MIME-Version: 1.0 Content-Type: multipart/related; boundary="----=_NextPart_01D01498.422CC840" Este documento uma Pgina da Web de Arquivo nico, tambm conhecido como Arquivo da Web. Se voc estiver lendo esta mensagem, o seu navegador ou editor no oferecem suporte a Arquivos da Web. Baixe um navegador que oferea suporte a Arquivos da Web, como o Windows Internet Explorer. ------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="windows-1252"

AS DIFICULDADES ENCONTRADAS PELOS PROFESSORE= S NO PROCESSO DE INCLUSO DO ALUNO DEFICIENTE VISUAL NO ENSINO REGULAR NA= ESCOLA ESTADUAL RUI BARBOSA NO MUNICPIO DE ALTA FLORESTA/ MT

 

SOUSA, Francineide Oliveira de[1]

francin= eide.af@hotmail.com

ANGELICI, Rosangela Franchini [2]

=  

= RESUMO

O pre= sente estudo teve como objetivo veri= ficar as principais dificuldades encontradas pelos educadores para se trabalhar com alunos com deficincia visual. Para tanto, utilizaram-se mtodos indutivo, monogrfico e estatstico. A coleta de dados foi por meio da tcnica de observao direta extensiva, com a aplicao de um questionrio estruturado, contendo perguntas abertas e fechadas. Ao final da pesquisa, pode-se perceb= er que a maior dificuldade dos educadores para trabalhar com os alunos deficie= ntes visuais a falta de material didtico especfico. Constatou-se que o professor utiliza metodologia diferen= ciada em sala de aula para os alunos deficientes visuais. Verificou-se, ainda, que o espao fsico da escola no est adaptado para a acessibilidade dos alunos deficientes visuais, provocando transtornos a estes e que os professores n= o esto em via de formao continuada para atender os alunos deficientes visuais, i= nfluenciando no processo de aprendizagem dos alunos. Portanto, a incluso do aluno portador de necessidades especiais um procedimento que envolve ingresso, permanncia e sucesso, sendo que o sucesso envolve o rendimento escolar do aluno e sua interao social com a comunidade escolar.

Palavras-chave: Dificuldades. Inc= luso. Deficiente Visual.

 

1 INTRODUO

 

Este artigo tem como tema as dificuldades do professor e aborda as principais dificuldades encontradas pelos educadores no processo = de incluso.

= Atualmente a educao tem um grande desafio: transformar a excluso em incluso; para = que os alunos considerados normais e ou com necessidades especiais possam ter direito educao em sua totalidade, imprescindvel que a escola aprimore suas prticas, a fim de atender as diferenas e tornar possvel a igualdade para todos.

Na Educao Inclusiva, a proposta que no se retire a criana da cl= asse comum e que, alm disso, ela receba um atendimento elaborado, ou seja, de acordo com suas necessidades.

Para que haja uma incluso satisfatria, a pessoa cega e a famlia devero receber a ajuda necessria, com uma equipe organizada que deve envo= lver vrios especialistas, tais como: oftalmologista, psicloga, psicopedagoga, assistente social, professor itinerante e professores conscientes que favor= eam a incluso.

O tema relevante visto qu= e faz-se necessrio modificar a forma de pensar e de fazer educao nas salas= de aula, de planejar e de avaliar o ensino, de desenvolver e aprimorar o educa= dor. <= /o:p>

= A incluso precisa ser pensada no processo de educao para que os professores aperfei= oem as suas prticas e para que gestores de escolas pblicas e particulares se atualizem e reestruturem. Para responderem s necessidades de cada um de se= us alunos.

Deste modo, levanta-se a seguinte problemtica: quais as dificuldades encontradas pelos educadores para o ensino-aprendizagem dos alunos deficien= tes visuais? Para tanto, partiu-se da hiptese de que a maior dificuldade dos educadores para trabalhar com os alunos deficientes visuais a falta de material didtico especfico. Como hipteses secundrias, o professor utiliza a mesma metodologia= em sala de aula para todos os alunos, gerando dificuldades de aprendizagem; o espao fsico da escola no est adaptado para a acessibilidade dos alunos deficientes visuais, provocando transtornos aos mesmos e os professores est= o em via de formao continuada para atender os alunos deficientes visuais, contribuindo no seu processo de aprendizagem.

Enquanto objetivos, pretend= eu-se identificar as principais dificuldades encontradas pelos educadores para se trabalhar c= om alunos com deficincia visual; averigua= r se o professor utiliza metodologia diferenciada em sala de aula com os alunos com deficincia visual; investigar se, segundo os pesquisados, o espao fsico = da escola est adaptado para a acessibilidade dos alunos deficientes visuais e= verificar se os professores da escola pesquisada encontram-se capacitados para atender alunos deficientes visuais.

Espera-= se que este trabalho aponte alguns enfoques que venham a contribuir para que os gestores e educadores de uma forma geral reflitam sobre suas prticas, de f= orma a garantir a todos os alunos com deficincia visual o direito de serem realmente includos nas salas de aula regulares.

 

2 EMBASAMENTO TERICO

 

  Segundo o artigo 5, caput da Constituio Federal de 1= 988, todos so iguais perante a lei, sem distino de qualquer natureza, garantindo-se= aos brasileiros e aos estrangeiros residentes no Pas a inviolabilidade do dire= ito vida, liberdade, igualdade, segurana e propriedade. No entanto,= na legislao as prticas sociais tm uma grande distncia, vive-se numa socie= dade que supervaloriza algumas formas em detrimento de outras.

Na sociedade em que o perfeito, o belo, o normal s= o definidos por padres de grupos dominantes, os que no se enquadram em tais padres ficam excludos. So muitos os casos de excluso existentes na sociedade e uma delas a que acontece com pessoas com necessidades especia= is.

Durante sculos na Histria da Humanidade, essas pessoas= no tiveram oportunidade de se educar, vivendo, em regra, marginalizadas, socialmente, vtimas de preconceitos e discriminaes generalizadas, sendo considerados, como afirma Lemos (2001, p. 10), seres totalmente incapazes ao trabalho e guerra, atividades essenciais de valorizao do homem poca.

Porter (2005) afirma que, na Idade Mdia, com o apogeu do Cristianismo, as pessoas com necessidades especiais passam a s= er alvo de proteo, caridade e compaixo. Pois justifica-se a deficincia pela expiao de pecados ou como passaporte indispensvel ao reino dos cus. Sur= gem, assim, as primeiras instituies asilares com encargo de dar assistncia e proteo s pessoas deficientes.

Os tempos mudaram, apesar de descrenas, preconceitos e discriminaes continuarem imperando, sobre as verdadeiras possibilidades de quem possui alguma necessidade especial o que certamente dificulta, no imp= edem a incluso e as inmeras conquistas alcanadas socialmente nas mais diferen= tes atividades da vida humana.

Assim, a educao para alunos especiais precisa ser de qualidade, no podendo ser feita de forma indiscriminada, ou seja, incluir = por incluir. A pessoa com necessidades especiais precisa de uma boa educao pa= ra continuar lutando contra o preconceito e a discriminao que ainda sofre nos dias de hoje.

Para Porter (2= 005), na escola, o indivduo passa a fazer parte do mundo do conhecimento e tambm a= ser parte integrante de uma sociedade, onde ser preparado para o futuro, ou se= ja, para o trabalho.

O trabalho fundamental para que uma sociedade sobreviva e perpetue a espcie humana. P= orter (2005) salienta que, quando os alunos com necessidades especiais passam a frequentar a escola, seus valores sociais ganham novas perspectivas e os estigmas relacionados diversidade se transformam em respeito. =

Atualmente possvel<= span style=3D'font-size:8.0pt;line-height:150%;letter-spacing:0pt'> ensinar em uma educao mais inclusiva, baseada em processos participativos, constituindo ciclos de aprendizagem mantidos por um currculo multicultural= de uma instituio um sonho, cuja realizao vem resolver o problema da evas= o e do fracasso escolar. Os problemas administrativos, muitas vezes, originam dificuldades que acabam sendo passadas ao aluno que se afasta da escola para evitar confrontos.

Deve-se atentar tambm para o fato de a escola estar ins= erida em um ambiente que est em constante transformao. Diferentes culturas, no= vas tecnologias, distintas pessoas estimulam a modificao dentro da escola. Portanto, a escola precisa estar sempre em sintonia com o ambiente externo, pronta para se adequar aos novos cenrios.

De acordo com = Fonseca (1997), ao entrar para a escola, o deficiente visual est em atraso com a aprendizagem da criana vidente pelo seu limitado contato com o mundo, pela falta de viso, embora isto seja passvel de recuperao no que se refere inteligncia e aptides para a aprendizagem.

Para Mazzotta = (1992), apesar da incapacidade visual, os cegos tm condies assim, de estruturar conhecimentos dos mais simples aos mais complexos, pela utilizao plena dos sentidos remanescentes, sem que isso implique numa compensao sensorial.

Parte da a importncia da escola na vida do deficiente visual. Segundo Mantoan (1999),= a criana cega entregue somente ao grupo familiar provoca uma inadequada situ= ao, onde muitas vezes, os deficientes visuais agem como se fossem deficientes mentais em virtude de privao cultural e de experincia de vida que geralm= ente e infelizmente ocorre.

Conforme= Morin (1996), um dos grandes desafios para a educao inclusiva nestes tempos muta= ntes a formao de professores. Hoje se fala muito em atualizao, capacitao, formao permanente em servio, quando no em treinamento de professores. Um dos grandes desafios rever a concepo de conhecimento, romper os limites positivistas, concebendo o conhecimento como uma construo dinmica, como = um recurso a ser mobilizado para desenvolver competncias que permitam aos indivduos interferir na sua realidade, identificando e resolvendo os probl= emas e os desafios colocados pela vida social, de forma autnoma.

Assim, quando o conhecimento associado ao contexto soc= ial, est se desvendando a realidade, respaldando-a para uma escola da vida dos tempos modernos. Nos novos paradigmas para a educao inclusiva, no basta criar espaos, oportunidades e tecnologias de formao de educadores. O gra= nde desafio <= span style=3D'mso-ansi-font-size:12.0pt;mso-bidi-font-size:12.0pt;line-height:15= 0%; letter-spacing:0pt'> descobrir a formao necessria para a insero dos alunos com dificuldades de viso na educao.

Construir uma educao capaz de ligar os conhecimentos s prticas sociais, orientada para a construo da cidadania, da autonomia e = para a democracia, so aprendizados necessrios aos educadores da atualidade.

A viso= uma parte fundamental da atuao total dos sentidos na manuteno do equilbrio. Segundo Mazzotta (1992), a perda da viso afeta de 3 maneiras a mecnica do andar, perda do senso de justeza dos passos, diminuio do equilbrio e deficincia dos reflexos de produo.

= Mazzotta (1992), em seus estudos, assinala a importncia dos dois componentes da mobilidade; a orientao mental e locomoo fsica. Orientao mental defin= ida como habilidade do indivduo para reconhecer seu meio ambiente e suas prpr= ias relaes temporais e especiais, locomoes fsica como o movimento do organ= ismo para ganhar o espao por meio de seu mecanismo orgnico. De natureza difere= nte, ambas as funes so necessrias para mobilidade.

= Tanto mobilidade quanto locomoo referem-se a movimento, por isso parecem sinni= mos. No entanto, cada uma representa um contedo muito particular. Assim, a mobilidade refere-se capacidade de movimento em resposta a estmulos inte= rnos ou externos, englobando a realizao do movimento em todas as reas do corp= o, em equilbrio esttico ou dinmico, enquanto a locomoo refere-se capaci= dade do indivduo mover-se sistemtica e racionalmente de um lugar a outro.=

 

= O cego deve fazer uso de todos os sentidos no esforo da orientao, necessit= ando d e um mapa mental para gui-lo e tambm fazer uso de sua experincia para = reconhecer situaes de seu ambiente, da memria muscular e do sentido do tempo gasto para realizar determinado pe= rcurso (BRASIL, 1982, p. 22).

= O treinamento da mobilidade para o cego sob todas as condies, at o uso da bengala, constitui rea de interesse dos educadores e tcnicos em reabilita= o, sendo parte essencial do ajustamento individual nesta deficincia.

= Segundo Fonseca (1997), o deficiente visual de cegueira congnita, ou precoce, geralmente tem problema de postura, maneirismo, rigidez corporal, falta de coordenao no andar, movimentos corporais excessivos, inadequados ou mal dirigidos, ausncia de expresses faciais. As pessoas com viso subnormal e de cegueira com resduo visual so tipicamente relacionados com as caractersticas anteriores de acordo com a utilizao do resduo visual que possuem.

= Nenhuma diferena existe, entretanto, sob o aspecto intelectual, entre os deficient= es visuais e as pessoas dotadas de viso. Assim toda a potencialidade do deficiente visual pode vir tona no desenvolver da capacitao do raciocn= io, compreenso de conceitos abstratos, percepo de fatos essenciais e discernimento de relaes importantes atravs de uma igualdade de condio = com a criana vidente, isto , no limitando o seu contato com o mundo.

= Ao entrar para a escola, o deficiente visual est em atraso com a aprendizagem= da criana vidente pelo seu limitado contato com o mundo, pela falta de viso, embora isto seja passvel de recuperao no que se refere inteligncia e aptides para a aprendizagem.

= A Educao Especial est amparada pela Constituio Federal de 1988, que prev como dever do Estado o atendimento educacional especializado aos indivduos= com necessidades especiais, preferencialmente na rede regular de ensino.

Nesse sentido, cabe = escola e a seu gestor elaborar o projeto poltico pedaggico, que dever prever cu= rsos de capacitao de professores, assessorias e encontro da equipe pedaggica = com professores ou instituies especializadas no processo ensino-aprendizagem = do aluno com necessidades especiais. Esse projeto pedaggico torna-se relevante para a comunidade visto que todos os alunos com problemas de aprendizagem seriam alvos das polticas de incluso, e no somente os alunos com necessidades especiais.

E, segundo Fernandes (2005), pen= sando nessa sociedade preconceituosa, que surge a pergunta: Ser que, atualment= e, os professores esto preparados para essa incluso? Ser que estes professo= res esto tendo apoio tcnico nas escolas que j adotaram a incluso social des= ses alunos especiais? Ser que realmente as escolas esto seguindo o que a Lei = diz quanto a realizar esse tipo de incluso, ou simplesmente deixam matricular estes alunos e o professor que procure se adequar a essa nova realidade?

Para Mittler (2000), o professor= do ensino regular com alunos com necessidade educacionais especiais, devido ao= seu despreparo, no pode desenvolver satisfatoriamente sua prtica pedaggica estando desarticulado de uma rede de apoio especializada e o pouco recurso didtico pedaggico e o salrio insuficiente para cumprir as exigncias soc= iais podem desencadear ainda sua baixa autoestima, refletindo negativamente em s= ua ao pedaggica.

Enfim, o direito de todos educ= ao inclusiva , sem dvida, uma tarefa difcil, mas perfeitamente possvel. A formao do profissional em educa= o especial, no Brasil, muito delicada, principalmente quando se trata do profissional que trabalhar no ensino regular. Segundo autores como Goffredo (1992), isso aconteceu porque a implantao da educao inclusiva tem encontrado limites e dificuldades, em virtude da falta de formao dos professores das classes regulares para atender s necessidades educativas especiais, alm da infraestrutura adequada e condies de materiais para o trabalho pedaggico junto s crianas com deficincia.

O que se tem colocado em discuss= o, principalmente, a ausncia de formao especializada dos educadores para trabalhar com essa clientela, e isso certamente se constitui em um srio problema na implantao de polticas nas quais o sistema educacional, muitas vezes, favorece e estimula a discriminao e a excluso social.

Por isso, as formaes ministradas nas universidades deveri= am dar mais importncia a esse assunto. Visto que, de acordo com Gotti (1998),= a universidade, alm de oferecer cursos de aperfeioamento e de ps-graduao= , tambm tem o dever de envolver-se e envolver os acadmicos em pesquisa sobre o ens= ino. No s aos alunos com necessidades especiais, mas, desenvolvendo mtodos que facilitem a aprendizagem de todos os alunos, sejam eles especiais ou no. P= ortanto, o aluno com necessidades especiais deve cursar o ensino regular, porque um cidado com os mesmos direitos que outro aluno e porque ele necessita conhe= cer o ambiente social dos normais com quem ele conviver sempre.

 

3 MATERIAIS E MTODOS

 

3.1 rea de Estudo

 

O estudo foi realizado na escola estadual localizada na = zona urbana, denominada Escola Estadua= l Rui Barbosa. A escola oferece atualmente o Ensino Fundamental organizado= em ciclos de formao no perodo diurno e Educao de Jovens e Adultos - EJA no perodo noturno.

Conta tambm com sala de recursos no perodo matutino e vespertino, que atende alunos matriculados no ensino regular com necessidad= es especiais. Sua equipe de profissionais formada por 28 professores graduad= os, 01 Secretria, 02 Tcnicos administrativos, 01 Auxiliar de biblioteca, 05 Apoi= os Administrativos, 02 Merendeiras e 03 vigias.

 

3.2 Metodologia

 

O procedimento metodolgico envolveu a pesquisa bibliogrfica atravs de autores = e suas obras para a obteno de informaes capazes de ajudar no desenvolvimento da pesquisa. E uma pesquisa de campo desenvolvida pelo mtodo indutivo,= que, de acordo com Lakatos (2006), partindo de = dados particulares, suficientemente constatados, infere-se uma verdade geral ou universal, no contida nas partes examinadas (conexo ascendente), ou seja,= fornece diversas informaes sobre as dificuldades de incluso do aluno deficiente visual no ensino regular.

A abordagem do problema utilizada foi a quantitativa que, conforme Ruiz (2006), se caracteriza pelo= uso da quantificao tanto na coleta quanto no tratamento das informaes por m= eio de tcnicas estatsticas. A anlise quantitativa mede em percentual sobre as dificulda= des do professor no processo de incluso.

Com relao aos objetivos, a pesquisa se classifica como descritiva, = pois, segundo Vergara (2007), tem como finalidade primordial a descrio das caractersticas de determinada populao ou fenmeno, isto , descreve as formas e metodologias adotadas para conhecer as dificuldades do professor no processo de incluso.

O mtodo de procedimento utilizado foi o monogrfico, no qual foi realizado um estudo com dez professores, com a finalidade de obter generalizaes. Para Vergara (2007), qualquer caso estudado em profundidade pode explicar outros= ou todos os semelhantes. Este mtodo detalha o objeto da pesquisa que as dificuldades do professor no processo de incluso, o qual poder dar um direcionamento a futuras pesquisas. E o estatstico que, segundo Martins (2002), permite obter, de conjuntos complexos, representaes simples e constata se essas verificaes simplificadas tm relaes entre si, ou seja, atravs dos dados em percentuais, pode-se medir a opinio dos pesquisados sobre o t= ema proposto.

Foi aplicada a tcnica de observao direta extensiva, atravs de questionrios, compostos por oito questes fechadas e trs abertas, tendo como objetivo ident= ificar as dificuldades de incluso do aluno deficiente visual no ensino regular e, posteriormente, foi realizada a tabulao dos dados com os tratamentos estatsticos relacionados para um me= lhor entendimento das informaes coletadas.

A pesquisa envolveu dez professores, com faixa etria de 18 e 50 anos, pertencentes escola em estudo. Os questionrios foram entregues aos pesquisados, no ms de maro, contendo em anexo uma carta de apresentao c= om as informaes sobre a pesquisa, bem como orientaes sobre o preenchimento= do questionrio e o resguardo da identificao do pesquisado. Os questionrios foram devolvidos no prazo estipulado. <= /span>

 

4 RESULTADOS E DISCUSSO

 

Participaram do estudo 10 pesqui= sados, sendo que 70% so do sexo feminino; 50% tm idade entre 32 a 39 anos; 60% trabalham na instituio entre 1 a 5 anos e 70% tm especializao como gra= u de formao.

O grfico 1 mostra que 90% dos pesquisados utilizam metodologia diferenciada em sala de aula para os alunos deficientes visuais e 10% no.

 

Grfic= o 1 - Metodologia diferenciada para os alunos deficientes visuais.

 

&nb= sp;

&nb= sp;

&nb= sp;

 

&nb= sp;

&nb= sp;

&nb= sp;


Fonte: Elaborado pela Autora a partir de dados obtidos na pesquisa.

 

No utilizada sempre a mesma metodologia com os alunos deficientes visuais pois, para que ocorra o processo de incluso, necessrio que haja algumas adaptaes, j que o aluno no ficar apenas integrado ao sistema de ensino, mas tambm a todo processo de ensino aprendizagem.

 

H necessidade de promover as adaptaes curriculares, pois as diferenas, mui= tas vezes necessitam de respostas educativas adequadas. A utilizao de adapta= es curriculares, proporcionar a individualizao do processo ensino-aprendiza= gem (RODRIGUES, 2013, p. 15).

Na escola, s existe incluso, de fato, se o aluno tem aproveitamento do processo ensino-aprendizagem no seu rendimento escolar, no bastando a simples presena na sala de aula, pois, = sem interao com o professor, sem aprendizagem, sem aquisio de conhecimento,= sem cincia, sem cultura, no se pode falar em incluso.

O grfico 2 demonstra que 60% dos pesquisados declararam no estar capacitados para trabalharem com alunos deficientes visuais e 40% responderam que esto capacitados.

 

 

 

 

 

 

 

 

Grfic= o 2 - Capacitado para trabalhar com alunos deficientes visuais.

 

&nb= sp;

&nb= sp;

&nb= sp;

&nb= sp;

&nb= sp;

&nb= sp;

&nb= sp;

 


Fonte: Elaborado pela Autora a partir de dados obtidos na pesquisa.

 

Percebe-se que a escola e os professores no esto totalmente preparados para desenvolver o aprendizado = de crianas com necessidades especiais, visto que formao pedaggica no ofer= ece formao especializada e qualificada para tal prtica, principalmente em se tratando de deficincia visual.

 

Dent= ro da comunidade escolar o desconhecimento e o despreparo dos profissionais quant= o as necessidade educacionais especiais do aluno, favorece e acentua os preconceitos, mitos, tabus e rejeio a este aluno. A escola tambm sociali= za os alunos no somente atravs daquilo que ensina no currculo explicito, mas muito no que transmitido no currculo oculto (RODRIGUES, 2013, p. 16).

A formao dos professores apontada como um elemento-chave para a melhoria da educao. Trata-se de repensar o sistema educativo como um todo= , de se atrever a ensaiar outras formas de entender os contextos nos quais se en= sina e se aprende.

Mesmo os cursos de capacitao fornecem aos professores uma teoria distante da prtica escolar e a grande maioria deles esto preparados somen= te para trabalhar com turmas homogneas, onde os alunos apresentam facilidade = de aprendizagem. No se sentem aptos para atender as diferenas individuais. <= /p>

O grfico 3 mostra que 90% dos pesquisados responderam que o espao fsico da escola no est adaptado para a acessibilidade dos alunos deficie= ntes visuais e 10% afirmaram que est adaptado.

 

 

 

 

 

 

Grfic= o 3 - Espao fsico da escola est adaptado para a acessibilidade.

 

&nb= sp;

&nb= sp;

&nb= sp;

 

&nb= sp;

&nb= sp;


Fonte: Elaborado pela Autora a partir de dados obtidos na pesquisa.

 

A deficincia visual em qualquer grau compromete a capacidade da pessoa de se orientar e de se movimentar no espao com segura= na e independncia. Um declive, mudana de piso, salincia numa parede, podem ajudar um cego a identificar um determinado local.

 

[...] o desenvolvimento do deficiente visual pode ser prejudicado pela falta de programas prprios e currculos adaptados ao educativa especfica, pela falta de mtodos e recursos didticos especiais, pela ausncia de acessibilidade no espao escolar e pela no utilizao de equipamentos e materiais especializados. (LEMOS, 2001, p. 57).

Assim, as barreiras para a acessibilidade fsica impedem o acesso, o ingresso e a permanncia com suce= sso dos alunos nas escolas constituindo barreiras para a aprendizagem, somando-= se a isto a organizao no atual modelo que tem dificultado o atendimento individualizado com relao s necessidades de cada um.

O grfico 4 mostra que 80% dos pesquisados responderam que a maior dificuldade para trabalhar com alunos deficientes visuais a falta de material didtico especfico e 20% afirmar= am que no ter capacitao.

Grfic= o 4 - Maior dificuldade para trabalhar com alunos deficientes visuais.

 

&nb= sp;

&nb= sp;

&nb= sp;

 

&nb= sp;

&nb= sp;

&nb= sp;


Fonte: Elaborado pela Autora a partir de dados obtidos na pesquisa.

 

Sabe-se que a insuficincia de material didtico-pedaggico limita o avano na construo do processo ensino-aprendizagem.

 

O processo de incluso na escola comum plenamente possvel desde que, sejam oferecidos as condies fundamentais p= ara o processo educativo, com recursos humanos e materiais especializados, prin= cipalmente, nos primeiros anos de escolaridade. (LEMOS, 2001, p. 59).

Faz-se necessrio o uso de mater= iais concretos, sobretudo na fase de elaborao de imagens mentais que constitui= ro os elementos organizadores dos pensadores.

Assim, a ao do professor, tant= o no que se refere ao seu planejamento, como a sua atuao efetiva na vivncia de sala de aula, determinada pelo seu jeito de pensar a vida, pela sua viso= de mundo, pela leitura que faz da sociedade, da educao, do ensino, do seu pa= pel no trabalho, de si mesmo enquanto cidado, de seu compromisso com o aluno, = da relao professor/aluno.

O grfico 5 demonstra que 70% dos pesquisados responderam que o ponto positivo da incluso de deficientes vis= uais no ensino regular a socializao entre os alunos; 20% afirmaram que o direito do aluno estar em sala de aula e 10% disseram que a igualdade ent= re seus pares.

 

Grfico 5 Ponto positiv= o.

 

 

 

 

 

 

 

 

 

 

 

&nb= sp;

 

 

 


Fonte: Elaborado pela= Autora a partir de dados obtidos na pesquisa.

&nb= sp;

Uma educao comprometida = com a cidadania e com a formao de uma sociedade democrtica e no excludente de= ve promover o convvio com a diversidade. Para Aranha (2006, p. 68), a escola regular ser para ele um estmulo para a aquisio de comportamentos, atitu= des e habilidades semelhantes ao dos videntes, mais socialmente aceitos.

O papel da escola no processo de incluso acolher a todos com igual= dade e o processo de incluso encaminhar os que necessitam sala de recursos,= com professores com formao continuada e cursos.

O grfico 6 mostra que 30% dos pesquisados responderam que o ponto negativo da incluso de deficientes vis= uais no ensino regular a sala de aula numerosa; 20% afirmaram que a falta de material pedaggico; 20% responderam que no h ponto negativo; 10% disseram que a falta se socializao entre alunos; 10% afirmaram que a falta de capacitao dos profissionais e 10% disseram que a falta de especializa= o na rea.

 

Grfico 6 - Ponto negativo.<= /span>

 

 

 

 

 

 

 

 

 

 


Fonte: Elaborado pela= Autora a partir de dados obtidos na pesquisa.

 

Sabe-se que incluir necessrio, mas no adianta incluir por incluir= . Segundo Rabelo (1999, p. 20):

 

Hoje= , o grande desafio a elaborao de uma poltica educacional voltada para o estabelecimento de uma escola realmente inclusiva, acessvel a todos, = independentemente das diferenas que apresentam, dando-lhes as mesmas possibilidades de realizao hu= mana e social.

O atendime= nto educacional na escola comum pode por vezes no contribuir, em nada, para a socializao do aluno cego, reforando inclusive preconceitos e opinies de descrena a seu respeito, quando ele apresenta baixo rendimento escolar na aprendizagem, seja por limitaes intelectuais prprias, seja pela m quali= dade de ensino, ministrado por professores no habilitados, convenientemente, ou= por falta de recursos didticos apropriados e materiais especializados. Outra questo a salientar o grande nmero de alunos em sala de aula, que dificulta o trabalho individualizado do professor, no atendimento necessi= dade dos mesmos.

O grfico 7 demonstra que 60% dos pesquisados sugeriram para melhorar a incluso de deficientes visuais no en= sino regular haver mais professores capacitados; 20% sugeriram condies para se trabalhar melhor; 10% deram, como sugesto, sala de aula com menos alunos e= 10% sugeriram auxlio da equipe pedaggica.

 

Grfico 7 - Sugesto para melhorar a incluso.

 

 

 

 

 

 

 

 

 


Fonte: Elaborado pela= Autora a partir de dados obtidos na pesquisa.

 

A falta de preparo em ensinar um= aluno com deficincia visual, bem como a precariedade de material didtico para t= al ensino so os grandes problemas da incluso nesta escola.

 

[...] o desenvolvimento do deficiente visual pode ser prejudicado pela falta de programas prprios e currculos adaptados ao educativa especfica, pela falta de mtodos e recursos didticos especiais e pela no utilizao de equipamentos e materiais especializa= dos. (LEMOS, 2001, p. 57). <= /p>

Percebe-se que o problema enfren= tado pelos professores a insegurana frente ao novo, pois influi na sua prtica pedaggica em sala de aula, quando se depara com as necessidades educaciona= is especiais, dificultando o planejamento de suas aulas, no sabendo manejar eficazmente as diferenas e outras demandas que possam vir a ser apresentad= as na educao inclusiva.

 

 

5 CONSIDERAES FINAIS

 

Este estudo possibilitou a reflexo sobre a necessidade = de se abordar o tema incluso do deficiente visual como um dos novos paradigmas da educao brasileira, legalmente amparado pela Lei n 9394/96, o qual delega= famlia, escola e sociedade o compromisso para a efetivao de uma prop= osta de escola para todos.

Conforme resultados da pesquisa, atingiram-se os objetiv= os propostos, visto que, para o= s pesquisados, a maior dific= uldade dos educadores para trabalhar com os alunos deficientes visuais a falta de material didtico especfico. Constatou-se que o professor utiliza metodologia diferenciada em sala de aula para os alunos deficientes visuais. Verificou-se, ainda, que o espao fsico da esc= ola no est adaptado para a acessibilidade dos alunos deficientes visuais, provocando transtornos aos mesmos e que os professores no esto em via de formao continuada para atender os alunos deficientes visuais, influencian= do no processo de aprendizagem dos alunos.

Percebeu-se, tambm, que incluso um pretexto para que a educao se atualize, para qu= e os professores aperfeioem as suas prticas e para que gestores de escolas pblicas e particulares se obriguem a um esforo de atualizao e de reestruturao de suas condies atuais a fim de responderem s necessidade= s de cada um de seus alunos.

= Assim, espera-se que este estudo tenha evidenciado dados referentes complexidade= do tema incluso para auxiliar no desenvolvimento das competncias necessrias= ao atendimento dos alunos com deficincia visual.

 

DIFFICULTIES ENCOUNTERED BY TEACHERS IN THE PROCESS OF INCLUSION OF DISABLED STUDENT IN THE VISUAL EDUCATION WONTED

 

ABSTRACT

 

= The present study aimed to verify the main difficulties encountered by educator= s to work with students with visual impairments. For this, we used inductive methods, and statistical monograph. Data collection was through extensive direct observation technique, by applying a structured questionnaire contai= ning open and closed questions. At the end of the survey, we can see that the greatest difficulty for educators to work with visually impaired students is the lack of specific courseware. It was found that the teacher uses differe= nt methodology in the classroom for visually impaired students. It was also fo= und that the physical space of the school is not adapted for accessibility for visually impaired students, causing inconvenience to them and that teachers= are not on track to meet the continuing education for visually impaired student= s, influencing the learning process of students . Therefore, the inclusion of students with special needs is a procedure that involves entry, stay and succeed, and that success involves the student's academic performance and t= heir social interaction with the school community.

Keywords: Difficulties. Inclusion. Visually Impaired.

 

REFERNCIAS <= o:p>

 

 

ARANHA, M. S. Saberes e prticas da incluso. Braslia, MEC, 2006.

 

BRASIL. Constituio da Repblica Federativa do Brasil. Braslia, DF: Senado, 1988.

 

______. Proposta curricular para deficientes visuais para o professor. = Vol. 4, Braslia: Centro Nacional de Educao Especial, 1982.

 

FERNANDES, E. M. Da educao segregada educao incl= usiva: uma breve reflexo sobre os paradigmas educacionais no contexto da educ= ao especial brasileira. Rio de Janeiro: UERJ, 2005.

 

FONSECA, Victor. Educao Especial. Porto Alegre: = Artes Mdicas, 1997.

 

GOFFREDO, V. Integrao ou segregao? O discurso e a prtica das escolas pblicas da rede oficial do municpio do Rio de Janeiro. Rio de Janeiro: Integrao, 1992.

 

GOTTI, M. O. Integrao e incluso: nova perspectiva sobre a prtica da educ= ao especial. Londrina: UEL, 1998.

 

LAKATOS, Eva. Fundamentos da metodologia cientfica= . So Paulo: Atlas, 2006.

 

LEMOS, E. R. Educao = de excepcionais. Evoluo Histrica e Desenvolvimento no Brasil. Rio de Janeiro: Record, 2001.

 

MANTOAN, M. T. E. A integrao de pessoas com deficinc= ia: contribuies para uma reflexo sobre o tema. So Paulo: SENAC, 1999.

 

MARTINS, Gilberto de Andrade. Manual para elaborao de monografias e dissertaes. So Paulo: Atlas, 2002.<= /o:p>

 

MAZZOTTA, Marcos Jos da = Silveira. Fundamentos da educao especial. So Paulo: Pioneira, 1992.

 

MITTLER, Peter. Educao inclusiva: contextos soc= iais. Porto Alegre: Artmed, 2000.

 

MORIN, Edgar. Complexi= dade e tica da solidariedade. Conferncia, Rio de Janeiro: out. 1996.

 

PORTER, G. Organizao das escolas: conseguir acesso e qu= alidade atravs da incluso. In: AISNCOW, M.; PORTER, G.; WANG, M. (orgs.) Camin= hos para escolas inclusivas. Lisboa: Instituto de Inovao Cultural, 2005.<= /p>

 

RABELO, A. S. Adaptao Curricular na Incluso. Revista Integrao. Secretaria de Educao Especial do MEC, 1999.

 

RODRIGUES, Maria do Socor= ro Lima. Educao especial em Pernambuco, com especial referncia Apae-Tamarine= ira. Disponvel em: <http://www.alepe.pe.gov.br>. Acesso em: 25 de mar 2013.

 

RUIZ, = Joo lvaro. Metodologia cientfica: guia para eficincia nos estudos. So Paulo: Atlas, 2006.

&= nbsp;

VERGAR= A, Sylvia Constant. Projetos e relatrios de pesquisa em administrao. <= /i>So Paulo: Atlas, 2007.

 

 

 



[1] Docente no curso de Pedagogia. Acadmica do Cur= so de Especializao em Psicopedagogia da Faculdade de = Alta Floresta FAF, em Alta Floresta-MT.

[2] Orie= ntadora. Prof Esp. em Educao Especial pela AJES, em Alta Floresta - MT.

------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/item0015.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml ------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/props016.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml ------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/themedata.thmx Content-Transfer-Encoding: base64 Content-Type: application/vnd.ms-officetheme UEsDBBQABgAIAAAAIQDp3g+//wAAABwCAAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbKyRy07DMBBF 90j8g+UtSpyyQAgl6YLHjseifMDImSQWydiyp1X790zSVEKoIBZsLNkz954743K9Hwe1w5icp0qv 8kIrJOsbR12l3zdP2a1WiYEaGDxhpQ+Y9Lq+vCg3h4BJiZpSpXvmcGdMsj2OkHIfkKTS+jgCyzV2 JoD9gA7NdVHcGOuJkTjjyUPX5QO2sB1YPe7l+Zgk4pC0uj82TqxKQwiDs8CS1Oyo+UbJFkIuyrkn 9S6kK4mhzVnCVPkZsOheZTXRNajeIPILjBLDsAyJX89nIBkt5r87nons29ZZbLzdjrKOfDZezE7B /xRg9T/oE9PMf1t/AgAA//8DAFBLAwQUAAYACAAAACEApdan58AAAAA2AQAACwAAAF9yZWxzLy5y ZWxzhI/PasMwDIfvhb2D0X1R0sMYJXYvpZBDL6N9AOEof2giG9sb69tPxwYKuwiEpO/3qT3+rov5 4ZTnIBaaqgbD4kM/y2jhdj2/f4LJhaSnJQhbeHCGo3vbtV+8UNGjPM0xG6VItjCVEg+I2U+8Uq5C ZNHJENJKRds0YiR/p5FxX9cfmJ4Z4DZM0/UWUtc3YK6PqMn/s8MwzJ5PwX+vLOVFBG43lExp5GKh qC/jU72QqGWq1B7Qtbj51v0BAAD//wMAUEsDBBQABgAIAAAAIQBreZYWgwAAAIoAAAAcAAAAdGhl bWUvdGhlbWUvdGhlbWVNYW5hZ2VyLnhtbAzMTQrDIBBA4X2hd5DZN2O7KEVissuuu/YAQ5waQceg 0p/b1+XjgzfO3xTVm0sNWSycBw2KZc0uiLfwfCynG6jaSBzFLGzhxxXm6XgYybSNE99JyHNRfSPV kIWttd0g1rUr1SHvLN1euSRqPYtHV+jT9yniResrJgoCOP0BAAD//wMAUEsDBBQABgAIAAAAIQC7 sS6DoQYAAGEbAAAWAAAAdGhlbWUvdGhlbWUvdGhlbWUxLnhtbOxZTW8bRRi+I/EfRntvbSd2Gkd1 qtixG2jTRrFb1ON4d7w7zezOamac1DfUHpGQEAVxoBI3Dgio1EpcyomfEiiCIvUv8M7M7non3jRJ G0EF9SHxzj7v98e8M7585V7M0D4RkvKk4zUu1j1EEp8HNAk73q3R4MKqh6TCSYAZT0jHmxHpXVl/ /73LeE1FJCYI6BO5hjtepFS6VqtJH5axvMhTksC7CRcxVvAowlog8AHwjVltqV5fqcWYJh5KcAxs R0CDAo5uTibUJ956zr7PQEaipF7wmRhq5iSj6UtfUPXLE0G5IQj2GhomZ7LHBNrHrOOBuIAfjMg9 5SGGpYIXHa9uPl5t/XINr2VETB1DW6IbmE9GlxEEe0tGpgjHhdDGoNm+tFnwNwCmFnH9fr/XbxT8 DAD7PphrdSnzbA5WG92cZwlkvy7y7tVb9aaLL/FfXtC53e12W+1MF8vUgOzX5gJ+tb7S3Fhy8AZk 8a0FfLO70eutOHgDsviVBfzgUnul6eINKGI02VtA64AOBhn3AjLhbKsSvgrw1XoGn6MgG4oU0yIm PFGvTLgY3+ViACiNZljRBKlZSibYh4zu4XgsKNZS8BrBpTd2yZcLS1og0kmdqo73YYqhOub8Xj77 /uWzJ+jw/tPD+z8dPnhweP9Hy8ih2sJJWKZ68e1nfz36GP355JsXD7+oxssy/rcfPvn158+rgVBD c3Wef/n496ePn3/16R/fPayAbwg8LsNHNCYS3SAHaJfHYJjxiqs5GYuzUYwiTMsUG0kocYK1lAr+ fRU56BszzLLoOHp0ievB2wJ6SBXw6vSuo/AwElNFKyRfi2IHuM0563JR6YVrWlbJzaNpElYLF9My bhfj/SrZPZw48e1PU+igeVo6hvci4qi5w3CicEgSopB+x/cIqbDuDqWOX7epL7jkE4XuUNTFtNIl Izp2smlOtEVjiMusymaIt+Ob7duoy1mV1Ztk30VCVWBWofyIMMeNV/FU4biK5QjHrOzw61hFVUoO Z8Iv4/pSQaRDwjjqB0TKKpqbAuwtBf0ahrZVGfZtNotdpFB0r4rndcx5GbnJ93oRjtMq7JAmURn7 gdyDFMVoh6sq+DZ3K0Q/Qxxwcmy4b1PihPvkbnCLho5K8wTRb6ZCxxL6tdOBY5q8qh0zCv3Y5sD5 tWNogM+/flSRWW9rI96APamqEraOtN/jcEebbo+LgL79PXcTT5MdAmm+uPG8a7nvWq73n2+5x9Xz aRvtvLdC29Vzg52MzZwcv3pMnlDGhmrGyHVpJmUJm0UwgEVNbI6LpDg7pRF8zZq7gwsFNjRIcPUR VdEwwilM2Q1PMwllxjqUKOUSjnhmuZK3xsOkruwBsaWPDrYpSKy2eWCXl/VyfkIo2JgtJzRn0VzQ smZwWmHLlzKmYPbrCGtopU4trWFUM/3OkVaYDIFcNA0WC2/CFIJgdgEvr8CBXYuG0wlmJNB+txtw HhYThfMMkYxwQLIYabsXY9QwQcpzxVwMQO5UxEgf907wWklaW7N9A2mnCVJZXPMYcXn03iRKeQbP o6SL90g5sqRcnCxBBx2v3VpqecjHacebwMEWvsYpRF3qwQ+zEG6KfCVs2p9YzKbK59Fs54a5RdCA Cwvr9wWDnT6QCqk2sYxsaphXWQqwREuy+i+1wK3nZYDN9NfQYnkVkuFf0wL86IaWTCbEV+Vgl1a0 7+xj1kr5VBExjIIDNGZTsYsh/DpVwZ6ASrifMB1BP8CNmva2eeU256zoyvdYBmfXMUsjnLVbXaJ5 JVu4qeNCB/NUUg9sq9TdGHd2U0zJn5Mp5TT+n5mi9xO4LlgOdAR8uNcVGOl67XhcqIhDF0oj6g8E TA+md0C2wK0svIakgttl81+Qff3f1pzlYcoaTn1ql4ZIUNiPVCQI2YG2ZLLvBGaNbO+yLFnGyGRU SV2ZWrXHZJ+wke6BK3pv91AEqW66SdYGDO5o/rnPWQWNQz3klOvN6SHF3mtr4J+efGwxg1FuHzYD Te7/QsWKXdXSG/J87y0bol/Mx6xmXhUgrLQVtLOyf00VzrjV2o61YPFSK1cOorhoMSwWA1EKlz5I /4H9jwqf2R8q9IY64rvQWxH85KCZQdpAVl+wgwfSDdIujmFwsos2mTQr69psdNJeyzfrc550C7lH nK01O028z+jsYjhzxTm1eJ7Ozjzs+NquHetqiOzREoWlSX6aMYExv3GVf4Ti47sQ6E245J8yJU0y wa9LAsPoOTR1AMVvJRrS9b8BAAD//wMAUEsDBBQABgAIAAAAIQAN0ZCftgAAABsBAAAnAAAAdGhl bWUvdGhlbWUvX3JlbHMvdGhlbWVNYW5hZ2VyLnhtbC5yZWxzhI9NCsIwFIT3gncIb2/TuhCRJt2I 0K3UA4TkNQ02PyRR7O0NriwILodhvplpu5edyRNjMt4xaKoaCDrplXGawW247I5AUhZOidk7ZLBg go5vN+0VZ5FLKE0mJFIoLjGYcg4nSpOc0IpU+YCuOKOPVuQio6ZByLvQSPd1faDxmwF8xSS9YhB7 1QAZllCa/7P9OBqJZy8fFl3+UUFz2YUFKKLGzOAjm6pMBMpburrE3wAAAP//AwBQSwECLQAUAAYA CAAAACEA6d4Pv/8AAAAcAgAAEwAAAAAAAAAAAAAAAAAAAAAAW0NvbnRlbnRfVHlwZXNdLnhtbFBL AQItABQABgAIAAAAIQCl1qfnwAAAADYBAAALAAAAAAAAAAAAAAAAADABAABfcmVscy8ucmVsc1BL AQItABQABgAIAAAAIQBreZYWgwAAAIoAAAAcAAAAAAAAAAAAAAAAABkCAAB0aGVtZS90aGVtZS90 aGVtZU1hbmFnZXIueG1sUEsBAi0AFAAGAAgAAAAhALuxLoOhBgAAYRsAABYAAAAAAAAAAAAAAAAA 1gIAAHRoZW1lL3RoZW1lL3RoZW1lMS54bWxQSwECLQAUAAYACAAAACEADdGQn7YAAAAbAQAAJwAA AAAAAAAAAAAAAACrCQAAdGhlbWUvdGhlbWUvX3JlbHMvdGhlbWVNYW5hZ2VyLnhtbC5yZWxzUEsF BgAAAAAFAAUAXQEAAKYKAAAAAA== ------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/colorschememapping.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml ------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/image001.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAA44AAAFDCAMAAAE1x5BzAAAAAXNSR0IArs4c6QAAAARnQU1BAACx jwv8YQUAAACoUExURQAAAC0tLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAICAgAAAAAAAANDQ 0AAAAAAAAAAAANHR0QAAAAAAANLS0gAAAAAAAAAAAAQEBAAAAAAAAA0NDf///wAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAQEBAAAAMyb/9YAAAA4dFJOUwD/nQg2+SvuWdt0/3wV/8WyHf8Kzf/Vga/zGr/b/1iZBIbi z/2epoAZ70chYjz/q5ge9OGNu/8TKWap0gAAAAlwSFlzAAAXEQAAFxEByibzPwAAGZ5JREFUeF7t nYGa6jhyhTXh3pCkwyyZ7p7pzc5lSTYJ2YA1ScMk7/9mqSqVwAY318KSXXaf/3PLMtWWbZWOJAsj u1Hwum7j4I4aGww+nV2Izg//ow88ef9No/6eA/rzjfESChSlRY0ZaCkg8SCynKNqzMCbrmtwbvLB zssrb6mxDJKbTxIKFKVFjWW45CpfXYyqsQwhN4fP2BvUmIGWsw+XNvBVnh1Ih4pRNZZB8pEOEhng kKNUeK9yXRS+ajTrVX7VdY2Ym5EBDjm9lqRarF402pl4EFnOUTV+n+qw+VmjneHc5IOdl8xVwUrX NTQ/r1BjGcKllbvKFi6O5EPFqBrLIPn4o4QCRWlRYxlCbiZnrOr3CjV+h0uu8qFiVI0fw/8Uuy8/ yC6MGuu0nIb8q+7BdD2k0txTjQCA7Pi7N/j+V79v6V30w7vT+8f38N5v/k6joBWt/fOiaY/I6d45 rNz7uqVrVJblYvBDDoV6naFuSLxZKFoKuFUPHYGIfKLW/rSkRBenh6z1fDJe5VrXNSgTtVN3Xigo nrFhdCnC0bKHvOTmeZ0zY1sYKWNvyXfIlpTGuMqLA89rOqZai0AH0ONE5BO1FoEyMUIXN0yFdx5d koEmHXbKd8itrmtINsoSkU/UWgTNSGawjA3X1eMqW74iuE8GkbS46y6UiUWrgpOua9A1tZDvkAtd 1yh9lS3QMcR7vFyiZQ9J2RhGlyIcLXyVdHXpGUv/0oIav8ODGXsZXWIoKj0ZNdZpSYl3DMeJyCdq /ZDwr9d7qhGAyTBCoX3wkP7Xu60up/rh7faDh2RJ39n1bqoPHrIP9g6p1X9W/qppn/F0GI3Ol5Nb PjiQ+mWxd+uT/3mp2wCYIXafQk+q1pmK1AyTFTlVWuf7WiU8VkHLtcHgRb53Oqfou5rDmtQM0/Xk 5Soay/U2L1MurqFsfnvlC4kb9eVsmLAnuwNPjkO3h8Pp5OkSbpfrbV4MXmS10chd6OyFMAhUGweK 1Aworpahk9fC2Fyut3mZ8EUGztdyTc0w5eI65W5dt3OKvqs5rEnNAE1ahgphKJvj1K6VW7r3992q bP7RBQjheYbaIw2RmgHFdSQ6DWSNXFyHgS6gM9O9yFuHXS9z8CRfwu1yvc1L/4ukjOqM7pIDOvtQ FONyTc3Q/7iS4pla0k3kU93lPvsvGrkLZdmA3brw5TUt121Vi0F3uc90JQQAACPyKepOXGRuqGfA B3z3+12n0dwG1Mi7zct+69xb6kkP7snqnfoXx81jx/Vu795f1qmzrwx+kWOAi/wUHJKnKJggL5VL rwWZg/vCX/k9tzzmbY2H/bh2L29utaLGQj+YJ3x1q3UVNgAAgxFGpj4cs2oYdJfJwQNj14ThsluD 7jI5PsM1thTJOrbL6v7jHxzUuTiNLqW2UV9iTHexw3bRadCcz/6aeE3X6C6G6Fa0Qkm8Xtq/09Jd JsfFaXQRtY36EmO6y+S4+aqFCM8E3Bp0l8lxKYn1BWV1amgx7ITuMjkuJbG+zK2s3lwKLTO7xgR0 F0N0m6qppWq5WWJMd7FD5Tr25W6KJC1TKasd+3L3H6FvoLtMjpYiebPEmO4yOS4lsb7Mr59zTfTb NbrL5LhcEDmqtlFfYkx3mRwtQxp1MC43EfhSwnxcr7qqXeOVQXeZHC1Fso7xsvoPur5PS5G8+PEK 3cUOB9/pO9ZJXyN1WLvQUiTrzKZe1eUSu1piTHeZHHz218RrukZ3ycnO7Q6LrUt+o0MSoSReL4P1 V3c8jWC12Bedl/jiNLqI2kZ9iTHdJSc7t9rTqtusFY+CMeTmortMjpYiebPEmO5iiI5jHQnoLobo 9jDYpSTWl6mU1W6PxF5fR1hmpscEdJfJ0VK13CwxprtMjktJrC8zK6sYQ5YlxnSXx/k13LB14u91 nwxcSmJ9KVRW9fS7oftkgD10TfTbNbrL41BOfZD0rSHzNepyiV0tMaa7PA6lcuF7P+LVfe7SLSNC uRhorCP3Ne67fv+oKdcIh7416C6Pk7usLjp+kQwAAAAAMCP6dzztg2ucB7jGeZB8jb/S/XHH32/d EnZ2zy3v7yxI8jXSva3bb5xf/+vLQT/qDu/sTu753Q95S5t+jeSKX9zL1rl3/tY3jTBI4p+/0jr7 a6o/JPkamV+8O/77i/fPup2E37hnfxyyIhjwUKOBa5wHn+Ea/8qjw5NAT/hDXpzb+07jyMAwpxdy oxvWkSd5Zlbeo+b5kYv0ThG4hvy4ID8O+aXH0rnty5bqgSNF16uOT88Acyz9HzaLN/Ijd2oP7vCl 27twgDH2XKOq90iM+x2JEgAAQDv8kI48jVQLXyXsZ/gMN7OWgB/nAWd/CeDHYRH9SMY3wpaPQtjV AD9+H+8e+3qiDdSr47GW0bE8UL43fg0RNuqhkmiAH79L9eKO2QZURD+S8Y2w5aMQdjXAj8OCenUe cL6zhiJhox4qiQb4cVgo50VKV2HLRyHsaoAfh4UrwfPvsZ4kZKfE8GED/DgsLB3WUCRs1EMl0QA/ DgvlvH/ljOep2LjDEkLZ6GOAH4clVIKoV6cO65E1FAkb9VBJNMCPHVhmHc/p4BUi0QA/fpeF32Yc XxVQr45A1uflSEHkARZQI2z5KIRdDfDjsHCWc95HwkY9VBIN8OOwhNqQ8r0WYnx1eki+i4AaYctH IexqgB+HhbK8MWFR2KiHSqIBfhwW1KvzQPJdBNQIWz4KYVcD/DgskvEFgB+HBfXqiMgPZ/IAP47H WxX8+CfOsb5Q9pdAUwdtiPcI9WMORD8h4+thy0ch7GqAHocF9eo8oHzv8FQxkWiYhh9P/AWgTJtx khN+42CSiH4k4xthy0ch7GqYhh8r8uP62S3e9rvt+6Tnr/jc9Sr78ejc4oU3du7rdOcg4nxnDUXC Rj1UEg0T8SNXpMF7LMYliXKiUM6LlK7Clo9C2NUw2YI9UbgSxHMd04elwxqKhI16qCQa4MfvstdO chYo5/s8bvyhAX7swClML5dlXE4oUK+CjxHvSZuW8XflXWpJItEAPQ4L5XwHrxCJBvhxWILQC9Sr mj4YBlIQeYAF1AhbPgphVwP8OCyc5Zz3kbBRD5VEA/w4LKE2pHyvhTMZX/U/cIFqlDB9LrOnQdM3 BZ2auOAqbPkohF0NFvzIp8Ln0wiVHgarfrw8PEyEjXqoJBos+PHp6Yn/mqHSw2DUj1INNkLUq5ew zaDp98Zn/JqMTk1ccBW2fBTCrgYLfuRT4fNphEoPQ65Lq8iPMi9ZjnG5/9V1bkqlm4DdSxM38osY 8j0vBwAAAAAAAAAAAACMYmDAc26MkqXwY3bgx3kAP86DT+HH6f4ErTMz9SN/xcpfsq6/uO2wL1A+ f6v356/O7bM9a/895urHmJsUEz1S+O72+ebg/hD+ql6OvHHHHfvx4OVnxoWrhPJZ2kL5g/6R3fhH 506Ug2+D+jEemfzotv652tGhTzu3KHzomfrx0wE/zgP4cR7Aj/MAfpwHyFIA5sGB7nKXeAx56vAM D6eNTKcFpgz5cbnJOI9uF2TIaxazW9qB/Og3VewpDdJjeuep9BY7d1gt3rYvzv2sn4MekB+PmyoO AA/hxz3Jb/08j1lK7UB+3L8dwnxWw/hxS5X48Xkp32C8V7vFap/vrYUgMEi9uudvo+Yx26xVBsrQ w4YaR7fnH8/+rF9IgZwMk6FLrsZnMWuwVSCMeQA/zgP4cR7Aj/MAfpwH/f3IMxj5PFNYNQyaPOhE fz9mnDq3YdDkQSegx3mQwY+U/fTXDJU+Bk0edCKLH4ugyYNOQI/zIIcfpZnjti2sbsOHDJo86ER/ P6K/OhqnXSXfBBIZ9Ci5jv7qCCzfzj/sQ706Ybbhx6JMDj9+8KJqoo9Bkwcfs14d43OPWfwoIrrf +0w3aPLgY/zzIvoP9eqEyVuvUq5TtqOfMyrw4zxAvToPcvixS68l3aDJg05k8WP91VT6GqBAH4Mm DzqBenUeoJ8zD/r7EePkFkC9Og+y9HMk8+/3PtMNmjzoRBY/FkGTB53I4cdXEdGrf+VVCF9D2Meg yYNOZPAjtWaU++ivjkp/P6K/agHocR5k6eewO5qh0segyYNOZPFjETR5cIf92X3Q44SpTYOfw4/S zHHbFla34UMGTR58zHG3zvf8Kvqro+Ev8wRm0KPkOvqrI3DcZZxfjnP/XBleNurhQwZNHtwBzyHP jSx+FBHd732mGzR50AnUq/Mggx8p1ynb0c8ZFfhxHqBenQfo58yDLH7s8FRxukGTB51AvToP0M+Z B/39iHFyC6BenQdZ+jmS+fd7n+kGTR50Iosfi6DJg07k8COeQx6fDH6k1oxyH/3VUenvR/RXR0Re cMNAj1PmN36lppCln8PuaIZKH4MmDz6mcupHLv99kYwvgCYPWhDnBffFqK4fh7M8ZHwtVPoYNHlw j6z1atAklY2wug0fMmjy4B4Z/Yj+qgUy6FFyHf3VcUG9Og+y9HM6PFWcbtDkjSP5t+RfWfgdBaO9 ij2LH0VE93uf6QZN3jicf0fn3ingF+uP9h521Kv9oPzbvrArl269cizJccjgR8p1yvZP2s+h/Nu/ 8Yzvp5V3P7vlWC/whh/7Qfm3ID8enyl+cIcvFb9afwQy+JFyn9zBPgir2/AhgyZvHM4/0uCSVtQ4 rlfVSFVrDj926bWkGzR543D+qQrJg/sdNZKjkMWPHZ4qTjdo8qATqFfnQQY/Uq5Ttn/Sfo4V+vsR 4+QWQL06D7L0cyTz7/c+0w2aPLiDPw87ZPFjETR58DF/EwbnmRx+xHPIo3HEc4+zQKcl43zrS6n+ qoSgleA9+cZMgR4nzMH7jO8rp+ynv2ao9DFo8qATWfxYBE0edAJ6nAc5/CjNHLdtYXUbPmTQ5EEn +vuxVH9VkwedyKBHyXX0V8cF9eo8yNLP6fBUcbpBkwedyOJHEdH93me6QZMHnUC9egc6jyJo8jnJ 4Ec+s3n2c/j0zs+B/SBh+KinQZPPCfx4Bz6dEmjyOUG9egc+FT6fSNioh0qiQZPPSQ4/fnC2RB+D Jj8m5/NR6ufbx6DJ5ySLH0O1Xw+VPgZNfkyenp48/Z0JG/VQSTRo8jlBvXoHOZlYztDPecygyY8J n55pP8oPoYX+fpzxOHlPdxX342lTvWkU9eod+FT4fCJhox4qiQZNvjfLrO9//OhsiT4GTX5Mzuej 1M+3j0GT743fVMF/3v8blX0wNcR5zh035/d4ggmzfzvE55ABAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAA+ICxXt0G+hJ/E7Z0Q/8e7Hxkfh/G727rv/win4NH+MY/9nRu+9W5/9CPBiL68eC/ sB9BL8iNMi/AkrO08v/s/3G1/O8MP5n+PlSCnvjIB+efyY/r1WHjjoPXCnNB5nngyInf97NeVRt3 Wsk7a0tz8ePCix79Tl57jCb6EXiCB/Yj5R7JYkg/8oGlXqXl6+/u9KXa8VQYJ/zc9xFibrIShtVj PDL50a1fqCqvdlyfX95XAx5g5f2KKriv3v+f94fzO2PKcxBn/k7r//HPW9kAAAAAAAAAAAAAmC4y dgVyojkLAADAAPzS+Wda75dv7vAVX7ABMCYnkePi6Deu8u94cAGAEQlyrLzIkYLIn/h+5qvc1QAA ShNkF+S4X4ocr3urcxlfWBzltU/cI9cu+X65k7/tmnsE29/QTQcWCHKkFctRCm2N+chRLpK1d46+ PLNIee3O72gDYExO0k5yaaT28XYkZzaj7+G2+EBXKi1kUKZcPjWQ1DRSQynCBMAu8/oyTCSoqtPu K8FNo1gq/iEQAGaZlRwPYaCK7xhpgxtHQu8a+Yayqg1kAWCPuchxu+ZeaaTy5290DrGNpL56/AwA m8yrswrApIEcATAD5AiAGSBHAMxgQI6/yjej0+FXPW8AcmNAjp4negx8I15rcZMGdChAKSDHZAPk CEphQ46h6POaieVesGeAHEEprMiRSrtKgGnErRkgR1AKM3J8epJVoBG3ZoAcQSmsyJE6gueGiOON DY0aMUCOoBQ25ChFneDSPvDATLoBcgQZ4F8+3vzgz4Ic5U1IgR/PGiC+2TRAjqA3++XXL25xNDg5 h7Q+UtCVUOoVewbIEfSHGseX/7r5wZ8VOVJpl1WgEbdmgBxBBmSajtrP4WUmOQuEUj4Z9KwBSEN1 J1R83yjTyTWw0jr+5P1PUtiJn37yP102zBnQOoLe6LTH12M5NuSo1YcIc+Bx0nQD5AhKYUGOo46T phsgR1AKtI7JBsgRlMKGHLmQh1WgEbdmgBxBKczIcTpAjqAUaB2ZJAPkCEphRY56XybEmzTBngFy BKWwIMdRx0nTDZAjKIWN1lFLujQ+A4+TphsgR1AKG3IMRZ/XTCz3gj0D5AhKYUWO3378UVaBRtya AXIEpTAjx0szRDTi1gyQIyiFFTm2dgsZewbIEZTChhylqBNc2gcemEk3QI6gFJBjsgFyBKWwIcdQ 9HnNxHIv2DNAjqAUVuRIpV1WgUbcmgFyBHk4eKuzAYw2ibGQZIAcQQZupwIgrMixtVvI2DNAjqA/ B/8Ho/OsalEnuLQPPDCTboAcQW9k1qqDr82zamYmuVEfCE836BqANFR3QsW3jVVdjgI6q0SaAa0j 6M/Bv68O9XlWBStypNIuq0Ajbs0AOYJSmJHjdIAcQSmsyPHV+1cp7MTrq3+9bJgzQI6gFDbkKPdl hBT7WtykAXIEpbAgx1HHSdMNkCMoBVrHZAPkCEphQ45cyMMq0IhbM0COoBRm5DgdIEdQCrSOTJIB cgSlsCJHvS8T4k2aYM8AOYJSWJDjqOOk6QbIEZTCRuuoJV0an4HHSdMNkCMohQ05hqLPayaWe8Ge AXIEpbAix9EmMRaSDJAjKIUZOV6aIaIRt2aAHEEprMixtVvI2DNAjqAUNuQoRZ3g0j7wwEy6AXIE eaiuJwOAHNMNkCPIweJ4MzcHOqtMmgFyBBk47G6nysFQjpBkgBxBb/a/P7fMXGVHjmNNYiwkGSBH 0JuDdLbMzkLOpyaFnZDz1LhBA+QIsmC2dZSiTnBpH3hgJt0AOYJSWJDjqA+EpxsgR1AKG61jaIl4 zYRSr9gzQI6gFFbkSKVdVoFG3JoBcgSlMCPH6QA55qKi/oZOi88PqOyXPM54el9VOuBYvcnqE2FF jq9jTWLMpBkgx3xUKseDjDHulzv5267fV85tf7sed5w/NuQo92WEFPta3KQBcsyHynFxlDcdbtcv z4vjm6w/YdNIWJDjqOOk6QbIMR8qx/1StBdaxRP3YLlppIZShPmJQOuYbIAc86FyVNVxyxjgplHE GXuznwQbcuRCHlaBRtyaAXLMR1Qb3zHSHSQ3joTeNfINZRzV+SSYkeN0gBxzsV9yhyMIsvJexegO sY0ke/zsk4DWkUkyQI6gFFbkqPdlAscbGxo1YoAcQSksyHHUcdJ0A+QISmGjddSSLo3PwOOk6QbI EZTChhxD0ec1E8u9YM8AOYJSWJHjaJMYC0kGyBH058S1+824sRk5XpohohG3ZoAcQW/+81m+x7l+ xsGKHGNPkOF4Y0OjRgyQI8hC5W+eALQhRyroAqtg4IGZdAPkCHIQfk/WBHJMNkCOoD/bNXdUN1c3 jzbkGIo+r5lY7gV7BsgR9EYndrR670ilXVaBRtyaAXIEpTAjx7EmMRaSDJAjKIUVOXLLLYWdkGZc 4wYNkCMohQ05SlEnuLQPPDCTboAcQSksyHHUB8LTDZAjKIWN1jG0RLxmQqlX7BkgR1AKK3Kk0i6r QCNuzQA5glKYkeN0gBxBKazI8XWsSYyZNAPkCEphQ45yX0ZIsa/FTRogR8b7HzhfAk8hwwJGDXre trEgx1HHSdMNkCMDOZbAghwprxTOt4HbunQD5MhofkwHPW/b2JAjF/KwCjTi1gyQIxMzIyXnhJEM kGNH6lk3BSBHRr02krgCKQbIsSOaXQlZGxjLADky2gWcDnretrEiR84wKeyE5J7GDRogRwZDOSWw IMdRx0nTDZAjAzn2g9+hF14yW8eCHCmvFM63gcdJ0w2QI6P5MR30vI2wOPqNq25mdrQhx1D0ec1I 7mncoAFyZDRfLvlDNOLGDMa8VnmR4/Xr8qzIcbRJjIUkA+TIaIEfSVyBFIMxr+2XIseb3ioAYHhO Isf4JksAwJhQ+4i2EQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+KT8RWZd A8Ayf9HSOnsw1xqwz6cppZAjsA/kCIAZIEcAzAA5AmAGyBEAM0COAJgBcgTADJAjAGaAHKfM4uj9 y/Mv/H7M7fr6NZlzpPJe37C0X1L05Vni8wFynBDhrYBPT/HNgCdRYDVrHZLongLqwUN8H+j+dxJj tXEn73fywQyAHCeEyJEfbYxyDM2DtI6LI6ny4DfUYEpkLq/p05eUPsVrdofNIbwvW+S4XZ/bS5Ll 5C8acpwQVDRZjEz4gHts2jZKZ7VifVIJpeZjv5xHk9EiR75C0h3LcbumC664dQw9hcPEBQk5Tgj/ pGKMciT49pE7bypHjkrJnLMcpR7aSOvIb+tlOe6XosPtetqvC4UcJ8R1Z/VfpOgtjtxlna0cz+/U r8tRuqZ02aLCIEdpHac+oAU5TpiTdM1O0iCoHFmDKsdpd9s+5KTVjNRCrELqH7z9099SSDo9cc00 YSBHAMwAOQJgBsgRADNAjgCYAXIEwAyQIwBmgBwBMAPkCIAZIEcAzAA5AmAGlFIAPi3O/T9eAtQ9 bxHFFgAAAABJRU5ErkJggk== ------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/image002.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAA4YAAAExCAMAAAFg+nxNAAAAAXNSR0IArs4c6QAAAARnQU1BAACx jwv8YQUAAAC9UExURQAAAC0tLQAAAAAAAAAAAAgICAAAAAAAAAAAAAAAAAAAAAwMDAAAAICAgAAA AAAAAAAAANDQ0AAAAAAAAAAAAAAAANHR0QAAAAAAANLS0gAAAAAAAAAAAAQEBAAAABcXFwAAAA0N Df///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQEBAAAAJgfG3UAAAA/dFJOUwD/nQg2//kr7lnb/3T/ fBWE/8WyHfP/Cs3/1YGv8xr/v9v/WJkEhuLP/V2epoCuGe8hYjz/q5ge9OFMjbv/E0oAT0YAAAAJ cEhZcwAAFxEAABcRAcom8z8AAB48SURBVHhe7Z0Lg6M4doWpuKbjPCpOx9mp6tlKdrcdbzbJ1mZt M0k5nuT//6zcKx1AYBsEyEjY52tKCJ9GSPfqgox5ZBHYYH6ZI+ZTsZW/D5udNTnm03Fhi98tOeaC ZG9aM7OBasIcYjen/ccnsr58z2UzuiXMZfrWp4271TNyvsCUL5gLkn2BOJ4/Yu5Q2BET5hBvwlir 9gembABxPF8wd4jQRseJul07h3gdsYP8v6K/PZklT9OYNbCCxXeLwF0TYjtix6+55cVY1QDxOlq+ TxvzDCVWfP/2XSdZwWRsFloLT09P8vcbmSk/mCVJGmCzdUwdUUWLbhHidfB/BXdNiO3c2KorzB3M GvWa+lQWNWsAsR2zgWrCHOJ1UDtB/nuBt1XNVMxl8tkDaPnj4rEBxOvg/wntbXzF3GFgG+G4BhAd Lm7RVLOYMId4HW3ROKt+xVyQ7FeI18H/FcymLN0VVW5s1QsfGSNWE+YQr6MtGmhVQmZMe2zked8v Gt18k28T5gvsRb5/f349XDjQkgdln32up+0Pq2y5YA8cwqVjtDmi2uNwgRyXod4CM+Aop3IOtZtV 9nF173SZamjjDHR6bbGVP2HuIE0SZLxSDFmEl3BWveRHbVI5lXOotwB2HGzV/kiTLhBsi3vMHSK0 UTdQTuUc6lWqQbFFstL1ILZj17JbKvDaIqitCbEdY8cCyeKcANSr+Lfxt7ZAh/KECs6tmCVo16lO qFjsmRaIFdhqDVtPu8WCWVv1hLmDXatWU8l2btHWqwlEhwXmDoOjA9g1AMR2jCn77wFGx2OTYG28 UNDANsJxDSC2YzZQTuUc6lVGW1VPqJiM4WuKPQdmbADR4dJHuoFyKudQrzLCqoRcoLPLBWfYFvO/ zncXjmsFrYUO2+L3fJO3fJ+QqFtnSyw0mYtVxzD9Fs9p6REPzpflLluf8p+u9VBCgpK/IfPoyDBO p+LX8wL7K3pTwDozwxmBlmPXMyDcoomrZfYpu/6e5xZ7YZxVNa42nS1jnXTwqhH6I6ZvpiUXJitg nZkhVfdmtk08d9aFKVEvXrhK7hzTgHrIldPZMtZJBr8aSdVL7JkP5+RHAYTxTUR5DqUBm4Sz56X+ eGEK1FFxfPUCq4zHNKCyZW06W8Y6w1H32NNBMr0Yb1U0BKzSxqtXjaTEErsB9xMAIUwT61zfJlZp w+8SDPTEiQZwWveAXvTDtZ/dgPsJgDC+iTCVF1hlPNPHYp2y9CZeG/M/LpbTrfeoWveoHVWKtlMT COOb+HJGXkxN2FF7cKk/XpgS7aivl36lPsMU5wfWGAEKcrCNuiR0gmZ2cslZF6ZAXkTlvMAq4zEN qGxZm86Wsc5w1D0BO+rO674yKbHEbsD9BEAI08Q617eJVdoI6GpCyIPzALsTNjEkepja5Lttlq0u XIPagRzkst1ntj5km74/y9KL9wCbePfsLt2gel9cuNjXiw/zbJfXoatPyMA79dbZ83u2Wg1eP33W 2Zu2bSWHMELIaNofhnUH3P2A4JB5nXe7etrrgoBVZgZOxgqXfyoVSgGrzAzHWzrVFtxJ/7BKSGR8 sZOvnn0fH9aHoglN0DAsWbBKQD7WelFf/vPyhteSdv1w4U5YJSTr7GMvbfxywwhwvGVbVF8uJ/3D KjPD/CjS/MFEsJ/WBaySDCe/o0XcXjqGg98XYNsHy6m24E76h1VmBjqgF1hlZsy4l3ryAC3sAVaZ GeInd6otuJP+YZVk8DvPMuNeus+9vgF3XBKNJQtWGY7YTFDLmalJTQhmT6dcnWoL7qR/WGU4eXPw 1HIZSrgWTtlL8YXTD6wzmsKITeyndQGrDMcWd6loQ01gL/UGXUKY4CxG2BYu/H6SLjbRxH5aF7DK cGxxl4o21AQPe67lywW80EJRqH160DfMik/rAlYZQfFE5wL7ICL7AKIaP5w/j6iJ7x3t+O/C7Hqp J8UmmthP6wJWGY4t7lLRhpow0xb2AeuMBsUJ995LMdUW3En/sMpwpBChLLRJTfDYml+F3EJdalsD WGU46BR+YJ0W/C41mHZcGraX+r25ptgEptqCO+kfVhmOFCKUhTapCeO3Boz5mhYU7Kd1AasMx94O dP3WIFcI18IZ91I/ik1gqi24k/5hleFIIUJZaJOaELCF/mCV4djK1xriUhPYSwW/Ck3bwj5gnRb0 v+A/twCbeYFVRmCLKaYmNQFrXMfbh1W5OtUW3En/sMpw4uxLZ9xL/eAZ4WLSP6wyHPbSGlinBb8K FUZsYj+tC1hlOLa4S0UbakJ39Xf9rmvDVFtwJ/3DKsMJ20sXXa8LIIQQQh6b8Yfu1GEL5w9bOH96 t/B3+m1tk71uBtnGfNWb9n7N3vWUrzd6X8TrW37K3vGZP7qybHL1tsYHt2dAC3WV0+t7vhzgDPPV +ZitNtO9DqB3C2cHWzh/2EKSDHme+12tQBJm6kdb5DLgWerTcE3n6f/MJXLGtC9NWui9vFtJjtky W688r1giKbEUN34uJBKPem/nPts/H+7+uRV3xxd9/BI8J0G4+5j4XfCEEELIJQ58geDc2eVZHuzp RDmu5AkNTxm1k6/CWUh9mOulXzo7TwcL9OF0iMn1Jllrd5m56SgB5SfOUr4lfdFvwJ/6zWmmzz1V k+Oa6NqV0e5HQ4RZ+HCxkm+6x9ds+7Z4374N+AU1DRA2avhL6WBhDj7cSzXz1fo105NQEoTbz3n+ 8iMmf+R9qZ5xOuR62knduDO5STjkgcelJkEK3I+GCLPs0NOxzf3e3umF2twGj8zO08ECfdjFIVwc 6l1BanmT4rkSLyYdJ6B8cnts2GjStmd08BTow+lQm3/LvxnDm1Qfq6Qf2XSwQB9Oh+eekfvShDHR Y5K2PaODp0AfToexeadHHDwF+rCDo9cL173w3DNyXxqW3eshoA81asTuZnaeDhYS8KGpCbB5NwUD hDBNC+zDfk04S0FdSMGHtwLlJ4PY/F7Pl+bFIyueTKoVK9JRQoo+VJNr/S6lg4UkfFhh824KBghJ +hCdDF3N4n40REjBh/Y5jQabd1MwQEjRh9yXVqmPEKRpO783XHihNbSGl9l5OlhIwocVNu+mYIAQ pmnrcLet1KoXEPqwi2Ow35uletyXVulk+9KQSA3v1oe3AuUng5r8FiQRhxU276ZggJCkD6Vr2cqd p4OFJHzIfSn3pVdA+cmgJu++4tfBU0giDits3k3BACFE03bZKZyFtHrStWzlztPBQhI+THlfirc6 /1ZMNZpb7UvJdcR3kvq9udoDNXmtwwH3oyFCEnFYUa+cwwAhgabV0epJn7CVO08HC9yXTofYXAxe pHd1LcYjfbeoVxa4Hw0RkvBhRb1yDgOEJH14p9cI58VrXn8wae6ko4QwTdsHG9JwX9pfCNO0cMNS 7kvPUnBdoA+nw+wObgHKTwbPPSP3pSYNuC8NiNZQ7W5m5+lgIQkfVti8m4IBQpI+7NeEsxTUhRR8 eCtQfjKIzW9zvhTlR4T7UpsOFpLwYYXNuykYIARpWh7wMSqmeraToatZ3I+GCCn4EBf1Ktev+D1L wXUhRNMO4kNzgWmQ357ul//FPDTjyxXfLbNw9z0RQgghhBBCCHkwEjhxcm9MblL6MDj04fyhD+fP /frwoC8t3QW8naAHi/zt1/ZB61Nwhz40P2PpZjb5Ktu9Zmt15kmTm2N+8JK5dBzx4XG13xw/zQtw b8qd+tBcG7yRMBQfHt5zfYPLdoIfWcz1uyZ3lAqsV4dNdlrpxm/KHfrwV/rT2K8ko09eOb7uPhf5 Py7y7DTBTrX4VU7+pMeIDz/oQ+IDfTh/6MP5Qx/On8lN+mdz3CcB+TNMSx6Sk3QBZMlM+Z8s44u5 Z89hslctWvYS9zt956J9uNEUZ8/uniPmE42MdCuLj2y/Mm/NzX6yn5JRlIEwiQ+PerLMvDV397H9 zPb2UzKKalc6hQ+3+fPOvH5c/Pd5+FisJnxr7iMwhQ93EvXHley+F2Yk9ZF9mWgX/iBMEoefuifd r7Kd3mz102zfQJ4qkxjz9Kzvj7fRpwfDpXqVhIIBMX/ow/lDH84f+nD+0Ifzhz6cLXoO2kAfzpXq Emr6cKbs/6F0In04U5abfXHp9HgfmqvcbwCKJ5fJN+W71YP60H02mU3BEAHFk8vsP/fFe0jD+PDi Q/PO014CiiedjPdhyEcHuwKKJ50E8KEJpDIN9ixTFJ84u88sOzzv9C4prXGUC4XGmwq7PietLbhp LwHFJ87fiw9lbLGUf+tV9jM+nZYwPgSebzZ0aBFQfNr8tP00VyesX4/yd8CnExPUhyaELo8ymylo EVB80uz1mgS91ERiMP/YPu8+1hFuQOe+dAxS8/xTr7Y013q+23tPJ2e8D8Xm2pQifbAxjV5Vsswy vbZEDob754N5PvO00IfjMFcG5ZqYq2aXmpsa7kvnSp7zXNvMWVSDp6A+9HzrgUOLgOLJZdZ5ebE8 96WzJeC+VGwuTijTBxvTxCSgD3nOOwb525b70vshjA+BMf/lUWYzBS0CiiedBPVhUFA86SSMDwO9 Tt0sFAKKJ52M96G4QYcgRcpx6eQE8CHHpZFhHM6f8aYS8xeoK+opGCKgeNJJUB8GBcWTThiHs+Xw jEwYH5oDWpnWFty0l4DiyRUW+ug0w3gfclwah4+QPjSBVKYcl07DL1lAH2LX56S1BTftJaD4mGhN Lh+smynwFFD8KJxuHsaHoOWK32YKWgQUHxNTk06POHgKKH4kgeMQeDbBoUVA8THRvn4LUHwouC9t QeqhlUGK632eTDpKQPGhGO9DqZX2rSK9pzGNVERN3uER+jBlH2o1bgGKD8X48rRjGSeUaW3BTXsJ KD4mWpNaYAH3oyECig9FGB8CzyY4tAgoPiaoSZWCllo3U1AXUHwogvrQ7v/dFAwRUHxMXpTcSYH7 0RABxYeC+9IWpB5aGaToYxzT+AsoPiZSETV5h0fuwYf3e87bzyORfLgsLTTeVKZmpmpFWltw014C io+J1qTmFOB+NERA8aP4U5aHfcYQ8GyCQ4uA4mOCmlQpaKl1MwV1AcWPYxs4Dm8Bio+JqUenRxw8 BRQ/jm1u37umx52xaENucY0wio/J05NMgk1/Y9KnH0w6SkDxwzHOWxT3jY+PQ3GDFlukHJdW6S3H NPmmfOFTAB9yXGrSiX3owDhsQatxC1B8KMaXpx0LqCvqKRgioPiYoCZVClpq3UxBXUDxoQjqw6Cg +JiYenR6xMFTQPGhYBy2gF1fcFB8KML40BzQyrS24Ka9BBQfE6mHVgbpPY9pOC416ax9KBUTipTj 0m5QfCjGl6cdyzihTGsLbtpLQPEx0ZrUAgu4Hw0RUHwowvgQtFzx20xBi4DiY2Jq0ukRB08BxY/D PKzRENSHnk1waBFQfEx0v3cLUPwo/iL0b0/13WBtwU17CSg+JlIPrQzS1MY0R9735IFURE3e4ZFY PsTj2tRWo5GKOWkwH5LrqO/MI8QN3Je2oDWpBRZwPxoioPhR7HP8BhzKh8CzCQ4tAoqPCWpSpaCl 1s0U1AUUH4qgPrT7fzcFQwQUHxNc0luloH7Fr4OngOJDwX1pC1IPrQxS9LFkxjQl430otRInlGmw MQ2Kj4lURE3e4ZF78CHPeZt0zj40NTNVK9Lagpv2ElB8TLQmNacA96MhAooPRRgfAs8mOLQIKD4m qEmVgpZaN1NQF1B8KIL6MCgoPiamHp0ecfAUUHwowvjwFtcIo/iY+F3x219A8aEY70Nxgw5BipTj 0iq97ZimOE0Twoccl5p0Yh/uy1NtjMM2tBq3AMWP4xTQh9qxgLqinoIhAoqPCWpSpaCl1s0U1AUU P47Ch+gXozD1ugEoPia2Hk4KxgoofjjqO8ahF7BYcFD8OEL70HbZIq0tuGkvAcXHROqhlUGa1pjG YbwPOS69Ax9KxYQi5bi0GxQfivHlaccyTijT2oKb9hJQfEy0JrXAAu5HQwQUH4owPgQtV/w2U9Ai oPiYmJp0esTBU0DxoQjqQ88mOLQIKD4mut+7BSg+FNyXtiD10Mog5ZhmjmMaqYiavMMj9GHKPtRq 3AIUH4rx5WnHMk4o09qCm/YSUHxMtCa1wALuR0MEFD+OZfFqdY5p2kBNqhS01LqZgrqA4kdx2hze kQ3qQ7v/d1MwREDxMcElvVUK6lf8OngKKH4Uy82hCETuS1uQemhlkKKPJTKmyTcH67s8/zcxIJkb 4rrj5lDeCEzmye59X9xDSgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEJI6pjrmJfV88im5Ji/rrIt r6AeTHEd+l6TX7JD9UqjW/M73fLvsuy0yspXlpMhmLtKZL7fSyD8km2NQ4PfcnmJXG9mkQ3pw5dW 2eIzyxf5ynQl0o/Sh9n6XXy4fj18ZOLNCUxZ+FB24RKGsi/NX7d5tptqN3BHqAu/yXyvt9f9IpY9 fOzes2x9+5tDzON9TV9Z5Bvjw0x6D33YH40FNaT4MJMhzTITH0ocrm9/hDK3Bcqmfy9OfKMPR1CM aU7yJ6Zcro7vf3ncVA89vh3/pFv+lWz5PTs9Vz4s7pYmhBBCCCGEEEIISQpzFoWEBJYlhBASh8XR 7I2/8KFthMRlceQPnIRE5uT+RP1bc3Q0x0hCyK1B3GWHz7PLjO7nnMGhvLJ4b0beu+WH+duutdXb nzkaJ0mwOG6Qq7ibMNzn/77Oc424xfHtVT7Yrt9eF8d3M8/K93oQEpnakBTcSxgi9vb5uxwCTTvt UfCUy0FSD4VyYDQBSUh63E8YlrGHaMMngh4KTVBW41ZCUuJuBqWHXEfcu6Wk+o1QDoz4IoxvhfqF 0f4fQlLjfk7RyIBUB6CGg/2WqOyLY+JuWX5GSFrcURgSMlcYhoREh2FISHQYhoREh2FISHQYhoRM ym55/vM1w5CQCVkcL/1sxjAkZDoWx/xju86dqyrNjU4J8DeYz4W51ZckggbdIc83kjTvvk/gaGie wGx4wVx5qS1grkQXOIAgg9GjoYRhc2CaUBiaPQbyZgHZ1ASGIRmBHA/PL21OIQxNL/+mXVwou7uS poB6ExKKJMIw/1p2ceH7CzJCkgLqTUJQ3AizWxZfmMwtopbyuvx7J4UwNIcaHGyQNwvIpiYwDMMh X5VMGNpnlWlIlg9MkA9/epg7YhIKQ+nlmCtV3xeSEhiGwTi840lB1Z3a1eOD9mc/ct8vSYXhPGAY huL3z4g497klp8+VPiVBD4WPc4toQmH444/5jz8i//3HPK/yaQkMwzDs/kISG4Z4YAkeKKToofCB HpiQQhiaOIx23rO/gHqTANgwxIka8wgTxXwrNNKDPD4oiTCMet6zv4B6kwAgDOtHPnwrNA/Ts/K9 w6NhfwH1JiQUKYSh6eNKldM+j4ySlMAwJCM46Z68+XtoUmE4DxiGZDj6/MDzs048GhZ4CwxDMpjd Ug+GKd7oVHRzN28WkE1NMJ8Q0hfEnf4w0zwgpnA0jHves7+AehPSm91SD4QH52hoSCIM9UAT7bxn fwH1JqQ/+t2wedNvGmFo+jh6OfJmAdnUBIYhCU1CYfj9+1fMla+1BcyV6ALDkIQmqTCscnrgQUZJ SmAYktAkFIbnwz+QmMAwJKFJIQxNL492wqW/gHoTEgqGYX8B9SYkFCmEoenj6OXImwVkUxMYhiQ0 CYWh9HLMlarvC0kJDEMSmqTC0PuJvSUxBIYhCU1CYXg+/AOJCQxDMord8uwymhTC0PTyaCdc+guo NyED2P78t+dXsyURhlEv1O4voN6E9OfwntXfJMMbnYYJ5pOHh+/h6o0GnV7ZrSR4oxP6uPRyzJWq 7wtJCTwaKo5VvC1XEkFIyGvn71VLKwznAcNQcbzmGwkVEQSGYQeFvb59y799Q17PjVT5tASGoZI/ PT39RpOC/AdkhASFtL2WQhiaOJQebjDdHflEBdT7sVGTvFi7WPInZIQEBYZhB9KxY5737C+g3o+N 9vV4QSX0FBiGHUgXF6Id2/oLqPdjA1vMB9Q7TVIIQ9PHlSqnfR4ZJSmBYag4VvG2XEkEgWHYgWuv OcAwVByv+UZCRQSBYdhBZS9fk1bEEBiGCoZ68wH1TpOEwtAYC3mzgGxqAsNQUZvEO+Ei9BQYhh1I 14553rO/gHo/NtrX4wWV0FNgGHYgXVyIdt6zv4B6PzawxXxAvWNzMJVpvkwmhTA0fRy9HHmzgGxq AsNQKW0iVsFcqWwlpCQk4rX/fL30Cou0TtF4P7G3JIbAMFScXu4bCRURhGS8pofDtC/t9jVpRQyB YajowGBWoN4psD+Lw4TC0BgLebOAbGoCw1BRm8Q74SL0FBLxmr7jP9uuU3zbrzFbtBMu/QXU+7FR k8QLKqGnkIjX5Hvh+Su3GYZDBNT7sYEt5gPqnSYphKHp4+jlyJsFZFMTGIZKaROxCuZKZSshJYFh 2EFlL1+TVsQQGIaKYxVvy5VEEBiGHVT28n5ib0kMgWGo5C8lTvYlry1grsQWGIYdFGF4PvwDiQkM Q0VtEu+Ei9BTYBh2YHt5tBMu/QXU+7FRk8QLKqGnwDDsQDp2zAu1+wuo92OjfT1eUAk9BYZhB4XV TBdH3iwgm5rAMFRKm4hVMFcqWwkpCQzDDip7+Zq0IobAMFQcq3hbriSCwDDswLXXHGAYKo7XfCOh IoKQitdOOqL6XGGpIKEwjPPwX9BDYBgq+kzeeA//FXoKiXhNb3TaLfMPLBakEIYmDqWHG0x3Rz5R AfV+bNQk8U64CD2FhLx2yN8kGGskEYZRz3v2F1Dvx0b7erygEnoK6Xhtt2ze9JtIGKqZoh3b+guo 92MDW8wH1Ds227UOSDeNL4cphKHp40qV0z6PjJKUwDBUHKt4W64kgpCI1/B+wxS/G8JWc4FhqDhe 842EighC2l5LKgx9TVoRQ2AYKnavPiNQ7zRJKAyNsZA3C8imJjAMFbVJvBMuQk+BYdiBdO2Y5z37 C6j3Y6N9PV5QCT0FhmEH0sWFaOc9+wuo92MDW8wH1DtNUghD08fRy5E3C8imJjAMldImYhXMlcpW QkoCw7CDyl7eT+wtiSEwDBWnl/tGQkUEgWHYQWUvX5NWxBAYhooZJcwJ1DtNEgpDYyzkzQKyqQkM Q0VtEu+Ei9BTYBh2YHt5tBMu/QXU+7FRk8QLKqGnkIzX9vn5ld0MwwEC6v3YwBbzAfWOzynRMDR9 HL0cebOAbGoCw1ApbSJWwVypbCWkJDAMO6js5WvSihgCw1BxrOJtuZIIAsOwg8pe3k/sLYkhMAwV 52m8vk/srYggMAw7KMLwfPgHEhMYhoraJN4JF6GnkIrXzLNozt7plEIYGrNFO+HSX0C9Hxs1Sbyg EnoKaXstiTCMeqF2fwH1fmy0r8cLKqGnwDDsoLCa6eLImwVkUxMYhkppE7EK5kplKyElgWHYQWUv X5NWxBAYhopjFW/LlUQQGIYduPaaAwxDxfGabyRURBAYhh0U9orz8F/QQ2AYKvpM3ngP/xV6CgzD Duw+THq4wXR35BMVUO/HRk0S74SL0FNgGHYgHTvmec/+Aur92GhfjxdUQk+BYdiBdHEh2rGtv4B6 PzawxXxAvdMkhTA0fVypctrnkVGSEhiGimMVb8uVRBBS8dpu+Z7tvzxjqSCpMJwHDEPF8ZpvJFRE EBLx2uKYb7LD2ZvVkgpDX5NWxBAYhgqGevMB9Y7MITdhKEmNhMLQGAt5s4BsagLDUFGbxDvhIvQU EvHabmnC8GxUSgiZjpMJw+YdFoSQKZHjIY+FhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQggh E/EHc68sISnzB/TWu4X3p5P0ufteyjAk6cMwJCQ6DENCosMwJCQ6DENCosMwJCQ6DENCosMwJPNj u26+eGHmMAxnyG6ZfyD3y6t2Sn3o66/vq2Oeoa8fuvDik/uAYTgDihch5MVLSPb/gqctmzC8T7TR tuGm0du1afH2jwzDOXJPYVi+hGS/yU75m0SghqEZoe31vTyL4x0dMBphqEOA4t1Dhzz//Od1nv/d v652y7f/+rCtnzMMwxlwKQz17XQf5dFwn8uCiUIV7iIO7TXPBnwiux5tpmD2PAcTeydt7G6JQfpc YRjOgCIMyx6pYaix9+WvNAxPMlw7SP8sXs6jy/Onue+x333tIIBhODfuIgxNlzTvvrcf2DDUczPS KTUCbXIyx4rFceZ90tIMwxMO9TpjGM6NO2ygjECLr0lmUCrLn/991IiUuMSw7f749Uq+EtrvvTIe z7/8hyy9/Z/k8o0aRA+S84VhSEh0GIaERIdhSEh0GIaERIdhSEh0GIaERIdhSEh0GIaERIdhSEh0 2EsJeTiy7P8B/iEYhkJPKhwAAAAASUVORK5CYIJ= ------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/image003.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAA44AAAEZCAMAAAGY0rviAAAAAXNSR0IArs4c6QAAAARnQU1BAACx jwv8YQUAAACxUExURQAAAC0tLQAAAAAAAAAAAAgICAAAAAAAAAAAAAAAAAAAAAAAAICAgAAAAAAA ANDQ0AAAAAAAAAAAAAAAANHR0QAAAAAAANLS0gAAAAAAAAAAAAQEBAAAABcXFwAAAA0NDf///wAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAQEBAAAALrUQhUAAAA7dFJOUwD/nQg2//kr7lnbdP98Ff/Fsh3z/wrN/9WB r/Ma/7/b/1iZBIbiz/2epoAZ70chYjz/q5ge9OGNu/8T8ub2UQAAAAlwSFlzAAAXEQAAFxEByibz PwAAF9tJREFUeF7tnYGa4zpShT1kGAIMmc1up3tuA/d2COxCWBJ7oZOB938wqkqlxE7cGSuW7JJz /s8ty6m2Y6l0JFmx5WIUKl23sS8OGhsMPp2ti06P6lvl+FpVbxqtbjmgP29MJaFAUVrUGIGWs/df IsspqsY0cG7yl52WF95SYxokN79KKFCUFjWm4ZyrnDofVWMaXG6my9jW4tOGGtPgkpYulS2cHclf 5aNqTIPkI32JJ/ZXftF1jdQVXmvxeZF0Ufii0aipbMHnpifwK8vZ4lmjnemZseV+/V2jnfFJ8wSm 8qcsdF3Df4ksp6ga08C5yV92WgZqSa5QYxpc0gZO5cmB9FU+qsaP4X/yrewn2YVRY52W2kf+9ZuE AkVpUePH6H/772LazzRthgHAlMVKY63MdB2RqtgVxUY3rmAplC2VNZg4x1v13aJ4Xw5eKOazyZZD 7dEx1ED73l7SFofbO/prNnsRewXvuq5BidOvrPUJEqfy1N05LRQkz1g3PODhaOJUnnLztM48Y1uO RGlqIetUtkDfId7j5RxN+5WcjbJ45BO1JoEy0UOJi1/htRyJ/KiplJECHTcwnrGvuu6MZiRzb8Z+ 2Bf8gP6pvM1R1zVSi6Slm02ZOEZLck3arxwhlWcHntb0nWr9kPPwAENRaXDVWGeu6xq8oxse8HD0 p1/p/lXP0NO2V9L8AikZwXV3f+Xr7T2flxq55s6vfKvWuxst0ltxWLbJTcgpY+9nhK+8oqIqVaPT 5VjMW8aAu/B5tiuWx+r7RwUV2KR6e3rjxTW/tLjNJ101DNmWfzp716vwyyU1g8FEVp3uIKIO5enC RHE/bNJyaTCYyGWnizLvu5rDmtQMGRfXUyoay+U2L/km0pfNtxdOiN+oLydD9hVPFwwmstudi5l7 slxr5CZ08pSE6+Vym5fsi6u7iq9dyHtqBlQ8lqGT18LYXC63eTGYyH2nqxA6e+GUlktqhpyLa87d um5439Uc1qRmSJDIspgX7+/bRdr8y1yT3aBC6MpmprVrUMXjfpCu/SbtqRky1qQvjM3lcpsXFFfL UAI60z+ReiDFl5Ar5FPdJQbDepKO0Rnd5Tbd/o1OXnOuuVxu89I/ke7HQFoua7gWg+4CADBE/1og AwZNJNW2xXqxoy89Bt9HxO0Gn+1hfwi+CWlwT26Lw272+6rlRqEO0Nkuy2IR+nMgiutUeIhE3mQf /ERihjyXRafx8yv2xWf+eWGV4Nmb2Nztx2Xx/FosFq237U8ITt2CansALMFXqDduZ2kYdJfscEMM H/4i0DDoLtnB7rrk5McLdJfsyDqNu7aJB65pKZJ1bJfVzeyzxm5ydholpbZRX3xMdzFEt2zns7/E p+kS3SU7XEm8XNqHlnWX7Dg7jRJR26gvPqa7ZMfV2DXhfpq7Nugu2XEuifUFZTU3tBh2QnfJjnNJ rC+5lNVuUyVcpsMtmaSxLLr1cwLQXQzRvZ+jyzl2sfiY7pId55JYXybWdty+k7WB7pIdLUXyavEx 3SU7ziWxvkyvn3OJ99slukt2nBNEjqpt1Bcf012yo2VIo47xcbluY/nsoUu83y7RXeywrzr9bsVJ cfOavOiqlsYLg+6SHS1Fso7xstqNliJ59uMFuktMtsV2P9sUwRPGBjF6GotNUc52SeeTaymSdVKX 1W2x2NHqPakOzk6jpNQ26ouP6S7ZwWd/iU/TJbpLdriSeLnk0l99hGvkbjef5D2G3O1NIOeSWF+m d22lyzl2sfiY7pIdWgw7obtkx7kk1pepldWrpNAysTQGoLvcD+WUSvuKK0PE3t354OSo2kZ98THd 5X7oKGd+9vSO7hOBc0msL4nKquvnd0T3icCgY8iUU955l1wZuqSx4z2654OTo2ob9cXHdJf7oaOc Ga6sAgAA6M8jVMtI4zRAGj+gKnY98qb6peM9UbEIPlfqPvJeq+XrPfnDlxArSuM67Yh/k/A0ypVO tSqrebcJbBpI97qiNN73pO993Judq/dqdvtlXh/zpVhsc0hjTiCN0+AR0jgdngtqtTvdpwsMc3zm ztewjjzKfU8yzX/FPw3u+UPQC/LjjPw4ZE94XhSb5w3VAweKLhcdf+UF5phXv1vPXsmP3KndF/vP 3eajBsbYcY2q3iMx7rbDv8oVAACyge8IkF+Ua+GLhP0MuJgdFvhxGnD2pwB+/Dl0/XjnsPY1oh/J +EbY8pELuxrgx5+zlFGVOKBeHY3yuThEuxCnfG/cJeg26qESaIAfh0X0IxnfCFs+cmFXA/w4LKhX pwHnO2vI4zbqoRJogB+HhXJepHQRtnzkwq4G+HFYuBI8PZP9VUJ2ig/vNsCPw8LSYQ153EY9VAIN 8OOwUM5XL5zxPEUJd1hcKBt9DPBjB+YRxwEE1KsjMKs2blzuV82yXpB0WEMet1EPlUCDHh20IW6M e38O5XwHrxCBBuhxWFwBQb2aO6Qg8gALqBG2fOTCrgb4cVg4yznvPW6jHiqBBvhxWFxtSPleCzG+ mh+S7yKgRtjykQu7GuDHYaEsb0ys4TbqoRJogB+HBfXqiBzCn6z9CMl3EVAjbPnIhV0N8ONP2a1K 58dI4zlJ0KODNsR7hPoxBqhXp8Fj+/HIPzjIY8FHOeHwt9NbgbM/BXn4sSQ/LlfF7HW33bxn/Xyu 6EcyvhG2fOTCroZ8/Hgoipm8PnxbfMl3joXHrldLrkid91iMcxJlplC+d7irmAg0ZFuwM0X0Ixnf CFs+cmFXA/w4LI9dr47KTjvJUeB8Zw153EY9VAIN8GMHjvGmz6GcFyldhC0fubCrAX78OZRp8Z5/ FHBfR+6wdFhDHrdRD5VAA/w4LJTzfW43/tAAPw6LqwRRr+YO65E15HEb9VAJNBjwI59M+8kRPQwm iyifl5ygcjrbU6gEGiz4MRV6fFO4M5tkvVp9ciWqFur9Qz0NenxT0KmRB/jsGmHLRy7sarDgRz4V Pp9GqPQwxEoanu/oBtcKSdDj92Xw+ZBBGjA/OQAAAABAjT9qpxlE44+atYNichQib0bJUvgxOvDj NIAfp8FE/Vjxfcj8Nfxas92qWEe8re8nyLgurd9lGYrp+pE6cRRZbyry4+aZvvO4KPYDPMTEA/Ps x13FblwuyudiueYXrCVlsn7kzjhFSI7HarXjty7PF8UQz0zwF/M3f5aXqZEf11yC4EfQBfhxGsCP 0wB+nAajZOmfpS8AIvJnzVrwuOxX+uZwkDP8pNVxLY+1g5whP87XEedB6oJcYk9ilhk7kB+rdel7 SoP0mN55SovZttgvZq+b56L4rp+DHpAfD+vSD3UN4ccdyW+5msZsQXYgP+5e9/7+1SH8uKFK/LCa U+S9eC+3s8Uu3t3swDFIvbqjS6WJzPpklYEydL+mxrHY8Utgv7Ms4cfIDJOhc67GJzF7l1UgjGkA P04D+HEawI/ToL8f396e5Gazp+qJVy58cmEfgx4edCKCH/mHNJ7HSB7tdxv18F6DHh50or8fI07R 0TDo4UEnoMdpEKN9/GDCDaKPQQ8POhHFj0nQw4NOQI8Zc9yW8ssDEcOP0sxx2+ZW1+FdBj08+Jj5 6yze78jor47GRu6XESLoUXId/dURWC5O739EvZox1Wrm/RfDjx+8EIfoY9DDg4+JW6+SfiTz66HS x6CHB51AvToNIviRcp2yHf2cUYEfpwHq1WmAfs40iOJHNyV+PVT6GPTwoBOoV6cB+jnToL8fMU5u AdSr0yBKP0cy/3bvM9yghwediOLHJOjhQSdi+DHaqzsbBj086EQEP1JrRrmP/uoI7E7u6+9H9FdH 43R3DvSYNYft0t0vx/nWF3YF/TVDpY9BDw9aEOeR+87zIEXQYyL08OBjDtuI8+dQlndQV7hBDw9u EPf+HKlbuR50q+vwLoMeHnSivx/RX7VABD1KrqO/Oi6oV6dBDD92uas43KCHB52I4kcR0e3eZ7hB Dw86gXp1GqCfMw3gx2mAenUaoJ8zDaL4scNdxeEGPTzoBOrVaYB+TtaU8d4XgHHy8Zjxq20E1Ks5 s43qxy69z3CDHh58zI9C/UgFvzeS8QnQw4MWxHnOfT6q6/vhfgnnO+5DHoGY9SqXCs57kabbqIfo rw5Bfz+iv2oB6LEfkn/yettqS8For9KL0T526X2GG/TwxuH8O/AbLg8FvxhxtPfoRfFjEvTwxqH8 4zeTHop5sVwULMlxgB77QfknryldHBdV8b2Yj/UCthh+lGaO2za3ug7vMujhjUP5NyM/HlYU3xf7 zyW/GnEE+vvxsfurnH+kwTmtqHFcLsqRqtYIepRcf+T+qqqQPLjbUiM5ChH8SLl/qgzPG/XwLoMe HnQihh+73FUcbtDDg05E8aPI6nbvM9yghwedQL06DSL4kXKdsv1B+zlWgB9zpjoNO6BezZi/coPz DPo5WXOIen9Oh7uKww16eHALP+0K6tWsOeg6ih8p1ynb0c8Znn1VxXv/42OPk1sB9eo0iNLPkcy/ 3fsMN+jhQSei+DEJenjQiRh+xH3I4xPBj9SaUe6jvzoq/f2I/qoFoMdpEKWfw+5ohkofgx5+TE7n o9TPt49BDx+TKH5Mgh5+TOgsOniFCDTo4WMCPd6Aq/kU6OFjEsOP0sxx2+ZW1+FdBj38mMjJ+N9j PknoPupp0MPHpL8fJ9xf7emuvPwo2T7N/iqfTgr08DFBvXoDPhU+H4/bqIdKoEEP35vd6z7q/QAd 7ioON+jhx4TOooNXiECDHr43hzXe39EFqheSoIfvTbUu/bFQr95ATsZwP2d+fi8SyJjjunzVKMgZ mWACAAAAAAAAAAAAAEybCsRGcxYAAAAAAAAAAHhg5Pp4fpoaZlAO1WpRbMaa9X8ivPEdyLTesyN/ FOV5GrzUyG2J9K3HRVGO9i6VycB5KX7ckyB+FBsR5iCjV36Y7EiVwKKYvRfVrFpIcQLhkBudH4vl K/lxuSq3/FKFAbKT9PiV9UjVOcmR6tVqtamK3Xjvx8kavpGcM3PPt0r/oNwtt/KyGv8wSjpOfixm 1Vr8yK/lgB/vo+bHgro584L8SHoc4J0Y/MX81f9KjnyGHyNxpD/Kzvni8Po3h3UxYMf1+FocP5/9 iLvuAQAAAAAAAAA8LG7MA0REcxYAAIAB+GU6/Lb73fy12H9J/5MQAOBjjiLH2aFaF2X1jptRABgR J8eyEjlS4PmVr2e+yFUNACA1TnZOjru5yPGytzqV8YXZQW7I4B65dsl38638bZbcI9j8Bd10YAEn R1qxHC/vIpqOHCWRrL1T9HnFIuV1gTlLgQmO0k5yaaT28XokZzKj7+6yeE8plRbSKVOSTw0kNY3U UIowAbDLtH4MEwmq6rT7SnDTKJZysCe5ALiHSclx7waq+IqRNrhxJPSqkS8oy9pAFgD2mIocN0vu lXrK6vSLzt63kdRX958BYJNpdVYByBrIEQAzQI4AmMGAHH+Tn2Ly4Tc9bwBiY0CObno3gteMFHqN GzSgQwFSYUOOUtQJLu0vtbhJA+QIUgE5BhsgR5AKG3J0RZ/XjC/3gj0D5AhSYUWOVNpl5WjErRkg R5AKM3L8+lVWjkbcmgFyBBHgZzuuHmmwIkffE2Q43tjQqBED5Ah6s5t/+VzMDgYfP6YyLkWd4NI+ 8MBMuAFyBP2hxvH5v64eabAgx69a1IlvJw0QbzYNkCOIgDyIXHvgT+bKsYBviXjNnD5k7BkkAkAo qjuh5OtGmTCngY3OqhRyWTkacWsGtI6gNzqx4+VYjhk55gPkCFJhRY5PVfUkhZ14eqqezhvmDJAj SIUNOWrnWoQ58DhpuAFyBKmwIMdRx0nDDZAjSAVax2AD5AhSYUOOXMjdytGIWzNAjiAVZuSYD5Aj SAVaRybIADmCVFiRo16XCf4iTbBngBxBKizIcdRx0nAD5AhSYaN11JIujc/A46ThBsgRpMKGHF3R 5zXjy71gzwA5glRYkePbt2+ycjTi1gyQI0iFGTmemyGiEbdmgBxBKqzIsbVbyNgzQI4gDvvK5vOO UtQJLu0DD8yEGyBHEIHrhx0JyDHYADmC/uyr32EmuRgGyBH0Rubl2Fc2Z5KT0i4rRyNuzQA5gt6U fNlY2pXjWJMYC0EGyBH0Z1+9L/b1meQEK3Js7RYy9gyQI0iFDTlKUSe4tA88MBNugBxBKizIcdQb wsMNkCNIhY3W0bVEvGZcqVfsGSBHkAorcqTSLitHI27NADmCVJiRYz5AjiAVVuT4UlUvUtiJl5fq 5bxhzgA5glTYkKNclxFS7GtxkwbIEaTCghxHHScNN0COIBVoHYMNkCNIhQ05ciF3K0cjbs0AOYJU mJFjPkCOIBVoHZkgA+QIUmFFjnpdJviLNMGeAXIEqbAgx1HHScMNkCOIwm5++bijkdZRS7o0PgOP k4YbIEcQgc1f/v7q6WN0VpkwA+QI+lO+tkwGYGcoZ6xJjIUgA+QIerOX2t3oxI5cyE/NENGIWzNA jiAKhltHrimksBNSbWjcoAFyBFEwK0cp6gSX9oEHZsINkCNIBeQYbIAcQSpsyNEVfV4zvtwL9gyQ YyxKylGd2rCkfttuzgMbx/dFqSMc5ausHggrcqTSLitHI27NADnGo1Q57uUqajffyt9m+b7gH+Yu r6ymjxk5jjWJsRBkgBzjoXKcHeRtFZvl82p2eJX1AzaNhBU5+p4gw/HGhkaNGCDHeKgcd3PRnmsV j9yD5aaRGkoR5gNhQ45S1Aku7QMPzIQbIMd4qBxVddwyOrhpFHH63uyDYEGOo94QHm6AHOPh1cZX jHQFyY0joVeNfEHpR3UeBButo2uJeM24Uq/YM0COsdjNOU+dIMuqUjEWe99Gkt1/9iBYkSOVdlk5 GnFrBsgRpMKMHPMBcgSpsCLHl7EmMWbCDJAjSIUNOcp1GSHFvhY3aYAcQSosyHHUcdJwA+QIUoHW MdgAOYL+HLk0XY0b25AjF3K3cjTi1gyQI+jNf67kd5zLexzMyDEfIEcQhbKq3wH4q/S+DOAKeUs7 JJgz6FkDEIbqzuOeJ2tipXXk05XCTsi5a9ygAa0j6M9myR3V9cXFowU5jjpOGm6AHEFvdCY5m9eO 7tyoqBMDj5OGGyBHkAobcnRFn9eML/eCPQPkCFJhRY6jTWIsBBkgR5AKM3I8N0NEI27NADmCVFiR Y2u3kLFngBxBKmzIUYo6waV94IGZcAPkCFIBOQYbIEeQChtydEWf14wv94I9A+TI/Cb5kQ+/6Xnb xoocqbTLytGIWzNAjozPjJCcE0Yy5OE1M3IcaxJjIcgAOTLVV6HStdCIGzNAjh0ROXJ/Qgo7IZ0L jRs0QI5MVX2SbBG+nnKJMGrQ87aNDTlKUSc43wYemAk3QI4M5JgCC3KkvoVn+BvCww2QIwM5psCC HCW3uKArrtQr9gyQI6P5cs4fohE3ZjDntd38+uXHdoZyRvKSI8gAOTI+M0JyThjJYM1rx2pdlNXl W7rMyDEfIEdGvTaSuBwhBmNeo7aR5XjZPlqR48tYkxgzYQbIkamqv/504p8rjTBGDXreRigrkWPt hUAyV86f5JJoVP5X17mQ2/mmAbkQjOpOmB1Ejg/2RiAAbMJvmHWvYAcAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAMC94JkHYJ+HKaWQI7AP5AiAGSBHAMwAOQJgBsgRADNAjgCYAXIEwAyQI8iXzXJi8yxB jhlxfn+hezPgbl5tJVLsfqy4cPIcmb9MbCKwv9MknxP9ynMQTnO+M8gxI84T52pq9v+ik9SKHKfJ ebpgSfRmKSne/AfkmDOTkaNMe+zluC6O1TMpkeUoPbc9T1o7O0yoAXHzBPN0wS7R1CXwE/OWVfX+ T8uq+od/W+zmz/+9danPGcgxI0iO2m87y5Enq92eWsd9RRuiRjZMQo+uceQ3P51ceKQMkF661ECl aPDIid3NtfOeK5BjRtRec+c+YDmyBr/8LcvxSN24ksqpf+sJb+fPpRzdtbHrFECOuTKFhP6jarGq /uA+cHLkMRwqnKxEFxyl7ZgdMi+bjj9okn2ij9r08wpyzJUJJpR6pv4ySjqrtP3+PwdWJulTu3PT 45cFXTK662Lqp1df/p22nv+PYtWaM4QbzXyBHAEwA+QIgBkgRwDMADkCYAbIEQAzQI4AmAFyBMAM kCMAZkApBeBhKYr/B0cdnXHTqvxzAAAAAElFTkSuQmCC ------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/image004.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAA4YAAAEwCAMAAAGrpq/oAAAAAXNSR0IArs4c6QAAAARnQU1BAACx jwv8YQUAAADkUExURQAAAC0tLQAAAAAAAAAAAAgICAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwMDAAA AICAgAAAAAAAANDQ0AAAAAAAAAAAANHR0QAAAAYGBgAAANLS0gAAAAAAAAAAAAAAAAQEBAAAAAsL CxcXFwAAAA0NDf///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAQEBAAAAA8BaBUAAABMdFJOUwD/nQg2/7j5kivuWXT/Yf98Ff/Fsh3/CtvN/2bVga/z idv/v9v/a1iZBNpFc+LPOv2ezCSm54CuGe9HiCFiDpA8/6uYHvThTI27/xPsIzqzAAAACXBIWXMA ABcRAAAXEQHKJvM/AAAiXklEQVR4Xu2dC4PrulHHvfWWQCgccgg37OE2F9pulxRueZW0hRis0g05 9Pt/H2ZGY1t+xPFDseXs/7deWfLYeo1G8ityNANG102corP6puJA/0frXTQNtfpqzGdj+WQMhQQV 3oVXi9E1Qd77psgJFIuuVTieja4dqB5lyda0fLlzGS2fdE2Q95MKx9PYcooq5ZLatQrH05iircrJ a7WCCsczfRlTXTtkmtNF1yq8C1qNlEyG1xRXunagehzTy/Gee+ttpCGm1y+vvFDBxGO9Pcp4flFP Z4qqzPBaq01lvO/YsdW1Q1GwDK9lbEASKBZdq3A877p2EJvnlHRNS5i9nO5HUJVkdMvowDJqC6ug Qoedrh0yzemiaxVeh0tUjKpPEmqqmqYULZ91TZD3swqvo/sSkpQliFpt2CSVWCy6VuF1uERdarWh JwdgObwatwl3MAxdD8d8t7KXqiZ6I2d33BgyI95mLsftIXqJaczZRrHsTFCeDF1PGz4xXKV0fnjc PsSl7nJoaxXP0fu24fLyjjxH63jaFO9Dw4mVDIkZ5NVzV5XeAxnWdFTMoJRVeg+4YFmKhffeKdJC JxrZOQct901R6pFvb4hH+LTkWm2ISOtx8lqt4i3FhhsPM5SRE8iXfK3Se0AJcC3KknH/MuaQt3cv Zy7qaaQhItKg3t7QOx0SWnCtNpVxbK2286xrhzuXsYE7W8e1Wr1fD9BwA4mK1MDNFHU/rZIMFbYz sIy2fVVRocOVWs1yWng7lDG7ELeQlwZYFbZjj+LbG+IRPqNWma61utY1AO3cbHLe6ZYi78U9bvGg 5BDF9Hfl6NfIfFVvnT4pHuN9HF2i4+GZ/qP4nVLUC1hzeGO5DcjuL3waGkfblPK2P/CWLKVuKfok gBRX0+dhahJd9+USnaLtxXyLfjkEzNRv/EzPtu0Bc45zJpGfg9RQwUKNm06qeMmeLGfYJ8xVgR4T Dp0aqqszVZaGHFSwZC0WhSsttbAeszC0PeryRUrSsFiBHhMMptP7JZT1zkCLoSIFKJtcvtTCekww mIYnOXUo6zn2PoRzKyJDBWiooSIFKLfHfKmF9ZhgSDq9rUJZz8kLU0UF9yji+zbaH9+HXhV1Qlvi XCdwWZz80v69cHWmytKQgwqCa6hpx4a6YFvshrZHXR60Ry2wT8ydh+YZKgiviB3PUUlH5faYL7Ww HrMwmtpjw+KpoXKTsA8taKk2l4pADxkPxdgZP0UsYwvVkItOie2i6Kc6oLXQoKyGxQrCQot5EylA UZelpRbWY4bD6pm1odoE3C2KCoJrqJyjDg11uWg5AQD35wPY2x2KmL2XVHvis7FXrafonf51Qx3T 8F5TB65fD/srIo9CqzjiHxHwL+bjaM9d8hu/UXg0sTkeqUSGMrKPo3f6p43R5i06U3nPvJnfz6GC v1MV8XPX/EcKGTKMm6+RieU5i+FfLdCOCf9QiG9pSBR85HFfqbrlN9TSRXvTFTxs8RH4AEVsJW76 KeVDcdg1vO3bgTR6405vV+sVw2NoIzY0JG6o4+70yGeJXKI9l22zbfg5BAB+OTWfPz4Qh7hTX2rv DTDND6GIXKCHBEO3DF29KdQg0EMWxuOXUFsisbxW2g1HW7yUAu7C/3rIwsiKUEULpiGLHhIM3c5J bj24cBc9JBg6vWL7IVopP+/VZuhgt5YFesjCWHIr5Yk7bmPbYL6UAu7C/3pIMHTLkDbATughoZA2 /aK3zqJbaSc+QAl7oIcsDNKTu5QC7sL/ekgwmEe3w0PXvrT1lWgNWfSQcOimw3pjbFz4Xw9ZGB+h L7VKqmK3lgV6yMJwysJLKeAu/K+HLAy9U0HMcRcjXUWn58HPHzpeAauSqqjqNGTRQ/yyi0/XH+a3 kphe1xZ2Lp8vunJK6Aj0EJ8c5dH/8Z6/TteWSMzRSilOKlwSre/4oCtTVZVchw56yMJYcgm7NSpt icQcrXQc3TLkaIuXUsBd+F8PCYWOv6HKilBFC6Yhix6yMD7OeakupYC78L8esjCWfEe4Y0+z4Fba 77xUl1LAXfhfDwmHTm8qaAPshB4yHKomIq+2KiWBt/qctJWaqsG3/JhmoSXsgx4zGq2zTughw6E6 I6zWrL9ESdChhN0qwYmXl1LAXfhfDxmO51bKu6jCW+jTSsOiuw4nvCNMdUZYrVl/iZJgfItRnHh5 KQXchf/1kOGgLy2hx4wmq8QqdmtZoIcMx0bXFLVQEqCV8mkpf2IkLP5P1124ua+WEwAAABjI4w8l KOHy+cgl1BuQ9nf3DvxLdn5Mu+efrWcb6qyG/dTK/wPgagnp5F59Gytq/P2olFD/m/jNtZqjS4Uo yV/QatrpepUPpFZCufTb0HYqIQn3cWyOdHGyWXOIJwnYRgmVMCYd0j9v3LKaqSL4HH8V0e5vEX8N gHTIcxGUkRJypcmkAnYWA4bjltkG3vlRPm+wsxJ4oFpCvRShkmxkzoNVzD8i5hJyyMRUQlrnJeSN 20P0dqRcv/xiY1YH2t3YEu7TS+37jhx9wu36yMkY2pn22KccejnybBPvHOM+ZfdOJRxJpxkNbzLw pZpmPJcwQFDC5fMwJUy6vekNwiVdRd1eT/TFxfDpzpoHDzph6PxGD2ij4w8SPHHaR+nu8MLnJeto u8Gnq5fIy8HsYjLFM0/9k9DlRDppNwDGE6+iZJNpjozwdJz4u+UAhIiJzKNPaPbwbOXsECyY9CU6 ezupMK+vXwy/kPFKLr8+4bijBBo/uD9c5fcAOpwONRup9gZ3sAA6nA6qcvSl0xNTDXm7YcpVrm8M l94bdjcNEUCHt7CPa7180YNq3Lq0qruDBaAFVp6nB6oMVTn60oXDVc7vY+eu4m4aIoAOp4Pr3BoP reruYAF0OB1U51ThmauzLnwSd5xA4wfNpJ2++dgNazbstPWMDh0F0GErJ6PT7vk6L/1ivkjFi8uT DvEm6w4WaOygCdKd0bdFfdCxZ0RfGjBiPeK09YwOHQXQ4XRInd/UiENHAXQ4HR17RvSlnvm1rn3A dsP1Lqu6O1gAHd7g4ve89HbP6NBRoLGDJujy0Ox+Jar0AdU57pcuHK1ycmlVdwcLoMPpkCq3E5CU piFxNw0RQIfTQTpEXzoHZz+/fWS0ysmlVd0dLFiCDuMoOr1H8TFKNvGef1DyrQruz2mX+tXhPViI HZ42/EH4w3v0nh7jzclM9yMEvzr8wH3pD+g/2UQnfl33W1blIoeAcsVf1Uh/gcYP7g9X+T2ADqdD zUaqvcEdLIAOW/lNFPurIapy9KWzgHeEF07ss5Gr2XDFN7mDBdDhdFCVoy9dOFzlt58kOXQUQIfT wXVujYdWdXewADps5Tf8dqIvqM6pwjMX72JMxlrXHrBmw05bz+jQURCADt3clTPnMEDgo2iJz1bO 2bvLO8Ia/4yYp588CT8U1zjuKEFwXUzHnnGJfanJnlE/iWuNybqjBOHpkHPmZlZxNw0RBKHDgnLm HAYI/BQt8TfFkGSvKac1V+koCEGH90LjH4fHaaI69ozoS8X12Jf61CFniupdVnV3sCAIHRZYv+sq AwQBFK2MZK8ppzVX6SgIQYf3QuMPBqrzR71f+qHOS23F06ruDhYEocMC63ddZYDAS9FOHudkl+zZ RqZNzeJuGiIIQYefCqzfdZUBAh9Fy3/L7QPSIfrSwu0i8FG0mHSIyZgBAAAAAAAA8xDABdujMXmV QofegQ6XD3S4fKDD5ROcDvk+tfk78qyiKLXvCWw3pc/Nn5o/vl77Ij3/JlrIDpD1S9Oe16AD1vwj 685I7mm95i9hfY0O5vnHsp3pmqy7XymCawSnQ7lBzzutonhD6kveyPk3Y33EOdruo+/lNZCD+YvN +n8oRpbRLrz5v8yvkh+Zjfyk3epQDjDvdq17pobnMFjzFzHltv1pk75Eb9H+vDpejjZ2FtNRFA3t fHo7vUTZzm3IQwVaJxzFV5vpc5RyRpwMPlOKFKNkUpIUnyRi3mm/IuhGcJUQdfhFdUhcntMjFYSO Eh+Z5pHqUuYe4MBbdGFliIxLbXfgA1YUFh3KAeS1a92T9uD9JDOcjn1h3ew5YPJoJALZWTKdZ6oF eX+X1gktq6+SXErGfOFndE4GbWSSSUlSfLJJ1FcESxFcQ/acko4JHozh+krM780fqHe6rNjHXWtq /pZMwn61z7AsMS8iu5Dh0mZjdjEdat7PL2f55LQccDbPstY9eY+ToW41+/zfmTR+IStbcaoSO4vX 5u1sDO+85rS7fyswkQ71q02OiiIbiwxyiGPkTNokxcebKKO0Xx4sRXCNUHU4D2f58vekXE/y0nXK e+hw+UCHywc6XD6oUgCWDZ8Ug0Vzfk48fvAJzAFfNqt3GuRSV14uv0jCk1/LPR7bl3z+0kl0SYmt 55lt95HZ6n3LaXS45ocO2x3fL+WbxIluBmOQ25HCNH0q35WaacbkD8AkOkx225foHEWxnEkd7V1/ 4IupxsPtA8x6HSqTVOb5OXrXZ24yGK758R7wBQxi+UCHywc6XCiXY/5xdehwoaz3cXZSAR0uFOdV HehwoWw3+XfXxuvQ5xRtrkCjB83wS4CZV9fD4ReDicz1Ns+JRg+a8dqX8vvRCqui7CpDBBo9uIlX HXpFowc3gR0uHz86lAEtd0sB1+0l0OjBTcbrEOelc+NBh2JIuYvz0slBX7pQzvbnZYwfHSodv2zo 0CLQ6ME14uz3eF51KCbUfJZZdZUWgUYPrnGxKx53xiI1XnIbNlm3l4DjBs2I8vJ3IcbbIdU5R5u5 OKeZiNjju4mliocOJ0O7UmJ8VVH1U527bingur0EGj24iR8dKlL9zWcoVVdpEWj04CZedZh91qBw lSECjR7cBH3p8hmvQ6pzUkLu4pxmcjzoEPe85yHJqmh8VWnX57ilgOv2Emj04Ap20irGjw4Vqf7m s8yqq7QINHrQTPKXuRK96tArGj1oZv2W2OcWPO6Mhevb0+fUJZAJNHrQAKvuzePv8UkNHG3m4rx0 GpL3xN+zJ5yXzg3scPmMryqq/gxWRdlVhgg0enATrzr0ikYPbgI7XD5+dCgDWu6WAq7bS6DRg5uM 1yHOS+fB57uJZDdc5ZmL89JpiPPbpehLl8rW5BOm+dGh0vLGb9VVWgQaPbiG9qXcZ41FK52xftdV hgg0etCAKI+nUBPQly4U83Lw15dSnXPTyFyc00wOdLh80JcuHz86VKT6m89Qqq7SItDowU286rDl jd+qq7QINHpwE/Sly2e8DqnOSQm5i3OaqUizL5x60OFHvudt+Lsr0ZqvtuVTpxN+9iGWpBn0pWP4 G9Lfhr8YIB+e3vG3rCfj6FmHilR/81lm1VVaBBp96Fw2/OWcc7Tm71F3/eqwB75G99GhVzT60Ple Pt6/3Vw2Jvo2Wk/2wQBnuPGjw3u8I6zRBw4NgDHp8MxP85IoeU7zX8nfHY92SGrgNpG5H+u89MQO 2R5/pp8GQ/14/8R40OEHPi9NKZ/HzPpIe6cjDYqTAztcPuOriqo/g1VRdpUhAo0e3MSrDr2i0YOb wA6Xjx8dyoCWu6WA6/YSaPSgGTqdyi5jxuvwI5+XzsguOnvUoRhS7uK8dCLs7Xbx6Xo42vU5bing ur0EGj24hv4e35cOlZY3fquu0iLQ6EEzq+iwV69XHYoJNZ9lVl2lRaDRg2bO/K1zC/rS5TNeh1Tn pITcxTnN5ECHywd96fLxo0NFqr/5DKXqKi0CjR7cxKsOW974rbpKi0CjBzdBX7pQLj5/B0x1TkrI XZzTTMMuWmO+tsXjef5S0oHjlgKu20ug0YMrnDx+Z4arXJHqbz7LrLpKi0CjnxPNSeEqLbmuukpZ oNGP4nCM/D17knzdAY1+TiQfNzXi0FGg0Y+COi9/4yFn60HfEX56Mk+MdX8i7tMPxR0l0Oh9MV6H pAZqE7n7SOellBFuUOrq9euTuKMEGr0vPOjwcc9Lu2nkEXRIGSMy95HskLNxDzR6X4yPjxuWwqoo u8oQgUY/J5qTwlVacl11lbJAo/eFVx16RaOfE8nHTY04dBRo9CN50TXssA3t+ryj0Y8iMZ51KANa 7pYCrttLoNHPCeWDM6NuYOc0F486xHnpvDqUGhsLZcxxvZ2Xguuw7nzaITcsUULulgKu20ug0c8J 56RkWIq7aYhAox+Hbx0qLW/8Vl2lRaDRz4nk5KZGHDoKNHpfeNVhxyI4tAg0+jnhbuseaPS+QF/a AuWDM6NuYOc0BeN1SLnitpW53s5pNPo5oYxwld/QCHQYsg45G/dAo/fF+Pi4YYkScrcUcN1eAo1+ TjgnJcNS3E1DBBq9L/zoUOlYBIcWgUY/J5qTwlVacl11lbJAox+HTNYoeNWh7f9dVxki0Ojn5BNj HFdxNw0RaPSjuLylfn9/WO4GSwHX7SXQ6OeE8sGZUVfbWCDnNGt807kTlBGu8hsamUeH5i21VWTM P3N1gYVBqju/pZPNswnuw2mfZPNiAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAH4ZD5Q1I/vJxK9kB 2Vd16QDxFgdWo2whNf805RuYc3wJ2Dd/nb29ennO5r/hCv9H8Vmu6NDdxeLoMF8nu6Y9r3CROVp7 qPBnnPmf0VFcgtMu2q6iQiddk3X3K0WwFHh6EnkNnXVoIR2WvjV+1nWZhs+RZzrMDtB19w+Xk777 fane/lyAPH+/Eh26dE12ju+q+4UqIdfht6w+Y3UoPiLeH0x02qRsolvz/enlmLyJjIrOm7fmByvz TupL3qwO5YDUbGSd7Ul7nN5OL6RV+6r695HZXaJLbH5EcomdxXQU65B2XkfrXb5zC7kO3y4UxU6S i/eRzF3vZJBCHCNn0iYp2eVNlCTtlwdLESwGroRChzwZVWaH5CPIls7R2Xa3VD7q6E5WRrvIZtpG B5CMqyI7gLx2rXvSHtyxUu1EZ9oppgOPW7K45Dm6vEk00v9SBKTDw7tMep3t3Eahw+h8ZDuk5CjV mDPkZFC6aEY+i09Jss9u2rIOi6AbwWIwrzwrMHlsX7qiIlsdso/lrIpsgKOA6JBltItspm10wOWZ wqJDOYC8dq170h4Ujvi3d5yOra+L4QpN3rJoCh1KtWY7t8Hz+0rzYq386U6S4yBbnpNBCXBstJIk 2SebrA6LoBvBYviOmqrUglQXFUR1KD7i/Eyq2L5Ev+AAbWEdiowc2UzbREMcFjvkA8gr62xP2mO7 j1LemYTRwezi51+RvqhCtzuJRsSZDqkXJq3ozm1I7r8jD+mQIpXkLscoljZQZJCFtI9kRZJkn01E dJgHSxEsjq39UK15P7+cDdXfM/tYYMyZhiapiMSwzJidyGh/2swTAZ7Nc2J+b/4gbUEOiA01aD5Q 96Q9orXZUVXKLtSZHqOf07iX/AunKrGT+GQM9bLUtz6feHrBbOcOyNeuqS+V5LY67XmRQYJj5Ezu JEnx8SbJqOReguUIQBfIKKbmepLb6TPzAJDVqW8yWpLMvwADAAAAAAAAAAAAAB6fxBxjviENAJiL 1KyerQMAmInTmkbCVB52Kj/lh9grdgAAd0es7rBl70vlOeXkz1DvRSLjfHymbsZ6T+uj/B+27xsq /e9wGgDC4FJ/VedhzJAK975J2eLis/Q1h+3LLj7vZS2vKQIwO4lpfF3uccyQT7sNW9tpLTZnR8EL F5uHQhoYxSABCI+HMcNUrnp5vFdr45HQwkOhGGWKF3dBkDzOtaGY4WFLJsdXhLSBB0PeZK8K+YLR mioAofE4J6VyC0rPOlNDF4rii5JsTKRz1mwbAGHxQNeGACwVmCEAU3JpeGwIMwRgQk7r1XMUn6sv s8EMAZgQGgxf/qN2qxBmCMCU8Emp++BM3ikFAEwDG13K14XyfneJAEZDma/w9Yvmlf2v6g9UoPkG oDfyW0OxxRIhmKG0cW3l6peAekMTwAyBbwIyQ2rlumaKtk8EJYAZAt8EZYafdM18KgV0zcwugBkC 3wRkhvXTPyUwAcwQ+CYEM5RWPtsNl/4CzTcAvgjCDM3nvIkTr5/UQwQp0HwD4IsQzFCGGh1s1C8B 9YYmgBmC4cjT+9pP8AMyQ2rlumaKtk8EJYAZgsGc/pfdS8DPDZcCzBCMQ6ZMKhGQGX7zjfnmG/W/ fmNM4Q9LADMEo5DpA8uEYIZih7Pd9+wv0HwDMIhLNiFEQRBmOOt9z/4CzTcAQ6ifkmI0HCLQfAPg ixDMUNo4U/i4zauHCUoAMwS+CcoMlwHMEPgGo2FGZwHMEPgmIDOU6y71S0C9oQlghsA3IZjhvPc9 +ws03wD4Iggz5IFmtvue/QWabwCGcFrXP6USghlKG9dWrn4JqDc0AcwQDCc+N33CISAzfH39rGvm cymga2Z2AcwQDCY+m+NhG/KUUNTAdc0UQxARlABmCAYjn71PTYCzdmfNvH76pwQmgBmCwfBoSGZY PTENwQyllc92w6W/QPMNwABoPKx/ZhNm2F+g+QbAFyGYobRxbeXql4B6QxPADIFvAjJDauW6Zoq2 TwQlgBkC3wRlhp1n7M2ZQwAzBL4JyAzrp39KYAKYIfBNCGYorXy2Gy79BZpvAHwRhBnO+qJ2f4Hm G4AByESl1dloQjBDGWp0sFG/BNQbmgBmCIaTUBOqPTYM6xZN4eMWrx4mKAHMEAzmtOauPOx3SpcB zBCMQz75WyIgM/zyxXz5on6+N1L4wxLADMFgTmseCNMQR0OxQ2rhgjR39Qcq0HwD0B++Nqz+viIQ M5z1vmd/geYbAF9gNOwv0HwD4IsQzFDaOFP4uM2rhwlKADMEvgnKDJcBzBD4BqNhRmcBzBD4JiAz lOsu9UtAvaEJYIbANyGY4bz3PfsLNN8ADOK0rj2xCMIMeaCZ7b5nf4HmG4wk2RcvlKTUMk9r9l7e N6m+ZJLWv8e5fA6/+1H9wWEIZihtXFu5+iWg3tAEMEOfHLbcJhNpmKf1Uf4PW5657PC72lPuB4C6 lvL8iD+VFhYA2sZ7zNibM4dAcw1AP9jo+CUaJtx3SqmB65pxrDMwAUZDn1y4QZ7WcvppR8GLMTQg 0lBIA+NhW3378gGozxaMk1KlhwBm6I/UflRFrS0+ZxeDfFUoRpnWP7uyeAI1Q2nls91w6S/QfIOx 2B8axL/eyRUhnbHpZNZ6VcgXjNndmgcHZthfoPkG48guk+zQkJp8Rnm+gyqc1rVZ5h+UEMxQ2ri2 cvVLQL2hCWCGwDcBmSG1cl0zRdsnghLADIFvgjLDzjP25swhgBkC3wRkhvXTPyUwAcwQjIAnhard dgrBDKWVz3bDpb9A8w1Ab/i2cMIPRssEYYazvqjdX6D5BmAIh239WWgIZihDjQ426peAekMTwAzB GMgM3XlKw3untPBxi1cPE5RAcw1AP9Tu+G2h6uPQgEbDpYDREAzmwvdn0tpLCQGZ4TyT/yo9BDBD 4JsQzFDskFq4IM1d/YEKNN8A+CIIM5z1vmd/geYbAF9gNOwv0HwD4IsQzFDaOFP4uM2rhwlKADME vgnKDJcBzBD4BqNhRmcBzBCM4FL8sLIgIDOU6y71S0C9oQlghmAwpx/oZDtlQjDDee979hdovgEY RHzGXDSZf4RA8w3AIC4lKwztnVLXLwH1hiaQLR+eP9P1Ugggv9bs4nPDXHMhjIbaxnvM2JszhwCj IVNobZb7ZDldBaFozU6EFeK377WuuldpwRwCmCEjrWlJaL7DJCAzlMpSvwTUG5oAZshwnXzKK4Yw T+ohAhTADG9gW/lsN1z6CzTfHxuukvmMiugpgBneYIglzCrQfH9stC6Wg+Y7TEIwQ2nj2srVLwH1 hiaAGTJ5nVCt6Jop6ooISQAzvEFRX12rtGAOAcyQcWqlc83lzCCAGd6gqK/OM/bmzCGAGTLmU47j /WRKAV0zcwuC0VpSf1wRlBnWT/+UwAQwQ4brZL4bLkRPQThauwRqhlJts91w6S/QfH9suErmMyqi pwBmeANq2HO+qN1foPn+2HBbn8+oiJ4CmOENslqTJq5+Cag3NAHMkMnrhGpF10xRV0RIApjhDYr6 6lqlBXMIYIaMUyuday5nBkEoWrtIv559SDUjKDNcBjBDxtFaV0somEEQttYCMsN5Jv9Veghghox5 enr6CTsZ5ofqIQIUwAxvYPswauEC+6n3soQp0Hx/bLhK5rvhQvQUwAxvQA17zvue/QWa748Nt/X5 jIroKYAZ3oCaODHb2NZfoPn+2GhdLAfNd5iEYIbSxpnCx21ePUxQApgh49RK55rLmUEAM7yBW19L AGbIOFrragkFMwhC0dppvY+SIGdm07rqXqUFcwhghoye6i0HzffMxGf+vmFtwuCAzFAqS/0SUG9o Apghw3Uy3w0XoqcgEK2l8plRdkqEYIbz3vfsL9B8f2y4rc9nVERPQSBaO63FDGtnpQCA6biIGVZf ZgMATAmNhxgLAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMBE/FJ/EQRAuPxSW+vDgl/kgfB5+FYK MwThAzMEYHZghgDMDswQgNmBGQIwOzBDAGYHZgjA7MAMAZgdmGEvDlt97cG4Hw0/rWszkLsk9Q8b 9+awdVOoJqgp5DsVKZ7WxQx45TjGojEne55x9l99xtxMSnVuC0WlL1X/HfFbZdeBGbZj8tmys7mW L7ZdH/7TaQeqrcvRBqvE5z5meC0Wl2rzqKaQhbNcdomzH/F/yyqtTr3uEa14xm6g3sWmdvpKxUrf +OPtTQXzXdpr8V3PQV9ghu3w5OfcDoopz60Z/pitQMZGbu9iFdRIKJRvUzj8R2IU8dntwxPzRhvs YTYKe5yNpdg7NUf+2kd8ZrsrJ6i4KWQ72XAlTit28kFtSGJTMgEf9udkZVRSzZxzTLETRSbjUh5z sVM15mFQzydzzedVn7wl9ixAzDCvjEpyV2rQCt0y2kOKUhbb8pJwwTS+Bum1HPQHZtiONITPn522 wBVuRK2HLSmDlMw+DrO32Ga5sIA/YBVduCPn6cotKWuS9Ejh09o9zh6c7y37aQrVBIUiBbu1CFfj 1Dh4T95JdqRGm7WeLMn4TB4e7EQkFpbnpjhac2BHQw4UolrMA2kwQ0qJY2UzLEpXTa65Bpk8j46a 8lLm25ySSCllvwbp9Rz0BmbYjjQEGQwbRkPSwV51xHoQb75NsD4+RTz9e36NJtj2K/pjMyyOE6fY W+PKW72bIFOkYLe64XKc9qD8LNJaLm3Ui8ciSR7jeCf76Tsatt3c6NFFhniDTTgTVWMeivR3FruB zFBy9yajYVa6WnJS2loNMkUes4OdUubbnL20yiSCujTbNL7AMMN22AC5HVTNkJHaFx3ZNplrRPVG kJ7IZaOIz9In0+WExWozN8PiOHGKvTUuSaGaIFOkYLc64UqcWRx6pHrymPIkD//AASqlNtDVc5Gb /OjsOFsMDhSiasxDycfCJ9cMqdLknDAvXS05KW2tBpk8j46a8lJWI2QkUtmvQXo9B72BGfbFNUO+ ZjP7v/oTqwBSy+GP8212H7kqoasL1jKbc94ibBtQM6TBMj+OY/k5hXVvu59VcTVBoUghazRZuBqn PYjvOEo7JhE164u0ViZLUs61EomEPVzcIu/50ZoDGUWyhFVUi9kX2a0SMbGidPWCNNWgkOWxOLgo ZbGtKIkUTOJrkF7PQW9ghuAadpx4dIaUMj+n8QXMEFwDZngNuYvlE5ghALMDMwRgdmCGAMwOzBCA 2YEZAjA7MEMAZgdmCMDsPHwr/a288wBAyPxWWysA4MMQRf8PFpIYqaCXh3sAAAAASUVORK5CYIJ= ------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/image005.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAA24AAAFuCAMAAAG5F4vqAAAAAXNSR0IArs4c6QAAAARnQU1BAACx jwv8YQUAAAFZUExURQAAAICAgHl5eQYGBi0tLQAAAAAAAFRUVC4uLgAAAAgICAAAAAAAAC8vL8nJ yTAwMAAAAAAAAAAAAAsLCwAAADIyMn9/fwAAAAAAAICAgKenpwAAAPX19QAAAM/Pz9DQ0AAAABAQ EPf39wAAAAAAAAAAAAAAABEREQAAANLS0gAAAGBgYAAAAAAAAPv7+wAAAAAAAGJiYgAAABcXFwAA AICAgAAAAP///wAAAAAAALOzswAAAAAAAAAAAAAAAAAAAAAAAEFBQQAAAAAAABwcHB0dHYCAgERE RN7e3h4eHgAAAAAAAAAAACAgIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEpKSktLSwAAAAAAAHJy cgAAAExMTAAAAJmZmQAAAAAAAICAgE1NTQAAAAAAAAAAAAAAAMPDwwAAAAAAAFBQUJ2dnQAAAOrq 6ioqKgAAAFFRUXh4eAAAAB3CYMoAAABzdFJOUwDf////nQj//zb/uPn///8r7ln/h///dGH//3z/ Ff//xf//sh2fCv/N/2b/1YH/rxr/if/Sh7//a1j/BNpFhsdz/+LP//+f////nt83/ySm54Asba7v //8hYv8O/5D/PP/H/6uYHvT/4Uz//43//7v//xNibipqAAAACXBIWXMAABcRAAAXEQHKJvM/AAAr aElEQVR4Xu2d/WPjxpnf0XpDnxLtOryNlayz9KZiIsl3zaoXt4VZOneJr220vdzZ6r2E3KvL6V5N sSvKbvP//9DnDcCABCQOCIIA9/sROAPMg3l55sGDASC8RE3jouhZU/xXqTFe5z89j+P3bb4+npVV x9xaXB/3Vlc/VN3Mq+7/uRJMvi0r2jn644l/zzSKH2lUC3uu7pl7xhP/fqvRs085Mvm2UHXLd6cz ueQGqyvD5NtC1dE+0xZYDSqYy6YfbBfKanWP3COe+PepRo++z5HJt4Wq65P5Usq0M/G27LkzyzD5 tjSvHfmdqUCUVWfibams3V0cn9hsAFVtd3NyE1/ZfADN226ffleGidN2MPeqffrSZnKEdaYKN6rO 3Z7bnM/OqiuGqpsH2C4VMH47NiTQdmWYmNeg3yONXPyBpaTU25lWyycaxe7jJCWh+erGvu12jGoH QDg0tl9OZvPxvBeNhrTH+Wc3Pjqb0/yIznKLcDH9vqQ1XXRJc4Pld4voi+Vs4CL3xTSKRuOoF10M 6TxrZBlWmA+jnls4N+9Pz2jRHdGv55a0Gat8jSGv7Y6uowsXLdz0kir4jHwruqZlasRFdBZNz6aj suwHDKu8cEM3jKgXqEvmZ+No7H5Cs7PS3twCKvJyORgO5rNjmu2No+vhJPrZNDpaSEvAvUzoxxfj GkGrtNEox3t8oFw3pdW9TwdSNzZfH6XV7YaV6mTILcLk27JSHcEl21EIH2dolByebMt+q6NtNb3I Jz+LfmvybdGdpC0ITWpHHHB1ttmvY/Jtge12V51/kU9+Fn1q8m2JIjoWzM6AKIV/69qZfFtWtCOK q2NJDaxUZ41Yx+TbslIdwSXvWDtTocW2+7DSocxKddaIdUye4m7j+I3NB7BSHcElH6jtLHUdk1s7 DG6Hza5w8rz42upKdQQXV9qZm1b39r04fmrzPjuqrgytznrsQduVVqfih9HqNA9hqetsJCZ5/Jjm eTmJ+OpfIq65M3n9F1oLXwGVSC7HmXwP1cmFjKZQ7QAIhrbdyE0GLvqHcXTBB2k/nX1JW65cxysm jgb98dHZ7DKKegO7NOiW0ej4i+FFFA2GUTQeRNMRBYXMomt3vBi56OLsG6paJr2OV4aLyJeiIR/+ 66XB6Hp+5KLe1J3Rtj+P3CL6xi3eQSeI3YX4/uWl61E3TqkjfuJG42ha3pfb4P7mwi0uLtlgfTPc 1F38x+is/8PJbmrcMS7iS84Hihuz1+SGvMPA+/eWpTzM2/jOvbyqcLzeNFWU6wysnHPic5ZyQIjl aAAsVI6PDPUAUY4R9fCSJjmsLBW0h3s3Sz0GDcEytoT7ldOfTl21nIwEB6qci+RA01I8uOXaap7r qOUUS/EwRwrAMraEg/e5pZ6PWIoHt1xbzXNd3SxLBnHb1gKwjC3h4DdLw1I8uOXaap7rqHKH7HOO ryjC52y2U5ulYike3HJtNc91U7mjUp9Lb+DgObulgyZ+kKtYYBlbQtOWo5Xe00wN0LRyt/Hb+Hl8 e1v/zV8FvMM+F4xlbAlqubJjS/3pFGw5Wi41aUVbn8RXTzjXhuxws6Tl+pWLTyl8jzJuQreUC4SV 68/LlEtvmOI5u4WKJn5wslhgGQVazufwKBZYxtoQy5Uqpz+dmrYc7Z1klRfyT3b3iS7xrAk+XhWs 0drNUsTc+Mc6+0iXPMEHeQEtrHK/csFYRsGSArCMQqrDlso5/a+ipXjw+klxRKOWS1XZcrM05QAA YLc494voUs8amGzXozcJrFBy5879/IhvRRnMVvJeWvxgkUOLEwL2jrSLlRe58OW/wTHtV+f2D6/l bEbpkygaLWbRNT9xdeyiwWjKd8xER5xjU2gfzjpQ2VzMXJ6FnHGPHueK5Icc3Sw6uqaW8POOc1p5 SYuinHb/chaNpmNKk6XKhDQe7A21OUEz7Ap8g91BQMc1fLMDX4lw10NyBXnElNyOtnjXM8Uno6/I D6YTdgXHr8mixbRH2s403XcB0Azjs864RzhOjgH+A1/zPyx4pyd2Kz9n7CyslrCpbldxfH7egRst CdNsc91OruI38cmTk+e23GJMs6Bt8mn8fvzkI1toMaYZ/K1jkFZ8kHiwdpM33BToZldIA7CMLYG0 0rPxQrttePE1EYioPYhezDumm21oAVjGlmCaYZtMpgPQbaObhHxB+3TT07eDtFtvUD52d1238QHr ZrxjutmgFYBlbAmmGbbJZMI2uXdIq3vO37put4k7Pljd7P+FBbrZhhaAZWwJrJZwoHYToJtO0G3v mGaFum1086svaKFu8j/fA7Wb6ma7cY9w3dpFFNn7rQvsZqsEYBlbAqslFOh2CNuk8I7pZhtaAJax JZhm2CaTqTO68a2RxbodwrXXwx3f7MJygd3q3ybdk/icH/+q/8ucRbBaQiO6xa9fxq8auzvFNGts X3Iav6KwmTs4TLNC3WyzDcAylkJrkFon8ckOPlaxjmnWmN2axDQ7UN3G47LxzTa0ACxjS2C15P7J wxzfjnqiGzdylRq3yXwOj1RwX27hNa9DwVtbfghWSyjQzdQPwDIWUYNuN/Gb+O3J040HftOsE3a7 obHxQ5vfBNOsI7ophV/FLMA064RuoZhmh6qbnAYU6bbdtVcWeBS/eIBIBbvQTd83Xvv4xgKPDexW N6SVPt1YYLdw3XihhA10swSGuqbg4fX7nmovQPRiCnQz9QOwjIIlBWAZGW7z+lsH7n8dwRqmWevs Rn8HqxsVhm1SZt9Ju+nzbwepmz0j9re2YRwQbDe5dwYAAAA4cPRE/DB5N3TjA5eJ914ifQUi435p M1H0G4vXXk+0GVyHfLdM0dL4PUTMSpFpVRnauL6ETNbEQjzd6IBzMop60WB0we+Zm5NoPncT0pdf hRR9wV/huXbTLxw/2TmcRkeOUufLkLcKPYpZt+hozsW46JoqixZDfieSXySteBZF18Pp8Hs86ybX o2i5JPGA23TpJrQSvz7paE5p95DX7ZfRBb96SbpwPqbomI9Cj671FUxU5PVMn8aNhjNqSI9fA5WV 8DCm29mcixlTT1FlpKCSFSlvd7peUn08SxVcU0iLg2OubMGGO6KWHM1llVLyLfslLbqoT2dC8wu3 OKJNaEHLzo0pvXftZnOyXY8qImnkrp0buOizBzaMNdj8UgyVz9XPfhUN80VyG+hv+s3fX8gsf7Dv s/n0mz9yc/iLe9xKWXv6zX0fUeOS7kc/mdRFHtatu0C3bpLXzelOkHZPA5V0WvWs8c7FNLhNrmnH T7vFwfgHJBvKPql3IRdaZjzvosWZ6/Erymh/TH/zxdnwayuhbXi60djTi45pNDwmNQY07FzSWMIH DfxSQ36J41e8Fv14HOK1eC9Mi9lxQsvwdKMhg79USgcC/cUPB276p72f03EArdCn3yVpMKH4bOBI a3dG2ywdJ5DG7voidIRrikw3ZfN3xrX/itmqbqCd9OzTQKBTjPnT1TYPOoQ76+tHbJnC/1WBdqFf SnBHfHRh1Gq3GzqweRvfPLn6KH59x///2/T2QHAv3hcuEur2t/fj0w/j+M3zV/Rr5OtU7wK7t9vV 8/gl2Y0feCBne3N3cyLJYCt2bzd5OMU9pUBuMz7nObAtDewnwQ5Qu/Xp6CG9bgC7dQCxG1+Syy5L wW4dINlP6q3mwkZ2k1v6/JsDdbK8tQjoB8owu029rwhtZrcGsKpAAVWPS6RT4W97A3brJpXt1gBW FSgA/tZNErtN0hstYLcuoHbr+99ghN06gNht4qJx9g9v2K0DqL8NLyaB10tc/qHzZLLH0msRwG73 gOOSbgK7dZPKdmsAqwoUAH/rJmq3MW3d6ZVl2K0DqN08q2E/2QmS/WQP/tYpxG4Td8kPOBqwWweo fFySe+93OskLwGsSwG73UNluHMDf9gbs1k1gt26S2K2XPXYJu3UAs9vn/VC7NYBVBQoQu/WOomC7 cQB/2xvJfhJ26xaVj0sawKoCBVS2Gwfwt70Bu3UT7Ce7idmNX96XAH/rAIm/LfD/gE6R2G0Z+P4S 6VTYbW+I3ZZuMMne83QwdvufcXx+xy9yeErBm+fxaSPfeGyGysclJTeryk2s7bnv9b/EV2/j+M0d v/Pm20N6l0Nlu3HQcn+LrzggW51TRM52SO9OOWi7HTCV7dYAVhUoQO3Wc967TOFvHSDxt2Ho8zgc wG57w+w2SZ827cB+0sQ7xapqLWo3bqnMMK33NxVQDkLnNcyKIrYTaLgNfOh6ehLf3p2+5dcBfmvJ dVH5uISDgs4WYT0C+hWjgvXOLrVCuEDDbWC70fnHy6fx05uT07srV+9Jf2W7ldysKjex7vi+VxJq DkLnNcyKIrYT1GO327v4il/j+C2bb/sifeBvxLpAwxYDuxHrAg1bTGI37+sapsz9iGIFnS3CegT0 K0YF651daoVwgYYtxuy2gN1yAg1bTGW7NYBVtYYK9mI3bhRPj3hOp8eWtLngg3sF9NsAsxt/pChh M7txQPpa5cmUdcT2AvoVo4L1zi61QrhAw3W4V3lqi918TJn7kdILOluE9QjoV4wK1ju71ArhAg3X SXr4E1rBpheWtLng4/sFVtX9VLZbA1hVa6hgP3YjAU/wt3IB/YpRwXpnl1ohXKDhOu7xixc8/eHF 48c2vbGkugRlVeeB3Yh1gYbrJJ7Rkv3kcjQLvQ+vAayqNVSwH7uRgKd27Ccn7mzcofdgqGC9s0ut EC7QcJ2kh9vhbz22233fvAYtxb/PHAAAAAAAAAAUnCh0E9itm4TYbajXzMZznipiZewDr9Gr7Z9k r+cRamhlroi+xR7Vu1AosptcViPB8CgaFyiweY3eVe2EBu3m+Pok68d19lYVzbXNe/2ccG8rC7Qq IFeE97nShF3YjW8TFQFfJ6M6e3PZYLgpU8c1SqW8Bi3atuSuWfmFdJFz17MRZSQNaZJlXoVWpjJI Mj2izL1LzTD0nmGoFcf3vXIjpQsXI2p00hqdFc3EaDTZQlkrTS1urNiNNOKiTTmanUcTTldtKMk6 i6CSF9GC1uMFFknZ2oUbbQJFaGF5qAqpZSk6LUnX6+FlNGNtuIlqN9q19GRRRI61oSy8YY3dWe/I s5ssi7q0gpSxHNEsFS0ZvmQ9dkGihnTh8IIbnbRGZ0Uz0vE4VbO8laYWN1ZW0fUslWfNbryCSK2z iMUR5af6P6d5EdG05K1IFioiJW/H2HvIDjREDXYDewB26yawWzeB3bpJkd2SA7HehSVkyCE1Hxkr fJy1Ch2Fgp1TaDe5j0XtNo+WA17pOBqeydEtH/Beji8ojQR07jbi42WL3BmdHdDK7oytx0Uvop7O yjkLL3H5fKYkxdmKvVH0NQvAxhTajW/WNLvNHAVit76dlfBZqpiHUskQJCa7aZSc7rDkjM7qoujX dPYis2I3XqJEOm+w4mzFMZ9DgRCo5+6Frw/YbG3ARtvzkN1AO4HdAKiJhf9+LtAVhhfRko7zQMcY usFy5R+CoAv0nfdPVXlhDmg3YqnZxYTPmg17uAi0GLVb/zoaZgcmsFv7UbtNj6N+dgtArXbjC89x /B6/Gu7pzUdxfGPpYCvUbnnqtBu/Ufx38e2T+Ork6uTl0/jlE00H27FruxFkqlfP45cfyvsz31oi 2I4G7HabvD/ztYvfj8/55adgWxqw2+9i+cYJe9pN/e/PfEfZvd14RLvi9wzr7HuwWx3s3m6vObiR twuzy9X9nuF3lAb2k2AHwG7dBHbrJmq3id5OZ8Bu7UfttiSz4bpyl1C7/SaKpnyfqgK7tZ90fPNu +9nIbrxn3TF/blWBdRK78ZN4CRvajZ8R5slWf5Qs1yagHyghsdvQe4sh7NZ+Ert5tym0Zj8Ju5WT jm8eG9pNnWJ7tyoV0A+UALt1ky3stnusKrAO/K2bwG7dBPvJbgJ/6yawWzfZwm7y6V2aKnwpeDMB 7FZOajfvw30b2k2dYnu3KhXQD5Rgdlv6jy3Cbu1H7TbJPbwNu7Uftdti7r+YEnZrP2q3/mXwc1Sw 215Ruw3n0TL7Tw7s1n7UbmN31g+8v8S5R490+vSR8P1kuTYB7FaO2i3PhnZTp9jerUoF9AMlwG7d ZAu77R6rCqwDf+smsFs3wX6ym8Dfugns1k2wn+wmZreh816stqHd1Cm2d6tSAf1ACWY32rgD3/ME u+0VtdvMf40h9pMdQO3Wp07i9/UrG9pNnWJ7tyoV0A+UkB6XLDC+dYnUblHg8926J9stVhVYJ9lP RlOZETa0mzrF9m5VKqAfKCHztwzYrf1sYbfim1W9Cfe97g74WzeB3boJ7NZNYLduArt1E9itm2xh t+SWVdz3ugdSu3kfat7QbuoU27tVqYB+oITEbtPw9+EVd7Y3wW67w+zW+9MWvscQdivH7HbpP7n4 zLrtAYqdxJu29jdQitrt89wTpxv6W3Fne9PWdtMlUIDajS0Y/Nzi7rGqwDrJcQn8rVskdvOB3drP FnbbPVYVWAf+1k1gt26C/WQ3gb91E9itm2A/2U3gb93E7LZ0lzrDwG7tR+32L9HUBb/nqfhmVW/C fa+7I9lP9nB9slOk+0n8/61TpMclod/JhL/tldRu0wN83+uNe4/CK/ckjl9LYfzh98NA7ebm0Vcy IxyK3U7JZk/j05P49u707csP4/hbExwAqb95HIrdmKfxm+fx6durk5dP41tLOwS2sFvxzare1IL7 Xq/u4vM4Jps9vTk5vbtyd5beeQ7c307i+BXtMGkfyfPvcbGHwWHb7S/od3sXX31E8bfsdtsX2RK2 sNvusaoqo2Wol/Hgdk6WOxAO/bjkUIHduslB7ycPGPhbNzG7LbzXqsFuHUDt9i/RMPz/b7vHqgLr JPvJcbjd1Cm2d6tSAf1ACYndJt6LQ/H/t/aT2K1vMWO9dz+Wf6dYVauYdKdYVa3F7PaXUfQPOkds aDd1il36my6toekaZjmI+gSashVSxDn/A9CdUFDzPyPUbjPawrrzXmxN1zDLQdQn0JSt4CJe8T+S Xsm/kmr+T0Syn/QxBe5Hdye7xapapayzaxRoylZQEfy/2lfxefzmjv8xUStb2E2aRlOmb5pUj4B+ hWi6hlkOoj6BpmwFFXH1Niabvb5z8bfxeb2XtGG3NPQFmrIVVMQp2e3Vc5q/jW+f3PA/k2pjC7sV 36zqTbu675VkhIZZDqI+QT12o8GN/93Og9ubu5tad5XwtzT0BZqyFVyEeRlZ7OqEBrkagd3S0Bdo SouB3dLQF2hKi4Hd0tAXaEqLgd3S0BdoSotJ7DbN/h0AuyUpLUbtNnHev3E2tVvxzaretKv7XklG aJjlIOoTdMRuUa+C3WSrpCnbTtOkegT0K0TTNcxyEPUJNKXFFNrNLg8+gGhHU76zvWlbQSmykoZ+ Z1tSHQKrqL1s4W+7x6paJdgK4QJNKYAaRdNjkmfTI0utJPhgTUDxw5jd/NsUsJ9MUgqgvqbghXW6 Tp9wkk7hgo+LBA9jdpt4/36D3ZKUArR7W+NvOUyB+5Ed2Y6xqlYx6U6xqtbQzu603ZLKsu00TapH QL9CNF3DLAdRn0BTCqC+pqA1+8kcpsD9UCVWdaZvmlSPgH6FaLqGWQ6iPoGmFKDd22l/2z1W1Sqa riHslrGh3ZLKMn3TpHoE9CtE0zXMchD1CTSlAOprCrCfvE9Av0I0XcMsB1GfQFMKcI9fPH784s3j Fy+y6Q+cpFMdgtK6fTq5n2wAq2oNktCE/eR9AvoVoukaZjmI+gSaUgD1NQXYT94noF8hmq5hloOo T6ApBVDvUtAauzn6SzEF7kd3J7vFqlpF0zVs3G7SvW3ZTy4vomH24tAN7ZZUlumbJtUjoF8hmq5h loOoT6ApBVBfU9AWf+uT3bIHqUyB+6FKrOpM3zSpHgH9CtF0DbMcRH0CTSmAepeC1tjtMhpm36PS nRRoM38rllqQv2XvnwRdYUZ28x7MB11h6v//DQAAAAAAAAAAAAAAAAAAALQA734g0CFgt24Cu3WT XdhtbPeGDQc8VSMpYx94jV5tv/8eaqKGVuaKmHifUU8o7sJt7PYjubWIZvrRrEiBohqHx1FB6sTi jCbtJmr8Qut0a/Xm2hZkt3WtCtiD3eRmPypgfBxFX1qaT3GNRay3olG78R2JrAfXucg+0Kvk2raw 2Li/lRv1ba6IXqN2i/pSyoK9rh/1z2ibHQ6mIwpmbtA7ixYDWWQRtdJx6+T9DZPB7GLovpuN/s5F Q/e9Y16mZFlZVoyOx+6nZ0mGUVSgVR3k7DY5pkYnraFZaptqxr06zhbKWqlqcWMpJ8vH7svpkabS eoP+/9Y+pxUkNwVSFLHgu8a/iNyZNIXW4rJJqgt51hICcPyqVClg6a5lW1n8nhtA9ZDwmmrkKZrx FuyuJ3rL2NTxRtvjVRa8l1V9pSGyzFBebetxNBvR6pKB+2w3yPteqXRpd4+2oUHaGpkVzUgRasYi XShpJaVzRmks/0hd0V+Lo/WWA9nZqjYkTTqLNwuaerSarE8iLZu7kBfyrCUEkPoblezOZqTQ8sdc JzVleUStVbvxXpQXtfnHVCNn4dujZbDw7GaDh+TN9YhlcE342/TC7CatkVnRjFyGEsnZbKG0laYG NVZEid0kNbObrMDSpLNk++5d2tYtIi2AmiALedYSAqBNgzeiiPdftLHR3II3o5FoQ61Qu1Er/4wX RUSpLlpSA7mhw4voc1pM7SbLPEdraY/QLPeIZBhLb+6CRA+225j2Umo3aY3O0kT6RYujRE3OVNxK knBGaaysIoGlenbjFUSadBb52zF1BdXfo61CRDrRaCMLedYSqjCQ9+mNWfeJu6BdwtHUfeP+6FzP HU+pS6558YxFdLzGN7XrroBWpD3sJWVe0mokpGVCVl640cyNSHc34+GS90lL/6VGO4Da77gV0mht Dc1Gy2PVjHBucZYslLSSoYzSWMrJ6joesFQ5x50ihcsKLKUipChaY+Z+dUFVSiHST1w27Th1IY82 qBlwL3t9NGk33e5AHTRpN1AfsFs3gd26CezWTWC3bgK7dRPYrZvUYbepXU7w6MulvjR5V1cW3122 sRtfFxKTLdZOqPlSH6XLPMEX0dfQi0KgElvZLfl/ANut76KxG/XcUTQk72K7Dd1CL+aN3Q/4ynNy me4smo76l2T1y9m1G/T4ah2v/HXEs0MXLY5liS+5s59yccmKY/cTXhnUZrflIJrz5e7p0fiCCiW7 yYXv4dnsmgSTy2ipdUk0vSARCfjfpKNoOSKHHEVf6yytdCxLtJ+9jBYDKS5ZcRH1uGIgfVkV2knG yX5yeRTJv6GmR9Hs0v47If/1kH+80X7yK80jkfzbg+12HU3sWjO5q86y3ewf6FTWdCTFJSvm3pf/ TrOV3fglpWY3MuKZ2o18K7Mbu9WM/4/L68x01Zlvt554UjSOesc6y3bjJVqX7abFJSv+mv8HBoht 7PZX3nHJkueob3/m/vu8535OdpuR6Y77g8XlD91g6o4m+v93icRuk8vPyBzkWlwC7Q3nOrs4W7p/ z0tktwtyvQkXl6w4PPM/ePYus43dfNiX6j5A5NtpQDF12Y3KYdPVCuxWTl12A80Cu3UT2K2bwG4A ALAJk74bcYBL9ADsmt7CHdMp7tTNcREJgF0z48vDP+3jXgIAGoDGN4KHuFX4QUwAwNaYR7Gz0Vkb DXEF/vbMvtEEANiCzN0mfbkndVl07tZedzt9xSOyc0/vaOHq3L33RJJfO3ciM3F8+9ZmANg3mbvZ yduF3JK6Qnvd7V+Le718n6LTV+xht+R4p6/exi/ffPicFk+/ZT8EoBX47lZO2w8mb8nREv8iV7s6 P6FFHvBYAEBbOAh3u/odOdrVuRw1ipu9fnp3Q0eTPLTRAaYcaAKwfw7B3eRQUoY1iWSQY3hou6WT uRv3kaUAsFcOwd3siJHP2niQM9+SszYZ63igA6AFHIC7Xf2FzeRGMvNBOo3TszgA9s9hXCoBoBPA 3QBoDLgbAI0BdwOgMTx3448xMLhnEoDdkLnbeChvJ5v0Cx4vhbsBUAOrB5O9RdHzbnA3AGpg1d2W hc9yP3tmB5oAgOqsuNus6OHSOkc3foOvzjyyReKZJWnYAYHGAASSd7fCEzcC7pYXaAxAIDl3Gw9L XlQCd8sLNAYgkNVzt2LgbnmBxgAEAnerItAYgECad7c/cX/CuO9LKAufWpKGHRDA3UAlMLpVEWgM QCBwtyoCjQEIpHl3OwxMHQBCwOhWRaAxAIHA3aoINAYgEBxMVsPUASCEvLvxe5TlMZwVMLrlBRoD EIjvbtPCr98wcLe8QGMAAvHcbckHSbsf3Q4DUweAEDJ3m/T5cxy9RfEXcGwrq4G9DUkc1iQAoBKr 7jYe7vZdJbTBBm3YHLZPoDEAgXgHk3LqRu5W8BAODiZXMXUACMG/VCLv4ip84g2jW16gMQCB5Nyt FLhbXqAxAIE0726HgakDQAgY3aoINAYgELhbFYHGAATSvLs9c88Y96mEsvBbS9KwAwK4G6gERrcq Ao0BCATuVkWgMQCBwN2qCDQGIBC4WxWBxgAE4rsbP+1G7Pgmrr35CIc1CTQGIBDP3Xr/tujjNwLc LS/QGIBAMncbD2VsK3zCtE53e+QeMe77EsrCp5akYQcEcDdQify5m7jcxZktZfB/nOpib0MShzUJ AKjE2qWSSR/Puz0o0BiAQDJ36y3kvQn2ie48dbrbYWDqABCCN7rphcnC7ylidMsLNAYgkLWDyULg bnmBxgAE0ry7HQamDgAhYHSrItAYgEDgblUEGgMQCA4mq2HqABACRrcqAo0BCATuVkWgMQCB4GCy GqYOACFgdKsi0BiAQFbdbVn4GmW4W16gMQCB5N1t0i9+azkOJlcxdQAIIeduyxH5G0a3hwUaAxCI 526T7854eIO7PSzQGIBAMnezN5UUPs9dp7vt7V2sHNYkgLuBSqxcKsHoJuFDAo0BCATuVkWgMQCB rLhbCXC3vEBjAAKBu1URaAxAIHC3KgKNAQgE7lZFoDEAgTTvbnt7FyuHNQngbqASGN2qCDQGIBC4 WxWBxgAE0ry7HQamDgAhYHSrItAYgEA8d+stZL+Nu0oeFmgMQCAro9t46OYFX3nDweQqpg4AIeTd rbco/LwbRrcVgcYABLLqbrQlFXyUA+6WF2gMQCCrl0roaLLwc4q2+tbwgdghYOoAEELmbjO9SDLd 9bnb3oYkDmsSaLxPbt/G8ekr9xHP37z3JL4659nXT+9uNC2+oRVA28jcTb/NXTC0EXC3vEDjvfPy DTlafMsB+duJ/F6+eXpHkvc5DbSN1YPJYnAwuYqps19evpEx7sPnMv/h89NXbyXG0NZWmne3vQ1J HNYk0HjvvObjxqtz8S0d1V47RwMcDW000InjgVYBd6si0HjP3JxIZF7FI5vCQ5s43w25HmgVOJis hqmzP27Uyf7vczljozM4HtwIO2vjE7rkqgloDRjdqgg03iO36vROrpKQXzlzNrliKVydp2mgNcDd qgg0BiCQ5t1tb+9i5bAmAdwNVAKjWxWBxgAEAnerItAYgEA8d+OvTREjW/SBu+UFGgMQSOZuk/9D QW9R9EUOuNuKQGMAAlk5mCR3K3j+Bu62ItAYgEBW3G2Jx0s5fEigcQCU4yAwdUBFcu7WWxSduBF1 utve3sXKYU2CCu7GGRUtSrE6lNYL4G7b4rvbVPdgeJr7QYHGAfgZtCjF6lBaLwhWu35uqO/tTtAu PuaXuVvy9VI8XvqwQOMA/AxalGJ1KK0XBKu9C5Ibrzv5mN/KuVsJdbrbYWDqbArcrTbM3br5mF/z 7ra3IYnDmgQaB+Bn0KIUq0NpvSBY7V1g7tbNx/zgblUEGgfgZ9CiFKtDab0gWO1dYO7Wzcf8cDBZ DVNnUyxX5zF19kniTZ18zA+jWxWBxgH4GbQoxepQWi8IVrt+rs7Z69XhOviYH9ytikDjAPwMWpRi dSitFwSrDVbAwWQ1TJ1NgbsBBqNbFYHGAfgZtCjF6lBaLwhWG6wAd6si0DgAP4MWpVgdSusFwWqD FXx34w9yFN1TgoPJdUydTbFcncfUARXJjW7kb7t3t70NSRzWJNA4AD+DFqVYHUrrBcFqgxXgblUE GgfgZ9CiFKtDab0gWG2wQvPudhiYOpvyjrqbdVbnMXW2J+duJZ8Kxui2KtA4AD+DFqVYHUrrBZXU 1s6i8EUcf5Iu+GETgo+3ElBQD3C3KgKNA/AzaFGK1aG0XlBJ7XT7hbtRz2buljzwVvBEd53utrd3 sXJYkyDYAJpR0aIUq0NpvaCC2snGS+FjJ57rJzUn+GALgSzWQ250KwWjW16gcQB+Bi1KsTqU1gsq qa2dRSFGN+pZuFsFgcYB+Bm0KMXqUFovqKR2uv3C3ahn4W4VBBoH4GfQohSrQ2m9oILakkVDHExS z8LdKgg0DsDPoEUpVofSekEltbWzKMToRj0Ld6sg0DgAP4MWpVgdSusFldROt1+4G/Us3K2CQOMA /AxalGJ1KK0XVFBbsmiIg0nq2cbdbW/vYuWwJkGwATSjokUpVofSekEltT/55BPKSuEfHj36p3TB D5sQ/I8tBJ12t70NSRzWJNA4AD+DFqVYHUrrBZXU1s6iEAeT1LO+u/FrlAtfWw53yws0DsDPoEUp VofSekEFtSWLhjiYpJ7N3G3mLs6i3mLXH5w6DEydTfEziBWNfTpPuKCC2pJFQ7gb9Wzqbr0Fu9t4 yOEqGN3yAo0D8DNoUYrVobReUElt7SwKcTBJPZu626TvLuUu5YLhDe6WF2gcgJ9Bi1KsDqX1ggpq SxYNMbpRz667W8FDAf/L7lHdnv8sze88/8bU2RSo3WVC1b6Hf2UeFUVLO5gkpwMA7JilG0Wzwo8F AwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADg0Plre0gIALDGX5ub1IWzGACwRt3uAXcDoBS4 GwCNAXcDoDFa4269hXMXZ78s/Foxv7PIf2XRpC9vMMonNoFVfOiMh3Zmn7yXrbinH+j/qbv3xTft 6MvyVjzQ/IQwNfbkbmZNQRKW0ubZhi3f1NFmo2jpNn3/ynKD9Zr38EYwSwiSkOhZ/OLRPKX91lvc u71u05eb2GozylvxQPMTgtTYm7vxe/c4TNxNzWqjG/mI7lp0zOOYdZK9LqeripLIazCXmTTN5SVl RSrJKlM3ov0TCfiV7RTP3PWMd1dpEUxWDFX872hhxHLe86fZibQGXv0nX0taR9CXKqpJJCHbhqba G7y42jeSav222sHcBz+w7TUnCexLJanRetbqTItKGpZbl8ujeW1irnq2TZpXNc1apfCyNj8tjklW 4zhpd3EBJbTF3XhQTnpMR7qpuxwPWQFeFJ3GQ9JbXhaWqEhh7894FVI+lfq5kgxpkRQyS/4YAuea cl9O+pQu61EofZvKmawYrXIm6VPdRJLsWQ29BYl7h+JutE1x3/Liat8kqdwxKx0si9IvK5LAvlSS GtOelQKyoqxhQmY5SSU3oNlJnyskkhKyvNIKr1VC1vyyDSFrd2EBZezN3TIsSSyrfSPdPB4e/9jU tE5hJS+zPkoSKR/pmkm1JxRLyorUc5HJVxpbt8lhQ9KNHGZyJalXq/Q2kTS7XwPvObImdAGzhCAJ SdeyNZJNaq1vvNSVDtY1pVtXu55kIX3JZDUmPasFpEXZIuNZTos2z0lWSG2T5DVN01YxOidNKdsQ snYXFVDK3txNd6Xp7vQvRS1xnElf2k9q/F7ndGGgZvD6yBSlgwZeJZVa/oIky2D1kIjfrEmZ19wt kzNZvVpC8SaS1jD+NSclW1cnKB/daBeY9vdq33ipKx1M256sSeGKJLAvOUtWY9qzVmdSlJYneJbT ovPulpSQ5ZVavFYxWfNLN4Ss3UUFlLInd/sr25USfyMJS9FwKRupHL9ES1J0JmvQjOk0H5Ds8uc/ VEtIqLPR7DqTprmypKxIhXdycg0ltTH32PizpMtSuS4kxWhtYoPlz7iKLHtWgxxYTKVVXWHNHEmv 2nmLLq72jaZqv610sJxK0TkT2TMvCexLJakx7Vmp0ze4WYrILKep2XEhk5SQ5ZVWeK0SsuaXbQhZ u/+5qIAy9uRuu8Z2RwC0igN1NzklBqBlHKi7AdBG4G4ANAbcDYDGgLsB0BhwNwAaA+4GQGPA3QBo jE65m93rwKT3CWQUJAHQKvbkbj/iW2OUX0iC3Zx2PzW52+Q3NgNAs+zJ3cTR5I5Yuyc21N3k3ro8 BUmFbHAnKQA7YW/upr6W3oJu7sa3bvNdoZd2nz/fsyxOJovqbuxW4yGtkgnSJCrhC77NPPHdZImf /vvpd3IX7N+xu/Hyl9+bHh/lV+enm5ZUSpaaNSOREb2FO/7xdbRkv00asV6ilwEAYW/uJr62Orqp P8kmnj3hwEyzW9B1EEuGMhF4SeQJgg5g3lJ2v7mObhrmVyeX4UrXsnEzEpmi7UoeO9TWrZSYzwAA 0S53E3/QWc/deGyRbVncLdmqyXESgZc06fvbuLdU7G751Yklj6yr2VLvkvGT0QTZL6StWy/RywAA sU93MyTB3G2Wbp668fL4kW3LNrrxps6OkwqyJB6gqKDe5+wNuaVid1tZ/UsaW2nFXDZejZqRyGRF dbfsifksyErMZwCA2JO7rUKHY/biBPFAnuWHREdT3oRJOP9m4S7+yMdpJvkVu2ci0OdQJYldKjk2 ZJIledcMr0UOu3THR1zh2urjz2g1Ppz1UpNmZDJmevzfkrfCJY34+5US8xkAIFribsbkO95eo+j3 Otq0Fz2YBCCMdrmbjW5tP+Hh8QtnZSCclrkbAIcM3A2AxqjbPf6RDwYBAEX8o7kJAKAJouj/AzaP LkDITscPAAAAAElFTkSuQmCC ------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/image006.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAA1wAAAFeCAMAAAHRa95CAAAAAXNSR0IArs4c6QAAAARnQU1BAACx jwv8YQUAAAFQUExURQAAAAYGBi0tLQAAAAAAAFRUVAAAAAgICAAAAAAAAC8vL8nJyQAAAAAAAAAA AAAAAAsLCwAAADIyMn9/fwAAAAAAAICAgKenpwAAAPX19QAAAM/PzwAAANDQ0AAAAPf39wAAAAAA AAAAABEREQAAAAAAANLS0gAAAGBgYAAAAAAAAPv7+wAAAAAAAGJiYgAAABcXF9jY2ICAgP///wAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAABwcHAAAAEFBQQAAAAAAAAAAAB0dHYCAgN7e3h4eHgAAAAAA AAAAAAAAABoaGgAAAAAAAAAAAAAAAAAAAJaWlgAAAAAAAEpKSgAAAJeXlwAAAEtLSwAAAAAAAHJy cgAAAAAAAJmZmQAAAAAAAE1NTQAAAAAAAAAAAMPDwwAAAFBQUJ2dnQAAAOrq6ioqKnd3dwAAAFFR UXh4eAAAAM48PKcAAABwdFJOUwD//50I/zb/uPn//5Ir7ln/h///dGH//3z/Ff+E/8X/sh2f/wrN /2b/1YH/rxr/if//h/9rWJkE2kWGx/dz/+LPOv+f//+e38w38SSm54Bt/67v/0f/iP8hYv8OkP88 //+YHvT/4f//jf///7v//xMxxfGNAAAACXBIWXMAABcRAAAXEQHKJvM/AAA45UlEQVR4Xu2d7WPj yJHesTItWzMxs1nZsxk6OtEZSfZ56GQ3NMP4kjvfXTTnODkrvtvYS042hBINZzSOz/n/v6Weqmp0 AwQgggRAgqyfoGZ3V78XCgCbDSBql2EUvWgHqW/cDsdT2f+l/0vx1k+2svHL8fhevbWzUlmTUE2j NiubaGWx/L9QbwPwKGplIRxTN2Fl8t9Sz+Q/U9nn8Xv1gffjV+/eqb86YWUhHEO8fjP+qF7hcvyp +qoTVib/uxzGOqGa4sLK0nVSCMMbn/DHJoQ9C8kL11qZ/Bf2TKqKxzf40KhqbF3ZJ9lEb9WjvNJP EFZGJ276/yv+oDCHHJBzVavD+EE/C/lcP1sfxrt9rIxCXJ0bRuyjCI/P+dOlpo9nSSCBwzyKWlmI xLDroNAalWmcRCAFbTeaI6xM/tceRv5AWS8kIZXpBT6BD29VGSqC1/XsRD7H4wtJ4EAiDleojEJc XTKM2FCh6xlvCnzxC0gVRIaVnZyc0P8X/EFhDjkQvrk5wf9X+EB6bGFlX51QGvLcfMm9H5P/Bg4S rlQm/40Po2GsA10gTOmLKH3EMfkm8WkcXcNIVL4K7WDxkMSj6+gB4cFwGsXLKR1wi/MolKD/vYdo MIsGy+v+9ya9OBpR3NVA5auQlMofoXGP+NIQPUyjeRyfjuLJY7SIriXV7omjyRW6T8OwJkg9pH90 CvAYIFIoHhJOxZWtDw4Kw+huQZWdTqOHBZV+R8OHr0bxVYRg/+GUU+6aOJqxm8aF/8vqwExjlrph pH2xbOhCuNB4EfXoY8S9X3DUMuqzcBhTUfTdkUIK7/oyjGAyjYeDq0W06J8tcLkxg7MOWww1Grt7 /oL+9UK0abg+PsM1z7HU9QZzSQ2RrevT8cfNJwKeIFtXk7RaF45D8NAFHV2B4rIOl3eIqZ2kXzjp e1hWN76uNvuVV1f8PP0d/M0n6tkIX1cKlgnn+smQ8YWyavi6dj2G9VK8z9M/vi4B+vJD0Mg+g0zl 1fH9SpGNkBS11fVUvxB9ITUhuAHb1ZV4FFhIOKdLnPu5JV/XixdfyNQU/XPZMmcFvuAyqYrsGMbv X34ITwvv3nymPuXyzfi5ers0htVYvy5UEY6hTgrgE0GBDjI+kMXXlQIRG9QlQRdgCTaN8nVVHkNf FKfnGPZpiD4lwoU3r8uXFIQlB4c9Lrh+XSgytc9zJdiScAK80EQc/zDRSVjXycl3ZEqK/jmtzFWB 7yCMaamvT3SSinOk6+LZqd/yBBWLdXZKJqgY+srT3hjypIFhlBLHj4N4MOL5oeVDHI168byHGYtC xvFZFM3jKO5FE1jRHeU+i66+G8+otIeSCS3UdbocUE6q5vFhSdYQR/3FMqICCoh/dRaNokE06NNX /kGf6sIsxN2cPq6prokm2zHoMzWldNTSxPHZlXo9a+WPb6LHUf+B50HWg+qSxNcRxrGP2bCH/mzY m9DRaNGn8Swc/lahUQxnlDBnl0OYJF4dwwTMbhURn0QDnpqb4WJ4PuJ52dHoNJpRpZidJUanSyRR ZAwp8WkU9Wn351+9SGHY2Skri9YHZ4E14bqeolLlHUJ2AT2fHQjcJUYjDgTtFKERB4J2itCIA0E7 RWhEmpi+kX78iFnFjqGdIjTiQKAO/VLOGxpxIHCXGI2gfY+/wsj3I/ctR7ws6AbaKUIjqPXcfOvX XqKdIjSCWl+MpugA2ilCI9AvuOvo6/5yfP/mvvhnpdfjl68vX2ugXbRThEZQ67n5a/SLEnJMuB4w hOTvPtIJ8Da9+LUVqEMLuejXCG4OcQD2JV9ZNYJaz8u/ZM7NzbWJV/sVCgK+k8hvbk4wG3fyNX3S 9pWEdHauHbhLjEagX3DL9BUIAk68XKf7Lni6D0sSEZJyW0I7RWgEt4rYol8sRoeeiZf06HraGtop QiOo9mKeSqBybPvYL7ht7IfxGL8qfUz9+Brybnw/fn/+acmC6dfjN69yb7rRThEawa0i2ukX/3h2 W3Q7kDszlpwCn38+Ph+fr55ItFOERnCriAOwLznOq4msgTYxp19KYb/ag7vEaOtQO9wG90MOscRt +N1XNpHjxyaXLPRywIdddLKRo2inCI0gMUu36Nezi4tnF89ou6dP2r6WEHlFTsOZadM5wlIv5Bdf ji8ueOU1HVIoE21kgpmF2CGS+CKQa6cIjaDMxbgUvBX2i8VoaIF9oSCU5bdMv/TTSfVDIhhJHW68 Pp0+HdopQiM4E2H7oWP9fiGSo9yW0Zfe90BbUofshC5FFhFRERpupl8sRkOL9kPZJJa3rL6CQAil 1E+9j4M2/a1cETlBHcIPc4QuQXlBOQp5KkHT8jULINAjwzDaB3cUzORHV/+TdK3LWKYxfjN2F3Mr v3tT3clNCJqIf0fevA10cI6i3iRaRINFTO7oN4jEHTwP+L1/slxEpxS4O4UM3njt3/UT6HiN34nj O/x6jdtN+CaLySNXRO2/Q91T/S35rkexZ/NZNCT5A+4CKfihvTv438hZocGluuGI4xvcs3N1HeP2 LtrzrqrvZ09BFwtYxHGF/ZCLH2EfJKuaU8TDkExg+ONHkoweyc9qmlzLHUBxBCl5rkZy95lxoNAl NbmDaUzqJieafpd3BKzqOh2Rs7xazuMhfLxbRMMlucNvomgexQ+Po36MMBYKxdFkhFIgy0BXrXw8 jIZz/t4ej3rXEZU8/OYMFfSu6RBIR71BjBaQD7VFcyyEQiZZYlYVuoTER3/5vUGfnCie47C+iGe9 H12fkRNfD6PpQ8wR+BmXjryT62s6r1zhmE9mMpxi3dGAZJMlSoEsQxz/Cv0ajKgoLJkbxH2qI767 fohpdO6oOywbPKAZ8dVD3IuuYOqUlmrFGqXihXZG9+j59WmHRfpr5WHg+6VfoA8D/33Z+tUFrF/d wvrVLZ7q16vx+NM395mnqnWAJ/p1//52fP82/kPRipq95Sl9fYDKLkt+2t5T7LjRLbhfB3p9KI9S OUB98Vf0sF/sD35dS37j6wzUL0zLHGK/lMPvl/yimYcm6ADHpC/bD/eXbfT14XL87rb0Uh8PiP00 eUpsm2y5H342fln2aKv3b8afvf8s80yTVthqPzznZazvC2944GWs43e7uOFhG33F8fPxp/gmU3Az 34f4E8mTzdgCW+6Hewv6dbDXUYd53av4fqVvSZE7T8Qrco4S0jexOHnqlpTwXpX2Rob3Q94R19eX +yQSQZg7pr9wyaF4sRYxyNkwmxw33CeR3y/qgF8i6rona0fbIq9ferLKYU05/R2kvujP9sNmsP1Q vYT7JLbW1ytcZRbeB3U+vn2O3EWQSC/Vsuy4X4W3bwnn45eXtyWXzcX3j+X1Sx97GLvNPReRX95B +MXciUAflKhy+ltzP7wcvyH3edFXNGrwJbnZ944k4CkaL8cfUk9gFHa9Hxbdlia8x6tUPoxfFT39 o/i+uF33qyka6Rf97cPxUJ47VmO/qAP7oC/tl56D1kDzEpl+OXmhvlqjEX3RX/l+iEh3a5Rsmi6Q 8116KZLDuUtWwk6OG+zzt0Zhc0lVLo5s2Xvc8JEE/SYfjrx+qSpzULl8gIb05WM8QRAtoU1uPUxt CY3oK3WraHgPaVBCab/CW0VT95AKnEziaMvF9kOgcvkAx7UfUhXl5y9ElPaLoX0Msav3kHIyiWNv Dse0H27dL/or3Q85oqRfIUmSADEKD11SSPYfaoKG+kVV7ON+2Pi8KPekRF+8592Mv7zBA7dPvqIG 4YnbN78VATKQJ8lLfmzy4Tjo/bDi/Lz7JPL7RVXswX6odyryF3lGRyGHbeVbF7CeHKBL/sVXhmEY htFBZMVD51npRjpiidcOSJQX1HsOp0uE5FEYq83BdVBye7De0ouHIDz1UtSVgnwEKrxGBL+idvpd dHIaD6OzKcLz/nQSRz15+Qa50x/oIuEq0KUdudlbv+fLaDSN53HvesH3dlO/5mhHjLu7SR7TyPbQ mpIKV0Q+gq4oubS7IQbqTpaiL2i4qF/8ZtYJ1fYww1My6Ppyhgd1VEX7RTlpZCj7XQ/PDKFQHyE8 2AN1Q1/xbyjAT184HUWnp9QGqK/4JaUl/YK+Ro+433vW+xHfbX6Hu76v+B5w1HD9Z1fUL8pxF02u h3Pck14R3gdXb2mnflFo2o+pX1Q39evqdAadUmw8WiIfje112TsuSvq1l8yx77h59xK61q91OcJ+ YefHw3H4ASZ4uU/Jq2Y2ROwLx4CB1JJ95XDwYB7/sBZJSgTSLGX9ouPhJJ7hURN04Lvu40ksNcP9 igf8RBcUT0chGsBlD092eZjy42EG0WS4oCPV1R0Oi5NHPuJfoWv88JizeEbNW668gvmpfkV42tGA +jbp9xvolzzMj0qmYx0VP+r1qMpfLPvRwwBqRL/wPisc/alfAzqfUipqIh8KpV89at4vVg6NJf3a JyoPaUf6VZnj7NfTz04LIIsOmcvL4pNjVtHBi48dhde9dLCYDfKz+meA5VDSL1wf5j4raPSoTwbi i15EcC7658vSM1zqwTcYfjP8ZkkefoAQPFnyr3vpn/LIxwNky148omvsawo/0uDy042oBQu6MoYv j5VoH+H6hcOOfyYc2XA8jyYLdJX6BR0u6JjJ1/x0IUouxrGP3smb4kiGYxiVslJXwXXvb7gVfKVL +iLZEINyR2dQqg2H5iUkC7p6pAYVHFFW6vIR2EGojdlnIPEjkCI8X4kazo9b4gcsUQVnSz7FQtyL rkh8/XD9MCQZ1U2lQJZBzsvZ694ZnqDHV7rx1QNklPVuMIrxQCc8v4mf2oQWRH1cCXNJWUr6VUzG kjKU7vfbUOXViut0o9vM00c3Y68ZDU1dnYFOGoG6wt8djf3C/WZu6uoEfolDgqlrfzF1dQpTV6cw dXUKU1en2Epdb2LchvbqE3JiLNUveUucUQtbWtf78evPSG3jV+P7j/7mCqMptlTXq4+X70ldeFzP h/GH5+928ryhI2Ibdb3Ca4edksi0bs/JxIwmsUuNTmHq6hROXTP/e5Kpa39x6greQlZ2m4yxW5y6 poG6VJMBfB+Wxic3eCVbocCom/XOXbG/X9LfP5lsBQLNa9TImuqCrZh17R5TV6dYU12boHmNGjHr 6hSmrk6xu4Ph/fPxJ3gsJU/mf1sjK/D6k/GH5+Pb89vz15+OXz/X2ANnd9b1+fj2PSnt4zg+f/38 9vy+5CH8ubzlR5CSqt7GpO1X+CHn8NmVumhw/wnDjcdokmlV/u3l3cvx5cvb8/GHj6QyMq2CZ78e Gmuqyz/W1T/mNdkKBJrXqBG71OgUrK5eFM1w66Vg6tpfnHW5m+KIJtSlF4uV0KzMnzSuCj/RvIeE qutb8sE0oi4XFtfnIAoEEqFQA3jjR2vKdqFRxQLNe0isee7aBM3LyEiKh6iuLgph40fnyfZMowoF 9H9wtHSpkYTFNXVtSFfUpaqwg+EKeeraBM3LyEiKh6iuLgphM+taIU9d6L8fSh0PtxUKPElY3Orq 0oe5f81Pc+ft3j3fvUiQKuBAsINhpzjegyHEbzBp+WZ8/3J8WXn98bvz8fgSk5aX7zG9/AeNXp9N GnC81kVi+Ung7ceYBrvwnU1FQF3yk8Cn784vP97y3ThV2KQBR60u/B5AI449+/4jhr8KSP/h4/gW vyT8AVp7or4VNmlAV9RFIWx2ZbjCXqpLVVGjdXUSUdciWHOdq66S1Z9rLQuVKEJcn4MoEGTyy9s6 vuLXdfD2tUYVCg5XXdHiCXVhVy00okKBJwmLGxhRoUAiFDIWRNjBUFS09+pSVWx8MEQMIsjFGT0J hG5GAE8CipNWcfQFu/JK1RJBgA+IL3SVrCAlFERdszi8A0VFAdT86mheRqMqoVkZHb7NrYtDUiju sEkCoZsjSIA29kZdKfLUhawaT22jQLgVCjxJWFyfgygQSISCscO2Q3VlXaVEkA4KcjeWhMT9Ibu5 As0a0BV1UQ+w7e5gSCF9W5iIwq1AQP+eJMK5qUDoJgH2pFlTXZugeRmNqoRmZbT1djBUHQXkqQtZ /Z5PgXArFHiSsLg+B1EgkAiF9UDb5taFUKFWCgUJHHBlSkCjxM0TSJyCJkEi7o0UH0aJGwrgyWAH w0IBPAmI6M7BsGT151rLQiWKENfnIAoE6fzS+i0Ohi/Oz8+pVHL1Y9XNRKXzj1+c/44+X5zz8Ij7 AgouFmQKcMj4hq6SFaTyC3YwLBUkcMCVKQGNEjdPIHEKmgSJuHYwXBVoXgYxiCD3CA6GyLpTdVEI 2+YHQwojgtzN1OXC4j5jVx9aViSQGCUVWI+cLHYwLBUkcMCVKQGNEjdPIHEKmgSJuFseDPvB2xXy 1LUJmpdBc5yHqK4uCmHbpXXBkTgJaJS4eQKJU7gBiGR3K3VN8d4WVhXIUxey+qFE4cFWKPAkYXE7 qS4Ji7vTg2FvpC/SNDrB/HRR5ZUwhmEYhmEYhmHsLX9NXxaNfeGvVSuFHP4LN7vEk9rISSCKjqLH QbTQJzuEL63E7EiWqX9gx97guoH30E5lNoe6kbyjnsjrCREmEVa7l876l/q5NRupazwenyC+jxdZ D68Wd9TPKd7VTDxEsxE6hACLyHOG/nAgiubXUT9aTKL5aRRfTeNodhdNosfJ4prfaI2XRvdc0obh yTg0k5Q2cN2gFrjauSdoG/mpecMJ3gGtPXJN1n6LuuKo9yBd56ycliIG0jH+xDigZI7ZgCcz5SRw u+Vf0E7Eg49+UvuQdDHCjrW84pdPs4hiWV0coAQT0oiqi4fkDq8En5AMj8wZDn4RLU81acO4bshb nrUb1CjXUPSE24YA6WdAEu2Ra7Lrt6iLyjnjrssgcNpFfK0do/queBxoF9eY6qC5pTyZwHDkvdyb dK1vTcfH1juhqatTmLo6xRbqWsR09TPDEdkzjeUnmP4pf3SBKZ/CuBMzXDoFoIN5yKmKk290BiKy Va3JJuqi3o1vED+hOmdX0RDdepS+LSb9EUYA/j2Hf1pGQ+mcM5A2DwfzOHatn8bfpUsGulRg/w+0 i0vSLF0AavJoOViiEA4irWTWEhAxx4BQqVG8eODMvIMg75Aug8+ieIa0KJrreAIpt4ScBHQFHPOF /IR2ElLXYoTLqWiKUy1dQpE35murPYfXiKIbrC5uM18ZauvJ6Y1mepSY0VGDu8jDAevS5LThMhFB 6rp46GIxGlJGzsxXwlxqFP0GCQhfFalLLiKpaNTxFFx9GTkJsFPy/oNeLa9mD734Rz36YoE9h9XV HyxH30PKvYZ78Svy8BUdt5nGsD91rY/J1E77YijDq/mAu7iIYUK4HJfkZCQDuujjIBV3xZ7lJGKb RGZRV3+KgdQb6Fze5dVjfM3q4qJRB3KVsYm6jAJ6T5vHlpi6OoWpq1Nsoi4+6COeDvqV5kbThBkm j6l6/HLHHOragWrqBqB8K2S6FPB7/dyAJ/uekwBXhuvOjWJCk2dB5yO66GUfz3FyhiQo88O43qIs PDnHAToXfIMCee6UroFJQsVQmuEAIhZTQZyPp461LS5fOVWmeDFxy6Um07jTETWHrjlcPqoVzUBQ ROiSNFjntbVcFmB6GEW7utYFzS0lJwEWt/L3LrmkKp0b5QlNDPH8lDb2IUoyJEH2uHlPKnkpgZ9F Pa6CHFzxIikNEHmGgymJ8E9eycdXYNoWFjyJrNQlzxrdwMQtl8pNQQi18iWi5qNtTikRZJHrGy76 5fJQy2UB+bhojVsbNLeUJxOsCamrCIxHKWuMfVus1xSd1a2f1tRl1IFpo8PgOGt0haWpq0Ms+CrG 6Aingbr+3Qtjb/nP0NC35DuCkHPzpLEv6L3Jpq5uYOrqFKquAFPXHmPq6hSmrk5h6uoUpq5OYerq FKauTmHq6hSmrk5h6uoUpq5OsY26LmO8f+82fj4ev+W1YO/hGA2yhbpev8Sb/LZ6W6ZRke0Ohm/H /FLS97fnrz8df9BIozm2UddrLK/c6uWmRkW2s65bvPR3fEkHQjx+9pNNHjhrVGE7dY0/2+5dtEZF tlAXmRadu9SmcOJ6RQozGmVL6zLaxdTVKUxdncLU1SlYXbNBzxaudQJnXX39NHXtNaqu4A5uU9ce o+pa+Jvz8BYrY09xB8PH5IEDedYV46twuGmikpdDkd+oHaeuoX6auvYaVtdQnlYlmLr2GGddnlx1 ncQnqe2LE+Y76dhQYOpqgjXV5c1HNrOu3WDq6hRrqmsDNKtRJ2ZdncLU1SnsYNgpzLo6hamrU9jB sFOYdXWKHanr/fjN51jz9mo8/vQd+d5p/Lp8GF9SBe+e334+fvsRVR3J3RQ7Oxi+/mT84fn49pyX 179+rrEVuH9O6iZ9vxrffxx/WyMPnZ0dDF+Tgb0cv/6Mb17ZxDbuebH3/cs39F/VODvLztT11t0N 8TYm23iFG46q8fn4lrRMlhWfv35+e37/UuMPml0dDGEPfK8R+zdYXn9OuiYVv4H/PWntHUUcPjuy rnekqZe3uJOPRp1OXJVvXiFN/RNfqJCfTlwfnuOC5fDZjbo+kPXRdcI7viEMBlb11jCYL2mZ77bl 2wBfHcfdFGuq60X8IrX9lTxr9It0bCgoVZexITu71DA2wdTVKURdcezfU2Lq2mNYXT+W9wEJpq49 xh0MbRVvJ3Dq+qV+NqOuP+HCuyI/0byMxlVCsx4Uqq65fIBcdRWu/iwUpEYrFAAKJ26RIFPAzcnJ zdcnNzd++wpRsuUJDlhdM3aFJqwrFAARilskEK8iDbggK/PbDaJkyxOQc3iwuhZ06EjerLef6mI9 PKM4v1EdTkH5ggPEnbs8ueraAM3KUMDUVQdrqisYDN78GBcJyO8JBUCE4q6nLgTtYNgZdbEezLpa OhhuguZlZPxNXXYw7BR2MOwULR0MTV31YAfDTtEVdT27ePbs4v7ZxYXfvkaUbHmCVP5DoaWD4SZo XkbMxg6GdjDsFEerrrdYl7jNKws416tP4ENRlR/LvlEDWjoYbq0u1kOdB0MsI93qlQUo/w0WOmLV 9/iy8jPZN2rA0VoXRmurVxZQ+bKMmO+pgKlUY6MGHLW6tnplAZUvi/Rxx9Ifqq9L3agBa6qrcPVn oSA1WqEAUDhxiwTpAlgPdR8Mt3plAaXHCv83uJXiwwarvjdqwFFb11avLEB6sigyEJy4qt9TsVED jldduBLb5pUFnFNsigb+9pxOYJXYqAFdURfroc6DYTc5WuvqJqauTmEHw04h6nry4a5YqRlutix0 N6h1Nfws3lAARChukUC8ijTADoZdURfrwQ6GOerSKdpa2URdaYq1UiQ4RI7kYIgYkqy4mIkoEsCX EI8vOBxzc2NurtZRJMjkdxEr0YWCVIRwJAdDRHPMqlYKBfAlUB3iQQ4nE7dIkMlfnZw8oq5+cGmY q64N0KyMRlVD8zIUom0LdXFw1cWRv0yQsF/WFZCrLmQNN28SRQLye0IBEKG4RQLxKtKALQ6GFJ3n rq8uCoXbjUavbCmBB2EpMc/NF7AvTVfUxXrYqXV5xB+6SlqQEVGBVCS7F+zGqMNFiftDdhOB5g1Y U10boFkZCuxYXbRxTMatcO6CIy4cct0nnDyBfCiweVc2fYRuoQCxGY7lYEgbSVbc9dVFoXCzgyEI BOJVtl0WSoGMPsStYF33F/i8QI7xxbMv2eWoIkEmP0WzT1wljFoRpAoQWjoYboLmZShE207PXXZl yG6RQLyKNMCuDE1dpYIEDkiUxLsKigXyoaBVHEMufYRuA5caG6BZGQpsqS7Wg10ZHot10UaSFXd9 dVEo3OxgCAKBeBVpwC7V1alLDazUDLeuLQulEs/Pz6nUjJsTlQjSBYzPeWBeQMHk/o5djioSZPJT NPvEVcKoFUGqAMEuNUoFCQiFmx0MQSAQryIN2KW62BEXTlJBsUA+FLSKY8ilj9A9xEsN1sMWB0MO rrrV1KWIP3SVtCAjogKpSHYbn+JF1nBrXV0IbmNdtJFkxV3/UoNC4WYHQxAIxKtIA3apLpuEErdI IF6FRpG2LQ6GtHHMqlYKBfAlUB3iQQ4nE7f9H/9DctWFlZrh1rVlobkqIXf9c9fNlyd0nLs5+S27 468o7mTMUUWCdH4SxhSJkuDeiMtpigSpAoRjORhSdJ67vrrYERdOUkGxQD4UtIpjyKWP0LUrQ4kN 4O7nuNXUpYg/dJW0ICOiAqlIdre9Mpw99dj/DdCsDAV2rC7aOCbjVjh3wREXDrnuE06eQD6UOq2r dxfNG32OfCgAIhR3PXUhaFeGoq7hVdQbsa4IHb4UXH+4+TEuEpDfEwqACMUtEohXoVGkbafWtT9X hv0omj6wrogXOVD7K6NZGY2qhuZlNKoSmpXRqGpoXkajKqFZGY2qhuYNgYaWdDy8Zl0ZHYBOXLOJ +o395yy8p8EwDMMwDMMwDMMwDMMwDMMwjDbR38iMvUCVYhjGXtGLr38qvn6yxiOK5jkWO4uTJVZ7 xxAHGVn0EHaDyOtJGl3bstq9TNa+WxE4bH8c+CCKwyi1Vfvnl+QQS/0M2UEzn8L1Inqksfw9R6Eb yWv0ibyeEGESYbV7qawz/dwJ0k/qaHwVkXUN4xH6OdXz4DDGEh3ZXUk0jSe9+BT9QToinsXkjZZn 0XyyfIgQuaSC4sVD9IjAMP7GJW0WWVZGHlKX70Ycj1zt3BO0jYh78QAWAxklcU3uab9ZXY+nyMhd 56xcTp9rgG8Wk5qXA0nAMe2ARXgxOjqLaW+cXkcx+jm8WmCvexxgAdwkepyoaDGJ5lAXB5D7akY9 xsKQxXU0nFDqR4qE6inrfNSbRN+4pM3i1RVTP1w3Fneudu4Jtw2Jr6ZxNBMZ9dM12fWb1TUnLQ64 65yV05KPdkN0TD5pHEb0KTHtkKgL+14ULUbcT9rZoC6KWEYzPVRD5NTFASLG2lPykbqoZ+jXbyQa ap6e8e6oSZslY13aDepE0lDqCbdNAg+kLunRXdJk129R1ykdMLjrnJXTUtnUJe4YHU4wDtRr19V2 SA6G1LKl2Ao1u49uaEuxXJFaxSKnLrEpJMiqa3kVLRDTH1A506h35pI2i+sFn7ukrawu31DqCbdN AlCX9OguabLrd6KuU+46Z5VyYrJB7li04KPkYIbTvMS0w3/kfv6K+3AWzR568Y/Q7MFy9D3apejw DxMhmYio/X8WX6GZFKBIVtfy6jG+pm6yumYxHdUpfY92xis6hDy4pM0i3SCPqEu7MRv9M62de8Jt IygdZJxqNvq5a7Lrt6jrmoaDuy5ZkZYOtNRhdAy7xwh6pc8riTF2CVnXCjBN1jcfbthQjf0gT11k gaojXFq0djVoGIZhGIcAXwX3dXZUGSKOLovb+g5YAxtM8fJ1Oyff+NtTpqoGQfcI7c4f8YVRr1UJ 6aHMmO43rhf8vavSFK8jT1eTx1wdh6UyG+u5MrHctE3qmlOdf9TJXXboY0afrUzRbgtuXHbqenKK FxPP3EWeoF3KhDUl79F3Yf76izxIyx43gcsTwRgQSrK4iwd+5pvyyuT3fNJHWhTNddSPV1c0HJG6 eJKTFIeuYwY3mSTdb7y6np7ixcQzd5EnaOlg6JJPH3pIwcFhFD2wh1LwBK5OBM9GmKdakKaCmW9U hem5+TXVwkVzHQ0Q8z321Is5HYInf6QInmiLhviaGGOurJUp2m2J8ThQVtcaU7x97lc0/D4maHHu 0uS0YQKRg5wLHjeBqxPBPVHXXWrm26mLHJ5epNHj31rqJ7AuCmDvIHVRs/kEjG5R7c3UXCvyMAby rDHFyxPP6OKvyUFPXXLa5m4yu0/9dx6o0U0EJ+oKZ77T6kLRP6M6UHjdJFO8ZOxoAk9yLicRH5dZ XTpJut9UmeKl49dDxF2kLHSCkglrVhcUQ3srBRd0gckeN4GrE8Gkrtno56SucOabsvHk9/+Aurho rsNoET5SGl3hiQt/wzAMwzCqUMPy1wJ0DqeA0eLM514tqLzoVbbpxmZzvcma3lZA9wj5wrLR3KgQ ZEjNEtOXuTJ10RfLWnC92LYbRJ6uMl0KmLa7qCbmR2OKup6cG8WsJs8Bn2FfZR+iepwhCcossc6M TuPv0icC0/gHiODlsZgipTz47jnixbM/4H/ySr5kblmFTxLOaqzZjR9IU3SelyThXC9FUPM4M0SF E98swKJlpHJ1NQh18xl3dI25UZ4S5Tlg+nYvS145ijP4IKdwM6OYWpDAMuqhQIpdDjBFSqrhhYuU GyL8k1fyYSrVtUXzleOXha6xiheTsyiVm8IhTOjSwdDlo+3HFMtBEWUmvqVxhIzGFRft4pokY11u wjJ3blSOXFjoesYC8nGUZEiCnEJnRslHB0MOzGIWYr3lhKJJi9EQs2yUGyL8k1fyydyctEXzlZOx rtJu8OQsSuWmuJW61JrUXC/mBBFkEbokDYbfNU4FSMJFu7gGIVVRP6kaHPQxhtpP9kGOfurc6AxH dV7oSorA8mOZDdaBSYKcQmdGF3Q8I3Uh8ItoiSp4eSwlQFJetUzJIMI/eSUfRsS1RfOVQ4euRF1P dYMnZ1EqN4VDmNDF5KHmow05OMiizMS3Nk4F8KFoF9ckfoqX+6kTlkXLX+P4iueA4yvqqvgoijP8 PAmyx82M4l6PUw4Mr+boLC+PpT7KJOuc1QUR/smri2QxItoWzVdOpVW8mJxFqcFKXVxOhnO9bGoc ZFFm4lsbh6K401QjFe3i9o/iHweeXNtKet4X1mzKGsfiPadYXb2nOtc9ddlcr2EYhmEUMOs/PH0N bBhGZR7/1dCMyzDqp/fng6kZl2HUz/wuivKNS1/xZRhGNdSC5vxrArFqXi/yXkNpGEY5iXExRWcu TWwYxvqYcRlGQ6SNKx8zLsPYADMuw2gIMy7DaAgzLsNoCDMuw2gIMy7DaAgzLsNoCDMuw2gIMy7D aAgzLsNoCDMuw2iIHRnX7d9+HF+++fQj/O8+eT6+ffU5+d5++vFdDA9FvucPw+guuzxziUV9INuC /5z/X9/D4l5/G3GG0Wl2Z1yXb/jkdPnms5f08fr+s5eIwaedtoyDYIdnrndxfI5TFluSnLHeIgqn LTqJsZkZRnfZ6YQGfceSU1VyHiNw2mJTewfbM4zOskvjen0P68E3LfrmJZMb7tsWvoi5uQ3D6Ca7 Ma7X93hah7Mduj5U0xp/cOev21dJnGF0k51eFhrGIWPGZRgNYcZlGA0RGFdvmffQQsKMyzA2IDGu 6e/xPrNZP+cVTGZchrEBmcvCx7x3v5pxGcYGBMY1xRvTtzCuP2F6vQV+ovUZxn6TOXPlvqBrTePS fb95tD7D2G8yxhXNr/HVK83axiX/VKjs/+qesFubQOINY+9JjEvOWdt858JeX58NFQok3jD2nuyZ Kw+7LDSMDajVuNxpxc5chmHGZRiNYZeFhtEQduYyjIYw4zKMhqjVuF68wP+LF3/F7gt1v2C3NoEZ l9ER7MxlGA1hxmUYDWHGZRgNYcZlGA1xXMb1Lo5jfno2cfvKeflRpELy9KmG2HkDjBY5JuO6/F9w b1/hmW2Xb9zTEpOHaFPkH5p9mtvOG2C0Sq3GdXKC/5OTL9g9Ufc77NYm2Ny4lMxzfv3rHz6400fD 7LwBRjsc33cuvL2Idmi+/OJ9ml9cdM5njVYeRbrzBhgtcXTGJWcHfTS9vmIFIL6Vh2jvvAFGW9Rq XC2h9W3C7b9RjzybXt4QRvCXnTZe/7DzBhjtcVRnLszVAey9qZOEftnhFxc1eVm28wYYbXJ837kM oyWO7LLQMNrDzlyG0RBmXIbREN645iN+F8Pmz4rXi7bm0foMY7/JnLmmw7NT9XrszGUYG7BiXDlP BTXjMowNyBjXY85VIRmXXo8ZhrE+KeNa3KknTVfOXKkcghQl1CUobwCNKfvii/H4JgmE7tYC9hn7 T2BcC34HQ+8fVt7EYMYFEkF5A4osokYB+4z9JzGuOekNbDOh0RJa3woi2alxsUzcZzHnCKPqEuDD 2H8y37lysTMXSATlDUgswM5cR48ZV2VBeQOKLKJGAfuM/adW4yp+kmeNguJdK5VDkKKEugRlDfAW YJeFhp25KgvKG5BYgJ25jh4zrsqC8gYUWUSNAvYZ+48ZV2VBWQNYJq5dFh49ZlyVBeUNSCzAzlxH jxlXZUF5A4osokYB+4z9x4yrsqCsASwT1y4Lj55ajav4SZ6tPBQ0lUOQooS6BOUNuLm5oTTkfn1y 8lUSCN2tBWZcHcHOXJUF5Q1ITi92WXj0mHFVFpQ1gGXi7udlIR7ups9FfPfJc31uIj/yVx7y9q7p F0EcUwNqNa6W0PpWEIkZVznuoaN4biI/KZH/5XGJr7+tb2BpkuNpgJ25KgvKG5BYwL5eFuqupQ/S xgshktesNH7WYI6nAWZclQVlDWCZuHt+5grfBCEvCMNBmw7hvJM1yfE04LAuC1tC61tBZeLuuXHp HqQvhCBw0OYdTRM0xvE0wM5clQXlDUgsYM8vC3GIJlfeB0E7lXzXSD3AviGOpwFmXJUFZQ1gmbj7 eea6fYX8snO9i5OXgSVvi238BWHH1IDDuiyEa8Zl7Al25qosKG9AYgH7ellotIYZV2VBWQOePbu4 uHjG7v2zZ18ngdDdWlDcAGOvSBnXY5z74MLuXBa2hNa3gsrEtcvCoydlXIstjUv+kyO+unzEr08g 8XmkcghSlFCXoLwBiQXYZeHRY8ZVWVDegCKLqFHAPmP/qdW4WkLrW0EkOzUulom7i8vCP0HYAj/R +lawBoTYmauyoLwBNPDs28mZy6WRxIlfftSpT+CiVkFt+LyRFOryR60CKTiHJIFPkvXXIfDyMsy4 KgvKGyDDT+6RGhf9X6TGyg9ifQJUk4+ThAlSqesRpBIUkjGunLdzVTAuPDATj81cfZJnjYLifqVy CMmTPIm6BGUNYJm4u7gs5BE4Z6St4k8FQv+GgrIG0C5FiX6nYWRL9p76BOUNAOEum9p/6xEUNyAk ZVwFrG1crlI9wqjLh576BBKfRyqHIEUJdQnKG5BYwG7OXJLMedVP1uADoX9LwSpOZpeFwIyrsqC8 ATL85B6pcakHviDAm1CHwAezQIKxShqpfg7UJ9CYJzDjqiwoawDLxN3NZWEiZK/6d2Fc5NdPkMqx vSAlTEESaSHjmgvo65snFPxwI4HWV4oZV2VBeQNo7Nm3ozMXO8BFgDYnNERml4XAjKuyoLwBMvzk Hqlx0b/NFipmXJUFZQ1gmbi7uSxkxycRf7vGRc2VAOOKArUJnmhA86xXTa3GhedVnhCrT/KsUVA2 sEiU/yRPoi5BeQOKnuRZo6CsAUTgVX/qi1Lo31KwShxTA78cU3M5SI0d/5Yazf4aBWUNgHtzQ+3g MEGpvb8mQXEDQuzMVVlQ3gDZ88jdzWWhJHNe9bdpXOqBLwjwJtQh8MEskGCskkaqnwP1CTTmCcy4 KgvKGsAycXdzWZgI2av+XRgX+fUTpHJsL0gJU5BEWsi45oKuzxa2hNa3gkiO27jY8UnEr99VJBD6 NxS4qFW8hHxBgDehDoEPZoHEzlwbCyQ+j1QOQYoS6hKUN8AN/o4uC9kBLgK0a1w4RwRj5QexPgGq ycdJwgSp1PUIUgkKMeOqLChrAMvEPd4zl80WKod1WdgSWt8KKhN3N8aVCNmr/tQXpdC/pWAVSOzM 5bAzV2VBeQNkzyN3N5eFksx51d+mcYnMVmgAM67KgrIGsEzcoz1zOcJEqRzbC1LCFCSRFjKuuYBO gp5QYLOFIVrfCiI5buNixycRv35XkUDo31DgolbxEvIFAd6EOgQ+mAUSnOWBRgjw1yfQmCewM1dl QXkD3ODv6LKQHeAiQJvGJTK7LARmXJUFZQ0ofpJnjYInRoB3B00i/jaNazym5l58qWFq7jkdGoT6 BOUNAEkRxEUqoJ9gc0FxA0IO67KwJbS+FVQm7m4uCxMhe9Wf+qIU+rcUrAIJvt0EByJ/hKpPgGry cZIwQSp1PYJUgkLszFVZUN4A2fPIpWPcDi4LJZnzqr9N4xKZXRYCM67KgvIGyPCTe6TGpR74ggBv Qh0CH8wCCcYqaaT6OVCfQGOe4LAuC+Hu1Lh05OHu5rKQHZ9E/O1+5xLIFwR4E+oQ+GAWSPbRuBZn p9GsP9FQgJ25QCIob4Ab/B2dudgBLgK0aVwis8tC4I1rTrYVkXWtPhfUjAskgvIGyPCTe6TGRf82 oaEkxtVbXl/Rx3TIHynWNi48LhIPjVx9kmeNguJ+pXIIyZM8iboEZQ1gmbi7uSyk9vmHdzp/+SM+ qwvKGkC7FCWyh4KCxLhmfX7a7nT4MOBwwH+FPg3DqMh/UgvSU1ZvmftEa8MwNke+bc1XT1yGYWzL Io7NtAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMIxDJ9ZPwzDSbG0bZlyGkc8+GVfe YwUYfezAkxQWYFTnicFcVyclZGpYR3vVat31/tCOcf0LfY4A+NeI4EFaZO7HLBwLM65aCbTByoii R37aV7QIH0ikgzn7SwlmqbabF5USsq1xPVZpUCu0Y1yqSoHC0yFrc/r36xnXug/zMONaC/+4IlYG ocaVQgZzEa8+Xo+p9ICVwlJC1tFetx7r0ppxiTJPVJ+zfhzrI0d5TOcIsc8HGYzmdBhjSGe/HJCW 9ODqk0la3j1WC6Cs8b/849UilZAjfzmY9a//953EatH/kwR//6352SnrUE6sjySmY2KmWZ2mwLh6 f07d9f1k33+DWWT77nWSUUlmWJN8XMrKKH+fnySRqRD0lvHZ9++ixzDTVVCrz4JnvWBXGonVicaS SH1UBR5uS42SEjRNO+zIuIhHinTHszl7k9GVIODxEJeGnHF5XDI2HHmMaU4BItZhTRKK99Gpwhct e4HUSh8PA1InkjJBqZ2mzLhAqA13zgn67nWSVUlmWIHTETnZUc6qKwlSBNpDe8jEZ/K1MpxFcsDM UhpzkSJPHhwdpOFw87RmXPwwyfiLF6LPn3L/HvmgB83ycMuwJEEgHh6WzNO1k2QrxpUqQMRcQLFx +aIl34LPlFISuTgyZkrtNKoMImVcQtJPGUz2ZkcUPgxp9oHnWeNK8rGTHeWsuiTIiHHBQJJMvtYg C4L8BNtQY0mklKiVoYRQq23QmnF5ECFfPnWfp8770fVBSYGR4HR0DsGp/T/IyPhkkhZHubwCyEcC X5EkzOwFvmjNJ1ckvSWJ8LWQkmdK7TSqB0Zi/P7m+yn7OryZvnudpFWCNKlh9fnYWRnljLqkQkYP lZQ8yRTsCT7Lgncj4DUWRHKJVAIiFpMwTTu0Y1wr/HRAF8R69Utn+If/s4yv/x+uACZJUCeukO7f yuO1cYmQDIxPhhSTOUn4EiJTAC4+cfGNupKElMJVx17SnhStId4RpK7pz6kEtDNV6kHBfY2debl+ qjZoAM9Os333OsmqJD2sPh9KSVKLkEMU6xK5Crmks79LWpRU4WtNysVXK0DZEo2RXWukVsAR3Haf ph12ZFyGUYJcFj7J7I9i7r8OU+dG7gYzLmPfwBlHvx89gZykMklzI3eCGZdhNIQZl2E0hBmXYTTE nhsX/xZo7IJgZjyPamsLV4qT4BN1NECrNbZjXDkLd92UKE/uTIeYM5VfllPILyfKnOdTjW3ZwcLd FdbcyQt3jFzWWB58gMZFahzrG0f1d8v5v9ffMdzMaT4p4zLqAcoQ28pZoZEgu6H+3rsK/5y7OU3s 5IVtDThI44I29V3ZHDPHD+Y4UMK4uMd8Bai/wCcDsMCyW0h8EmNbCoxr24W7VAwlwdobr0WsXuJF s4sYwUzpHNn7B8rOC/681GXzMdkdI1gE7BZma1t17XVmTbErh33amcezvwmyB1W4fmxLW8a1cuai 9veWNBruzDXHb+fcPx1qhrudXgRqbEuZcQEZZ9kN3dkgGHtRElz+QYpQCe3Y2EkDLf7aLz6U4oiw dBfpzzksTa1Z5JjsjuFr5j1ExFKKuJmmEeleoQL8VO2z+yp+FizW3opdGhc6fPbPYVxQLgZlZW2l GhfFuiTG1mCnw5r4zKp4IRnnwLjSYy8+7IspI2B4kbPX4ve9wqS4TOnO1eqd1NflY9I7hq+5wLgy TcvUm2dcqSpksfa2tGZcHo4R46K+4szN3WYnu7YyMS6fxNgW1QMjMW6f1SFmxxtXZuwLF+66Rc5e i3LxiEWzUly2dHZlaqT3Yy9Nsvn0mR3D11xgXOmm+XJ8r1DmhHxJdt9q149tace4stAp2i3S5MtC CusKTxqU4FzOy26ROFwEatQLD7lbJpuoYoOFu8ki50CLbtEsElIV6dI58u/IByi5r8dl8zHpHSOp mfcQtAf1aluloammpeuVHmANdyq7q8L3Y0t2Y1yGUU5yqdhlzLiMfUSmkjuOGZdhNIQZl2E0hBmX YTTEPhmXTJMWsuVqNvBEDaVsU/0ijs/+JrfudVq0Tas3p3FtZCqQ4G762hDtGNfKwl33y0qLS0UD CmqYlq4S3bx6/kFzvj87zT4s3F1lXbMq11IBu1nz3Y5xxVhbiCUBydpC/7OlR4ZXfuDLQX7qq4HC GkrZvPo6fo+sEzarohUaCW1pw7GucXWI1oyLNHkRPBSU1bn9UlGcFMIVnr3gYa2+EJeKrs5cDTnS oFLec/wyUV99IAlXd/pq8UNk9qG9bFxSd5JLPzU2SYzsupI0aU4m5/YktpU2rhq04YLS1lAZXpZW RqY+iUzW8nqpyxVkCEaYyBs5wQUT1bimZNLVT4vG9eL8/MXvVo0LzOWXcXSWui3HSoljeBjZxc/u QCUY8gTJgAVjVLwOGcf5VOkaslJCypD66AOpw+oDSWZ1p69WSg+LkDMX100K5lzuU2JXEmuENieV swbwUNAi4wJBrZW0kQSTtvpRSWRZZRBhfUlkiZIkKhw0JmfkEiToVKNN8YKGaM245GCZd1kIL3c7 UGcSx7hBWVkq6pMkGUSffDxycT5VuMOsSpMyMstEJQWrrXB1p69WUocJA+NCjOaST45dScx1Jc3J 5twW3rVWjUvI1MreJI4RX442wqC01Y9KIvPlSAWZ+rSvboGGk/pcQZQfNCZn5IQkKHG+mZl0tdOW cQVwTDIkQbe9On0cU7xUdHWFJ+uTH9aaxCWpghpypD6adg24bplo8LBXL8ms7sxUmyoiMC6XK8kt LcomRl2+OamcKHtLVA+MxNSmDQkmbfWj4mVpZWTrE1dmS3o/TqQ+l8+QVhIiV0ZO411Q4pKmZNLV TzvGlYG6RziF0pk5taiywlJRqCGzwjN4WKsvRFMhL0T8/NcVaRAjLfTV+OoTSWZ1Z1ItFcIlJAnl KkQf/+pyuU/XoqQ+inYrSV1zMC4+Z/3UqA0NJm3NfXJuWhnp+iQSYwj42chas1NSEJVWUs7IaXtd 8L+TkONcUzLpamcnxtUkciVSjRpWiW5S7eFT56h0cCnvgRkXjkl8AVGJrVeJblbtoVPvqHRwKe/W tvGPNICGYazyj2ojhmE0TBT9f4gx5Rkid9NxAAAAAElFTkSuQmCC ------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/image007.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAA1wAAAFLCAMAAAGCcE1qAAAAAXNSR0IArs4c6QAAAARnQU1BAACx jwv8YQUAAAFKUExURQAAAAYGBi0tLQAAAAAAAFRUVC4uLgAAAAgICAAAAKKiogAAAC8vL8nJyQAA AAAAAAAAAAsLCwAAADIyMn9/fwAAAAAAAICAgKenpwAAAPX19QAAAAAAANDQ0AAAAPf39wAAAAAA AAAAAAAAABEREQAAANLS0gAAAGBgYAAAAAAAAPv7+wAAAAAAAGJiYgAAABcXF4CAgP///wAAAAAA AAAAAAAAAAAAAAAAAAAAABwcHAAAAEFBQQAAAAAAAAAAAB0dHYCAgN7e3h4eHgAAAAAAAAAAAAAA AAAAABoaGgAAAAAAAAAAAAAAAAAAAAAAAAAAAEpKSgAAAAAAAEtLSwAAAAAAAHJycgAAAAAAAJmZ mQAAAAAAAE1NTQAAAAAAAAAAAAAAAMPDwwAAAAAAAFBQUJ2dnerq6gAAACoqKgAAAFFRUXh4eAAA ALyjv+wAAABudFJOUwD//50I//82/7j/+f//K+5Z/4f//3Rh//98/xWE/8X/sh2fCv/N/2b/1YH/ rxr/if+H/2tYBNpFhsf3c//izzr/n///XZ7fzDfxJKbngG2u7/9HiP8hYv8OkP88//+rmB70/+FM ////jf+7//8TZfLuWwAAAAlwSFlzAAAXEQAAFxEByibzPwAALrVJREFUeF7tnfuD48hx33EjyiNn bsWsb6Q9LXNeyhxuYu0oulCkTk50ljMbOUrOjK1Y5OrCXkscemeoS/T//5pvPQA0QJAESIAAOPUZ DB5d/aouVDcA4hGcllkQvDgNUt5og+s3ulIm2YXd6LJksgurCJTk6inMbaKScuBWjDVD5i9kMbqQ RZmcujDfZpUXNjabHQ1K6p+yGePCTqAZ0I1zK2x9SpvFhe3R7NmxIw+3YoFm/FSXB5Eo7MUL9+LF LzB+Y/Hic16opBxQ0uSUO0is2Y7CVECQwK/GO/x/kNUkjiQ+JRR2//YTXdtHojDd3X1Usquw/KCk 6ZGa5eeYwj7jJf518Vri8zaFjK7DVYVb8cDCPsacy9HFhSSQICrlBYs0NkgUdnHhLi4+v+DFxXd4 oeGhgCABJ//txevXF/Svi9+85ug5CyNJ9c1oGLlwLvhXXd3GrS4VHE4LGDt8rnQJFrpMM+K0i16X Fq4XTDrBMhjzFpKjq+kuUoVhd76coAbL7jJYBVcLZH1JVaDYtw5ZdcaLdEXOHjh8MJ6gPYZ9NMR4 Fix7rj8MBgs6KloGPwiWqVZEg6Fxh24JKVpt2B+7782QdEDhy67YYysLJB/CpPOBG5MB/+TmboAd 56fBEqNbEPQkms/teLxyMNRwFQR/6Va/4r1jtURkdzVcaqQEMlRWixZ1SvjyS/VwWToAhFw/XD/X 1VLJKmt09/hM10ols6yK4I5N16vG10t3Th+VlINflh5v8IED/7+wsvLg7xtqIx+VlMNJ9aqpLG03 H5WUg1+W7fOH4ZelNvJRSTnguCSnXli/ftD1w/D12tOGr96OjhvW/LLkAg796+IXibKOxi+r8n1j MdhflgoUb5XZuGbDZFziyaXX7rKyybjC45el+7mPCA4pKwO/rFL1yuDwskhruuZAyju9GCHhtOSJ Vr0rEEeUhelCinB6SSeSRIXwpMGJsuTCDf3r4nOOFV7RCcEqBTu5cCPXcOSKzr6ycC5zsjbMPEcy jBQuQEccM9ZlBE77k+hZcId/9UoSBmzb90bBgC4DdBfLK5zOT8aT4HLZW2FrRsUsJ9NF0F3ipD/C jeZBbxF0ekEw/AIJ8RcMEY7Y/eCWskJZGVcPzhi0fg/t3O8F82DSC2aB+33w5RzBy/UkmP/SbVjQ jeiKzS2fgKCxVsG64+g6z+0EQd1Fd+e1r6Vzy+Anq+APbuX4CkswxKyHjIbB1Lm1RotxyNtdcuRg tQ7ml5cuuJJk3c6MjZeGsq0YKsbfr84K8VDt988EVonRgC28Grmb0XMc81VxH1IFqFJAA84E0kgu 32vAmQCFbmWA0YAQOUzDxL+3hQdhSQFvNxPSSNCAkDPVS29+oHNmutotq5jCuyJY0HC95LhLA0Js P2wkqhTQgJAz1UuPs/agkRsIaTTP0Osc7CVnZRoQcqb74bnqpZeg6JqUXoKSKbw2xYJm69WRqwIa EHIG9pqdqV6CBijake9BI2/w7s3o7c173agFVQpoQMgx9oLCzz4dXY+uHzXg9KhSQANCzmA/lItM umsp+fRqLqwSQ3WOUfEeNLKQbAmPUJCMHnM/ej/6cP0872+huaKrUkADQnLZi7YjjtBLyHlJKFd0 VQpoQMgJ9aoC0kiuH+qudRiU1X69TgirxGglQpK1lFVMCQFvR+zXS7dH7jNScuRea7hMtJoUKCoL 4/FE1yDiiYMSqFJAA0KapFcYRUNpuo5DVZBElQIaEFKpXh9LAA6cqV6hGJMviKNLoOogUw576fVD utYUI3vpPjRy0ei6uQ+NXbQuDGlkGIZRDug+g2AQjNcLel5g3O0vguX4awiWLujNg/GkQ7GWyyAY hrJJ0BtMXScYTG/Xk2CK0OB2nX7YxAN9M91AgOzmyGkW9G7XiD5eryjrJZIPKIsAdaDIyJbz7uN/ 6LRWEC6xigol7pqoAO9hGOOEOPdXdL9EeNlULu4Qe58Ryn3HFUZTvn9GCdNt33H16ZrNuy0KgGMT yuES+zOYcvHka1cThGFvX9AWP8eznEFp16F7RPg4Gjv85XjFt4zQ5nZw8IN5l1LRI1XLCaVZBLdX nM0U/jNHYXMq44oblu6Hux0i1moV9DZuNGoLjrqCDuuov9ERjhqrG28/Pf5Fl+cG9/x6HHwusGJE +qSp3eTW6340enZ39+bIm/VPRm696P70NyP37Zu8ryKol9x64VDu+gGafZQ6324oT96/WgbpxacC Z6hXXy5Hach5AL06csCe1IsuyoXTjmuJjYXsJYeQKb1yoZEbyLZ+I7IJ172d9hKeiF5856RMiVsp QSzQyA3knO3FJ6BnqNc8Y/yK6s7Vb6l/fXmeetn4dQb9fKL6Z6RXLjRyAzlre51pP3+bpVcuNHID gV6zc7XX2erFmF6eoLFs1WvbowAgFmjkBnLO9so87k1U/4z2w1xo5AbCevHv8GdnL72BoUy9IPto Z4TKqWg/fKRfyR6vZaMOturlTcXt9TD6MHo5engI73Q/PZXode+uWaW7+p4o2qqXf/nTros2BtaL 76w7Q72Y1N3ciepv00vjNhDSa8C3qh1lL5dMnU6xh+vR3bNkfjvJE32rf+VCIx+v18tXd/nfm5Mn ekn9xrF6jV5hnvfWkDzRG6HXB7rb5WF0k/Od3HmiN2I/rIBG2KsCSK+s+1KiumNquV66bx1GLr00 7imox17R82m0uvXZvQjZynhELyHQyEI9/hVVj1b366WBGY/oeQL8e9TUb4RZUL22PpOocQFttUGv qE60etr90L/8uf+6qAu/0BSSTKFo5NGIv9tE0wWm38rqb2TLE2hkIJrYfqh6HX+drYn74UzvP0yg w8AeNHLDojOkkj59ZBiGYRjt5EwextxQ4ynohSOT4JKeF85GTrL3Ej90nQWV4fS5b30ce7Clbb1H sXvJKJPNF/DrMiKp10iegx4PA/oaYzCY8psO6NUDa/rEwXL89aozQcA8kt2u6T0Fy/5iEvSWC4TS uwzm/BaDTHDMSm+/R3ZDHMvd9pGsh9yonvyGA3rVQUDJx6gavwOBXobQczMUq7UaryfBsIscvLrn 0asTjKeUGiHTCVWefnzp0iPly+Dqi9UER81kOpEtgy42rrqLGdaxNr3tBL3JF1utTnrBSsiOHk+/ 7SNZD/mMoSwVA72CafAFFCO9OO8lZtALEbVWQ7JXFznk1Wsblb6ugZpIOKaYg/RqAaZXu9ipF/XB cisp33bpvXJi3+s19r6fI4Je8RF7UphOb5Q5nN16jUbBbBz05+iyKfx2Bqfu0ddwlwhD779aTH5A Z9puNh1/6frfUJcGlg4d1NoNAtnciaNXfFC0K3q/zSRYUpoVunsoh7XpPLiksnvDYDWdfukwqizR F95SLHojycDvBD02Qv0AstePgiG9O+SKXiJySzpcUte7pLeLkAEv9X06wZRGnFsEYPuK9JojBjaz i40hvYa0P1whF9ILafQNJl0UOV1Ar7kOu477+ivX6VDOMprJ+0c22AhNB/zIBfM//Mk5DEBuSFLn Fsh+/odB0B1M6BM3cwSvxq4zXd86CkCUFbbnbrGcUMBeOqQS2nA+pHwoxeInwRKDLkKnmJAVHx24 oIPNgVvN3JhLpsKoYhlsFJujHqeEqyN1WkXuPfNCt7Ah/Cc0wxnwT6rOCuvS6RntoLWvLHqSeO8j yv75w2gC+tuXfzh2pLnuP8Lso9HNaPT8/tP4hc9GGcQ/VUYcZy733j2O3r4cvfnk1Yc3n6S/5Wsc R9nmegX7vH98/5JX4Fpvnqd+GjWOoXTv4t+yR/dwMflM9h2vGeVQvrmMCjFztQox18I/6zJzNRc2 V4evZYXsMpdcDCkHzdIogHgXbBXf77XTXN5dd9GkCQoKsDCKUnDsQhubuWqkqLlKRLM0CmDe1SrM XK3CzNUqxFxr/94jM1dzCb1LP7hM7Hz2w3vcKZr0uaeCAs3QKELUGV7q0ryrydjY1SqKmqtENEuj AOZdrcLM1SqsM2wVaq6Od1eoeVdzEXP9XD+wxOw87yrRXEZxws7QN5c0cibOe49jNPELHQsLYDWj KHao0SrMXK3CzNUqzFytoqi5SkSzNArA5poM6HndEPOu5iLeNaFHmEPMXM0l6gyHurTOsMm05lDj /4xGN4+jt6PRc8zogaQn+WBLa8wF/m50x0+PvXt0oz/mfq/5WVHUXCWiWebljmYw0Q0WcK33j/c1 fienLtrkXYaZq12IuW6DlZ13tYHQuybxO7rMXM1FzcUv5VJ2mqvE20I1Sw/npQCIGM2LCs50Z2Bz zXGcFt92XZ93OS8FkBgyLyqQtfzQYear69HDI78NBOcJpVJa7o061KjZXDhFePN89Pz++tVjya+X KC33ouYqEc3SQwWloFnmhRr04XF09ynW/1j6y1tKy928q1WYuVqFmmvtvVhDGyAT7WlKQbP0UEEp aJZnhprLfw/KTnMVdqKtAizSmHft4+mYy7nP8B9PrxFFp+ICzTNG/Dma49AiHZRfgP9thOaKL2rs Nlelt4U6LwVAxGheVLCZuxt9jMB4ukDr6FRYgK0U7voapV6H88RGQcFm5jFP51CjYu/ChCjhnG5c jzYKCmixDTMXpjLMBbk3r7gz9NEGyARZFbTKVgEWaao1V7WdIYdlNX5xAf63Yd6FqQzvwoQo4bzi zrDrvVhDGyATyq0sNEsP8y7ewP822FyToXyuS9hpLm4YzP0pbrEiAizSmLl4A//bYHN1cBi/GrCt jBYwv1zEP/4bhmEYhmEYhtFi/hZnbUZT+Fu1ylZ2fo3TODF7rbEvAht969n1ZNv3lW8XV7FoM9bW dCGJCM77WfVgVm6Z+lgzsvVe43Mgq+g67Mz1+rtas7ucbG9I5WBzOb6ARmt84arjhsFiSq8Am49X S9KUn3TuLIO++5piXc2x6RbLYA3ZzLlbFU3c9/kVwBR7Pu5upKOMOYgzECGCEAF58ObE/TnMRdlS XgXhS3PIpE8NNRlwNlwNyXbV49I4WKvCRcSV4W8oY0mbEHFsuiE6EsRRYXtHHxDuI7NkW0nWy2DB JXNh1FSbcEG72BaBvYqFZK4ZvcRXbvVYjIN1jz6m4rCNKnQlB+xk9O1mEkyuKJKKZtijJssZKtin a2D0zWk/nVwWoyDOgNY4iHRDcbQ5paudnC3lVZBQja68hZiz4WpItv0elya5UxQtIqoMtw8tRcRx KISnZL3ZXAE0Xdy6VFtxMjYXNqSFKPkm2aEe2yKwmn9Pa+xdXeisVZhKFbq91e13J8vJUD447wbz S8qs44L1ALsVasei/mDeQ0VX4wDuSe2UTufcgIM4A1lDEJLMbn8qm725u+RsKS9KU4BIjRW8Ahai bLgaAWdLLYzSpNKkoxbhVQa60xK7G4koDuhOSFeNQElpTc01W3bcD5NtxclCc0lh2e2eHeqxN0JO oi78UI7O4FA6GS5bV2VOZi6jDMxcraJMc/lHvXTskAad83EcnUERUJhMMVlKMbsqhpEpC7+x8nOw uTACj2hY7V8GEy3ZrwH9NJ3m6NY+OoNNHN2GyTr2N39JT5eXpdRe4vspSuBwc9HtBCyUYyHHB6o4 48A61MK0gkVJQiKsXIn22JA9jnRf0XGyHBtBEuBYcDbtIBkl6NxKDD4jAsgZGSA+/+i9kvQ/lhIO h/Y6VmOOcyPa5sMInA1RYTxJLUKlREHWbTalIzuuECLiSHE9DlWmg3fWA7YicyERHxZKnRF5jG19 X5pkmJO9cbdFQGW4bmtWhI/icZIi5yGdKwrrD4OfUUQSIZRbW4/2+zj5oDCc3myYa4LjZjrk51wR 4yuKI3mQuXDoO2ZzsRSOjcURhGrMYBC65xyrKKc347NWmbgWqpQqyLp16MKAVAixYK7+QFWmXXPI eqwuSUdKJM99c14ohroi2j3GYYY52Ru3SGZPDjR2CMwVk3Gc/w3+JcoMne6vea04Zq5WYdYwjBNA hzLlHykbFfFzHLz646XRdOa6NFoBHW0K/+mF0Vj+q9jI6wv1kQ6jiejzXV5faOZqMGqub8mCONZc 7tlodP/s7tMRveF4NPogoUYpqLk8jjQX37HyEb1g7Gb0/nH0bQ40SqJscz38G/d89OqT0ej9S3rd +70GG+VQtrnevhw9fJDXvY/c9Ztnd9fvX6rIOJ7SzUUvWaQ3YmKFBq6n+br3yijbXPef0ksWb/gF /TRwPTxDiFEWpR9qPMgz7GStB9p+kt++qIzSzWVUiZmrVZi5WoWZq1WouZxd4m0FYi7/vg0zV4Nh c83/m/fbv5mrwbC5VoNgzncsErvMJbdSloNmaRRBzOXfFL7TXOGkkQq+Ey8lMArD5lqMvc9cm7ka jBxqzPlxA2GnuUpEszSKIObyMe9qMGauVlHQXCWiWRpFMO9qFWauVlHQXPw9GEw7P0aTT6BZGkUw 72oVZq5WYeZqFWIueq1biJmrwYi5vF8nzVxNRjvDnL93RS1t5qqHcOyit7MI9CGprVxcyPT5BfOd cPsAgXEAobno3S2CeVeDCc31c12auRoNm2vhHRjuNleJaJZGEULvijHvajBmrlZR0FwlolkaRTDv ahVmrlZhnWGrMO9qFWauVmGdYasIzWVX5FuBmoten66YuRqMmGsRP4BinWGTEXPRxwZCdv7eFTpG Cd5lHACb61ve413WGTYZHbvymmvrTZ7FBZqlUYSC5gon8656UHN5mLkajJmrVZi5WoWZq1WYuVpF QXNtvcmzuECzNIpg3tUqzFytoqC5SkSzNIog5lq56BZ5864mw+b6Z/8L2mauBhN2htH78awzbDJi rr7Laa5wMu+qh9C7uvZ8VxsIzTUf6Ip1hk2GzQXXanxneO8+wvyOPub2jtM+ye+4hd4V00xzvYKp no9eXY8eHl99oC8Y/VEFT4uC5ioRzbIAz0fvX45efbi7fvNcPofz9GiLd4G7R/rQFEz1/P761eOd e9Twp0SLzHXN33CjDyXS+kcH5NB+2tMZ/kf8PzzSx9xo4IKTmbmIhnqXWFh8igauGxjs6dGiztAo bK6tN3kWF2iWRhHMu1qFmatVsLnmQcdeP9kKQu/qRy+gNHM1mMhcujRzNZrQXNH3oOxxvCaj5oq/ B7Xbu7be5FlcoFl6iADIPE4BCgoycj8LxFzDIPhHXgE7zRVOJXiXbPtEoTKPU4CCAtkuACe4oZ/U +CP4JV/wLy13Nhe5WQMONaJQmccpQEGBbBeAEryl32je8q80JV/tLy33cOyKUZ0z4f6zJDRLDwRJ qMxPbS760fPt6Gb0/pEu/pdKabkXNFc4JRrGn4oI0kShMo9TgIIC2S4AEtx9GKEx3z260R9HN+Ve Py4tdzOXgASv0KBvX2L9YfTw7J5+pymN0nJvVGdYIpplbigB9vkbLDC0vH+8L7U/LC138y6BEuhe j6a8u8YQUyKl5W7mahWN6gy3NT4oKJDt88O8q1WYuVqFmqsRH9VQQSloludGQXOFU2I/9qcigjRR qMzjFKCgQLbPDzNXq8gwl3YnNVDYKiBboBmeHU/Hu7A3vEawTp/RdjQVFWiWHo5/GUGDbs4LCzDb hpnrEIFm6dFMc229ybO4QLP0EAGQeZwCFBRk5T5yF9QWMn2MGPFUUID/NO76GiVfZ82LCjJyj1Bz eew0Vzgl9mN/KiJIE4XKPE4BCgpkOwEauUrvGtGYTysb86ICWm7DzHWIQLP0MHPFKUBBgWwnQDtU 2RmauXi+0yogWyDbCdAQVXrXSQ81PFTnTJCTTBmNX1yQJgqVeZwCFBTIdgI0g5krDiouSBOFyjxO AQoKZDsBWrnKzrCR5uIbMDHlv/tzq0Cz9BABkHmOuz9BtiAr99cXv3l9caHTby9ev46ngoKs3G3s 4vlOJwLZAtlOgIaosjM0c/F8p1VAtkC2E6AdquwMT2muWXwT725zlYhm6YEgCZV5u8x1wrGrMw3m DXjjWhQq8zgFKCiQ7QRohio7wxOaqz8IOtE7vFTnTJCTTBmNX1yQJgqVeZwCFBTIdgK08pl4V9f/ xNCLHSDD0tAsPVRQCpqlhwpKQbP0UEEpaJaZkIVW6A+HbCujBWDgmsWPTxpN58r/wcswDMMwDMMw DMMwDMMwDMMwjFOiP5YZjUCNYhiGYRzDYneX2o8/nJ1gHrj/Hos2Y21LF+FHmJfRpXec631L1wVk G99qdCid+N7N7nLidtxcMXO9fmVjE1sJuf+abseZaWB+yqjXWpd8U9CBhGoE62kQTOJPbzJxtv+8 s6EziF9CPY/MBdsvduWCPbA6c/GtdrQmd0+t3CBwC9oZXcf1aH/nrzCvehP3fZKvL7G5mDpUCbIu Zirqu6+xGqwptpttpOOMKYgzUCGCVijDyWbfUbtStpRXMfhuPqSc4J+/y07ZcDU42w4UotI4WKtC RcSVIZW4Flo6x0b021Awv3SwHa2xubpYchmJtpKs0TZcMsm5qcojZS7s6S7gmmIO3WfTyZD2lX4P OlPo/BYtvEBU1BLhkagzDr7G6rpHMdxgdptK10cKDuIMeI2CWLeAN5G0K9lyXsUIzTW7km2uHVVD skULc2kcTDpqEXFloJLUWDThdqDGjgTzaRiVzDVEpv0BxIm2kmSk0gAbXBg1VYlEvYiY6x84jGY0 X1IVFrdY6/dm0o2gT5iPUU00BH26IxZ1eZVuSaUbsTrYXxPpsA7tEcQZ8BoHSc+hmyvNlvIqRqiG mkuy4WpwtmhhylKCWUcpIq4MVJIai4jjiLlUEEeVzhCaOjIXx8Oc24qTsUqzWymMkpdIyrtWg2CR rAJKxVq/90Wwot6bak11mGHfkaYW0SToXGG125Om6VBt/XT0nXQO4gx4jT+drrphhtgwF2X7Y8qr GKF3US5B8HOpXcJcXAEOJh25uqoNl04qceSARdwOobnCeq97vBaaq0syLo/mbC5OFpqLC0OUMvkb 3S3VXDOHHtqvAkrtuB+i3P6An5OYD4Mr3uNWY/q8ACKJCN0E9Wwd9DUY/MhcyXQ48hxyEGfAaxSE CEF3IpswM9oJ2XJexYjU6KB3QpfEtRMnp2yphak0DiYdtQivMrQHUo2p64Pe1A60g/00FKDfRFJa i8zVW91+N9FWkizcA7mwks1VFOxkx3F0BgeTcTRXX2VORIvNlXGacPbmMgzDMAzDOA6cV8Tg5H0D nFgcx9EZFAGFyRSTpRSzo2I4kcoi0VjV8xfh+SXO0bXkNporUgPH65sH5+nytpprBylzZRuvcsKL UJOrIPhKghLmyvpNo4HmcvR2TjbX5PubF1XT5R3yQ038MoU6cfTaAvYumsFSfE2s35vTNYDOLf0g 8SVfdmYRQteXkPIGJQq6A7ou1+u7L2fDKSWauB/0ur+nyzC9xRAbA7ly1wvGvEdyzmg+JL/qu28W Y5Gu6crREUAHvfS55ppJRd1gHixQdL+HudRClVIFWTfRkiqEWKur6XqqKnfc91QPGLh/K4mgsmo0 m87crVsGs/GMLqZJhhUTmStY81Wy8KdX3sBeuKKfZ3mDRGjdOZmLN9BBUA0RqcPW44ucAcXhHy1W lC82VhKDmoQJr6rxI9TQm6X9I3WNzYVWRV5S0Q7ZB4XxJPVUpVRB1o2urfNE16gxo1+vRGVksR6T HqgmJkqExoFdpM6kBba1a5VGqpjoijwUwx5FTYgarOXCP8JX0VsESBSZS55WDyPJZspcrAWbS2IE /OMf58yKciLaTVm6psXhROZaDAK6FC4VDejHG7YVJq0FlbcKFWTdECBTZK5QZWQxH5MeiIyaciLs fXQNG7E7t52hdDpAM6wa6AmwgrZcyS8CXAMuHKP2Cr3boAPNWYTZmvoy3qCOLwjG6Ds6vJkyV38Y /EzMxTEmbCLJQ8xFv5lQI5D0K4p5BJEaX9IG1xYV/Qp9tdgKk9RTlVIFWTdpfp7YXBP04awy75oD 0qNzJTsWEvEQxnnRLyzUWOgm6UcnzvBk9Bz1HG65Gq7ceO7+wD+TOgddOuLmJELAfIquQjawdzrM +5DPHSVzlMi5PyEW/VpBLeAW6N0pxmTNIwflDDmGlLFbo+unkQXSnyJWGazcJf1UQgXPp/BYqswV KtxxcB3trkipUEHWjQ1NFaJYV/gPVZ7/im6oIT0W7idDrvugy7EprxnW0FVeYjAbiIzSGNUDA4RQ fxlC/WmKGWzya1n9Bv+bEYzKob5AWcntNQx1IxvQ3UQCvCuOazxpaCg2moIaxTAMwwiRxxPsuMUw ymb2r7L4xk6yDaMKJv9il0cMoxLmWRfz9d3lhmEUQz2IyT4ofKEfqTAMowAJ59pyUFi7cz0494GW dzfuo2cc8k6+80I8sMgwGkfCudbZt6jU61wPoRu9eksrD88fsfZh9Ob9Jy8p8I+PLDSMxpE8LMym Tud69ZZ9CITeBMe6u7nGJrxs9BCOX4bROBruXG/e04Hg3Q3P+PiPnerd88d7DGg0bOFQkbzMMBpH w51LPerV2+ePNGTxajiU8bD1ALe7d59qiGE0iMaPXDws8SEhnW2Ru6kn8dkWy2kQM4zG0fRzrtE7 DE06aCVGKT3bwumXOqBhNIzGO5dhtBVzLsOoCHMuw6gIcy7DqIiUc82znucy5zKMA/Cda67vY0lj zmUYBxA7V2c13PKcpDmXYRxA5FyTvru6DGZdzNK8eKFvADAMIz+Rc826fLLVWS3pZYEJDh256L2b mF/E6y94Tq8VpXlNAlkYRtV4Ixd71aS/eXBozmUYB+Bd0FjjiLCzynj5kzmXYRyA51xbOdy5/gy4 7/Cc1z/n+Z/pvCaBOZdxGqp1Lp7XNEDJPEMgC8OoGnMuw6iIap2rmWj1DKNabOQyjIow5zKMirDD QsOoCBu5DKMizLkMoyJ85+rQl80zb9zVyAWRg7DmodUzjGrxnKvzjyU/ciK7cV0DlMwzBLIwjKqJ nWtGX53PfKTLnMswDiB5zjXpZ3211Q4LDeMA0hc05qWec/G8pgFK5hkCWRhG1aSda5FxYGjOZRgH EDvXmtwq8wtddlhoGAeQHrmysJHLMA7AnMswKqJa56IPmrvPec7rv+D5C53XJDDnMk6DjVyGURHm XIZREeZchlER5lyGURHmXIZREeZchlER1TrXBXDf4Tmvf87zC53XJDDnMk5D0rlm3c3PMNjIZRgH kXCu9b+TrzGkMOcyjAPwnKvz1z391EmKw52rmWj1DKNaYueaT6PvCKWwkcswDiByrrl2627Tvcy5 DOMAkhc07LDQMEqjWufieU0DlMwzBLIwjKpJOlc25lyGcQDVOlcz0eoZRrXYyGUYFWHOZRgVYYeF hlERNnIZRkWYcxlGRdhhoWFUhI1chlERsXPNvuwFnZXdoWEYJZEauWbdjJfFH+5c/BLOmt79KfMM gTmXcRoSztVZZXydy0YuwziI5Mi1cG6qqx7U2x8GlVCXD8k8Q2AYpyF9QWOdcdJlI5dhHEDKuSb9 zJFLIxdEduO6fEjmGQJZGEbVRM416dNAlvXtO3OuIjx8GI1evXWf0vr9R89Gdze0+u75472Eje4R wXgSpA8LszDnKsqb93Cr0QPN4F3X/P/m/fNHSL5NYcaToFrn4pdw1vTuT5lnCE7iXDx+ffKS1z95 +ertB17asPWksJGrCt7REeDdDXuSjFjvnMPghWELgxi7mXH+mHOVz/01L9SHaNQSaNhiV7uHoxnn T7XO1Uy0ehVxLy71f1/ymRbOvGjgAnq2RSdi4bUN47yxkatcHtSB+VoGvMipa/FVRObuJgozzhtz LsOoCDssNIyKsJHLMCrCc64FOvWrS93wMecyjAOInKvz72me+fU7Oyw0jANIHxbaXfGGURIp56Jn /Td4is71/3SUaxj/QatntIGkc9EH8DZ5ioeFGrVxaPWMNuA71+xbupLiKY5cHEtTCJKVUJcgX92N hhA7F10sJDYHL3MuQrIS6hLkq/vB3MP8etdj6x5Fa2Ld0xc0sniah4WY1eVDTJagYueiXVR20DY+ ita8ulfrXDzn/ULWdYfReU0CWeyBY2kKQbIS6hLkq/sR6A7aykfRmld3c65sOJamECQroS5Bvrof ge6grXwUrXl1r9a5+CWcNb37U+YZglw7KCfRFIJkJdQlOJVz6X7YrkfRmld3G7my4ViaQpCshLoE +ep+BOH+R2crOHuhzh+041G05tXdnCsbjqUpBMlKqEuQr+4Hc3dD13tkF23bo2hNrLs5VzYcS1MI kpVQlyBf3Y2GYM6VDcfSFIJkJdQlyFd3oyGYc2XDsTSFIFkJdQny1d1oCOZc2XAsTSFIVkJdgnx1 NxqC51x0/1PJN+7ySzhrevenzDMEuXZQTqIpBMlKqEtgztUqEiPXomzn4jl3urKuvbHOaxLIYg8c S1MIkpVQlyBf3Y2GYM6VDcfSFIJkJdQlyFd3oyFU61zNRKu3kxY7l2rZPLR+u9CYjUOrVxAbubLh WJpCkKyEugS56k47w2ej0WvZJ1LzOgWY7QNRoydHeF0TyXp9AlkpijlXNhxLUwiSlVCXIFfdKdLH jlPIbuHP6xPwch8crz4fAtkCWSmK51yzLuWX4V5P87CwmWj1dkGR6vOhrQJe7oMjveDYGt1fr0sQ bhYlMXJtwUYuQrIS6hLkqjvtD3Ue/W0VYLYPjlSXDzFZgnCzKOZc2XAsTSFIVkJdglx1p0j1DVBb BbzcB0eqy4eYLEG4WZRqnauZaPV2wrHq8iEmS5Cr7hSpPh/aKuDlPjhefadWIFsgK0WxkSsbjqUp BMlKqEuQq+60V9R59LdVgNk+ELVOHwLZAlkpijlXNhxLUwiSlVCXIFfdsXd/9v7jj3/72Wefffzx x6l5fYKcdQf1+RDIFshKUeywMBuN2ji0erugSJUf5BUX8HIfHKmuUysmSxBuFsVGrmw4lqYQJCuh LkGuutP+UOfR31YBZvvgSHX5EJMlCDeLYs6VDcfSFIJkJdQlyFV32h/q9KGtAsz2wZHq8iEmSxBu FsUOC7PhWHX5EJMlyFV3ilTf0d9WAS/3wfHqO7UC2QJZKYrnXIury2DWHeuWh41chGQl1CXIVXfa K+ocoLYKMNsHotbpQyBbICtFiZ1rzl+VnHU3738y5yIkK6EuQa66015Rpw9tFWC2D0St04dAtkBW ihI5V2c1HGAx6fMiweHOFb/P8tg3ecq8FEGuluIkmkKQrIS6BLnqTpHqO/rbKuDlPrBzA9b1Ba0l 1+sS5Kp6BpFzzbq3tJj0Nz8t+T+4aQzDKMZ/Vg/SIauzYh8zDKM85GxrnvFNZMMwjmThnLmWYRiG YRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGce44XRqGkeRo3zDnMoxszLkMoyJa7VxZL/nY zcK5q19mpsqTV/Hy0mzPQd9b0hK4tsc3Rxms+U1lSaRmc5fxbsA8HJk84tTO9Rf6ug7wV7S9GA7k ZVOT/rGq7IffxNiElxfM/ouuxNTiXGlrgLWjenRWvNhKZm3l6fUfVde8Gc0WvgYwiXjH4jjnOjh5 xKmdi95MJW+nclFKfZNb9RzfXOWQ9b3pWt4GFL8nTK2xcKEpZt/sskkttc3+TLc5V8Ru55p92SP7 /q7v3FffklabYP0HX/Zm3eHvpzxSs+Y8ZEtPucbaWk2NDvfqe1P0vlNKxlnwbrCQF4Jwc6VS6YqE RpG51G8GlGBXedSFj/E/HISx4hqojThlGEty+J+8l8RSKhUFUp5xbZPFVETauTqrxJ4a1ubHcWt4 tRVlIt28uod2HPhaZLVMaCU+Uue2YKJUUT4EN9tmivnVrzbam9eQEpWm7XRxmfuVV1oqeayZn0EO Tu9c9DpLer1ihnOh/ZkpNIk7KbHpmvQN3wE8l4+hUyNAXxKHiOJrhEkW3C60kOaiqIlU3sqy50fm uBqwvbzEK78lVlyDKCyOFZpN1BCpFMLzuALYn72cq0IsQYg1Zl2qXojXHHFreLVlZSLdvNiRHZON ldEycVOEbQyiVPH+wEjcdArNVXd4CQubGdkkd5k4sYq9/SouLZXc0yyRwV5O71w7Rq54J9zVCNSO IpdGgLniEwRpaupvJMpCRdz4klM6laxQqB+Z43Kz7iovrmcUK65BFBbHCs1G20kpF5Wora9WRaRH rqQzeLWJW8OrLSsT6ebF9rscT4uMlgmTR9uKpEp0XWHcdArNleZRWNjMSM5nh+nimPR+tdkFavLk bhFnsJfTO1eMBsXOBdtirfOzpA6pRvAaiRph8lXYDgw3Mr/UVLPgAwYUQXOJlkgVr1CDepE5Lu1D O8tDjanhF+M4VqoGNItiSSmxgGdyLMa7a1yBlFoVoYZgOAA1pQqAOYqOmyNqDb+2rEysWxw7smNS i4yWkZm/CjybhPsD48X1UnCuXJ84LGxmFCzeEQp4pki9YueKS0slT+4WcQZ7ObVzbQKdABkI0NCM 2mMMJ0UZXv8TDdljCcZ8+YcVVijy1S9/il6O2kLAETgC0dxRFpy/NA5W+KzISzXRFQ6lZtXICHW3 OKuAbGd5aH0pJ4oV1cALC2NpKcgd81hK5fxEepiwAmG9Tg9VBs3E62FtvNaQCFTbUJmwBeLGi+yY 1CKjZf4XUlDauC2Al0rzUajZEDOVguoju08YJnsLV1qih4KwOI2c3K+i0miRSB5rFsbMR/3OVS7c j9VK/TU4NZN+PpWfXMucl3Nxn6ODYD3UX4PTs87VmT/Bljm3kcswGoM5l2FUhDmXYVSEOZdhVIQ5 l2FURP3ORVeRhoPEvdSz7pafeOY5rzdtzeBk1F+Dw1nvvvjHP7GqfvJzawZ5LeWxNa+d7C5o1k1d /j+skAM5tXM5Dw7gX8iDRVLlrU0g9zHs56RtmEn9NciBGoLRIN5d499tt7JPv7yWOppdBWU+o3I6 Tu9cIxiSb2ZT55IfSXjk4h/CqanEctGmQJt/Li0pox2HRtFoMSYJ9VWZGcSp+Nd3WpnzHRuI63eA G4FRQkjQZUvEKA8q5ftfc5hXJNXAr5KfNEqbSFoDqAaI7y0kZt8M6CY64FefajyFAmgGvoGV9aOW oXncFgIlZEtFraFEDUmC24Xc5B4WIXmh7I1mZ7IEUUFeSahk1DlE9YoCtcKJHPwalsrpnUs9KzIn 6c0KQ1HoG98b5t8hCPQmMGoIeiQBDRfeohNGk5vF9A62jQwmfU6KcBks59Sm+oQBJeT7y5h0YFzc nCRyu1mUR2cFQUc9JKWCV6U4aZw2kbQOYAcxSOxcnb+mYz6uYaJFqQHkGS/RzJt77cnwNqmasmDc kHzgKYK4CMmRs2EXSFg5UxAV5JXEYVKjuF5xIBcS7wrpGpbL6Z2LPSseuQjqR7gNF3QHW7RnRpsi ohU+Bpj9Q/I4OoyWdq50Bmom2cMRBRElkJvdd65EoFccS6gOfh7UO2jWIKlCXKUoqZ82mfT0sG8l nIt7csBV9KoPtN6qWTz324LwLBW1BhM1pASF87AIyVEKo3E+ZeVNgV9QVBKPuhzXq1ccyIVImUKi hiVTu3P9nFuKb4zn1mBNuQniTQKNwPEw17voF9JCcTRvV8jIIOqOdcVr5t3O5RXHEnGuKI/JFxRE hYKUCpoVVSlK6qX9sZ+0DkLHIiSERwXUjevtVR/V/uZ34j6iWTz325OILZU0AIK0ISUonIdFSAZS GOZJK2cJvF3CK4nu4+UISTtHh4HYUglI1bBkTu1cf8OGZP6eA+SdDdy1kM4YxG5/+N2oCWSTI/Iz rjjqRkzq8KMD6zgat/r6L6kZszMgEAVhsJh3aKJ+RBUh0oFxcbGHxHnwkUX4Yo6UCrI/cZX+d5Q0 TptIWgdpa8jxEoDKqKJX/QF7HR+aiWbe3GtPJrLUv00aIG5IzmfOTRoX8TvOkQ+f2ZESVs4UxLtE 3O50mgUS7YydLAyUake7QmoXKZlTO5dhKNkDhgxQGWwVJNGRbpHIOzOwesy5jJqQo7o0RzoXj4nI O5F1ZuAJMOcyjIow5zKMijDfMIwTEQT/H1wVN/5PAB0/AAAAAElFTkSuQmCC ------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/header.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="windows-1252"





0

 

------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/oledata.mso Content-Transfer-Encoding: base64 Content-Type: application/x-mso 0M8R4KGxGuEAAAAAAAAAAAAAAAAAAAAAPgADAP7/CQAGAAAAAAAAAAAAAAABAAAAAQAAAAAAAAAA EAAA/v///wAAAAD+////AAAAAAAAAAD///////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ///////////////////////////////////////////////////////////////////////////9 ////IwAAAAMAAAAEAAAABQAAAAYAAAAHAAAACAAAAAkAAAAKAAAACwAAAAwAAAD+////DgAAAA8A AAAQAAAAEQAAABIAAAATAAAAFAAAABUAAAAWAAAAFwAAAP7///8ZAAAAGgAAABsAAAAcAAAAHQAA AB4AAAAfAAAAIAAAACEAAAAiAAAA/v////7///8lAAAAJgAAACcAAAAoAAAAKQAAACoAAAArAAAA LAAAAC0AAAAuAAAA/v///zAAAAAxAAAAMgAAADMAAAA0AAAANQAAADYAAAA3AAAAOAAAADkAAAA6 AAAAOwAAAP7///89AAAAPgAAAD8AAABAAAAAQQAAAEIAAABDAAAARAAAAEUAAABGAAAARwAAAEgA AAD+////SgAAAEsAAABMAAAATQAAAE4AAABPAAAAUAAAAFEAAABSAAAAUwAAAFQAAABVAAAA/v// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////////////////////////////////////////////1IA bwBvAHQAIABFAG4AdAByAHkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAWAAUA//////////8CAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOAHpWexFNAB /v///wAAAAAAAAAAXwAxADQANwA5ADcAMwA0ADkAMgA0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAABgAAgH///////////////8AAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAACAAAA/RQAAAAAAABfADEANAA3ADkANwAzADQAOQAyADUAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGAACAQEAAAAEAAAA/////wAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0AAAD2FAAAAAAAAF8AMQA0ADcAOQA3ADMANAA5 ADIANgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYAAIB//////// ////////AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGAAAAAIVAAAAAAAAAGAA AHic7TwJdBzVkb97ZqTWZbVkWb6l9viSbR2jw7JkLI18KZDFRkjC8QZ4dnsOaeLRjDIzvni7QQQM WY5ABGt2jQGzsTk2gUBIwuMtYJy9Art5Jlny9nFkwWt4MQnEZGEJvAXP1q/fd/fMSLZjBOjPq9/d 9avqH1W//tU9Lxwre/2+x2YdJ5bQSVzkdLqA5BlwnAIYREJ45fl0Op1W0enJ8JkKnwC4FR3WK1eq 83wAAaAAoBCgCKAYoARgCkApMwFSBlAOMBWgAmAaQCXAdIAZADMBZgHMBpgDMBegCqAaQAKYB+AF mA+wAGAhwCKAxQA1AEsAlgIsA6gFqFPKePrTbbbPTeglcfilQBfrSQyuCbLH6gqyhkri0fo89Qfz BB7xz7LkbiPt1r84MPBYxQuciz64VJ9yCYmS0LjyNIZCwnPG+oyVr4Ko+a+F+g+RYSjHNvK1cedf DvlTH0j70Fjzp/QDyr1LyfciaP0wlORM8h9v/WnTq379tKI3tU95lDR6b+3/k33u8xc4NoyfceDA KlyFzPatfZ/6/C8ljocjgbgUjEsbIoFEPBkPp6T1uwOhKJrZmkg43IYDCuLq1w7KiVR9G3m//Ydf H1sBeBeOSWcaTkOPyePtTUD76Ot77/2fjy4ZFL/3HYEsW/z4Sz7A9RPW12k6HZ9oH6F4WoYuwsbB iwlr1DfcbKyjNJfFIuFoPIE05MBzYc0PnmXIVn7+Vz//1YH62eLtd0L5az96hJbzVaU8NP1CgK+A z0mQ7eCD6Diwfdz5g/9Bf0L9BrWBsfBQ2pt71Ps+sgP87xCRcexR/WACMSkSgftYFlk1iv/LG0f+ VH/XaWVZBzkEsAwhHAHHV542qL+xP40lfzq3KuZyko05jDd/YygQRDAgD+lv+3n+0Wc5kgeFOw51 etR9FG34vwGugNExXzNh6byENVgGmaNlgGKRDi4P9EZt7QDEZTCvpCnlGE/F+AdI+xTGHTgnBe14 y0ra8Y4jm/kupLsFYy/GUyDmyBPI8zJiGmG2+jPApa9+SulUHm41aD8C2o9CapXSg27DDkb253Nr MSUCPYhSnS8KUymBwlzKemMqR/aXcv2QRi08CTO9jXDdBddenPnIYM+2Wu+31noQZjltRM2NlWdI KY2MFLUOFOY6uXNSvEpyU9A1R66Wq8hJsSonRWcOCo74c9alJWddWnLmUpBTRmEOGTysxnLlIuTM pSCrNR7MYj2zyGJOy8GWSm1Vs3UyFls9E46HiLEEY+kP2zKWucpdBeMGrGy9vQu8V0jza+fP911w RZ3hqco9H6Y3VWaKy3tDwSstZAvAsVabyOp9FlmAqHIvgaIssNHZJSJxJ6yYwettURKWsqQtdZpc HaPTeOu8+Ny1pa7KXQvr7sVUgpHXyGWh74a1+WpbjlAYe6YMacrX79cltcBKv8GQsyrDwm3he11Z z/1vWjKMbc9Kk/g/DZ4jdrxHpf+RgnbfmwH/cAb832fAP5IBf1cG/A8y4L+fAX93BvxN4yxPJvmP I36GDX9PBvzdGfA3ZcAfyoB/LAP+R4gvydD+5Sr+jrKyO4vuLBLd+xBfoeHD4SPVR6pF9xOIn6ri XyRbu6SuWaJiD/Z8n8mAvzED/slzVN8fI1601YvZyRQbPbNPAXwa4j9U8Eq9BPCuTvhSm5zvKfQK /kBZWWVRJeS7X8EXOMopM5STtfM+hX6JI/00lf59M74yA74gA75Q12MP6LFa1WORGV+k4ot1vAT4 UhveIn+6Ti93SZ2afFibOtaL7gOjn3Gb8XlQA8QXm/F0VYV4QcffzpeD3sHSm3wLpTrp+VhYToYa RwUfGdWoYIbvrkqXkCZYxy8E/jqA53HVJ8PsIARzARqopDKrpCa7JG8WSU2apHKrpGa7pEVZJDVr kqZaJbXYJS3NIqlFk1RhlbTcLqk+i6TlmqRpVkmtdklNWSS1apIqqaSW7LqrBkktOXU33SrJQXfz s0jSdTfDKslBd4uzSNJ1N9MqyUF3y7JI0nU3yyrJQXcNWSTpupttleSgu+YsknTdzaGSWrPrTgJJ rTl1N9cqyUF3C7JI0nVXZZXkoLuaLJJ03VVbJTnorjaLJF13klWSg+58WSTpuptnleSgu5YsklTd CcRL9/TWxIdGhTlmfm5W2kXW4DqJ0RaT+dTzrj0eDeyIxkeFBWZ6vjKdT9aS47BqontsUeWE43Z+ FixnYORa+1Z0R1SWgiFpUygRCUcC8m9OgJQui5Tp6Wkg5S3gpzJkKHcQyiuRTRDTVVkYIAD435AT Wg7ToI6ilsOmSAwKKAflUaHVInxGWrQI3wTiYkqBZchK1iq7iFZWM2dLZd1zobJOJlwMiymNr8nO N8/C16Tx1eh8zXa+hRa+Zo1vic7XYudbYuFr0fiW6nzL7Xx1Fr7lGt8yna/Vztdo4WvV+Gop3/pY KoGasRpPBfCpx5JGPUwB04VpzEWxQDyRCKXAYGosZjo7XYBbtwHcuk1AninNMNykfsSdHhUkEw/n cac9ZANQhQw5uUnDSH7aKp/z5IN8nVYil0OXulLhKYL7PEI2hnZAtUYFr6Voc9J5uOOwQ6mWmhEZ IWkrNccRpFb3n6MKdQGYFnBsjKcggypLqxWm3ciSMghvGvGA8FpLLTzpItKDwgPK5rdMBuBO7dyF YFGwnOmT36HakSz5TEvTzXuZvGNqr5aRPMjpQktOeemZQBsiw7itTnVJc1W78RD0tygZxDS2JWNs z6lgZzBJ7w/tTsWpp1i9M5IElTdZilOUnkL6gX03qloVvZrsBOFJTfmVYHxlqrD1u4ej4HJSkZ0g r80ib3m6zCRvPdwN465XQDkJ2KlJLSIrqMr730mhE7So3FUKSuyHdkqZXGAJaaNzVcYkgTtZZGET 04KJTdIcSglpN7A22VnLbKxNGutKA2uznbXcxtqssV5gYG2xs061saqepZCsopbUDwYbtVmSayZY Ur9isaqJu0nHiCtt9QmcxwU+YRPkkQBLZf6Zhm8LmwF0utsI3SamCpTJNnzBoA+k78G7DdhrI3jM 0w72zxSZMlBcDLgBsMcUNHgr2YrHA3thcJ1H32ThPXio2bgXjHKen2aWR/oGQ6FUIyURL8EqkZ6o HGvcL8wg+42lN1y/K4gAxBRuhk69An6PcG4YgDn3dGhu9tIVR45yAgCj+xgm62y3Fg/z+yJDEG88 EU/DIg6oZrK1UUCoBNClVypXnuyDvPcZUta8yZGbAXezpTx0ScgOiCTTAVEP1KsHaKdMccP1q4IM v68J24W7hfsF9SWga7F012G8CEolnW6/9ujW1/2LDfc1cH95yyPPBZve8i8x3N+HrwSxenPK+i+x 7a59PTUv+tUrAbOkhzcHwAoPWMptDFfUqHfssIgTseVEUaM4mf4x94L/AdIMqIOQG80zKKqHpBxp Et3YajQ9X2SrTvrSiwCWVAhyjKduGwHXKxQDEO1YWn3OV07aDwn/DGAu5dErv+96GK6r/LuHotLO UCIZicc6vI31Pq8UgmEuGIkNdHgv6++ua/NKyZQcC8rReCzU4d0TSnr9nSWFq+SVyeGehATsseRK ucM7mEoNr2xoSAYGQ0Nysj4+HIpBWjieGJJT8JgYaAgm5F0gdija0OTztTYMyZGYtxPkxOLdkWi0 gd5GYyZEA8M0sLw6+6BifQI7z6ShBRrIBQ0EpgtV5bH5aKNdKpairdLJ00rWqiXYpoS7VJxKOEwq AueiKJwnFE0PtRMcopktULRAXEofyIN7teFpJltQr5n0MzIygvkWwEKwCCnDYj93git6lwf0CEeP j6+hB8n8Nzma17Xc1VdfzV+H93u59wkRrz9K5d6A8bewDH+F8Y0Y34TxzVwQ4luQ69sY34rxbRh/ B2lGMb4d4zsw/muM92F859GNEP8N3v8txvsxvgvjA/SVga4j3BxYfhRAH6ctgG/vkOrqav6DGjwK 5ivqoe8HAvze7YQcO3aMf+QGdv3gQUZ3608ZXcfzhNBa0rI9Trx/WANy7sHD9HsxPkjzlO7DGv8d Yr6L8SHEH0b8/Yh5AOMjnES2kgJRfbWKoAlsgN8quC+GVl+t9QV170Z9pptwVJuHhPkuc9+4hjv+ y5PxItfE6BsDMFGlnUEKRyPDHd4Y5OOVEvHUVyKpwb5BeRhybWSEyYuTKXYjDceTHV4fopOJgW1r owlppxzt8HZj8LKONZA0Uje2+nwOHI3d9OfMsaK9vX1cebQ0OebR2kx/jhzLmx051nbTnyNHq3M9 snCsWO5Yjyw1X9E23po3+nyOxVrRTX8GlgaDIofl1KBEow5vIJIIREPIHwZj6I/3hgIpKaoJllLa LZNF2Sh1KhINIW2iw1unEm/T75WcFSNjHlja1eFtWt7eqiSaPO8Ug+fNE/V+Y3eIrHsJ6BDZUxp3 gukutOoQ4+gQ56JD5LDr0T6sOkTqMswOMTIGh0gUh0jQIRJ0iEQ5uR2bQyRjdIgjV1W/SyeDHUNP l/YOvPZqu2f0k11f3vH4e+prWmxEZ8OHRItbxECdSanjOI1PAfwrobMYNl5dqzxT/LnxlSSLrzR6 RRoOCUOc1SvWPjT9k8u4ieEVwbxT6BWHE0kw/WQ8GgmuG4oFWQ8ZgP5l62o+o8FrJNscaU09WSFp 0HO1dBNkpyVQ07BCIU1aanej2pV0qgwzG2v/UifwY+tfpZ/L/rWw+R8P/kvv/+27cMPoBSdPeK8/ Pt7+9UcD0HC1Ach5719chv715Hv/8OsJ2r8G44mr1iQige2fq/61HnuJmlJsSFkHiwX6vcgCka4q FooSrA2YmX34x3Q67wN9/eUDI9w6h/XPS8QKXIVYwyKQMguXEmp3pnlQ2a6ssh87Y9ndIjW+1SI9 WT8I8HWAj6DqPy0wS6MW+DMw3lFwHLOh48wVy205MA4JfRH7bVOoOKJvMJzSTFwN6rN6mLoJnjfB cxDydffBwhVbv0qsIrzhIy9jkLB88xyXWfcIVQA6bSHG9H3NegVzj1BjoqhQKNzkUszOTXq1Gqg2 oJaVtiFtC3uxaFtUi0udiusYqrmNqAtWT5djPZkjo5qca6ktdWFuSJ2HMqye39jCzKl4bE7lmS9z D75DJoZT0bp0s0OXzuhKTGTUHa2Tk4OMDpO89m2CQ8JMU0NwSkNwE8S7soZobV7uc2iIPUmtHYA5 GN9Fd469UlROpiDh7BvnsPAhd9jQOENPJm544ywbJrX73DTMtnhwD0iC5S1dvtLCKIOPl20OJVN9 qT3RED4MY9SDg0swFO4FvuRVHd62lhZc4DR6pQgK2aEumpOpRGR7iD714R2QyclQNELr4qSIsVlk VE5FYlJqz3AoLAdAUn9kKJSUNoZ2Sb3xITnmlYYjqcBgtzwUie6BUkEbBgblRDKENcSKhGQD++pE RI4yfCDphG9Qa8tGTFb/UCzYIydk2gZRmaprOFW3plddCmJMVdTp5OcqDFMWvcMwTzddpNtU+wC8 YqGWWkqmAU8ROCoQRw7CuNEN9/lcuTa2eEBCsZLexbFvM3ONooTkHulm20Y6p61S48w401apR8Gp zwWKUH3rlIVDgmjxqYkb9kaWvffhBPGppq3TLF7lXLpXp13Yu4VVAHorPVpKTyl45Xdyy4sPz33u Wf+RNW/9tvypk/5V3rKHb/n4d/5ZwX/6/St3vOMn5LDwpskr/eLUMy/9YkJ5pTF7oEZ1j8U36YLs Lsh54lYKRtKguB7VvAoM5qXiPA44YsA9IKwD0HFsgifAJHe0dHYROyLgyIy8oxX1v37Qv/nfF738 k/Ct/uNSZTjwxO/9qVN5SxunvOE3O6uH85kLbAOocdGP0AXyW7/ZWX0EfubPCJvILVOcVZXJWTFH 5Rr3mY7qCO2O6ZjlTOeZl+iZzhMT1TE1+Va0tpiTxuBXFsMIxFrQ6mEeH+e3Z4eFCmL0MDO+dDfd X8uwkpipGaRuaKoqaLmMBqIOp08BPEpRXXYDoeEVKDH9QpWOhtRA5pgMpASNws21K+9K0Zozwbop eBxb4mVsCc6yWnmx89a3+3+374i9Je4XXuPuN/B/9UTt0/92lr42EQEPk0h9yu7W6k3P1jM6ejoW aX4uFKu7rM97PoqSYPmnOndDQIfK0AYXq6ihM5fJ7oRJ2/2e7CZLd7Wuz2GytLO4uEY0WdVgOZPB cg4Guxtj1WD//LRv4beeCR958cjbtbf/xw8dDfa/TAYbmha97flJg/1MGezZ2at1wUBf4n/dwcUa g33BoFpoOm20UCp1uyAC6LzU0R4WtpqmpB0vvf3SxZ/9Kel5MbnxLkiNencekD1AczlcT+bpM8QS Axfh2dYur/gW8BK4eevmSxUqF+H68BtMiuJU1EZ8gTeEG2wuXt0eZsHbRTHGYfVdfwi3bTv5QsJp /1R1j7DUVOJKpSQeshMtaZikSB1ZQ3oV6hkmareh3Pr7T6Lp/acSnLkWQxzEuTJHypCDzkU/fugP v9ywrce/BfFLEb8M428iZkT/PoUs5NH+yTWQctSd6c0p9a2oxYZ7+ubUjXNXffzJN07hm1Pq/Qby JqihDz/OTpIdJEYGYPLSR9aSzVDnFvzkwocY9uI0fdvSHjg38bxK8ktKj13D0Q+Q9xe1CEG65Uk2 87QOm3n6lw+rlbf7zm3giG5/Tv9M0tN70aaD4rnPN1+7y7ArPBkmAwajfYifViEmw4QNpdrdF9eT 0D9V26GMMPQ9f/YXC2cTvrhtORm+8CF4juXRafBmmF012X74wvtkZ5sMk2FCB/qJTAEJal9MbOY3 82wR+Jpfveb+OOb9b6h3l+H7R3+J713x5JWqUrb4Mi3j6aJP4EXlXtn94UoRx1lwHM/W437yCS6j OfbPh8oTD3g8DOLZeUIneZqUY006CV3o0/hdP0/+E8pE/22vAhbCnXw5+YlBEkHam2B5fpOphivJ XJiCudgeFPsQhedPkTwyk+yCvAeE6QA6Oaxn6daqa91EWe6P/0OpNFE/lKKVsX8olcsK+rVPpJgV EMvGC9HanmhtTxzbnmdtzx70l9HG2PaT4fwHepTQQ9j/+24mbEG7lbD/MR0kbPNsmLDNPXpQQP3D vUT/f1Om61LkJ4ocp2uVyGjpNgv7WhL//xU/k8Q7/KaSFItsB47+bWqhkh6JDspJZOaVlAKi/bEs S5icr5xp+H/KoRIFAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABgAAB4nO08C3Qc1XV3 Znel0cfWSJblD7Y0Xv8/+suyZSyt/AVysBGScNwCxx6vVtLGq111d/2jp0EEHFIwAUxqGmODCTaB JpASCBxOwcbpF9ocJyk5PRBS7AIH00CdFJLAKXh7330zs/PbXcl2jAC9Pfft2/vuve9z77vvN7M/ PVF68sEnpp4CW2gDD5xNFUCeCSdoQEEGELXfZ1OplI5OjYXPVPgEwavpsEb7ZjrPR5AQChAKEYoQ ihHGIYxHKOEmAKUIZQgTEMoRJiJUIExCmIwwBWEqwiUI0xCmI1QiVCEoCDMQ/AgzEWYhzEaYgzAX YR7CfIQFCAsRFiFUa3U8++l22+cmdEIMP0nUxRqI4nccdtldQdZQAT5jzDN/MEMSCf8Cz15rpj35 1MG+J8p/KnjYD4/uU66CCIRGVKY5FIIomNszXL5y0Mtfhe0fgEGsxxb4yojLL8PymQ9kY2i45TP6 Pi3t0cq9Anu/F2tyLuWPtP2s63W/flbTmz6mfFoeS9vH/9iY+/wFgU/j5xwEtApPIbd9+9hnPv+y +KnecDCm9MSUdeFgPJaI9SaVNTuDoQiZ2cpwb+9SmlAIV7OqX40na5bCBy0//LPhVUD00Jx0ruEs jpg80dkFbIye3P3A/350Vb/8vbslWDj3yVfqENcNfKyzfDY/sTHC8KwO7cDnwSuBd+qbXj7XMZpr ouHeSCxONHDgxV7DD55nyFZ/8Rc/+cWBmkvke+7F+i/66HFWz9e0+rD8yxG+jD4nDlvRB7F5YOuI y0f/Q/6E+Q1mA8PhYbR7OvR0F2xD/zsAKs09uh+MEyYJYUxHs8iap/m/vBGUz/R3i1GX1VhCkOoQ ohlwZPVZiu03j6fhlM/WVsVCTrJhh5GWbw4FkowG5IPupT/JP/6CAHlYuVPYpr/1Hicb/i+E63B2 zDdMWLkoYSXVQRVYHbBa0Crkod6YrR3AuBTXlSynjOIJFP+AaJ+juJXWpKgd/7eLWyglwEaxneju oNhP8XiMBXiGeF4lTD2uVv8Fcakbn9MGlU9YgdoPo/YjmFupjaC7aIDB/nxhFeWEcQQxqotFYakl UlhrWWPOFWB/idCNeczCE7jSW4/fO/C7k1Y+Ktqzo9X77a3ux1XOUtBL4/UZ0GqjEsUiFwprm7w5 KV6D3BRsz5Gr58pzUizPSdGWg0KAQM62NOVsS1POUgpyyijMIUPE3ViuUqScpRRktcZDWaxnKswV jBIcucxWDVuH4djquXA8CuYaDGc8bMlY50pvJc4buLP1d87yX6fMXDRzZt2l11WbflV6Z+LyptJK cW1nqOd6G9ksdKxVFrKaOpssRFR652NVZjnonBKJuA13zOj1NmkZC3jWpmpDbhqTpvFX++l3+6bq Su8i3HfPZRLMvGYuG/1a3JuvcJSIlXEWypGWcgOBtKQm3OnXmkrWZdi4bXwntf3c71KKaW57QRnD /3HwAjjxPp3+KQ3tfSAD/rEM+L/JgH88A/6+DPgfZMB/PwP+YAb87SOsTyb5TxJ+sgN/fwb8wQz4 2zPgD2fAP5EB/xThx2Xo/zId/63S0nuL7i2SvfsIX27ge3uPVR2rkr3PEH6Cjn8ZNrcr7VNlzR6c 5R7NgL8tA/7ZC9TeHxFedrSL28l4Bz23Twl9GuE/1PBauyT0rm74Eoec72n0Gv5AaWlFUQWWu1/D F7jKKTXVk/fzPo1+viv9RJ3+Ayu+IgO+IAO+MK3HDtRjla7HIiu+SMcXp/EK4ksceJv8SWl6tV1p M+Tj3tS1XewcmPyM14rPwxYQvtiKZ7sqwktp/D1iGeodLb2hbrZSrbwU7VUTofq9Uh3sNahwhe+t TI2DBtzHz0b+aoSXaNen4uoghGsBFpikUrukBqckfxZJDYakMrukRqekOVkkNRqSJtglNTklLcgi qcmQVG6XtNgpqSaLpMWGpIl2Sc1OSQ1ZJDUbkiqYpKbsuqtCSU05dTfJLslFdzOzSErrbrJdkovu 5maRlNbdFLskF90tzCIprbupdkkuuqvNIimtu0vsklx015hFUlp305ik5uy6U1BSc07dTbdLctHd rCyS0rqrtEty0d28LJLSuquyS3LR3aIsktK6U+ySXHRXl0VSWncz7JJcdNeURZKuOwn87ExvZWxg rzTNyi9MTXlgJe2TOG0xzGSed9WpSHBbJLZXmmWlFytS+bAKTuGuiZ2xRbQbjnvEqbidwZlr1TuR bRFV6QkpG0LxcG84qL79Bkppt0mZlJqIUt5BfiZDxXr3YH0V2IAx25X1IgQR/za8YZQwEdsoGyVs CEexgmqPuldqtgmfnJJtwjeguKhWYRWLUo3GzmGNNczZ1ljvdGysmwkX42bK4Gtw8s2w8TUYfPPS fI1Ovtk2vkaDb36ar8nJN9/G12TwLUjzLXbyVdv4Fht8C9N8zU6+ehtfs8G3iPGtiSbjpBm78ZQj n34tadbDeDRdXMZcEQ3G4vFQEg1mns1ML0kV0NFtkI5u41hm0jAML9QMeVN7JcXCI/i8KR+sQ6qQ qSQv1A7lp+zyBV8+yk/TKnAtDqnrNZ4iTOcBrA9tw2btlfy2qk1L5dGJwzatWXpBMAQpO7UgAFHr 588RjboATQs51seSWEClrdcKU15iSZqENwz5UPgiWyt8qSLoIOFB7fBbhT5M6YO7EC0KtzNd6ntM O4qtnIkpdnivwnuW/moaysOSLreVlJeagrQhGKRjdaZLVqo+jAdwvEWgn/L4kYy5PyegneEivTu0 MxljnmLF9nACVd5gq05Rajx0I/tOUrUuegVsR+EJQ/kVaHylurA1Owcj6HKS4e0ob6lN3uJUqUXe GkwN0qlXULsJ2G5ILYIlTOXd7yXJCdpU7ilBJXZjPyUtLnAcLGVrVc6koDuZY2OTU5KFTTEcyjho MbE2OFlLHawNBusyE2ujk7XMwdposF5qYm1ysk5wsOqepRCWM0vqRoONOCzJMwUtqVuzWN3EvdA6 5EnZfYLg86BP2IBlxNFSuX9m4ZvSRoQ03V3AjomZAlXYQg8YdKH0XZRaR6M2TNc8LWj/XJFJE8WV iOtDe0xihzfDZroe2I2T6wz2JIvoo0vN+t1olDMCrLA86OoPhZL1jES+ipoEHRE1Wr9fmgz7zbU3 fT8kyQhgCXtwUC/Bz+OCFydgwTsJu5s/dCXAcUFC4HQf42Kdn9bSZX5XeADj9W/EUriJQ6opfG8U lCoQ0tIrtG8R9mHZ+0w5K98SYA/i9tjqw7aE/IJIsVwQdWC7OpB2/Hgvfv+ppOLnK9JW6aD0sKQ/ BHQz1e4WiudgrZSzLTcf33wyMNeUnofpa5sef7Gn4Z3AfFP6QXokiLdb0PZ/8S337euY93JA/wY0 S3Z5cwCt8ICt3uZw3Tw9xS+LBJl6TpYNitOpHwmnscxGRB3C0liZPbJ+SSpAg+ylXmP5+TLfdbKH XiS0pEKUY751W4+4TqkYAYxraf13vnbTflj6RwRrLY9f/33PY/i9PLBzIKJsD8UT4Vi01V9fU+dX QjjN9YSjfa3+a7rXVi/1K4mkGu1RI7FoqNW/K5TwB9rGFS5XlyUGO+IKskcTy9RWf38yObistjYR 7A8NqIma2GAoinm9sfiAmsSf8b7anri6A8UORGob6uqaawfUcNTfhnKisbXhSKSWJSNRC6KWY2p5 WW1d2LAuid9nstCEHeTBDkLTxaaK1H2s066WS8hW2eJpGe/VcdSnIFwtTwCBsorQuWgKF4Gh2aV2 XCA0twWGlsCjjYE8TOsdzwrZRHrNpJ+hoSEqtwA3gkVE2St3C28IRb8RET0ksOvjm9hFsvg1gZV1 s3DjjTeKt1B6t/ABgPz140zurRR/g+rwlxTfRvHtFO8RejC+g7i+SfGdFN9F8d1Es5fieyj+FsV/ RfE+iu89vh7jv6b0tyneT/F9FB9gjwy0HxOm4fajAMc46wF6egeqqqrE38+jq2CxvAbHfjAo7t4K cOLECfHxW/n37x/hdHf+mNO1vgTAWsnq9iT4f7sS5dxPl+kPUHyIlak8SC3+DmEeovgw4Y8Q/mHC fJfiY4ICm6FA1h+tAjKBdfhZjuli7PUVxljQz2703+wQjmnzsDTTYx0bNwmnfn46VuQZHWOjDxeq bDAovZHwYKs/iuX4lXgs+eVwsr+rXx3EUus5YeLKRJInlMFYotVfR+hEvG/Lqkhc2a5GWv1rKfj5 wOpLmKnrm+vqXDjq17KPO8eSlpaWEZXR1OBaRnMj+7hyLG505Vi1ln1cOZrd25GFY8li13ZkafmS pSNteX1dnWu1lqxlHxNLrUmRg2qyX2FRqz8YjgcjIeLvRWPojnWGgkklYghWkkaSy2JsjDoZjoSI Nt7qr9aJt6TTWsmakXEPrOxo9TcsbmnWMi2ed7zJ8+bJ6XHjdIh8eEnkEPmvFJ0Es1No3SHGyCFO J4co0NBjY1h3iMxlWB1ieBgOETSHCOQQgRwiaDe3w3OIMEyHOHRD1W/YYrB14PmSzr7XX2vx7f1k x5e2Pfm+/pgWn9H59KGw6hZx0FdS+jzO4jMI/wxsFcPnq5u13wx/YXwlZPGVZq/IwmFpQLB7xUWP TvrkGmF0eEU07yR5xcF4Ak0/EYuEe1YPRHv4COnD8eUYanVmgzdItrjSWkayRlKbLtU2TIid1UDP owaFDGnJnfX6UEpTZVjZ2MeXvoAf3vgq+VyOr9mNf3/onzr/b9/l6/ZeevoN/9dPjXR8/cEELNxo Arjo40vIML6eff/vfjVKx1d/LH7Dyng4uPVzNb7W0CjRc4pNOatxs8DeF5kls13FbFnBvQE3sw// kEp953fp/VcdGuHmaXx8XiWX0y7EHuaglKm0ldCHMyuDyfZklf3EOcteKzPjWyGzm/VDCNsQPsKm /7jAKo29f/MPaLwRdBwLcOBMl8scJXAOhXwR/2zRqARIHzCcMUxcD/pv/TJ1A/7egL97sFxvF25c qfcr5UoQTS95mYNCA3yG6zbrfqkSIU1bSLFXaxML90vzLBTlGoUXrqbivNBptEC3Ab2urA9ZXzir xfqiSl7gVl3XUCWsJ13wdnpc28kdGdPkdFtrmQvzYu4MkmH3/OYe5k7F53AqR78kPPIejA6nYgzp RpchndGVWMiYO1qtJvo5HWX5nccEh6Uplo4QtI4QRol35R3R3Li4zqUjdiWMfkDmntgOdnLsVyJq IokZ5985R6QPhSOmzhl4Nn7rm+fZMcmdF6ZjtsR6dqEk3N6y7SurjDb5+PnhUCLZldwVCdGPQYo6 aHLpCfV2Il/ihlb/0qYm2uDU+5UwCdmmb5oTyXh4a4j96qIUkqmJUCTM2uKmiOFZZERNhqNKctdg qFcNoqTu8EAooawP7VA6YwNq1K8MhpPB/rXqQDiyC2uFfRjsV+OJELWQGhJSTewr4mE1wvHBhBu+ Vm8tnzF5+0PRng41rrI+iKhMXYPJ6pWd+laQYqaiNjc/V25asqQHDPd0k2R2TLUPwS8XGrklMBF5 itBRPY9zxiGE6zGdL5QZc4sPJRRr+e0Cfzcz1ywKkHumu8Qx07kdlZpXxpmOSn0aTv9doAlNH53y cFiSbT41fuvu8ML3PxwlPtVydJrFq1xI9+p2CntQWo6Q7iWfxG4pRO1zetPLj01/8YXAoasfevu+ 6tOB5f7Sx+74+NeBQ62JwVDeewGAI9JbFq/0szNHX/nZqPJKw/ZA9foZS92YC3K6IPeFWwkaSa3m enTzKjCZl47zueDAhPuutBohjeMLvBpc5EZKFhTxKwIBJucdL6/51SOBjf8259Wne+8MnFIqeoPP /E8geSZvQf34NwNWZ/UY2vkBYC9eAVzmYS+hS/DfAauz+gj9DDtHZ0Uv1JxVpcVZcUflGfGdju4I nY7phO1O5+gr7E7nmdHqmBrqljQ3WbOG4Vfm4gzEe9DuYZ4e4btnR6RyMHuYyZcdZOdrGXYSUwyD TBuargpWL7OB6NPpcwh0YdruNBAWfok1Zm+ostmQGcg0i4GMI6PwCvqzUqzlXHDaFHyuPfEq9YRg 26283Hbnu92/3nfM2RMPS68LD5v4Azuqj/7refraeBg9TDz5Kbtbuzc9X8/o6ul4ZPi5ULT6mi7/ xahKnJefbNuJgRwqR5tcrKaGtlwmux0XZpuE7CbLTrV25zBZNlg8An80UzdYwWKwgovB/jnFusH+ ydm62d842nvs5WPvLrrn33/oarD/aTHYUHnL3S+NGexnymDPz17tGwb2EP9JFxdrDs4Ng26hqZTZ QpnUrZKMkOZljvaItNmyJG195d1XrvzsL0kvismNdENq1rv7hOxDmms1v6FzjTNxgciPdkWNBr0E Hd56xRKNygPCenpal6EEHdXFX8ukAzaPqB8P8zC5nWHM06rcHqJj2zaxEATjn6rulxZYalyh1cQH 28mSBiEJ1bASOjXqyRZqr6ne6eefZMvzT+No5VqMcQ+tlQUoJQ62Fv340d/+fN2WjsAmwi8g/EKK v0aYofT7KTBbJPuHmzDnuDfTk1P6U1FzTWn25NRt05d//MlXz9CTU3p6HbyFauiil7MTsA2i0IeL ly5YBRuxzU30ykUdYfiD0+xpS2cQvOB7DfLHlZy4SWAvIO8vapJ62JEnbBRZGzaK7C8fVmhP913Y IEDa/tz+maSj84oNh+QLX26+kcpwKjwWxgIFiwf6tCoxFkZtKDFSX1xPwv5UbZs2w7Dn/PlfLJxP +OL25Vj4woeeCyyPLYM34uqqwfGhB97HBttYGAujOrBXZAqgx3hjYqO4UeSbwNcD+nful2M++Kqe ugZlSPAX9NyVCL+sLOGbL8s2nm36JFHW0trpj1BCOMGGE0S+Hw/AJ7SNFqCdaPgvEQKcUOT3CW3w PJRRS9qAbfRZLLeL8B9YJ/Zve+W4EW4Ty+BpTRIPjOp23J7fbmnhMpiOSzCPzN/2wRU6psQzkAdT YAeW3SdNQkiT436WHa16Vo+W7f7IX5RKgf6iFGuM80WpXFbQbbwixa0AbAcvYPQ9GH0Prn0v8r7X rEBDDrvvx8LFD+wqoQP4//tuBL6h3Qz8f0z7gR+eDQI/3NsJ/LnMByD9/6Zc1yXED5oct+9KmdOy Yxb+tiT9/yu9JkkpeqcSimV+Asf+NrVQyw9H+tUEMYtaTgEYfyzLM8bWK+ca/h9D+RGNAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYAAAeJztPAl0XNV19/+Zkb42ayTL8oIt fY93W7tk2XIsjbwCKTZCEo4b4NjfMyNp4tGMMjPe6EksAg4pSyAiNdQYMI3NUgIpIQmHU8C4S1po U5OUtAdCCq6hQAM1KTSBU/D0vvv+//O3mZFs1wjQm3PfvLnv3vuWe9992//z/PGyV+99dMYJsIQO cMHpVAHkGXCCChS8AKL6+3QqldLQqYnwqQofI7hVHdap30zn+QgSQgFCIUIRQjFCCcIkhFJuAlCG UI4wGaECYQpCJcJUhGkI0xFmIFyAMBNhFkIVQjWCjDAbwYcwB2EuwjyE+QgLEBYiLEJYjLAEoQah Vq3j6U+22z4zoRti+EmiLtZBFL/jsMfqCrKGSvDoY575g9mSSPhnePZ6I23XT+/uf7TiecHFfrg0 n3IpRCA0pjKNoRBEwdie0fJVgFb+Gmz/IAxhPbbBV8ZcfjmWz3wgG0OjLZ/R96tpl1ruxdj7fViT Myl/rO1nXa/59dOq3rQx5VHzWNo6/ifG3GcvCHwaP+MgoFW4CrntW8c+8/kXxk/0hQMxORiTN4QD 8Vgi1peU1+0OhCJkZqvDfX3LaUIhXN2aASWerFsO77f98Kujq4DoojnpTMNpHDF5or0L2Bh9dd89 //3hpQPeh74jwZIFj73YgLhe4GOd5bP5iY0Rhmd16AQ+D14CvFNfc/O5jtFcHg33RWJxooGDz/bp fvAsQ7b6i7/82S8P1l3gve12rH/Nh4+wer6s1oflX4TwJfQ5cdiOPojNA9vHXD76H/InzG8wGxgN D6O9qUtL98AO9L+DoNDco/nBOGGSEMZ0NIushar/yxtD+Ux/1+l1WYslBKgOIZoBx1af5dh+43ga TflsbVUs5CQbdRhr+cZQIHnRgDzQu/xn+ceeESAPK3cC2/QX7mNkw/+OcCXOjvm6CcvnJaymOigC qwNWC9qFPNQbs7WDGJfhupLllFM8meIfEO2TFLfTmhS14/uXojZKCbBZ7CS6myn2UTwJYwEeJ56X CNOIq9W/R1xq75PqoPIIq1D7YdR+BHOr1BF0Kw0wOJAvrKGcMI4gRnW+KEy1RApzLeuMuQIcKBV6 MY9ZeAJXehvxexd+d9PKR0F7trX6gLXVA7jKWQ5aabw+g2ptFKKocaAwt8mdk+JlyE3B9hy5eq4i J8XKnBQdOSgE8OdsS0vOtrTkLKUgp4zCHDJE3I3lKkXKWUpBVms8lMV6ZsACQS/BlstsVbd1GI2t ngnHg2CswWjGw7aMda5yV+G8gTtbX/dc35XynJo5cxq+cGWt4VeVew4ub6rMFFd0h4JXWcjmomOt NpHVNVhkIaLKvQirMtdGZ5dIxB24Y0avt0XNWMyzttTqctOYNI2v1ke/O7fUVrlrcN+9gEkw8hq5 LPTrcW++ylYiVsZeKEeayvX705JacKdfbyhZk2HhtvC9qu7n/iclG+a2Z+QJ/P8PXgA73qPR/0hF u+/JgH84A/7PM+AfyYC/MwP+Bxnw38+AvysD/sYx1ieT/McIP82GvzsD/q4M+Bsz4A9nwD+aAf8j wpdk6P9yDf/dsrLbi24v8rr3E75Cx/f1Ha0+Wu11P074yRr+BdjaKXfO8Kr2YC/36Qz4GzLgnzhH 7f0x4b22dnE7mWSj5/YpoU8j/AcqXm2XhN7VCV9qk/OQSq/iD5aVVRZVYrkHVHyBo5wyQz15P+9X 6Rc50k/R6N834ysz4Asy4AvTeuxCPVZreiwy44s0fHEaLyO+1Ia3yJ+aplc65Q5dPu5NHdvFzoHJ z7jN+DxsAeGLzXi2qyK8lMbfJpaj3tHSmxrmybXyc9E+JRFqHJEaYESnwhW+uypVAk24j5+H/LUI z9GuT8HVQQjXAiwwSWVWSU12Sb4skpp0SeVWSc12SfOzSGrWJU22SmqxS1qcRVKLLqnCKmmpXVJd FklLdUlTrJJa7ZKaskhq1SVVMkkt2XVXjZJacupuqlWSg+7mZJGU1t00qyQH3S3IIimtu+lWSQ66 W5JFUlp3M6ySHHRXn0VSWncXWCU56K45i6S07mYySa3ZdSejpNacuptlleSgu7lZJKV1V2WV5KC7 hVkkpXVXbZXkoLuaLJLSupOtkhx015BFUlp3s62SHHTXkkWSpjsJfOxMb3VscESaaeYXZqRcsJr2 SZy2GOYwz7vmRCSwIxIbkeaa6cXKVD6sgRO4a2JnbBH1huM2cQZuZ3DmWvNWZEdEkYMheVMoHu4L B5Q3TqKUTouUqakpKOUt5GcyFKx3EOsrwyaM2a6sDyGA+DfgpF7CFGyjVy9hUziKFVSCyojUahE+ LeW1CN+E4qJqhRUsStEbO581VjdnS2Pds7CxTiZcjJspna/Jzjfbwtek8y1M8zXb+eZZ+Jp1vkVp vhY73yILX4vOtzjNt9TOV2vhW6rzLUnztdr5Gi18rTpfDeNbF03GSTNW46lAPu1a0qiHSWi6uIy5 OBqIxeOhJBrMQouZXpAqoKPbAB3dxrHMpG4YbqgbdqdGJNnEI3jcKQ9sQKqQoSQ31A/np6zyBU8+ yk/TynAFDqmrVJ4iTOcBbAztwGaNSD5L1Wam8ujEYYfaLK0gGIaUlVoQgKi18+eISl2ApoUcG2NJ LKDK0muFKTexJA3Cm4Y9KLzG0gpPqgi6SHhAPfxWoB9T2uAuRIvC7UyP8g7TjmwpZ0qKHd4r8I6p v1qG87Ckiywl5aWmI20IhuhYnemSlaoN40EcbxEYoDx+JGPsz8loZ7hI7w3tTsaYp1i1M5xAlTdZ qlOUmgS9yL6bVK2JXgU7UXhCV34lGl+ZJmzd7qEIupxkeCfKW26RtzRVZpK3DlNDdOoVUG8CdupS i2AZU3nvO0lyghaVu0pRib3YT0mTCyyB5WytyplkdCfzLWzelGRik3WHUgJtBtYmO2uZjbVJZ11h YG22s5bbWJt11i8YWFvsrJNtrJpnKYSVzJJ60WAjNktyTUdL6lUtVjNxN7QPu1JWnyB4XOgTNmEZ cbRU7p9Z+La0GSFNdyuwY2KmQAW20QMGPSh9D6U20KgN0zVPG9o/V2TSQHEJ4vrRHpPY4a2wla4H 9uHkOps9ySJ66FKzcR8a5Ww/KywPegZCoWQjI/FeSk2CrogSbTwgTYMDxtobvr8neRHAFG7CQb0M P48IbpyABfdU7G7+0JUAxwQJgdN9hIt1flpLl/k94UGMN56MpXATh1TT+d4oIFUipKVXqt8i7Mey 9xtyVr8uwE2Iu8lSH7Yl5BdEsumCqAvb1YW0kya58fvLkoKfr0jbpbuk+yTtIaBrqXbXUTwfayWf brv22NZX/QsM6YWYvqLlkWeDTW/5FxnS99IjQbzdgrr/i2+7c3/Xwhf82jegWbLLm4NohQct9TaG KxdqKX5ZJHip57xeneLN1I+F5/feDs2IOoSlsTKDXu2SVIAmr5t6jeXne/mukz30IqElFaIc463b RsR1S8UIoF9La7/z1Zv2w9LfIphreeyq77sexu+V/t2DEXlnKJ4Ix6Ltvsa6Bp8cwmkuGI72t/su 711fu9wnJ5JKNKhEYtFQu29PKOHzd5QUrlRWJIa64jKyRxMrlHbfQDI5tKK+PhEYCA0qibrYUCiK eX2x+KCSxJ/x/vpgXNmFYgcj9U0NDa31g0o46utAOdHY+nAkUs+SkagJUc8x9bysjh5sWI/E7zNZ aMEOcmEHoeliU0XqPtZpl3lLyVbZ4mkF79US6lMQLvNOBoGyitC5qAoXgaHZpXZcIDS3BYaWwKWO gTxMax3PCtlCes2kn+HhYSq3ADeCRUTZ5+0VTgpF74qIHhbY9fE17CJZ/IbAyrpW2Lt3r3gdpfcJ 7wN4v3mMyb2e4m9RHf6Y4hsovpHim4QgxjcT17cpvoXiWyn+DtGMUHwbxd+l+E8o3k/x7cc2YnwH pf+U4gMU30nxQfbIQOdRYSZuPwpwjLMeoKd3oLq6WvzdQroKFivqcOwHAuK+7QDHjx8XH7mef//u AU53y19xuvbnAFgrWd0eA99vV6Ocu+ky/R6KD7Ey5XupxX9GmO9RfJjwRwh/H2Hup/ioIMNWKPBq j1YBmcAG/KzEdDH2+ip9LGhnN9pvdgjHtHlYmuMyj41rhBO/eDNW5BofY6MfF6psMMh9kfBQuy+K 5fjkeCz5pXByoGdAGcJSGzlh4pJEkifkoVii3ddA6ES8f9uaSFzeqUTafesp+PjA6k8YqRtbGxoc OBrXs48zx7K2trYxldHS5FhGazP7OHIsbXbkWLOefRw5Wp3bkYVj2VLHdmRp+bLlY215Y0ODY7WW rWcfA0u9QZFDSnJAZlG7LxCOByIh4u9DY+iNdYcCSTmiC5aTepLLYmyMOhmOhIg23u6r1Yi3pdNq yaqRcQ8s72r3NS1ta1UzTZ53ksHz5nnT48buEPnwksgh8l8pOglmp9CaQ4yRQ5xFDlGgocfGsOYQ mcswO8TwKBwiqA4RyCECOURQb25H5xBhlA5x+Orqd9lisH3wqdLu/ldebvOMfLzrizsee097TIvP 6Hz6kFl1izhoKyltHmfxKYS/A7aK4fPVtepvhj83vhKy+EqjV2ThsDQoWL1izYNTP75cGB9eEc07 SV5xKJ5A00/EIuHg2sFokI+QfhxftqHWYDR4nWSbI61pJKsk9elSLcOE2FkNtDxqUEiXltzdqA2l NFWGlY11fGkL+NGNr9LP5Pia1/zXh37a/b/7L9ow8oU3T/q+eWKs4+v3BmBhrwHgvI8vIcP4euK9 v/z1OB1fA7H41avj4cD2z9T4WkejRMspNuSsxc0Ce19krpftKuZ5ZdwbcDP74Pep1Kn30/uvBjTC rTP5+LzUW0G7EGuYj1Jm0FZCG86sDCbblVX2o2cse72XGd8qL7tZP4TwNYQPsel/U2CWxizwGTTe EXQcnThwZnnLbSVwDpl8Ef9sU6kESB8wnNJNXAvab+0ydRP+3oS/g1iuuwc3rtT7Vd4qEA0veRmD TPWb7bjNuluqQkjTFlLMntdk7xRtKYxi7kITRYVK4YbLqDg3dOst0GxAqyvrQ9YX9mqxvqj2Lnaq rmOoFjaSLng7XY7t5I6MaXKWpbXMhbkxdzbJsHp+Yw9zp+KxOZWnvyg88A6MD6eiD+lmhyGd0ZWY yJg7WqskBjgdZfnsxwSHpemmjhDUjhDGiXflHdHavLTBoSP2JPR+QOZgbBc7OfbJESWRxIyz75wj 0gfCEUPnDD4Rv/61s+yY5O5z0zHbYsE9KAm3t2z7yiqjTj4+fjiUSPYk90RC9GOIoi6aXIKhvm7k S1zd7lve0kIbnEafHCYhO7RNcyIZD28PsV89lEIyJRGKhFlbnBQxOouMKMlwVE7uGQr1KQGU1Bse DCXkjaFdcndsUIn65KFwMjCwXhkMR/ZgrbAPAwNKPBGiFlJDQoqBfVU8rEQ4PpBwwtdrreUzJm9/ KBrsUuIK64OIwtQ1lKxd3a1tBSlmKupw8nMVhiVLesBwTzfVy46p9iP4vIV6bilMQZ4idFRX45xx COFCTOcL5frc4kEJxWp+p8CPZ3PNogC5Z7oLbDOd01GpcWWc6ajUo+K03wWq0PTRKQ+HJa/Fp8av 3xde8t4H48Snmo5Os3iVc+lenU5h75JWIqR76ZjEbilE9fPmlhcenvXsM/7r5j906J/ueMO/0lf2 8M0f/cZ/6X/8wbQ7vvq2H+CI9LrJK/381NMv/nxceaVRe6BG7YylYcIF2V2Q88KtFI2kHtjCLb0Y KzCYl4bzOODAgLtfWouQxvEFnoSL3JHSziJ+RSDAtLxjFXW/fsC/+R/nv/STvlv8J+TKvsDj/+VP nspb3DjpNb/ZWT2Mdn4/sBevcBvtYi+hS/CffrOz+hD9DK5pyY0tUZ1VlclZcUflGvOdjuYI7Y7p uOVO5+kX2Z3O4+PVMTU1LGttMWeNwq8swBmI96DVwzw0xnfPjkgVYPQw0y68i52vZdhJTFcNkgWt XpoqWL2MBqJNp08ivMJQnXYDYeFXWGP2hip7LpUZyEyTgZSQUbiFNvVZKdZyLjhtCh7HnniJekKw 7FZe6Ljl7d7f7D9q74n7pFeE+wz8Xz5Z89Q/nKWvjYfRw8STn7C7tXrTs/WMjp6OR7qfC0VrL+/x nY+qxHn5yY7dGMihcrTBxapq6MhlsjtxYbbFk91k2anWvhwmywaLS2gkk9UMVjAZrOBgsH9EsWaw f3i6Yd63nu47+sLRt2tu++cfOhrsv5kMNjQlcutzEwb7qTLYs7NX64aBPcT/qoOLNQb7hkGz0FTK aKFM6nbJi5DmZY72iLTVtCRtf/HtFy/59C9Jz4vJjXVDatS784TsQZorwLxCLDFwgciPdkXVt6CX oMNbt1iqUrlA2EhP6zKUoKF6+GuZdMDmErXjYR58nQxjnFbf9Yfo2LZDLARB/6equ6XFphpXqjXx wE6ypCFIQi2shm6VepqJ2m2od/r5J6/p+acSWrkWYxyktbIAZcTB1qIfPfjbX2zY1uXfQvjFhF9C 8TcIM5x+PwXmiWT/cA3mHHNnenJKeypqgSHNnpy6YdbKjz7++il6ckpLb4DXUQ099HJ2AnZAFPpx 8dIDa2AztrmFXrloIAx/cJo9bWkPghs8L0N+SenxawT2AvKBohYpyI48YbPI2rBZZH/5sEp9uu/c BgHS9uf0zyRd3RdvOuQ99+Xm66kMp8ITYSJQMNqH95OqxEQYt6FUT31+PQn7U7Ud6gzDnvPnf7Fw NuHz25cT4XMfgudYHlsGb8bVVZPtQw+8Twy2iTARxnVgr8gUQFB/Y2KzuFnkm8BX/Np37pdj3v+6 lrqcnj/6Gj13JcKvqkr55su0jWebPkn0qmn19EcoJZxgwQki34/74WPaRgvQSTT8lwh+Tijy+4QO eArKqSUdwDb6LH7XL8K/Yp3Yv+1V4Ea4QyyHn6iSeGBUN+L2/EZTC1fALFyCufL42z6Qxy4+xVMY T4ddWHa/NBUhTY77WXa06lo7Xrb7Y39RKqW/KMUaY39RKpcV9OqvSHErAMvBC+h9D3rfg2Pfi7zv VStQkaPu+4lw/gO7SugC/v++m4FvaLcC/x/TAeCHZ0PAD/d2A38u8x5I/78p13Up8YMqx+m7ystp 2TELf1uS/v+VXpOkFL1TCcVefgLH/ja1UM0PRwaUBDGLak4B6H8syzMm1itnGv4PFhoYAwAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAXwAxADQANwA5ADcAMwA0ADkAMgA3AAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABgAAgADAAAABgAAAP////8AAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAkAAAAaRUAAAAAAABfADEANAA3ADkANwAzADQAOQAyADgA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGAACAP////////////// /wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAC8AAAAEGAAAAAAAAF8AMQA0ADcA OQA3ADMANAA5ADIAOQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAY AAIBBQAAAAcAAAD/////AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPAAAADwZ AAAAAAAAXwAxADQANwA5ADcAMwA0ADkAMwAwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAABgAAgD///////////////8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAABJAAAARBgAAAAAAAAAYAAAeJztPAt0HNV1d3ZX0uhnrT6WP9jSeP239Zcsy8bSyj8F crARkmzcAsce7a6kjVe76u74R0+DCBgSPoGI1LTGYJPYBBpwSgjhcArYbk9DQ5tjkpLTAyEFFzhA guukQIBT8Pa++2Zm57cryXZBgN6e+2bmzr33fe59931nnz9Z/Or9j848BZbQBm44m8yFbANOUIGC F8ClPp9NJpMaOjkZPlfhEwSPqsMa9cp0noMgIuQi5CHkIxQgFCJMQSjiJgDFCCUIpQhlCFMRyhGm IUxHmIEwE+EihFkIsxEqECoRJIQ5CD6EuQjzEOYjLEBYiLAIYTHCEoSlCFUI1Woez3621faFCV0Q w5+CulgPUbzGYY/VFWQM5ZClt3nmD+aILsIf5687jLSHvnWw/9Gy5wU3e3BrPuVyiEBoXGkaQx64 BGN5xspXBlr6a7H8gzCE+eiFr407/RJMn/lA1obGmj6j71fv3Wq6l2Lt92FOziX98ZafVb3m18+q etPaVJb6jt1b2/9km/viBYF34+ccBLQKdx63fWvbZz7/K/FTfeFATArGpA3hQDyWiPUp0vrdgVCE zGxNuK+vhToUwtWsHZDjSk0LvLfix38xtgy43NQnnWs4iy0m22WvAtZGX9178H8+unzA+8PviLB0 4WMv1iGuB3hbZ+9Z/8TaCMOzPLQD7wcvA16pr3t4X8doNkXDfZFYnGiGs+r7dD94niFT/l2//sWv D9Rc5L3rbsx/1UdHWT5fVvPD3l+CcCX6nDhsRx/E+oHt404f/Q/5E+Y3mA2MhYfRrr1Cu++GHeh/ B0Gmvkfzg3HCKBDG+2gGWYtU/5c9jvSZ/m7U87IOUwhQHkLUA44vPy1YfmN7Gkv6bGxVIIxKNuYw 3vSNIVf0ogFlQU/LL3JOHBcgGzN3Csv0954TZMP/hXA19o45uglLn0pYQ3mQBZYHzBa0CtmoN2Zr BzAuxnEle1NCcSnFPyLapyhupTEpasf3RMEKuhNgi6ud6G6n2EfxFIwFeIJ4XiJMPY5W/wVxyeue UhtVlrAatR9G7UfwbYXagu6kBgb7c4S19CaMLYhRfVoUplwihTmXNca3AuwvEnrwHbPwBI70NuJ1 F167aOQjoz3bSr3fWuoBHOW0gJYaz8+gmhuZKKocKMxl8oxK8TKMTsHmHKPVXNmoFKtGpWgbhUIA /6hlaRq1LE2jppI7qoy8UWS4cDY2WiriqKnkZrTGQxmsZyYsFPQUbG+Zreq2DmOx1XPheAiMORhL e+hNm+cKTwX2Gziz9XXN810tza2aO7fu4qurDU8Vnrk4vKkwU1zVFQpeYyGbh4610kRWU2eRhYgK z2LMyjwbnV0iEbfhjBm93lb1xRL+amu1LjeFSdH4qn303L61usJThfPuhUyCkdfIZaHvwLn5aluK mBl7ohxpStfvT0lqwpl+rSFlTYaF28L3qjqfez8pGfq249Ik/v8HL4Adn6XR/0RFew6mwT+SBv93 afBH0+DvSYP/URr8w2nw96bB3zrO/KST/xjhp9vw96XB35sGf2sa/OE0+EfT4H9C+MI09V+i4b9b XHx3/t35Xs8+wpfp+L6+Y5XHKr2eJwhfquFfgG3tUvtMr2oP9nSfSYO/JQ3+yQtU3scJ77WVi9vJ FBs9t08RfRrhP1TxarlE9K5O+CKbnB+q9Cr+QHFxeX45prtfxec6yik25JPX8z6VfrEj/VSN/j0z vjwNPjcNPi+lx07UY6Wmx3wzPl/DF6TwEuKLbHiL/GkperldatPl49zUsVxsHZj8jMeMz8YSEL7A jGezKsKLKfxdrhLUO1p6Q918qVp6LtonJ0L1I2IdjOhUOML3VCQLoQHn8fORvxrhOZr1yTg6COFY gAUmqdgqqcEuyZdBUoMuqcQqqdEuaUEGSY26pFKrpCa7pCUZJDXpksqskpbZJdVkkLRMlzTVKqnZ Lqkhg6RmXVI5k9SUWXeVKKlpVN1Ns0py0N3cDJJSuptuleSgu4UZJKV0N8MqyUF3SzNISuluplWS g+5qM0hK6e4iqyQH3TVmkJTS3SwmqTmz7iSU1Dyq7mZbJTnobl4GSSndVVglOehuUQZJKd1VWiU5 6K4qg6SU7iSrJAfd1WWQlNLdHKskB901ZZCk6U4EH1vTWxMbHBFnmfmFmUk3rKF5EqctgLnM8649 FQnsiMRGxHlmeld5MgfWwimcNbE1toi6w3GXayZOZ7DnWvt2ZEdEloIhaXMoHu4LB+Q3X0Mp7RYp 05JTUcrbyM9kyJjvIOZXgs0Ys1lZH0IA8W/Ca3oKU7GMXj2FzeEoZlAOyiNis0X49KTXInwziouq GZYxKVkv7AJWWN2cLYX1zMbCOplwAU6mdL4GO98cC1+Dzrcoxddo55tv4WvU+Ran+JrsfIstfE06 35IU3zI7X7WFb5nOtzTF12znq7fwNet8VYxvfVSJk2asxlOGfNq2pFEPU9B0cRhzaTQQi8dDChrM IouZXpTMpaXbAC3dxjFNRTcMD9QMe5IjomTiEbI8ySzYgFQhQ0oeqB3OSVrlC1k5KD9FK8FV2KSu UXny8T4bYGNoBxZrRPRZsjYrmU0rDjvUYmkJwTAkrdSCAEStrT9HVOpcNC3k2BhTMIEKS63lJT3E ohiENwxnofAqSymykvnQScID6uK3DP14pzXuPLQonM50y6eZdiRLOlOTbPFehtOm+moazsaULrGk lJ2cgbQhGKJldaZLlqrWjAexvUVggN7xJRljfZaineEgvSe0W4kxT7F6ZziBKm+wZCc/OQV6kH03 qVoTvRp2ovCErvxyNL5iTdj63UMRdDlKeCfKa7HIW5YsNslbj3dDtOoVUHcCdupS82E5U3nPaYWc oEXl7iJUYg/Wk2JygYXQwsaqnElCd7LAwuZNiiY2SXcohbDCwNpgZy22sTborCsNrI121hIba6PO erGBtcnOWmpj1TxLHqxiltSDBhuxWZJ7BlpSj2qxmol7oHXYnbT6BCHLjT5hM6YRR0vl/pmFb4tb EFJ0dwJbJmYKlKGXDhh0o/Q9dLeBWm2YtnlWoP1zRSoGissQ14/2qGCFN8M22h7Yi53r1ewkiyuL NjXr96JRHvezxLKheyAUUuoZybOXU5GgMyJH6/eL02G/MfeG6/dFLwKYwm3YqJfj76jgwQ5Y8EzD 6uaHrgQ4IYgInO5juJw23RjMB+iQIwr1oYOygr2oHJGC4eAphW27hhJDocBptgOL0/SNr8UkJJAC 8pAcCCusq0WjjVBI4vwPE5jBp1UBsRwhlbFy9eqCfZjtfYY3a94Q4DbE3WYpCptN8r0lybS31IlV 0om0U6Z48Prnooy/r4nbxXvFB0Tt/NANtBNzI8ULMFfS2RU3nNj2qn+h4X4R3l/VdPTnwYa3/YsN 9/fTaSJeZYI6dYz33rOvc9ELfu0KaNFs3+cAGvABS76N4epF2h3fZxK8tETu9eoUbyUfF54/9j1o RNQhTI2lGfRq+6sCNHg9VGvsfY6XT1jZeRkRjTAP5Rg37DYirkssQAB9R1t7zlE36Q+L/4xgzuWJ ax52P4LXVf7dgxFpZyieCMeirb76mjqfFMIeMhiO9rf6NvV0VLf4pIQiR4NyJBYNtfr2hBI+f1th 3ip5ZWKoMy4hezSxUm71DSjK0Mra2kRgIDQoJ2piQ6EovuuLxdG+8DHeXxuMy7tQ7GCktqGurrl2 UA5HfW0oJxrrCEcitew2EjUhajmmlqfV1o0F6xb5VigLTVhBbqwgtHosqouqj1XaFd4i2ktn466V vFYLqU5BuMJbCgK9yke/pCrcBQzN9sPjAqG5LTC0CG61+WTjvVbxLJGtpNd0+hkeHqZ0c3EOmU+U fd4e4TUh/w8uRA8LbOf5erYH7fqGwNK6QbjuuutcN9L9XuE9AO9NJ5jcmyn+JuXhWxTfQvGtFN8m BDG+nbi+TfEdFN9J8XeIZoTiuyj+LsV/TfE+iu8+sRHjv6H7v6V4P8X3UHyAnTZoPybMwplLLrZx VgN08AcqKytdf1pEu8iushps+4GAa+92gJMnT7qO3syvf3qQ093xj5yu9TkAVkqWt8fA98c1KOc+ 2oc/SPEhlqZ0P5X4e4T5PsWHCX+E8A8Q5gcUHxMk2Aa5Xu1UFpAJbMDfKrwvwFpfrbcFbdlHe2br d0ybh8W5bnPbuF449au3YvnuidE2+nGMyxqD1BcJD7X6opiOT4rHlCvDykD3gDyEqdZzwsRlCYXf SEOxRKuvjtCJeH/v2khc2ilHWn0dFHy8YfUnjNT1zXV1Dhz1HeznzLF8xYoV40qjqcExjeZG9nPk WNboyLG2g/0cOZqdy5GBY/kyx3JkKPnylvGWvL6uzjFbyzvYz8BSa1DkkKwMSCxq9QXC8UAkRPx9 aAw9sa5QQJEiumBJ0W+5LMbGqJVwJES08VZftUbcm7pXU1aNjHtgaVerr2HZimb1pcnzTjF43mxv qt3YHSJvXiI5RP6UpEVktoCtOcQYOcTZ5BAFanqsDWsOkbkMs0MMj8EhguoQgRwikEMEddN3bA4R xugQh6+t/AMbR7YOPl3U1f/KyyuyRj7Z9dUdj72rnfDiPTrvPiSW3XwOfMsc9H6cxWcQngU2iuH9 1Q3qM8NfGF8JGXyl0SuycFgcFKxeseqhaZ9sEiaGV0TzVsgrDsUTaPqJWCQcXDcYDfIW0o/ty9bU 6owGr5P0OtKaWrJKUptK1dJMiJ3lQHtHBQrp0pTd9VpTSlGlGdlY25c29h9b+yr6Qrav+Y3/dOhn Xf+775INIxe/9ZrvplPjbV8fGICF6wwAn3r7EtK0ryff/YffTtD2NRCLX7smHg5s/0K1r/XUSrQ3 BYY363CywD41medls4r5XgnnBtzMPvwgmXzq/dT8qw6NcNss3j4vR+W7HM5FL0ApM2kqoTVnlgaT 7c4o+9Fzlt3hZca32ss25Q8hKAgfYdGfzjVLYxb4MzTeEXQcpdhwZntLbClwDol8Ef/1qlQCpNYm zugmrgXtWduH3YzPm/E5iOl6unHiSrVf4a0Al+H7MGOQKH9zHKdZ94kVCCnaPIrZUU/2ORI7jHWf uMhEUaZSeOAKSs4DXXQ9ntPr1WxAyyurQ1YX9myxuqj0LnHKrmOoFDaSLng53Y7l5I6MaXK2pbTM hXnw7RySYfX8xhrmTiXL5lSe+arw4GmYGE5Fb9KNDk06rSsxkTF3tE5ODHA6euWzLxMcFmeYKkJQ K0KYIN6VV0Rz47I6h4rYk9DrAZmDsV1s0dknReSEgi/Ov3KOiB8KRwyVM/hk/ObXz7NilN0XpmJ6 Y8E9KAmnt2z6yjKjdj4+vjiUULqVPZEQPQxR1EmdSzDU14V8iWtbfS1NTTTBqfdJYRKyQ5s0J5R4 eHuIPXXTHZLJiVAkzMripIixWWREVsJRSdkzFOqTAyipJzwYSkgbQ7ukrtigHPVJQ2ElMNAhD4Yj ezBXWIeBATmeCFEJqSAh2cC+mi3Ecnwg4YSv1UrLe0xe/lA02CnHZVYHEZmpa0ipXtOlTQUpZipq c/JzZYYhS6rBcE83zcuWqfYh+Lx5+tsimIo8+eiobsc+4xDClXifI5TofUsWSihQ37cL/LPO0XpR gNF7uotsPZ3TUqlxZJxuqTRLxWnPuarQ1NIpD4dFr8Wnxm/eG1767ocTxKealk4zeJUL6V6dVmHv FVchpGppmcg2OFzq762tLzwy++fH/fC2b1PVs2/6V/mKH7n949/7P+h8eNf7B9/xAxwR3zB5pV+e eebFX04orzRmD1SvrbHUTboguwtyHrgVoZHUqhjNvHIN5qXhshxwYMD9QFyHkMLxIaqIg9yRotJ8 vkUgwPTsE2U1v33Qv+XfFrz00747/Kek8r7AE//tV85kL6mf8rrf7KweQTu/B9g3WwB+N/t+XYTf +c3O6iP0MxuAD+SWqs6qwuSsuKNyj3tPR3OEdsd00rKn88yLbE/niYnqmBrqljc3mV+Nwa8sxB6I 16DVwzw+zs/WjohlYPQw079yL1tfSzOTmKEaJEtby5emCpYvo4Gw7nQlXp5iwFDtdgNh4TeYY/Zx K+sNmYHMMhlIIRmFR2hRj1mxkntMqnep5m+tiZeoJgTLbOWFtjve6fn9vmP2mnhAfEV4wMC/4Lmq t/71PH1tPIweJq58xu7W6k3P1zM6ejoe6X4uFK3e1O37NLIS5+krbbsxkEPlaIOLVdXQNprJ7sSB 2VFPZpNlq1p7RzFZ1ljcAj+RqxmsYDJYwcFg/5JizWD/7Gzd/G8+03fshWPvVN317z92NNj/NBls 6HeH7nxu0mA/VwZ7fvZqnTCw8/+vOrhYY7BPGDQLTSaNFsqkbhe9CCle5miPiNtMQ9LWF9958bLP /5D0UzG58U5IjXp37pCzkOYqFaNxFRq4wMWXdl2qb0EvQYu3Hle3SjUfhA46KaYYjgLzz/ND+kea Ep3xCsIpOqoXoNNo7GzhEMYBOK0eGY6h2FrVqkpB2EjnhyVVkEQn/diRxQASK/r54hAt4rld2hI0 D1I7w5i67vYQLQ23ufJA0P9I6z5xialWytXSZsFOstYhTKka1kCXSj3dRO0x1E3qjJXXdMaqkEbH BRgHaTwuQDFxsPHuxw/98Vcbejv9Wwm/hPBLKf4GYYZTn8/AfBe1Mbge35zwpDudpZ28Wmi4Z6ez bpm96uNPvn6GTmdp9xvgDVR1N307noAdEIV+rOVuWAtbsMxN9EVIHWG4IpnC7EHwQNbLkFNYdPJ6 gX0fvT+/SQyyZVXY4mJl2OJiB+NWq4cPL2wQIGXjTn+c0tl16eZD3gufbo5+l2bleTJMBgpG+/B+ VpmYDBM2FOl3X15Pwv7zbYfaw7B+nv8DxPmEL29dToYvfQheYHlsGLwFR1cNth8dqp9sbJNhMkzo wD7DyYWg/lXGFtcWF58EvuLXrqN/gPPe17W7TXTG6a/obJcLflNRxCdfpqUCNlkVXV71Xl1hEooI J1hwgovPx/3wCU2jBfpjRlCfXIgX9Cc38NQYD8O2wdNQQuVqAzbtZzG0u9T3jPo/MK83AVvcasLJ fwn8lGS2q2Vh9LfitP1WU8lXwmzkdPP/shOglP2rnesMZMMM2IW56BenIaTIMTm2rOteN1GWAcb/ kVYStI+0WGHsH2mNZh09+udZ3DrAsiADet2DXvfgWPcuXvf8IXUQbox1/7kObD+gE/j/+24BPmPc Bvx/TAeAr04NAV+h2w38cOVBSP2/Ka+0IuIHVY7TtcLLadk6Bv9akv7/lT6TpDv6phIKvLwds79N zVPfhyMDcoKYXeqbXND/WJa/mBwQnGv4P3VFRZEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAHYAAHic7V0JeBzFlX7dMyP16Bz5PuX2+D5knZYPbI1v4o1tFMt2vAE+uyX1SAOj GWVmJGQ+jOUAOcBJwAaT2MaYxMbZhJDlZhPA1n5ZyBKxgSwsARxuCCyYK7ALWczsq9fdM31Na2Qb MEGl75W6X1X/71XVq1dHV0uP/qHk+ZtuG/UCmEIduOCTpBdydDxOJQo+AF69/ySZTGrs5ED4QoUT SG61Deepv1mb5yIJSF6kPKR8pAKkQqQipGLFBKAEaRDSYKQhSEORhiENRxqBNBJpFNJopDFIY5FK kcYhiUjjkfxIE5AmIk1Cmow0BWkq0jSk6UgzkGYilSHNQipHqkCqRKpCqkaqQZqNVIs0B2muWp5P Pt8qPqPDWojiTwLbYjlE8HcMtphdgWMYBp5Un2f+YLzAE/+okrzCkDlxoOW2IY9yLpauZEP/cQ6E Qe6XTH3IA57Tlyfb54aAJn8plr8N2lGPRrig3/IHoXzmA1kfylY+y9+iXrtUuSux9oOoycnI72/5 Wf1rfv0Ttd20fuJR09i1vv8P9KG/z8Apw/hJBw4tw5Wn2L657zOff3bshWCoKSo2R8XVoaZYNB4N JsTlXU1ymMxsSSgYnEsDCvFmLW2VYolZc+H9ebd/MzsFeBeNSScbPsEek8Nbq4D10eevuPG9j85p 9f3iGgFmTLnjqQrkrQOlr7N0Nj6xPsL4TIdFoIyDq0Cp1JfdyljH8qyPhILhaIzydHsqg5ofPNXg pD//xCNP7Js12rfretR/5ke3Mj0fVfVh6V9B+jr6nBhciD6IjQMX9ls++h/yJ8xvMBvI5hmWt6dF u26ADvS/bSDR2KP5wRhxEhDC64gD1lTV/+X0Qz5rv8tTuixDCU2kg0wjYP/0mYvl1/enbOSzuVV6 In3qob/y9cEr+NCAPLBu7iO5PUc5yEHlXsAy/bO7h2z4RaTzcHTMTZmw+JmEJaSDxDEdUC1YyLnR znjYh1SCs0rGH0TxYIp/RTnvo3ghzUgBZP87xfPoioON/CLK932K/RQXYczBPfTM08SpxP76O+Ql t92ndqlcbim2exjbvRFtIEQ5jgHrQ1dTF8six56Ty2HQwzZHK8fsz4jRpqZLlGMmzk3mAmFkkOLu M8cx6DsHWwf0VdohfeZY0GeOuj5ycBDQNOUy5ajpsyw1fUrx9omR1wcGjyskZwvi0D5UKRltzOuI UcmlMGwteRbaWMoKMRRz65DP/GAc1wNr8PdF+HstzY8l9Hon88Qo6AK9Fh5usWqfYRVPn9oXXqm7 FD02rin9ayf6zxMnzJwwoeKs88p0d6XuCTixKDXmOHet3Hy+KdtEdGnjDNlmVZiwkFHqnobqTbTk syJS5jpcq6LH2aQmTFeSNpWlcNOcdB5/mZ/uF20qK3XPxBXvFIagf1b/lCn/ClwVL7ZIRGWsQhWm QW4gkEaqwTV2uU6yhmF62vTc8+pK6oOkqBtVjooD/E+Hz4GVz2n571TZ7hsz8H+Zgf/zDPxbM/D3 ZuD/KgP/lgz8GzLwr+qnPpnw7yD+UAt/fwb+DRn4V2XgH8zAvy0D/07i52Wo/2KNf21JyfX51+eD ezfxS1L8YPDIuCPjwH0P8X0a/3HYDLTNdjSD3Acy8K/MwP+X01Teu4hfaCmXYif5lvyKfXrQpxH/ Q5WvlsuD3tWOX2DB+YWaX+XvKykZlj8M5e5R+V5bnCKdnko971bzT7PNP0jL/76RPzgDPycDPzfd jvVAW6MKXzDy8zW+N83HiJmNiW/CH5LOL+Ecaly6PmdYynWJMAQuEUAX6mDEpP25W4Uy2Grgsx1W Htt2CK3/GGnjQxEic1uFxaYH5lK2TA/wgprAVmfaEGMFmZcNSDLgDDI/G5CqaiOIufxnOZaft0r1 p6TSbEeCpOEBt5rw4Nv/kcysepkBZB/k2IMkH3ICqTCCyBk0Sb6xTwdyjQmE7cbnpkACgc4MIL0/ ToHkqrxt27YltYWeYMPz6niauDwbnlWpapNSAXul3nvvPYtSLLNZKT3Pq+OZldLzrEpNMCj1t60Z qttOqdNXU2YbmGSwAYtSmrBkN+dgAxNTJdP2smxLdujQoU+xus0dk70C4lMlw4xJU8fsMj3A3iF5 IGWwyd7UA5qyt99+e1IrhaDnqRp7bXh5Zp6tsrUGZVmTmZRdb3pgATAXqVU5Z67yXKMXJWX1nlVT 1moQk0HvFG3b0gxsBfEZQCzaKSBy0BlkWDYgvaucQcZkU5yUj88AMiW7OvE4gpRkVyfOIMOzqxNn kLHZ1YkzyNTs6iTHEWRQdnXiDDIiuzpxBinNrk6cQaZlVye5jiCDs6sTZ5CR2dWJM8i47OrEGWR6 dnUiOIIMya5OnEFGZVcnziBidnXiDDIjuzrxOoIMza5OnEFGZ1cnziDjs6sTPcgufhAOErgirKqY JJaJD0eCUlyu3Cmshp06aM5dmiyEKpyoTsKKL0N6mN7DSBAHmcZrF+pcALluOXjs1XeTHnat7Ekm JzHRTEyJWUyVVYzfQUxVWoxHDr537Bl7MYPMYqqtYiY7iKlOi8mRg2+8+6y9mMFmMTVWMdMdxNSk xeTKwZefe9NezBCzmNlWMbMcxMxOixHk4NNv/dVezFCzmFqrmCoHMbVpMV45eOL1p+zFDGNiapwt bRyKqcnC0npX3dv7sr2Y4WYxNpY2wUGM3tJ6V7167z32YkaYxdhY2hQHMXpL6131p5fvsxcz0izG xtJmOIjRW1rvqt6jT9uLGWUWY2Np5Q5i9JbWu+qeZ1+zFzPaLMbG0qodxOgtrXfVx0/caS9mDBNT 62xpIoqpzcLSqqqvu+NJRQwob3dTYsaaxdhY2kQHMXpLq6p+eve19mJKzWJsLG2qgxi9pVVV//bJ vfZixpnF2FjaTAcxekurqr7twEP2YkSzGBtLq3AQo7e0quqdjxyzFzPeLMbG0mocxOgtrar6b0d+ aCdGAD8bbJdE23YK84zg3KikC5bQuzINyJNU9pM86jXbdFKBCmACw176QripIxzdKWwxgvHDkrmw FF6AMB2OCNPRtNwUKNur0EDZ3gGB5kARMdgqlsPM+jvBcOc13O3iR8FENq1Z+nq4IyyJzbK4QY6F gqEm6S8voWrXmVQbnhyKqr2OSjHFJKzGZqw+ETZgzN4tBpGakP8XeMmkNlvCWypVU5ut0XNSait3 guHOa7jbxQ/FdvSl1N4QimBVSs3STly0GzUekfSZNN6AOkbUqpVQf4nazFKlmjZsG4ZJLMBlOiqf cjGLTfY1Flstk1sBOGf7/XY2VYDr3BRolRV0vAlU70QAjtavtgedmgattoJOMoHqXQbA3t/8oz3o tDRojRV0mglU7yAAupt/Yg86PQ062wpaZgLVuwOAr97yoD3ojDRorRW00gSq7/wA/7t7hT3oTMZa HknEyMzMfXYIgmrHeDWjShs/24nVDIxt155iny1CB4aqrow0RWMxOYH9dLnJH41Oeun8VBOdn4ph KRPUH9O+iW1TayqxvWy1nG6Y1e1O7hREI6DHjZlXI4Sslg2A5S3vzsW8U015c1F4Oq8I56LXPV99 Jh+v0cjWyB1YkTuFgEnvMdjV2NmDDrUiDRq/sS+tsQxpjaEbUAu/CQoISjs+Flble7Ff4hNrogmU 3mhqxLykmx5JkGRPWnKyN6m1FttTTLeWcicY7ryGO6ZgVbcHFZxpqiZPMh/qScEm9fybBC141aaq mocdEzt5g3ScGVyHSdehSXZ+T4LjFmPTDxDMXVo8LWfwtJzB03IGT6uoX9Odg+p/xaR+TnIkKiBD Ox3XYzbPiqINCG3oZMPQSmnKkRK9FQzGnlwEsE7uSkTZmLO4MxRHK15qKmN+sgjW4eNdZL0a9GLo RPA42TOf8tvJ9JRwGHbpEg19eVd7GEezRKgTBaw0CZidLDEIWI5X7XRQp0k9cthpEsO6oComH+Yw U153PEGjeLUR21WMJrMOmyeRGsMVlFycQ4xbuZVQuF18IcxlGzEKilhp6couX1Iw4IjqyGLGogEr PdQw5Hk65CorcokFucoJORk4fORZFXm+DrnaijzIglzthKzMunlCPkuHjMPMHBPyYAtyjW3N8qz/ LGD9Zx129bBlOugaiSVZp/Z15hzcYFlc5OgqVOkz2l0O9YuF3S7sFxNN/cKFI8EG1DCGnVmZYrDw A2EjUjrf1cB2p5n1SdBIn2E0oCpb6Go1ec4QHYadhy5CscKELscq5LVg70qgLdTCZjpGeQXOgZ9k u1y8h45+V16BCr+5gQnLgYZWWU5U7hFGwB69srrfPxV8SGAIO7BW5uDPrZybHetzD8e24Sg/Bz2c gKTk+xjuovEyR8ESJwMs7ugKhUOSGJFEsSkaiSdiHTihZGfR8a5Vbgq1yZFEdDR6YkkMRRJyjM03 RVmMR5tCUjh0Mbsdic5PdyviEzFZlMIdkWgcRSwLxeRQgjCJJ8rxhBQT5TYxLilTWQnnhKNwnGzp kMLNEjIUhLjcERfbpZgcT0IeFum/pisfWDUJw5DSxR+m/uZhN1bObl3Kklc42IG8HaYKY8dLlGO9 ouFYbz1WfD3mLSpy4+9vCBL+XCBcKNwg3Cxon25dRq+hLqd4MmolfjLvsp7Nzwem6K6n4vW5Nbf+ e3PV64Fpuuub6A230jAcvScCiDXu3V0/9fGA9pu9oWWHbvcJk5EgYzhvqnalHPLlfHQS0udL5Xgt cC/3WvL3UI2sAyiNyWz2aUfbOajyuanWWHqur4CeYZ8qCWjZeYijPyu9BnlrhQIkSH1MoN3nqt9H HBT+DcmoZc/5t7h+ib8XBLrawmKnHIuHopGF/spZFX5s5aZocyjSstC/ft2Ksrl+Ee0i0iyFoxF5 oX+LHPcH6grzFkjz4+31MREfj8TnSwv9rYlE+/zy8nhTq9wmxWdF2+UIpgWjsTYpgbexlvLmmHQR wraFy6sqKmrL26RQxF+HOJHoilA4XM4uwxEDo1zhlCuy6hqwYA2CegodQw1WkAsriEv9AFXa13zF 6rchuezABGMX+tg0dSTXQEfmQ+px0otTSy1RnULEaIiUaLkTQX4cwQYDOQjIZwcnNEmMzafZmvV8 DdvRpXbrHLzWmoqptYksQWtRoDSBWlS5S9IxKgFnEPmUM+iLci9x+e+MRbxujoFuZxH/LY7Juox9 PMBfTtdXcO8D+L7dE8Lk7/QwtO+SDt+j+EqKr6J4B8Xfp/gHFP+QYuVY7DUU76R4F8XXUnwdxbsp vp7wf0TXP6Z4D8V7Kd7HPg1ZdIQbA+Og++Jx7zDvfcmP1t0/vO7Aa3/98ETvth2/fvX3U0F5eSKo lcaCyNTNV0g9Opwy9It0ZHd/B/jfXYK/99P3FDdSfIDBijeRsj8hzk8pPkj8Q8S/mTiHKT6C/M3g 9Wlf19FBbOxcq+m1dYGP3WkdS2tA7b5IbcyDwhWcsaNt567cv3VzG3dmdLR2KZFgPUtsj8UTC/3x trNjoWZKCbYsDcfYRTzW0oiXYqcUXuivoOBXOmIqS6Nt3hUU1LxqlvK0SKVzixdhyatqaytJaDwa DjVriZkFG7IxzZdJ8VYlHyX5MzuKIrUZmKNYTn1KSynQpWThQthVoa8e48ncMnQczE2EUrPqqMFl iDRhT9DUXaT1iIj3kmG/R1KnNibnwpPR9cO5pBX+sjqXnlj8+Vc6//Wxj6+fvtvrf2bPf/bXuWxz IBY+D+fCYNLOhcvoXCbu+r+iM9S5hFsGnEuWzoW9gS70sTOmo7iVtOphzqKZ9gRk08wkTps7bD+g PbU3YHIiLtrz6YcT4UmX7JyIF/4enchz3avfmjLxo5nbZr77x96zd+x4pr9OJMhEqRS0uf88nAjT L+1EeNWJfNviRFa/dmJ25Mx0IvG2pbjWvXDAiyzDJSE72jTRxzrrJJ+IPVuxyuYPk8k/f5BeEVag zW4eo3Tnc3xDgAfrF9aTEWUYOQJtC4PJYNguR+zbThp7BVnnYh87PPcbpHpMa8Cin+81orEz8rci PY5ph/MAxvoGWSQoT4g+tpeiTJca1VwcpPdk3k7Zvha0e7d6vwHvN+B9M6K4GwBKfexAHceBbRDU so2E8RYn6cbUg4LH0rMe+AfuZ8fhzOhZimVXV9bO/pQNe79QCvt1FZFHMdsAm6VyNAPXGoIZCGto a82zhh7nm27fIvBOwMwZzSmN6OqjEUeZGpHtrhSgIx1PZmoe//SGw4APCr8Fc1P//HtzX73ljGrq qtnVtdXG/RVTS5lNlvuymuwh4QR3SFcR//Pd+S++foojYqLr9FRCY7R5CyLFojgconhUBi9ao7GL /cqGWTzRkNgSlummnaJ6Gvma5eBafC5+MerNKkdsxAu/GCKUjoX+CCrMlI+FLpTZXQNdYTYpLodD rDAVJ13rYSkRioiJLe1yUGpCpHWhNjkurpEvEtdG26SIX2wPJZpaV0htofAW1AorsalVisVlKiKV RJZ0jy+VwqHGWEhJaYrbp5RrRVbGdKUS5EhzvRSTWEWEJdZm7YmyJWvV7O0Us3aqs/NIs5GUnVhX aie2u7tb9QrDDTuxzCt4dTuxuaovOyjMMw0K819c+XD1pePPkOmWsXHZ83KqeRtbKm3bVpshze1r hjS3gv2c+gxJv9s7RDf71QfWQMN9OTg6fxXv/L68VEoxDMVnOrHCn8V5+42FAE30Nwf41LyDvadO YPqfMX0Lpxyr72uGpcl0mgUNt8yC7Db2lSA4bux7VJ5271VB0+YGqrkdB7O5deyqePEJODPMzbLR 72R/iS4b+8vCRG4QFiClq6CTfatLjcR+RtXdueaKwfcG5jz04PKXLngtsOgbd5XtPfZWYMrdt2zp iRzHGcUh4RXDYPDY2w889dgZNRj03/FXfDEd/+JYSArbuP0U/5Scvv1EtRiNhP2Fxo689ETVqzMv jeex4YGOd1hYhpTmKWuTebi6ebzocJ620ftB7ZP3nr/qZ4HAlXfC/cfuCszp/N2RQ18/HujZ/qfD d895KWD0RGtcAIM5ZQW1ibEWCVA/zN4Tsa8khqueaITBExWSd3Rxc+gw5xT0mm6DN+HVst0sPMvd rCuB/MYH1zx8ih0hFsLmjyU+575gNvVTNVtbM1SilBHKkbL1Df7PQpWYIj9R19XVRcaucHXmr7ZC yn1qVsPs1mnkY9/1Z7I3LVhHPs3Ckkm9hTHUQ8Jmg6td+NSbT6364rvaz8S8+ju1zdTG38Gx85s5 p8unVOl8iv4lhuJTOKtP+e8DVw/4lAGfcnI+hbP4FG7Ap5wBPuXXOOW+PPd0+ZRKnU/Rv9NQfApv 9SlDwwM+ZcCnnKRP4S0+hR/wKZ+TT7FfoXkwz7kqR3uqUPcU8Mo7NaVZ2ct1md6acbz2l8OVKy51 xat5OHDx2vs4JYxZpHB07xNUTtqi3gnI9Oasjs9jf9BY5e4Xpht0Vw7DMovqJL/VDgkogyWwFtj3 I/uFEYbcbjW3VmrlUKzPcCi2kNaQBRg306qVgxJ6wofW//E/vfvH1Y31gU3En078GRR/izjdkBY2 iafZOWzHlB53puO02lHZKbprdpz2yrELPj5x6dt0nFa7Xg2vYIM00N90jdOpqBYQ8X4pbMQy19Cn 0RXEUb56Y4cYrIFzg+cY5BYW/2E7xz6r2JNfIzSz1zOwkWdl2Miztl1MB9hPd+Ag3cJW3wFQv3bl hgO+0y83N3WV4Q3WQBgIFPT24fu8lBgIZ2woTl19eT0J+/8oHeoIw87iKn+V+VTCl7cuB4JNWE/T G4lMzOkf4KynE5zswHiYvk37YobTrTebBm/k2T/BMv/QV1ADnW0gDIQzOrDvJr3QrB5u56k3K4vA 5wLa776/mPz4Uu1qPWIIsFU9+jpxVLGy+FIX5criiHEE3qdeq3s+XDHxOBseb8Nz2fDcNjyPDS/H xDuRenFMDHVrQeFzxGfSLuXzqI5YrjGLWBpPaW41jVfTgNJclOZR01xq2jsBluamNE5NcxvSPIY0 jyEtB5SX20paTirtSRgEbDOrC0bAmNRPHT8I7qYSLdK11FWCD0nfdjx9wToCRsJYVlK3+p7bzRTj WoTh0CLoM9NBdtcybSvnlALbNa4H5f87bgRlFbQZlD9G2QrKjks7KHtDXaCcp74O0v/fSvnDf8X0 PKg4dr9LfcozzPyU78CpLukbcSjwKZs17NAQK1N9WIqEwq1SPPXHCVmKF1L/TiydMBBOLfw/uHrm 3gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAhAAA eJztXQl4HMWVru65enR55EMyxpba4/uQJY9kWQZL45vLNsISXjbAh1tSjzRhNKPMjG2ZxVgECAQ7 CdhgLmMgsWETCFkwAbIctvORkE3EhiOEBfwBDsbcN/kWsrZnX72unulrWiMbsAIqfa+m+lX1e6+q Xv1V3V3devrPxa/dcd+o/cQQGoiDHEl5iVvD4xhh8BHCs+MjqVRKZacGwz9VOAzkZH04j/3SPvcA CUBeoDygfKACoEKgIqAhiguQYqChQMOAhgONACoBKgUaCXQC0CigE4FGA40BKgMqBxKBxgL5gcYB jQeaADQRaBLQZKApQFOBpgFNB6oAmgFUCVQFNBMoAFQNVAM0C6gWaDZQHdAcoJOATgaaC1SPvk1I kNX1yPFt/uMeVpAY/CWhLxaTKPzGyTojFNiGEuJKj3mKB2MFHvl7lOwl2rKNs+9ov2/405yD5ivF AD/OJBEi90unNuQRntPWJ9fzhhNV/0KofyfpAjtayHf7rX8o6KcYSMdQrvpp+XaWdjC9p0Hrh8CS o9Hf3/rT9ldx/QjrN3UsuFgeTWvH/7d9nHxTA6dM40cdOPAMR57i+8axTzH/lPj+ULg1JrbFxGXh 1ngsEQslxcXdrXIE3WxBOBSqwwkFeTMWdkjx5Iw68tmc+7+XmwG8A+ekow1HYMS4eXMT0DH62hW3 ffLFmR2+u68VyLRJu16sAl4zUcY6zafzEx0jlE9tmEeUeXApURr1gFOZ62iZs6PhUCQWxzI9rpkh FQePNdjZzz//1PPbZpzo23ID2D/9i3upnU8ze2j+qUD/ApgTJxcCBtF54MJ+6wf8QTyhuEF9IJdz aFmyRk03kdWAv51EwrlHxcE4cpIkDOmojazJDP/c/dBP++/ytC2LQEMr2iDjDNg/e+qg/trxlIt+ urbKLKSPPfRXvzZ4BR84kIs01z3l2buHI24wbj/U6T+ce9GH/wZ0HsyOnrQLi19LWIA2SBy1Acwi 9ZwT/Iwn24CKYVVJ+UMxHobxr7DkoxjX44oUsMe/c8gcTHHkHH4elvsRxn6MiyDmyEN4zkvImQnj 9Q/AS214lA0pD7cQ+j0C/d4CPhDGEvsIHUPX4BDLocTNR1dCZ4dliQ6O+p9eRifLl7DEdFib1BGU kUWLs88S+0jfJeh1QF+1Hd5nibl9lmjoowQH63pmKZetRE2fdanpU4u3Txl5fcjg4QrJ3oM48A+m JauPeW1lBLi0DEtPngE+lvZCCEO4ZuBTHEzA9cBy+F0LvytwfSwB6h3NGaNIN9Fa4eLmM/+MkDJn GeAvXCH6V4z3nyeOmz5uXNXJ51Vojsqc42CZUKYvce4Kue18Q7HxAFDlumIzqgyygFHmnAKmjDeV M0vEwg1w5Qn4cQHLmKpkXVCRlpvhZMr4K/x4PO+CijLndLh+nUQlaM/VnmUovwSuceebNIIxZqUK U6c3GMxIqoEr5kqNZlWG4WzDea+x66K/p0TNHLFHHOR/NXyOmPmcWv4BxnbeloX/yyz8X2Th35uF f0sW/q+y8O/Jwr81C39jP+3JJn8X8keY+Nuz8G/Nwt+Yhb8jC/++LPwHkJ+Xpf2HqPzriotvyL8h nzi3Ir84zQ+FdpfvLifOh5DvU/l/IasI3jTbk0Xv41n4V2fh/+ZLqu+vkV9oqpfiJ/mm8op/ugDT kP8547N6uQBdrfgFJjl3s/KMv624uCS/BPTezPheSzlFGjuVdt7Kyk+xLD9ULf+Znj8sC9+dhe/J 9GMjwRudCl/Q8/NVvjfDh4i6jYFvkD88U16CFVF5pj2nmep1sTCcXCwQTWggIyds96wXKsh6HZ/e L+Whb4fj1RwldX4oAsncemG+4YQ6LJbtBF5gGfRaS51izELm5CIkFbQXclIuQgLVeiHG+p9sW3/e rNWf1oorG4mkdCc4WcbvP/zvVHbTK3RCthG3tZDUk3ZCqvRC5CyWpN7dphFyrUEIvbfuSQsJBtdk EdJ7U1qIh/E2bNiQUi/bBAueV8NT1eVZ8MxGVRuMClob9cknn5iMooWNRml5Xg3PaJSWZzZqnM6o f6zP0txWRn15LWX0gQk6HzAZpSpL9XA2PjA+XTP1zpRlzXbu3PkVNrdxYNIHOny6ZlAwZRiY3YYT 6BMhF0k7bKo3fYJq7P33359SayFoecxirwUvz8izNLZWZyztMoOxZxtOoI+knOkm54xN7tGjKBqr RVbVWLNDTCRaULTsS6NgsxCfTojJOkWIHLIXUpKLkN6l9kJG51KdNMZnETIptzZx2Qopzq1N7IWU 5tYm9kLG5NYm9kIm59YmblshQ3NrE3shI3NrE3shZbm1ib2QKbm1icdWyLDc2sReyAm5tYm9kPLc 2sReyNTc2kSwFTI8tzaxFzIqtzaxFyLm1ib2Qqbl1iZeWyEjcmsTeyEn5tYm9kLG5tYmWiFb+KEw ScAVYaBqglgh/jEakhLyzM3CMrJZI5pzlqUKSQAWqhOg4SuA/ohPVSSSIDLO1w6wuYB4nHJo38GP Uy6aVu4wpiZQ1VRNsVFNwKzGb6MmkFHjkkOf7HvZWs1Qo5pqs5qJNmqqM2rccujdj1+xVjPMqKbG rGaqjZqajBqPHDrw6nvWaoYb1cwyq5lho2ZWRo0gh1764FNrNSOMamrNagI2amozarxy6PDbL1qr KaFqauw9rRzU1OTgab1LH+49YK2m1KjGwtPG2ajRelrv0oMPP2StZqRRjYWnTbJRo/W03qX/c+BR azUnGNVYeNo0GzVaT+td2rvnJWs1o4xqLDyt0kaN1tN6lz70ylvWak40qrHwtGobNVpP61166PkH rNWMpmpq7T1NBDW1OXhaoPr6XS8oaojyrDatZoxRjYWnjbdRo/W0QPVLW6+zVlNmVGPhaZNt1Gg9 LVD9xAu3WKspN6qx8LTpNmq0nhaovu/2J63ViEY1Fp5WZaNG62mB6s1P7bNWM9aoxsLTamzUaD0t UP2P3T+xUiMQP51sF8Q6Nwtz9MK5USkHWYBP0lRBrpRyP8nF0vSmExNUQMZR2Qv3R1pXR2KbhXV6 YXxJykMWkv0kglsdIrjRzJMWSu9VqELpvQMU6iZFyKBXsRwU1h4JuiOv7mgLP4qMp8uahW9HVkck sU0WV8rxcCjcKr35Oph2vcG00tQIMO1tMIoaJkEztkHziWQlxPRJYQioFfhvktcNZtNLeFOjqmbT a3R32mzlSNAdeXVHW/gR0I++tNkrw1FoSqlN2gwX7XqLR6Z8BotXgo1R1rQS2C9hn5maVLWG3oah GgvgMh2MT0PMfIN/jYFeywYrhJx56WNWPlUA17lpoQGz0LEGoVoQIWRP4zJroZMzQqvNQicYhGoh g5BbHvlXa6FTMkJrzEKnGIRqAYKQnrafWgudmhE6yyy0wiBUCweEnHHP762FTssIrTULnWkQqh38 hPzv1iXWQqdT1uJoMo5uZhyzw0GouilXdaqM89M7saqD0du1xzhmiwDAwNTToq2xeFxOwjhdbMCj E1Ne3A3Viruh4lDLJI7HDDbR29SqSfReNqunk8zocaY2C6JeoMsJhZeBCJnVjRBatrLHA2UnG8p6 QHmmrEjOBdQ9n52TD2lwsuXyamjIzULQYPdoGGp0Z8Jq1pA6i9/dlrFYJhmLSQ8BK/wGUQRFqZvB Iky/F8YlnLE8lgTtLYZOzEs58ZQkanZlNKd6U2pv0XuKmd5SjgTdkVd3RA0M9LjAwOmGZnKl8kkj GtjKdrNJpB1SnczUPBiYMMibpPepw6022DoiRXfjSeR9k7NpJwgKlyak5XRIy+mQltMhrWJ+TY8b zD/VYL47dQIYIJMu3HxHfZ5WRZ0QOgFkI6QD85QNJ1ovGAYjuYiQZrk7GaNzzvw14QR48UJDHfNT RaQZTu9G71VFzydrQHgC/ZlP43YqsyQsgSFdrEpf3N0VgdksGV4DCk4zKJiVKtYpWAypLtx208o2 EK4xqKFDkKnJJ7OpKze/n8RZvFov2zEEXKYZuieZnsMVKR5YQ5Sfth6lcFv4QlJHb8QoUsSZpqHs 8KUEnRyRzSxGWThhZaYaKnmORnLALLnYJDlgJzkVvGv3K0zySRrJ1WbJQ02Sq+0kK6tuHiWfrJEM 08xsg+RhJsk1li3L0/Ezl46fZhjqEdNy0HEC1KSZjXUKDk5iurhwaxpUGTPqkRvHRX2PA8bFeMO4 cMBMsBIsjMNgVpYYNPxYOAcoU+4aQu9OU++TSAu+VNEEpqzD1DJEzjBubZ0DEKF4YVJTYinw2mF0 JcEXaskq3BR5BayB/0rvcvEu3Mg98wow+J04VeYmTR2ynJx5szCS3Kw1VvP7M8EHRHRhE7TKbPi7 l3PSTXrOUugbDstzZC8nACnlDpGDeDOR7VUWJxGyTAonxDVSPCy3SW1yQpQ7xUUrF4mtsU6guBxr j0uhsJQYQfFNWXdKdCEXXd0px2MJaTQhS6RIEjM6pSQsSaWI2AWy2j9tD7fG6Azyekzs2O/XlEvE WqFU+CK6chVlmKhBZmR1NJYo1xSSE12yplhUEvfHZWmipkSr1CW1hpOY3RZLiF3xWCicSIRjUahS iuRBLXdMVd6vahVKgDLtVcJ+ebIVWnOrJmfBGxzZBLxNhham+1GUXb2ibldvI/RUI5QtKnLC73cE Cf6+K1wo3CrcKahvbl2Gz60ux3giWCUemXPZ3lWvBSdp0pMhfW7Nvf/VFng7OEWTvgMfiSs9yeGD JULiLbdsbZz8l6D6Sx/p0j2324SJQCRrOG+ymlL2+HI+3Ajp82WK7HmQI/P+QKqBdTtoozrbfOrO do4EfE5sNZrv8RXgKfRNJQGGQh7I0W6VXg68FUIBEEm/S6Aee9jrETuE3wHprdx7/j2OX8Lv3GB3 Z0RcI8dpj9b7Z86o8oOztMbawtH2ev/ZzUsq6vxiIilF26RILCrX+9fJCX+woTBvrnRSoqsxLsLp 0cRJUr2/I5nsOqmyMtHaIXdKiRmxLjkKeaFYHBwWDuPtlW1xaS2I7YxUBqqqais7pXDU3wByorEl 4UikkiYjUR2jUuFUKroamqBiTQLbhA6hBhrIAQ3Epf8INtpZviHs1RAP3WFB2YU++ubdCK4J8S1z pSalr4OibB99HMAlAZyzfMMIIgnJpzssVA2UzWfYqtecBf3nYOPfDWm1i6g5F6AHqD1JME/AnlSO UrjfSoClRj6WDPli3Otc/kdjQF4PR4VeSiP++xzVdRl9Z4C/HNNXcJ8R4vvB3jBkX7mXSrsKbfgh xldjvBHjTRj/COMfY/wTjJXdsNdivBnjLRhfh/H1GG/F+AaUfyOmb8L4ZoxvwXgbfSNk3m5uNCkn PReVf0Rh/uIbmx8rbbj9rU8/P9y7YdN/HvzTZEI0wKi0lkjNzVeI7RhOO/haDVkd7yL+jxfA73Z8 jeI2jG+nYsU70NifIudnGO9A/k7k34mcuzDeDfxVxOtTX6rD/dcwqJbh8+0CHz1SB5TagepxEevM HcIVnH6AXcpdvX39qk5uYAywLimZpCMKwDuRrPcnOk+Jh9swJ9S+MBKniUS8vQWSMEdF6v1VGPzK AEwXabEsuwQDK8uKVGZUKoNaXAs1D9TWVaPSRCwSblMzsyvWFaOWL5ISHUo5zPJnB4gi1g0UIBbj mFJzCjQ5OUAHTRX6qCeM5pYgdCQ14KG8ViOnN4WLsFpWrvLayadAYbzgNAAJjw7WDyDJGPdtBZK9 8cRrb6z57TOHbpi61et/+ebn+gskG2yIhuMBJFRMBki4rEAyfsv/FQ1QIIm0DwJJjkBCH0sX4kB1 c8vxbrAIFyz7jeDgwBs8/QAHHnXkBg5e8k0Eh1d7ln0wafwX0zdM//jZ3lM2bXq5v+AQoqoYhSyO jwc4UPsy4MAzcPiBCRyWvXV4VnRggkOic2GH3HrhIDrkgA70eq/QdyrEfotlRgLf8g2zN+AuSj9P Etl90ji7kqHPdKJ49WJAFSe7yMwZVRyIV99mVDlw+sbTFzXvnTit4ePbl/YsePf1/qLKRwYaYqDj gSq0UzOo4siKKnXnXPXMAEWVSPsgquSKKnT3bKGvEeKJFqhCb+nThxUUWZIaTGlDBKGXMvROSAif LSTYtwMkPDKgiwsfDfUDXZyId7mhSyH5JqLL0meFXz8gPXp+1ZU3XLzzmTfj7/YXXY4ArQd6BOgF oA/Z7yOMfzzQhXZqBl2cDF2uNKHLY1Hy59jARBd65qLO6OAlTS7wQjeiF/qol5VbwAt9yknvhlgv XKJYcj8uXUy3Wt3w1y9AcSHUfZuXK/Wdjw1Z0f7qvjmuzYfXnr5616f9BRQaUxB5ktAnKcrdicvY MeUfD0ChnZoBFBcDlKtMgDL956WHuwYmoOBgHEQUmrPI58TXOcb76D2LCT4Rxrbil+Wfp1IXfZp5 qFUFXrtqtDKgz/QNJzx7jqUNE0FKCUIBc27UQWU7bGXfd9Syl6B/zvfRF4YCwJ8MNAqqfpmgl/Yg 5P8b0FbI2w9oMwbPMAZ6huijz4+Vu8EtrBRHMs+hP0x7vxrUYyc7XgnHK+G4DaQ4mwgp89GXiDiO WAaB1e0EMtYEk076HFdwmcbW46dz//4+GRhjS/Hs6pmzq75ix94ulJHtmobIw5g+9J/BOKqDqx1B HYR2tLnlaUeX+6Za9wj5KGjknMgpnejooxNLDZ1I4bEAoHQsuqlxBtQ6DhW8Q3iCGLv6Fz+sO3jP gOrqwKyaqlr9I2JDTxldlvu2uuxO4TC3U9MQz3z4+ItvH+OcmOz+chqhJda2DiTFYzAhgnowBhId sfhFfuWZfyLZlFwXkfGgC6NGnPna5NAKOC9xEdhdVRXwiy14fhjj1fX+KBhMjY+HL5TpUROmoJiU kCNhWpmjb/WIlAxHxeS6LjkktYKk5nCnnBCXy2vFFbFOKeoXu8LJ1o4lUmc4sg7Mg0Zs7ZDiCRmr iDWRJc3pC6VIuCUeVnJaE9Y5lWqVlTldaQQ52tYoxSXaEBGJ9llXsmLBCla8C2PaTw1WiDQLSNlM 4khvJunp6WElSnWbSSgqeDWbSTwMy3YIcwyTwuMv/qZqcmzsAFlw6TuXni+nu7elfaZl37IV0uyq vlZIdVX079hXSNoNK8M1619toB1U6nPD7HwGHPl9eemcIWQEnNMNDf4JMLcWErIPv5rGp9cd9AaM mr+WU77z0NcKS9VptwoqNa2CrPYmKUGw3ZvkYjz12MuEZtyNMHd7nxjdbfWWqr89TwaGu5n2Ktn5 X7Lbwv9ycJFbhblAmSY4C32BZ39cwaKyy4c9HFxee8+NvksOBjeGRzTdsu+D4KEvPtu3NPYerCh2 Cm+YJoNnBtRk8K0B/vl0q6YF7Kf5xwT61gvVIeAklfC7Oi+zUPVq3EvluSx4RMO7S1gElOEp1yYP wtXN1qL9XnUfS+eu80b+6dVdwVd23Df9lbt3BZ1nvf60/+B7wTO+V3v2gUv3B/VItA6A5jlIPgrp EGXNE8h3SvRIpA4F+mZ4KUOikTokKkR0dHDV+ALbJEBNpw5NeFY340Bys3ooYv7+QbBaeu6q4LYd f7/ptwem7SamcKfwDnen5nx594Fr/nqMAykeBveJJwfEWDIOmGN1fktnVqK0K8vRirOb/F+fQXHF imRDd3c3DhyFqxlKrEfSUKzOhXQM2M2i9LtoTSX9nUVVb02ltN5Kpe4UQjrYrn/xvRdXfFNg+2tx tf4ulrP19LXQQb9z6FGqMUtP941SAQ1KcSaU4kwo1d9gQql3bh9EqUGUYoGiVDbfVUM2lOJMKMUN otSAQakn3F8VSmm3nykoxQ+i1EBwnUGUskAp3oRS/CBKDRiU+hzy7nJ9WSg1U4NS2u1sCko5vnyU GhEZRKlBlGLhWFDKYUIpxyBKDRiUmpb/VaGUdlucglLOQZQaCK4ziFIWKOU0oZRzEKUGDEpdUPhV oZR2r52CUq5BlBoIrjOIUhYo5TKhlGsQpY4rSlk/iXRBmXMZRz2rUHMW4ZW9o0rn0qdzMu4O5Xj1 f/wqKS6d4tMpRzrlTKdcTAJHHLy6K1UJwjyFo9lVxzi8iZP536YfBRWO08RxaTgy7jpt4PPwv1Eq YbswVdceyrdwqK+uwXO7SJJUkAVkBSs9UlfayUrnE+03cXy6b+IU4vPXAojb8IkvR4qxLj4YV4d+ /vGzy1oagxcgfyryp2H8feT0kIyyCTw+jSKXQs5eZ7av6ahfypmkSdOv6Vw9Zu6hw5d8iF/TUdPK 13RSRP2aDv3aj5L3alD97RT7+o7OoUvU1NlghUDWs93E40cNUfqM9bDA2gpSvI+lGchwQ5DHWfB4 C57Dgue04LkseG4LnsfAO5x+Po8M5tkKnyPKc3tCLuHzsN3wUw7zaB6PeQ6Wx7M8gnkOzHOyPIcu z4l5LpbnZHkfBWmeC/M8LM+ly3NjnpvluXV5HszjWJ4nnfcC4PnFHP1G1kgyWvPXwA/FHdFgkqZv N4I/b9T1PU/G0Drms00G+fDHce1CKWkXtIXwPQLHImVU0NVNI8F/R0XOIcq//FhFlH9f0EGUMddF FMTpJspu9OtJ5v8bO1hv5DPx2X7LfMo5tO7Kl8OwcfCrYqTApwxXumeXGtUI0BmOdEiJ9OfsaY6X pP+ddCZjMBxb+H9y9gp5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB0AAB4nO1dC3gUVZa+Vd2d rjwIHR7hnRRNeBMSOiEEhTRvRwWMJLDuiJ9Ukuqkx0537G4guCJh1FlHmBkFjQqI6IDujo6ziKvO riMw3+zM7Ezc1ZlxXZRPZUR8ojz0W3WB3nPPrequV1c64COrufnO7apzb51z7r3n/vdRt+CF/yx4 48G9w48QQ6ghDnIukU2yNDxOIQweQnjl/lwikVDZib7w/yqcBXIqbVit/NI2dwMJQNlAOUC5QHlA /YDygfozFyAFQAOABgINAhoMVAg0BGgo0DCg4UAjgEYCjQIqAioGEoFGA3mBxgCVAI0FGgc0HmgC 0ESgSUCTgaYAlQJNBSoDKgeaBuQDqgCqBJoOVAU0QynLua+3ent9WEYi8BeHtlhIwvAbJeuMUGAb Cokr2ecpHowWeOQfYMmLtHlfiDzUvHfQC5yDprNsgB9XkBCRe6RTG3IIz2nLk+lzg4iqfz6Uv5W0 gR0N5Hs91j8A9FMMpH0oU/00f7Ny7VD0Xgq1HwBLzkd/T8tP61/F9XNKu6l9xaWk0Wtt/+/rR9/M wLFh/LwDB57hyGG+b+z7FPMviR4JBBsjYlNEXBJsjEZikUBcXNjeKIfQzeYFA4FqHFCQN3V+ixSN T60mH8984vrMDOAdOCadbzgHPSaLN1cB7aNv3PrAqc+uaPE8eqdAJo/fd6gcePWE9XWaTscn2kco n9owh7BxcDFhlXrUycY6mmd5OBgIRaKYh0TulVUcvNBgZz//0vMv7Zg6wrP1HrB/ymePUztfUOyh 6d8B+hvAnCi5DjCIjgPX9Vg/4A/iCcUN6gOZPEPzzmhSr+vIasDfViLh2KPiYBQ5cRKE67CNrAkK /mX1QD9tv1uStiwADY1og4wjYM/sqYbya/tTJvrp3Co1kb7w0FP92pAteMCBXKS++nn3wQMcyQLj jkCZ/sl5EH34r0ArYXR0J11Y/ErCPLRB4qgNYBaZzTnBz3iyA6gAZpWUPwDjgRj/AnM+i/FsnJEC 9nj39J+JVxy5ip+D+X6EsRfjfIg58jQ+8wpypkF//T3wEhueZV1qm5ubD+0egnZvAB8IYo7DhPah O7CLfXk5urejhaP+p5fRqqRLmGMKzE2qCcpIo8XZbY7DpPscdB3QXWkHdZtjVrc5arrJwRG/aimX Lkdlt2Wp7FZLdrcycrqRwcMKSclB0mkRVC1pctDZmZ0MH5eUQaxyTAUfS3ohhP5cPfApDsZgPbAU ftfC7zKcH0uAeufzxHDSTrRWuLi5in+GSJGzCPAXVojeZSXeleKYKWPGlF+8slRzV+QcA9OEIn2O q5fJTdcYspUAQBXrsk0tN8gCRpFzIphSYspnloiZa2DlCfhxrZIwiSVdW5qUm+Kk8nhLvXg/59rS IucUWL+OpxK0z2qfMuRfBGvcuSaNYIxZKWPq9Pr9KUmVsGIu02hWZRieNjz3hrIu+iQhasaIA2If /8vhc8TM59T8Typs5wNp+D9Pw/9ZGv7jafjb0/B/kYb/WBr+/Wn4m3poTzr5+5A/2MTfmYZ/fxr+ pjT83Wn4e9Pwn0R+Tpr676/y7yoouCf3nlzi7ER+QZIfCOwv3l9MnE8j36Py/0JWEdw0O5BG73Np +Len4f/yCyrvPyO/n6lczE9yTfmZf7oA05D/qcJXyuUCdLXi55nkPKrkV/g7CgoKcwtB7zaFn20p J19jJ6vnTiX/RMv8A9T8H+v5A9Pws9Lw3al2rCW40cn4gp6fq/KzU3yIqNsY+Ab5g1L5JZgRFafq c7KpXDcKg8iNAtGEGjJ07E73eqGUrNfx6X4pD207CFdzlNTxIR8kc+uFuYYHqjFbugd4QUmgay11 iDELmZmJkITfXshFmQjxVeiFGMt/sW35ebNWb1IrzmwkktA94FQSfvvRfyTSm16qE7KDZFkLSfzO Tki5XoicxpLE+zs0Qu40CKF76+6kEL9/TRohXfclhbgV3oYNGxLqsk2w4GVreKq6HAue2agKg1F+ a6NOnTplMopmNhql5WVreEajtDyzUWN0Rn2+Pk11Wxn1xdWU0QfG6nzAZJSqLNHB2fhASbJk6s6U Zcn27NnzJVa3sWPSFzp8smSQMWHomO2GB+gbIRdJOmyiK/mAauwTTzyRUEshaHmKxdkWvBwjz9LY Kp2xtMkMxi43PDCLUIhUq5wzVrlbj6JorBZZVWPNDjGOaEHRsi2Ngs1CPDohJuuYEDlgL6QwEyFd i+2FjMykOEmMTyNkfGZ14rIVUpBZndgLGZJZndgLGZVZndgLmZBZnWTZChmQWZ3YCxmaWZ3YCynK rE7shUzMrE7ctkIGZlYn9kKGZVYn9kKKM6sTeyGTMqsTwVbIoMzqxF7I8MzqxF6ImFmd2AuZnFmd ZNsKGZxZndgLGZFZndgLGZ1ZnWiFbOUHwCABK0Jf+VixVPxDOCDF5GlbhCVki0Y05yxK9CM+mKiO hYovBfoDvlWRSIzIOF47wOY84nbKgcPHTiZc9JrtMCbGUtVUTYFRjc+sxmujxpdS45IDpw6/aq1m gFFNhVnNOBs1FSk1WXLg/ZOvWasZaFRTaVYzyUZNZUqNWw4cff0DazWDjGqmm9VMtVEzPaVGkAOv fHjaWs1go5oqsxqfjZqqlJpsOXD23UPWagqpmkp7TysGNZUZeFrX4me6jlqrGWJUY+FpY2zUaD2t a/GxZ562VjPUqMbC08bbqNF6Wtfi/z76rLWaYUY1Fp422UaN1tO6FncdeMVazXCjGgtPK7NRo/W0 rsVPv/aOtZoRRjUWnlZho0braV2Lz7z0pLWakVRNlb2niaCmKgNP81Xcve9lpoawd7VJNaOMaiw8 rcRGjdbTfBWvdN5lrabIqMbC0ybYqNF6mq/iNy9vt1ZTbFRj4WlTbNRoPc1XsXfX76zViEY1Fp5W bqNG62m+ii3PH7ZWM9qoxsLTKm3UaD3NV/H5/p9YqRGIlw628yKtW4SZeuHc8ISDzMM3aaogV4Lt J7mUa7rppAjKI2Oo7PlHQo2rQ5Etwjq9ML4w4SbzyRESwqMOITxo5k4KpXsVqlC6d4BCs0g+Mugq loPM2jtBd5etu9vKDycldFoz/93Q6pAkNsniCjkaDAQbpbffBNPuNpg2JDEYTHsXjKKGSVCNTVB9 IlkBMX1TGABqBP7b5E2D2XQJb6pU1Wy6Rs9Kms3uBN1dtu5uKz8Y2tGTNHtFMAxVKTVJW2DRrrd4 aMJjsHgF2BhWqlYC+yVsM1OVqtbQbRiqMQ+W6WB8EmLmGvxrFLRaOlgh5IqNv7LyqTxY5yaF+sxC RxuEakGEkAO1S6yFTkgJrTALHWsQqoUMQrb/699aC52YElppFjrRIFQLEIR0ND1kLXRSSuh0s9BS g1AtHBBy+WO/tRY6OSW0yix0mkGotvMT8j+di6yFTqGsheF4FN3M2GcHgVD1UK7qVCnnpzuxqoPR 7doL7LP5AGBg6qXhxkg0Ksehny404NGIRDaehmrE01BRKGUc+2MKm+g2tWoS3ctWyukkUzuciS2C qBfockLmJSBCVspGCM1b1uGGvBMMed2gPJVXJFcD6l6jPJML1+BkS+XVUJFbBL/B7pHQ1ejJhNVK Reosfn9HymKZpCwmHQSs8BpEERSlHgYLKfqzoV/CE0sjcdDeYGjEnIQTH4mjZldKc6IrobYW3VNM tRa7E3R32bo7aqCvwwUGTjFUkyuRS2rRwEblNJtEmuGqVTE1BzomdPI66Th1uNUGWwcn6Gk8iRw3 OZt2gKBwaUJaToe0nA5pOR3SMvMrO7LA/O8YzM9KDAMDZNKGh++oz9OiqANCK4BsiLRgGjtwovWC gdCT8wmpl9vjETrmzF0TjIEXzzeUMTeRT+rh8Xb0XlX0XLIGhMfQn/kkbidSU8JC6NIFqvSF7W0h GM3iwTWg4FKDgumJAp2ChXDVhsduGpUDhGsMamgXVNTkkhnUleuPx3EUr9DLdvQHl6mH5oknx3Am xQ1ziOJL16MUbivfj1TTjRgmRZxm6soOT0LQyRGVkcUoCwes1FBDJc/USPaZJReYJPvsJCf8j+x/ TZF8kUZyhVnyAJPkCjvJbNbNo+SLNZJhmJlhkDzQJLnSsmZ52n9m0f5TD109ZJoOOoZBSeqVvk7B wUlMi4ssTYWyPqPeZWG/mN3hgH5RYugXDhgJVoCFUejMbIpBw4+Fq4BS+e4gdHeaep9EGvCjijow ZR1eLUHkDOLR1pkAEcwL45oci4HXDL0rDr5QRVbhochbYQ78Od3l4l14kHvarWDwaNSeRepaZDk+ bZswlGzTGqv5/angASK6sBlqZQb8Pc456SE95xBoGw7zc+QgJwCxfGdIDkcfVc4qi+MJWSIFY+Ia KRqUm6QmOSbKreKCFQvExkgrUFSONEelQFCKFROySArFceIpx9rkxqAUCt5A555iWBKPRGVpnCZH o9QmNQbjmNwUiYlt0UggGIsFI2HQ5qU9Piq2UsW6hORj8Ahkmh8JNwXf/gRsapOikhiTRRiJGqRQ iwQPy6GWSHQUBV02GZbo7JIa3SqHQaEUWg0/IwmZu7o9GAqCFZIoX7862CaLbVDQ5tPNADUJkgM1 sXsS+warUSgEStVpofLLk06o8U5Nyry3OLIZeJsNrUDPrLCTv6Lu5G8ttGYt5M3Pd8LvdwUJ/r4n XCfcLzwsqF933Yzvtm7BeBxYJZ6befPBVW/4x2uuJ8D11ZWP/3uT713/RM31g/janLU2hy+fCIk2 bO+snfAXv/pLX/vSc7k7hHFAJG1YOUG9YueAOQ8elvR4UlkOPMWROb8nFcDaBdqoziaPevqdIz6P E2uNprs9efgI/ZpJgO6SA3K0x6mXAm+ZkAdEkt8bqPdu5ROK3cK/AemtPHjNY46fw+8sf3trSFwj R6kHzfZOm1ruFWWYbDUFw82zvcvrF5VWe8VYXAo3SaFIWJ7tXSfHvP6afjmzpItibbVRER4Pxy6S Zntb4vG2i8rKYo0tcqsUmxppk8OQFohEW6U43Eaby5qi0loQ2xoq85WXV5WB+4a9NSAnHFkUDIXK 6GUorGOUMU4Z01VTBwWrE5SD6hAqoYIcUEFc8o9gpV3p6a98PuKmpzAou5+HflXg5epx9SbiRCmI g3Ub3EdwNReDP3aOXk2jQyMd9BvhPq4M/DEQP5AgDpFcej5D1U3ZfIqt+tOV0LIOBT2y4FptPGro tegbahsTTBOwjdldAk9rCTBRycWcAU+Ee5PLPTEK5HVwVOhGGvHf56ium+kXB/wteH0r9zEhnh8c DELy3x+k0m5DG36I8e0Yb8J4M8Y/wvjHGP8EY3aW9k6Mt2C8FeO7ML4b406M70H59+L1fRhvw3g7 xjvo9yRz9nMjSTHpuKH4BIXpG++t/9WQml3vnP70bNeGzf9y7I8TCINUQak0GkRqbi4j5bxx0vXX asjqfh/xnpwHvzvxI4wHMN5FxYoPorEPIeenGO9G/h7kP4ycRzDeD/xVJNujfpKHp7ehuy3Bt+N5 HnqndjW1AdX7fKUxdwu3cvqut5G7fef6Va1c7+h6bVI8TvsaDCOx+GxvrPWSaLAJUwLN80NRehGL NjfAJYxwodnecgxe1jWTWRos8y7CoORVspSlVLLuLq6FkvuqqitQaSwSCjapiekV67JRyxdIsRaW D5O86aEjX2kGCh0LsU+pKXmalAxAhV6poDIfQYPOY94mnyhrAHWtIOLCW1QWeQ04BWNrBREPqNM7 upowgAqPztYDUEkZ+m0FlYPR2Btvrfn1i2fumdSZ7X112597CiobbIiGrwNUqJgUqHBpQaVk6//m 91JQCTX3gUqGoEJfcPfz1EA8iqtDqEjtO0vJXd1G3H0XlS8DIwg3Eu76hq3mJw7cWOoBlPBoUWZQ kk2+iVDyeseSD8eXfDZlw5STf+q6ZPPmV3sKJQGqSqGAxf3XASXUvhSU8AqU/MAEJUveOTs93Duh JNY6v0VuvK4PSzLAErqG7OehrjCSmwvY0I7blEFld5HiiEyuB34QpioyTljYJnYzOQ3EtgUNSOJU FqsZI4kDEe3bjCRHL9t02YL6g+Mm15zctbhj3vtv9hRJThiov4G+DiShjZpCEkdaJKm+6rYXeymS hJr7kARTFniceBKzxEOH/bEeEXo288riTxOJG06n9prKwWdXjWTd+QrPIMIT8z/vMA6kFCIQqDuu VAeV7bCVvfe8ZS9C75zroWd9fcCfADQcin6zoJf2FKT/HVAnpB0BrBnlGWDSwJ4QPXTrly2/GpRc HEltIX+U9H01qPdO5X4F3K+A+yaQ4qwjpMhDz/9yHLEMglK2YWS0CSSddHtVcJl61nOXcf9wnPSO nsU8u2LajPIv2bF3CkVkp6YicjCm+/VTFY7q4GpDUAehDW2uedrQxZ5J1i1CTviNnBEca0RHN404 xNCIdN82D4B0NLqpcfzTOg4VvFv4DTE29c9+WH3ssV7V1L7pleVV+p1bQ0sZXZb7trrsHuEst0dT ES9+9Nyhdy9wRIy3fzGV0BBpWgeSohEYDkE9GAMXLZHoDV62FR+L18XXhWS8acOoFke+JjmwDJ6L 3QB2l5f7vGIDPh/EePVsbxgMpsZHg9fJ9K4OryCbFJNDQVqY86/1kBQPhsX4ujY5IDWCpPpgqxwT l8prxWWRVinsFduC8caWRVJrMLQOzINKbGyRojEZi4glkSXN4/OlULAhGmQpjTHrlDK1yGxMZ5Ug h5tqpahEKyIk0TZri5fOW6Zkb8OYtlONFSJNB2LveBzJdzwdHR1KjiG6dzwUFbI173jcCpbtFmYa BoXnDv2yfEJkdC+Zbukblz4vJ5u3oXmaZdsqM6QZ5d3NkKrL6d+Fz5C075EGaWa/2kAbaIgnC0bn y+HO68lJpvQng+GZdqjwU8Ds7EfIaPwHT/jkvIMeq6HppyF9Lcc+EeluhqXqtJsFDTHNgqxeGbIg 2L4ydCk89T5bEZpyN6K423FidLfVW8v/+hLpHe5meoVo53/xdgv/y8BF7hdmAaWqYCX6Aq/8cXkL im4Z+Ix/adVj93puOubfFBxct/3wh/4HD0nHixLvwYxij/CWaTB4sVcNBt8a4J8bDUohC9hP8i8I 9K0nqv3BScrwiktOVLM17qXyXBY8ouE9IiwASvHY2uQpWN105h/JVl8cte5bOfSPr+/zv7Z775TX Ht3nd1755gveYx/4L7++avnRjUf8eiSaCkv6z+D3WaAAZc0RyHcL9UikdgX6URf9UJQi0VAdEvVD dHRw7Oz5eEBNpw5NeKVsxo6UpZSDifnkQ3+F9Ofb/Lt3f3Lfr49O3k9M4WHhPe5hzfPyc3vv/K8L 7EjRILhPNN4r+pKxw1yo81s6M4uSriyHS5fXeb86g6LMinhNe3s7dhzG1XQlpUWSUKyOhbQP2I2i 9J80qSvs6SiqemsiofVWKnWPENDB9uxDHxxa9k2B7a/E1Xo6WU7X0pcAUARdepSqTdPS3aOUT4NS 2tesDKU4E0r1NJhQ6r1dd/ShVB9KsUBRKp3vqiEdSnEmlOL6UKrXoNSNMKnbmPVFodQ0DUpp3+Ay lOK/eJQaHOpDqT6UUsKFoBRvQim+D6V6DUrtzfuyUEr7dpihlKMPpXqD6/ShlAVKOUwo5ehDqa8V pax3z1yQ52r4bchJ7Yr10zxFeHbegTUuXcnLeKKB49X/UoZdcckrPnnlUHJzxMGrpyZYGDqHcTRv fRVOysNO+BnHoeHIeOKhhgdjs1T+TmGSrlzs8yjqc2sQJdtInJSSeWSZknuoLrdTya3WCPtMyqP7 TKof7v3lQdyEu40cKcAnPNA/zvzjyT8taaj1X4v8ScifjPH3kdNBUsrG8rgTQjZCykFnug+s1I+n xmuu6QdWt4+adebsTR/hB1bqNfvAKkHUD6zoB2As7XW/+tsqdvdp1Zmb1KvlYIVA1isnWUqG92c1 o7SekKwrgfco1wpYcP2Rx1nweAuew4LntOC5LHhZFjy3gXc2uTeMDMVDGZ9DPtV2E5+D9UZzDZ1D 03hMcylpvJJGMM2BaVlKmkNJO+GnaU5McytpTl2aC9McSppLl5ZF2P41S8vSpbkxjVPS3Mm0lwGX b+Top5VDyUjNXw0/AE/jgLmatt0E/rxJ1/Y8GUXtcSkb3C5qEtcsDCHNgjYTnmBzLFBxoi98IwKd btYS9v/7XUXYP/m5irB/vrCFMPBsI2wIaCfsSNvdJPX/GzHQ7Y/PE0WO1W+Rhz1DnZh9OYy+jl8V kzwPw1168Id6Vy2MZcFQixRL/nN2NCWbJP87qVRCX7iw8H+4Cw/zAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA ------=_NextPart_01D01498.422CC840 Content-Location: file:///C:/B2E93EAD/168-498-1-SM_arquivos/filelist.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01D01498.422CC840--

Apontamentos

  • Não há apontamentos.


©️ REFAF 2020 - Revista Eletrônica Multidisciplinar da Faculdade de Alta Floresta - ISSN: 2238-5479