o0CHPivruagFSykJCUYwL0/2r07AtoV7grgXkewr8Xb1REcqzC2xQirEqR1QfDp3GBLIdwqJ8g2y8ey0N+yMcS6B2c/SnFURsKmE/wWeagbpeH3m5IetbIeNTAfNqY+rGc9qGM8qkt6XJv0qCb+QWXsvfLoe+Ux96po92rp9xqTH7QyH7QyH7ak3m9iPmhl3mtm3GtMvtuQdLc24U41/U4F7U4F7XZZ5K3SiFulEbeKw6/lUS4IsLPckJl0pJEZrKR7gyFfslgvOc1XGuM9EeXZQ4H0hbq2k5zbSNB6PKQcaV+KdCxBOBUF2xUG2RbC7YoQ9oVI+1KMczHWOQ9pV4qD5sLthXAbIdwmO8iqAGVXRoCUESAlOKdCtH0RyqYMY19LdGkiuzVRoI1El0aiSyPRuZns0k6FtlFc26kuXaHQTqprV4RzXwy0MxzSTLBtIzv2RcH6Ij06KS4tRHsA9DayYzPBrglvCzz3DqpzV5hLd7hrd7griEv2R7v3RcHA96cRuvdovI8owVuU4D0S5yFO8pWzDgb/yllB4uQAUaLfBCNIxkKoOAgtF6VKQ4LOpz4Dq83AaPhoYzZBm4FR8zAaPlbDxyrTUXJ2iIKDUvFxSh5WwUFJWYiJlGApEy5PRSo5KBkbIWMjJKxgUOOMAFGy/wQzSJ6KVHOxOgFen0nQCfAaAV7Jw8jSEcZsgklImswhGrMJxmwckPAmIUHHC9FyUHJ2oIKFGqS7GIXU/f3v/g73v+7rf8D9u//+/eatrYX+V5dG31wae31xdG9xBCB+b2HwzUL/m4X+vbmevbmeV3Odr2badqdbd6ZBULJhw1i7OVkHjrNuT9ZvGevAZOBtXc2mpgrMN9/W1YBoyrauBljq/0uZZfu2rmpHfzCPDAQQwR+BpM2OtvLdYZPmcYxr8vw1ef6qme+St3CfyAHJyHVZITBnDr4BvCX73mTD3lTjK9NBcub1bPubuY5v57rNBTx3M9l/vjAACty+udDz5kLP67muV9Otu8aGLW3NprJiXV72eCTr0XDmo0H+gXjv4dzpYt7pYt7sZNzqZN3s4ACyX21iArhfqosHcJ/JpUxlEw/gnoXXpmOVqSGSlGBxcuBYgt9grGdPpJsZ7g0kxzqCfT3RqRprVxpiUxpiU4CwzA22zEVY5wRbZ3iezvL4oiLAsgVl3Ye1EpMctRGuUwleizzkUlHo3Yro+6XR9yoT7lbE362Iv19Jv19Jf1BJu1MadaMw7HZh5O3i6DsVtLs1cXfr6Hfr4u7VgqLfroq9UxFzuzz6VknkUkHo9XzqUkHo9XzK9XzKtTzyFSHxggA7xYEbmAE6hp8qKUAc4zFIdeknO/dRIf1U14FQ6GCYWwvRtZ0Cq0M71KLs6/GQKpR9BdK2Gu1QgYaUhTiVow6s9gq8ayUBWoJ2qiHCCuF2uQFW+UE2+UFWxUi7ShykEgcpxzkXo+wLQ6xL0XbVeOcGoms9EVKLd2ogQJrJ0BaKawvFtZ0KbSW7gJZpdySkP9atK8K5jerYHw3rj3YHQAezNjtDIe2UA48eYN1cnaGQrjCXnghoTwS0MxTSFe7aGebSF+0+EOs5SPMapHn1x3gM0rzGEv3HkwPFDPhYYuAw3W+YHjASHziWGDyW6C9hwqUshIQJl3JCpJyQiVSEmAVX8rASNlLMgks5IRI2aowRPJocJGYhpWkYERMxlBgwnBggSoFPpIZIWSFSVogoBT7GCBalwEeTg/rjfPpo3sOJAeNMhCwVqUxDq7lYVTpGloaSsBETqXAxK1iRFgJKmY7S8NHaDIyah5Kxg+WpwcoUxDjDZzw+uCvSTpdF2f/RmO4/Frj/29bd7QtDr6+IXl8Wf3tZBBD/ZnHYXHsX+t8s9L2e792b79qb7QR835luAnA/4PtkzaaxetNYvW2oNk9+B3TeMdbtGOu2Df9Pe2f61OaZpvt/4lRNuhPHMWC0ICQkhPYdtC9o30BC7LbxFmNsdrSB9n0DIbEbbAPC7OA13pJOerr7zHS8YHaIkz5dpz+cM2fmw2TxfHhk4nTXVJ2vqeStq1x6nzKCT7/3fq/7eu7H+t9ifcYMBDz6jZvdmzPmrVnL5owV/Oz2jO0I/Vs3fjTx3z3P79lE2/PJVhCdfDbW8mzk8rORy18ON/9r+mOQfH8+2vJ8tCWbqrzW/ndwB2QH2lv0HvH9cDl0sBR8t34/XI58tRJ9vRr7aiV6uBw5XI7sLYf3lsP7y8H9xcD+vGcn07c1bdu8aXk+3vqn1Me/i535PHrqi9jpz6OnngRqH3mNT4LVTwK1j3z1wJZ54Kq95zTd6au8Y69Y61YvtcmWW8qB4T7dxJ4+x7l5ijNVXzpaTRuuoqQqiQM6XESJPrJlegVQOx9i58MsnPwOVl4bI+cK48NmyrHLtJxmau5Z7G/OoP9HS8lvuqnHA6UnBrknJ/nQ6XL4nB69for68AL3yQXewxbZg+byTy5LH7bIHl2RP2lVPr6quH9Jcu+8+GFz+aNWxeMOxcNO+aOO8oftksft4setMgD0h83iexf4603s9dNld89yV8+WrZ1jr53jrDSV3aqn3awiTOhLxrTFgxpsTIoKCGAePsQtgGQDKmKEjVtoYRe003LaqScsZVAbB+bgFrgFSLuwyMxFAHWz4d2cgh4uorMMZuOi2mn5rZScTkZ+JyO/i3nSXAa1cuDdnIKOUmgbK6+zNL+bDbWwYRYO1MqF2fkFTjGqT1ho50L7+PBeHszBg/kkhUFVoacc7pXAwkpUXFvsl8CdvDyfGBaWowDZ/ZKCsBwFJvkArIOy/V24B8oRAQXaLy8KKNBhNTaswYc1+JAaF9ESQmpCVEeO6sghNSGowIVVhKiGHNWQoxpC0kBLVTEGTYx0DStVzUxU0RJVtHQNY9BEGzBSBoy0RCUloiVEtKR4BdWvLglocBEtIaYnJSopSQMNqN9AjWgJQEFVSURLGDDSBoy0YRN12EQdqqIMVpGTRtJgFXnQRBs00VIm2lANY7iWPlrPHG8sHW9kDdfSBgyEtJE8VEmJ6TExeYlDcGzyDO9XuP/sr5/aMt//v1efb68NHt4fP7g3cnBvZP/u8BHl928PHqwPMWEE4AAAGY9JREFUZL341ejOSnh3KbS96Nta8G7dcm2AFHzG/nLW+nLW+nKm5y3fs/3VV9M/Avr/R0c/uDVr287YNzN2QNvtjH1z5ifezrtm/dHti6m2Z9eufjlx5cuJ7O6nZ2Mtz0dbno01PxtrfjbWAm5fjF3ZmGh/da3jxWTX0bvFdsZ+ZMvszDt3FzxZvi/73xbvWb4DuB+R/WApDDoTe0uh/cXA3qJ375YbxOFf3TD/eaTl9/3nPo83fZE4+7tI45NA7UOv6Wmo5kmg9rG/4bGv8bGv8aGn/r6r+p7TuG6vXOnRrrSrVloVS5elcxeEN5o4N5o406e51xvKxmsZPxbvGmxYUQTg3ieE2fkQGw9q4eR3lp5spZ9oZeY0Uz5sph2/TMu5SDjWVPze+ZL3mvHvOxgfxcryR9j5k7z86+WQOT16vZp4p4Z0+xRrpYG52shaPc1ePc2+c0F8/5L09nnJcgP7dpPgXrPk/hXJvSuiO5f4dy5y7lzk3DnHXW9ir50pWz1dulzPmK+mzFdTFmtpMyZKpoaWqaPP1tJumqgTFQRwxnRYWuQVFji5kD4u1M6FWrkQGw/aK0BY+EUdTFgb42QnI7+Hle8QFPrEaI+o0MpHdpXBOkuhHSxIKz2vk5HfzYJ2MSG2UngXNa+bdtLKgliY+WbGSVspxMEt6GbDO0uhgOzdbGhXGcTCgdr5Bd1sqJVfYOXCzGyIjQfv5cEcggK/DBNSoZ0iqFsCjyjRfmmBU3DSK4JGFKigtBC47UFpYUyFSWiwUSUaYP1oXhvgO1g8gntIjQupcT5lVi5psUde4lXgPOXFbgnGJ8UG5LiAHBdU4eMV1H4DPVFJSxgZCSMjbqDHqxj9Bmqyij5gpEV1xJCaEFITwhpiSEV0y9E+FRbAPaYnxbTEqIYQ1RCiOmJAiQ2qSsATJVFJSVUzB4y0tJGcrCDEdCVRLS6uJ8QryDE9KaojJvTkgUpq0kBLGilJIyVloqVMlKSRFNcTBrSkoLLIL0Zb2b8Zayj74Ydfo5A/8wvA/YfvvwVw//fNL3ZvD7/+5NpXD68dfjJxeH8UIP7wbvrgTuptLd//lu8RYNEAxG/Ou15lHBsZ+8tZ28tZK4D71kzWfwcCt1sz9v+O6aCZuZ2xb2fsP1m51bd9qw8YJluzFsD3rekfZ8cfPTzAWVEvb3Q9n+o4Oo8bODYvJtqAXZPd7zra8mLsysvxto2J9heTXcB237xp2Zz5ke8gE3nE96Oo+95C8B3/Pav9xdDOfHB3IbS3FNpbCu0t+Hfm3Vtzzs2M49UN85fj7f8y1Pyn1MdfJM4+DTc+DdZ9Fm54Gqp57K957G94Gjj9NHD6sa/xgbvmntO4ZqtYNevWOjXrHerVq4qFS5KZ8/ypJs7MGd7NU5xr9SxwQHaqkpjQlkRVGK8U4ZbAHSK4nQ+xciEA7ldpH7Uyc5spH16mHr9CP/Ex+fg5/Ptncb89g32vjXLMzcgdYOWNlOaMc3OuS6FzauSipmjRiJ83EBarSIvVlDkTfekUb/2cePEUf76GudjIXjvPv31JtP6xcPUcZ/lM6cop1lIDa7GeuVDHuFVDy5gos1Xk6SrydBV5XEuYrCBPGihjlaQhDT6pwibk6LAU6RMhXTx4LwdiZUMtHGg3G9LDg1sECJsQ01kKNXMRFl6hhQ1zCFFOUZGNAzNzER0sSDszv4N+so2a20HN62FCzSyYlQXpoef10PMszHwzI8/MyLOXQV38QisHYS6DZ6t4NrSDdbKrLN/Cg3ezoWYu3MyF9XCgVi7MxoP3CuAuCdIhKHAKEUElJqQq9ogKPCIYsLmACROWo2IqTFxdHFcXx1SYmAoTlqPAWIJ34R4oR/jLEQFpoU+GCqpKAkqsS4pxyoodUoxHifOq8D4l3ifHemXFPmlxSF4ckheH1IR4BTVeQY3qyNEKaqySFq2gxg30RCUFwD2swQdV+IiWFNGSgip8REuI6ohRHTGuIyX05ISenNAS4xpCRI2PqPExbXZ90EgfqmalTcyUiTJgIMb1uLieENOTwhqiX1HilRX75Nijl4mojhjTk+IV5HgFOaIlRJUEjwzhE6Jt7A/GGsre/Ar3n/v17Zs3b97851u4v/mPrT/s3Rn9+uHU14+nXj+aBIg/quKPKL9/e3B3Lcv3nZXwzkp4dym8vRDYvOXbnHODHa0bGdvGjPUfc5NAAN//qK23HAd9WqDtn24Z3c5Yt2Yt2xnrzqz1qMwHj4Gjp8LmjBnwHRze/fzt6aZfTlx+dq0l230du/Ji7MrGWNur8fZ3uwLg8ZD9wh83NLl3FzxZzfv2FvxHeqfdGthbjIItAntLb8NFc87NjGPzpuXFZNeziY5nY1f/OHjxs+jpp+HGL2KnPw3Xvgv3R96G+67quw7DqlW/ZtGvdWtvd2rW2lUrrYr5ZsnN8/zMWcFsE//Gac54LQM4MwDuAQXKU17gFBf0CqAWTr6Fk9/NhrTST1yhn2imfNhC+6iF9tHHlGPnCR80EY41YN8/i/ttD+VElJE3yMgdKjsxLjx5Q1YwK0PMaVBzGvSCgXDLSJyuIM2ZmAv13GlT6fVKwnQ1Za6hdOE0Z/4Ue66ubLaamaliTFVSrhuokxXkcS1hTIOf0BHH9cRRLT6twKXVhJQKn5AXhyTogKQION0+UZGbX9jHgffyEFY+wswv6OYheviFFl6BmQvvFaFtApRNgOoTY0Co0SYo7GZDzWVQCxvWw8o3l0J62fBeNryPU2Avg1lZECsr31YK6WXDHDyYS1DQy0dZ2AU9pRALG2ZhwzpL8ztYeV1l+WZ+QTcXBvjezYZYOFAbD27jQTvouQ4BMqjABRU4b3mRT4LySQrdQnDCBjKqRAOsR5XoI8pHlWgwSR+gH1T0YTkyqiwKypBBJcYnx/SJUW5ZsUuODepIQQ0xqMWHNfiIpiSqwiY02AEdLq6jDFTS+ytoUR05XkFNVNIA4gcM5KSRMmAgg9o8riMl9NS4jgLM92QFKVlBGqwkpyspQMkKUtpITRkog5XkoSraaA1zpJoxUs1IV1MHq8hJI2XASItXkENqgk9W4pGX+OW4kIoY1VKiWkpUR47pKTE9JaojhzXEsBzvkSID5dhewUfXTvHf/FJO2fslwX3/7tg3D29+/eQG4PvhJxMHD8Z/hPv90cO7wwd3Unvr/btrib212N5abG8turcc210Kby8Et7OjC9yv5npfzFi35rLR+L+D+7u+9rsCKAccB4gHt4DvYGVnzrYzZ9u9Zd+b792a693M2I8EbkFTd+Om+e35rj3gRNMXk13PrrU8u9YC0jUgNwngDg7DA877u68R2cx7Vq6deTfQUUTyKCgJdLAcP1iO7y9F9pciAO6bc+5XGcdupvfVDTP4M4A/A87VA3B/5Kt/4j/1xH/qoaf+ntME4L5urVjv0d3u1Nzu1Kx3qJevyjOXxHPnhHPnhNNNvIk65nAVZbCCkNCWRJTokArtkxW6ywv7hDALJ9/KhfRwoK30E82040dwv0B6/yzxgybiRw2443WYf7pK+jBAz08yTqbLckZFkOtS+E1pwQ0pdFoOn9eVZPS4SXXJdR3puoExoiIMKVGjuuJxA/FaFXXCQJ2oII+rSRNK4qAck1ZikzJ0XFwYkyAH5JgBOSYmQcYkmJi0OCJB+wQoN7/QLUC6REVOISogwngFRW4Byi1GO8uxdhHaLED28AvNbIidh+gTIM1chF2EdpTjzDyUTVzcJy6y8hF2HqKXX2jjwO1lMEB2twDl5BX2ceB9HLiLX+gRFbqFCCcfbucUdjMgHfRccxnUxi3o4cA6S092leVbBIhONqSLAwUrPRxorwBh48HbaXl2HtIlKvJIMD5psYtf2MeFesVIcDItcNWBDwOAPqDDxVQYEJVJaLCg7RFVogf12KQeF1GgwooinwzlkiD9KjzAul9dElJjo1psQluSHTZpwCcNtLSJmTTQEnpyv4Hab6AmKimJSkrSSOmvJCUqiIkKYkJP7q+gDFRSB430YRMdUHvIQE1VkAf1pGEDdbSKDmIzIBo7UccEr3TDVZR0NTVdTU1X05NV9HgFNaQiBtTEiJ4e0lKDGopXgXNJi13SYp8SF1ATAmpCUEMKKvBuOTqiILnLT06dEf4K95//9cObN2++/fbNdz+8efPmu+/+7/4fdh9N/PXR9b98Ov2Xpze+eXL968dTXz+e+vrhxOH90f27wwf3h766lzq8nfxqfeBwrf9wLb6/Ht+7Hd8BXdal0O5yYHc5sLvo3V5wbs07AHOzKclZ88as+VXG8ipj2c3YdjO27Uy2QN6a692Zd+wuuLbn3dsLTrCBaGfRtbPo3F5wbC84/u4ZAEa+7N7qA3N6Ae63M1bw5a8yls0568as+cV09/ObHS9vdLy43v78+tVnU1eeTbY/m2x/NtF2JBCzeT7e+mKi7fm19pdTncCcyTr+b32k7dne7dneoykF+0uenXnn9i0XcGxAOb+/GNhbCuwtBfYW/GBn0/Yt107GuT3r2J227U7bNq93bUy0b0y0Phu99M/xU58Gqz8N1jwN1D7yVT/y1T7y1T7y1d9319x1Vt9zVN+zGO526m53aFd79KuWiuUO9cKl8sxF4a2Losx5wVRj6YiJkq4gpPT4lB4fVKP9SpRbCneIITZ+npmd28nMbafltNJzmknHminHWmjHmykfXiAeO4c/fhpzrB79wXnMb22Uj2LsnDT7xCg3Z1wCGS+HjwtzJyXw63L0pKJkXF5yXUu9UckY1xLHFJgRWdGQvGhUVTyuJYzpCEMqbFJWFBLAg3yYnw/18WABQUFAXOgXIr18hIMDD5YXO3kIjwTjFqPtPIRPVtInxjiFSKcQ6RKhPBK0txzjLce4RCiHoDCLeAGyV1LkkGIcUoxDUuQsR3uEKLcAGSgvdvLhvRyIW4hw8CAeUYFfXOjg5AckSK8Y+XYODNTOhXczczrpH7VTP2yjfdTByOlk5nYyc1vpOZ2l0K4yWFcZpLP0ZAcrr6sM0s2Gd5XBbKXQXh7CIUDa+QU9HGh7ad5V1kft7FwrH9HNhlp4BX1ilF1YaBMgXLIiv7okqCzyShEBBSqqxQYUKPAhrsclKwj9OlxIjvKXI8KKopi6OKEtSVYQUgbS4Nu3q4S2pF+HA+tJEzlpIqdraYPVlH4jIWkipWooA1XElImSMpBSBlLaSB6qooyYqEBjNbTRatpIFX3YSBs20kZM1NFq8mg1eayWMVHPutZQOl7HHK2hj9UyRqppaSN5pJqRNlIHKqkJPTWiJQWVBL+KFNJSI8qSoAwTlGGiKlxcQ4ip8RFlSURZElUSoypcXFUY1uCj0oIbl5Rvfvj+uze/iOEyvwy4f//9vx388eDp1N+eTv+vz2b+8un0N0+zJTzwZ/bvjx08GD64P3R4N314O/X6dvLwdvLw7uDh3cFsLn41mo3TrAR3lwM7S34Avp1559utrdkS+8hSfzVrA7MndxZdu0vu3UUv0N6Sb3fJDbSz6No5GtO44ATKrrwd4giK+s2MffNW7+atbEW/MWt+OdOzcbM7y/eptn+E+4u3enmtHWy2Av5M1sR/B+5gC+u7Uwq25t6xa0D9/hbuewv+3QXPzrx7d861O+fame3dzfRu37CAeP7GROu/Dl34w8CZz0K1TwO1j/01TwL1TwL1j/0Nn3jr7rlq7jqr79mMd7v06126VUvFmt2w3KVdvCzLXBTOfSyavSCYPFU6Wk1NG4iDFfikHhdUFfsVaK+80C0tAMV7JzO3lZIDPPdmyrHL9OOXqB9eIB5rwh9vLD5Wh/6gEfXeZcx7fZTjMXbekCB/TAIbFUNHhHkjIshYOWpYgk6K0SkZNq3AJaXFg9KiAQkyISlMSIuSiuIBZXFchglKkF5hoZtf4OTCXDy4i1/o5CEc3AIHt8AjwTiFKCsb5ikv9ioIfWKMU1rSJym2C4uc5VifkuhTEt0ynENS7JAUO8uxTkGxg4/xCDE+MTZQjvOLMD4h2i/C+CXFXhHaJ0aDL/eKkT4JKijD+CQorxgZlGH85UUuEcopRNo4MHNpfnfpyS5WXgcjp4OR087Ma2fmtTFyW+k5XWxEKwPSxsrr4kA72ZAr9BOXKblX6flmLqKHU9BVBmln5l2hn2hj5XZzoRZBQQcL0sY42VUGsfIRFl6BlV/QJ0a5pJg+YYG7HOVXFPvkGK8MDSIxIKYS1uADSmxAiY3qiKCBmaikgJzigIHcX0lKGrPuSspES1bRk1X0dA0jVU1PVlHTtbThekaqhpoyUY40bKKCrOSwiZoykNJGatpIBxqqog1XU0ZqyADoR/9tqIqSNpJTBlJcl226RtTEoAofUOCDSkJYTUpoiSCOOaAnJ7TEmBofU+MTWmK/lprQEhNqZFBVEhRBJi/I3nz37a9w/5lfP4X7v3/1P1//7ub/+Xzur1/M//WL+b/8bu6bzzJfP7nx+vH1rx5NffVoav+T0f37I/t3hw/uDIEIzd7d1N7d1P7t9N56amc1ubPaD7Y+bS+Ht0AofjG4Ne/fnPdszLk25lwbc46NuewGVzCMbHPOuTnv2l70bC96dhf978i7s+ABgXogcHu0snXLlZ1IPO8AcytfZuwbc72vbmVnJGzM2F7cNL+43v18qgtg/c8TrX+eaP1yPKs/j7095nTs6vPx1i/HW59NtAEDJ2vpXDe/vG7euGF5ddP6k54weCC9dWnAXqe9BT8YpQnGzmzfcoHKfSfj3Jrp2551vLppBW3bjetdz8dbvxy9/PtY4+eRxqfBusd+oIZPvHUPPHW3XdV3bMbb3fq1bt2qrXK1z7jco1u4Is9ckmYuSWcuSibP8MZqWcMmespAGdATA0qsX1HslaFcEkSvAG5mQzroJ6+Sc68wcz6mHLtA/eBj+ofnyR+cIb5/CnesDvN+A/ZYXdFvG5D/1FLygYN1MsqHJQUn08LcAUHuAD8/KUT0C1ERPjIixMSkxSEJOihE+IQFXj7CI0D4REivqMgpRPbxEU5RkZ2HsHLgvfxCu7DIykeCYS9uGa5XhLYKUI5yrEtB7FMQrOVYsxhjK8f3yUkuFdWhINvK8WYR1irB9cqIfXxsHx/rFOK8ErxXgneLSjxCjFdU7BRhnCKMnYfsEyCdoiKnqAh0Bd3iIr8M65Gg3eIilxjdJ0BaOfBORl5naX5naX4H62Q7M6+Nmd/OggC10CEXSTkXSR9eYeS1svKbqSc+JudepuW30E82U3NbWdBODryjFNpZBuviQNtYea0s6FUmpINdYBYgzQKkRYiySVBWMbKTC7WKkeBzrxTtVGCdCmyfDONWlHiUOPBvUEcO6SkBLSmgJYX0lKiBHqmkRSpp8SpmzMiIGugJEwssxoyMmJEeNdASJmZ/DSNWRQVpGdBTHTTS0yZmqorRX0FJGimDRnqqipWqYg0amYNGerqaOlRDHaotTVUzB02MQRMjWUUHDk+/gRrUkEJackhLDmuIYRUBEDyhJYKUfbKCktASoyocUEyNj6lIcQ2hX4OKaAmRcvjURfmb77/7Fe4/8+uncP+P1//yzRcz//b7+b/9afVvf1r9339c+esX8998lnn9dOb105m/fDr99Wc3v3l64+vHU68/Gf/6wdjh/dGDB6MHD4ZffzJ5eH9i/+7o4d1hYMof3EkdrA98tZ44XIvvr0T3liNgAxRIgu8te/aWfHtLvt1l396Kf381tLsW2lsPf7UWe6vI4Wr4cDV8sBI6WAnsrwb2VwMHa0Gg/dXA3op/d9l3sBI4WAnsL/t3l33g8bC55Nla9oJ8+u6Ca2uub3PaBmaZHU28eTdG+e75IW8ny/e8umEGbVXA9KPK/Uhbc327C679JR/4RQfLfpCCB5V7tr+65Ntfyo4I3rnl3Vv07mScWzP2nbnevbm+7RnL9oxlY7zly6FL/5xo+l3k9Kehxs/CZz6LNH0WOfsg0PiJu+5Br+ler+met+6er/6us3q9R7/SoVvp0C21aeaaZTfPiybP8MYb2WO1rOE6Tqqa2W+gRnXEoKrEK8U6RZhePtoiQXXy4Z0CWKcQ3saDXmFDLpXCztMgF+jQc1TIGXxOMynfzkEFhYh+EXRUDktJoANi2KC0KCUvGZAR+lWkpI46qKclNOSYihhVEsIqQlhNCqtJATXRp8T7VCSntMRRjnMrSV41xa2kOJUUj4buU5ECOnqogulSk50qklfP7FVTzDJ8pwjXISxp5WFa2KjLZcjLZcirXHQbv9gsJVpkpD4l2aWhuTQ0p4rkUBJdanJIRQ2pqF4pLqql9VeyolrKgIEZ19PiOkq6mh3VUsJqUkxHDWooATXZWY51SYtdMtyPUhDdSpJHRXYoqA4F2S7DWcuxNmlJrxxvK8ebRbguCbaDX2SVlrjUZKec4FEQvAqCXVhkE5fYJTinnOBRkT0qsldN8qpJLgXeraG4NRTwt/krGB4t1a2hhIylERM7Ws0JV5WFq8oSdfxEHT9Ww43X8qJGVn8NJ1nHG6znpxuFqQYB+DDUIEzV8dP1glQdf7COM9TIH2rkJ2vZI6e4402C8SbB+CnexGn+1FnRtTOC0Tr2+CnetTOiySbx5BnJxGnh+CnexGnutSbOZJNw/BRvtIEz2sAZqWcP1ZYO1ZaO1LP7azipOn66jpuuKRuqLhurLZuoLZ2oYV1r4E7Uc0ZrSoeqGMMm5mhN6Ug1K22kpw2s0ZrSqQbaWCN3uAKXuap788P33775Rdju/wVgohVWgNUoHQAAAABJRU5ErkJggg==" alt="" height="262" width="262"&gt;&lt;/a&gt;&lt;br&gt; &lt;br&gt;&lt;div style="text-align: left;"&gt; 				 				&lt;br&gt;Terapia Manual nas Disfunções da ATM é fundamentado em bases  anatômicas, funcionais e clínicas da terapia manual nas disfunções da  articulação temporomandibular (ATM), e apresenta protocolos modernos de  manipulação nas alterações relacionadas na área.&lt;br&gt;&lt;br&gt;O livro,  que se compõe de oito capítulos, oferece, logo de início uma sucinta  revisão da anatomia da ATM, abordando toda a miologia, a osteologia e a  inervação dessa região. Além disso, trata de conceitos profundos de  biomecânica craniocervical e emporomandibular que contribuirão  sobremaneira para o entendimento dos vários protocolos de tratamento de  terapia manual e cinesioterápicos elucidados nesta obra.   O  leitor será capaz de entender a fisiopatologia e a etiologia, como todo o  quadro clínico dessa disfunção. Também irá conhecer vários protocolos  de terapia manual que foram criados com base em conhecimentos da  anatomia e biomecânica da articulação temporomandibular e  craniovertebral, aliados a uma grande vivência prática adquirida pelos  autores em anos de atendimento aos portadores de tais disfunções.     &lt;br&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;div class="ficheTechnique" id="C1" style=""&gt;&lt;br&gt;&lt;ul&gt;&lt;li&gt; 									&lt;strong&gt;Editora: &lt;/strong&gt;Jefte Livros 							&lt;/li&gt;&lt;li&gt; 									&lt;strong&gt;ISBN: &lt;/strong&gt;9788577710751 							&lt;/li&gt;&lt;li&gt; 									&lt;strong&gt;Origem: &lt;/strong&gt;Nacional 							&lt;/li&gt;&lt;li&gt; 									&lt;strong&gt;Ano: &lt;/strong&gt;2011 							&lt;/li&gt;&lt;li&gt; 									&lt;strong&gt;Edição: &lt;/strong&gt;1 							&lt;/li&gt;&lt;li&gt; 									&lt;strong&gt;Número de páginas: &lt;/strong&gt;176 							&lt;/li&gt;&lt;li&gt; 									&lt;strong&gt;Acabamento: &lt;/strong&gt;Brochura 							&lt;/li&gt;&lt;li&gt; 									&lt;strong&gt;Formato: &lt;/strong&gt;Médio 							&lt;/li&gt;&lt;/ul&gt;&lt;br&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.submarino.com.br/produto/1/23819542/terapia+manual+nas+disfuncoes+da+atm/?franq=172965"&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;/a&gt;&lt;br&gt; 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