tag:blogger.com,1999:blog-41386427862359309472024-03-19T02:27:01.988-07:00Curso de Redação Detona - CastanhalParticipe do Curso de Redação com o professor Alailson Leal para o ENEM, UEPA e outras instituições de ensino do país. Seja primeiro em tudo que você faz!
Entre em contato e reserve a sua vaga pelo e-mail: alaredacao10@hotmail.com ou (91) 99133404Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.comBlogger18125tag:blogger.com,1999:blog-4138642786235930947.post-57629993589857653512012-11-21T11:11:00.001-08:002012-11-21T11:16:55.582-08:00PROPOSTA UEPA - 2013<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;"><img alt="Revisão - UEPA - 3ª fase" height="24" src="file:///C:\DOCUME~1\ADMINI~1\CONFIG~1\Temp\msohtmlclip1\01\clip_image001.gif" width="318" /></span></b></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">Professor: Alailson
Leal</span></b></div>
<div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">REDAÇÃO</span></b></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">Alunos da Universidade
Estadual do Pará (Uepa) e integrantes de entidades ligadas ao movimento negro
afixaram, na manhã de ontem, cartazes com frases de repúdio à atitude da
professora Daniela Cordovil, acusada de agredir verbalmente o vigilante Rubens
Silva dos Santos e o aluno da universidade Paulo de Paula com injurias raciais,
na última sexta-feira. A Ouvidoria da Uepa abriu processo de investigação sobre
o incidente e deve recomendar à reitora a instauração de uma Comissão de
Sindicância para conduzir o caso. Na Seccional de São Brás, onde foi registrado
o crime, já houve a emenda do inquérito, que passou de injúria simples para
injuria racial, punível com até três anos de prisão. Para o responsável pela
Coordenação de Defesa da Igualdade Racial da Ordem dos Advogados do Brasil
seção Pará (OAB-PA), Jorge de Farias, falta ao Judiciário uma maior atenção aos
casos denunciados, pois só tem conhecimento de uma condenação no Estado.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">Desde cedo, dois
cartazes com dizeres que condenavam a atitude da professora e ressaltavam o
orgulho negro já figuravam no portão da universidade onde o problema ocorreu.
Entre os alunos, os sentimentos de revolta e perplexidade eram evidentes. 'Eu
estou com o coração apertado. Conhecia a professora, que sempre foi ótima e
jamais esperava algo assim vindo dela. Sou negra e umbandista. Acredito que
esse episódio gera uma reflexão. Só porque alguém tem amigos negros ou convive
com eles, isso significa que não é racista? Pois quando surge uma situação de
estresse, aquilo, que talvez ela nem soubesse que existia, veio à tona. Sangue
de negros quase todos nós temos, mas quem tem o fenótipo típico, como a cor da
pele ou o cabelo, sente isso de forma mais intensa', disse a estudante de
Letras Aline Correa, de 32 anos. A professora, doutora em Antropologia,
ministra a disciplina Antropologia das Religiões de Matriz Africana na
universidade.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">O secretário geral do
Diretório Central de Estudantes da Uepa, Igor Augusto, condenou a situação.
'Estávamos aqui em reunião na sexta feira e quando saímos, percebemos a
confusão já armada. Fizemos questão de acompanhar o registro do Boletim de
Ocorrência na Seccional de São Brás e repudiamos a atitude tomada pela
professora', disse o jovem. O DCE se comprometeu ainda em acompanhar o processo
de investigação instaurado pela universidade e cobrar celeridade da instituição
e uma punição para a professora. Estudantes fizeram cartazes, pregados pelos
corredores e quadros de aviso da Uepa, condenando qualquer tipo de preconceito.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">Um integrante da União
de Negros pela Igualdade (Unegro), Vanderlei Pinheiro, também esteve na
instituição para acompanhar as providências a serem tomadas pela Uepa. 'A
impunidade só faz com que o problema se agrave ainda mais. Já estamos
acompanhando o caso desde sexta e cobraremos a justiça', disse. A entidade
informou, ainda durante o final de semana, à Coordenação de Defesa da Igualdade
Racial da OAB-PA e à Comissão de Direitos Humanos da Assembleia Legislativa do
Pará (Alepa) sobre o caso.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">A Ouvidoria da Uepa
convocou ontem os três envolvidos diretamente - a ofensora e os dois ofendidos
- para que prestem depoimentos e encaminhará o mais breve possível a
recomendação da instauração de uma Comissão Sindicante à Reitoria para apurar
e, caso seja verificada sua culpa, punir a docente. 'É importante ressaltar que
a universidade não comunga deste ou qualquer outro tipo de preconceito e
discriminação. A peça processual gerada será avaliada pela reitora assim que
for concluída', disse o diretor da Ouvidoria, professor Lairson Cabral. A
punição pode variar desde uma advertência verbal até o afastamento da
servidora. As vitimas devem ser ouvidas ainda hoje e a professora só dará seu
depoimento amanhã.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">O Departamento de
Ciências da Religião, do qual a docente faz parte, também tem autonomia para
punir a professora, porém, a greve dos docentes da universidade previne que
qualquer atitude seja tomada no momento. Entre os alunos presentes na
instituição na manhã de ontem, a opinião era unânime de que Daniela Cordovil
não deve continuar em sua posição. 'Não tem mais clima para ela em uma sala de
aula após ter agredido um aluno e um funcionário desta forma', disse Igor.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">O presidente do
Sindicato dos Vigilantes do Estado do Pará (Sindivipa) e presidente interino da
União Geral dos Trabalhadores no Pará, Juber Lopes, publica nota oficial da
entidade que dirige, se reportando em repúdio ao episódio. Ele informa que seu
sindicato, assim como a UGT, vão cobrar providências enérgicas na Justiça,
afinal, esta não é a primeira vez que um profissional é vítima de
constrangimento, quando pessoas 'contrariadas por não poder permanecer ou
acessar determinado local sob a guarda e vigilância desse profissional, gritam
e xingam o trabalhador, comportamento este não tolerado pelo sindicato da
categoria.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">Juber justifica,
ainda, que o Brasil da atualidade não comunga mais de situações como essa,
afinal, 'o abismo entre o peão e o doutor foi extinto pela Constituição. Por
isso, o descontrole da professora lhe custará, além dos danos à imagem pessoal
e profissional, processos por preconceito racial e danos morais'.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">Na Seccional de São
Brás, onde foi registrada a denúncia, o processo de emenda do inquérito já foi
iniciado. 'A principio, o vigilante não informou a injúria racial, falando
apenas dos demais termos. Porém, à luz destes novos fatos, já corrigimos o
inquérito e as intimações para os novos depoimentos devem ser assinadas pela
delegada Socorro Bezerra, responsável pelo caso, e enviadas aos envolvidos
amanhã mesmo', informou o diretor da Central de Flagrantes da Seccional,
delegado James Moreira de Sousa.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">Além deste, outros
casos de Racismo, quando as ofensas são direcionadas a toda a raça, ou Injúrias
Raciais, quando a ofensa é individual, vem sendo acompanhados pela Coordenação
de Defesa da Igualdade Racial da OAB-PA. 'Nem todos os casos chegam ao nosso
conhecimento, pois eles não são centralizados pela Delegacia de Crimes Raciais,
que deveria tomar a frente dessas investigações e as informações acabam
espalhadas. Neste momento, existem seis casos em andamento, dos quais temos
conhecimento', disse Jorge.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">A complexidade do
processo deste tipo de crime acaba facilitando a questão da impunidade, pois a
vítima, caso não tenha acompanhamento jurídico, não saberá o que fazer. 'Não
basta só fazer o Boletim de Ocorrência ou Termo de Circunstanciado de
Ocorrência, é preciso fazer também um queixa-crime. Se a pessoa não for
orientada por um advogado, acabará se perdendo no processo', advertiu.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">A Defensoria Pública
também está apta a atender e aconselhar as vitimas de crimes raciais. Para o
advogado, falta ao Judiciário treinamento para lidar com este tipo de caso. 'É
preciso que as pessoas tenham mais atenção, no sentido da orientação e nos
pormenores do processo. Até hoje, no Pará, só sabemos de uma única condenação
de criminoso racial, que por coincidência, também se tratava de um professor',
lamentou.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">Vigilante chamado de
‘macaco’ por professora diz que está abalado</span></b><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">Rubens dos Santos, o
vigilante agredido verbalmente por uma professora da disciplina de religião
afro da Universidade do Estado do Pará (Uepa) na última sexta-feira (14), disse
que ainda está abalado emocionalmente com situação. A polícia investiga a
denúncia. A instituição também vai apurar o caso através de medidas
administrativas.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">'Ela veio por dentro
da universidade e chegou até a mim. Me xingou, me chamou de ‘macaco’, idiota,
disse que eu estava vestido de palhaço', conta o vigilante. 'Psicologicamente
eu estou muito afetado. Não consegui dormir. Há dois dias que eu só penso nisso,
nunca tinha passado por isso', afirma Rubens.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">A professora está
sendo investigada pelo crime de injúria racial contra o trabalhador. De acordo
com presidente da Comissão de Defesa da Igualdade Racial da OAB-PA, Jorge
Farias, ele ficou surpreso com a postura da docente. 'Ela deveria ter
consciência e o dever de combater o racismo', explica Farias.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">PROPOSTA – 01 - <span style="mso-spacerun: yes;"> </span>CARTA ARGUMENTATIVA</span></b></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">Escreva uma carta ao
reitor da Universidade Estadual do Pará manifestando sua opinião acerca do
fato. Assine a carta como futuro estudante desta instituição.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">PROPOSTA – 02 - DISSERTAÇÃO</span></b></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">TEMA: ONDE VOCÊ GUARDA O SEU PRECONCEITO?</span></b></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
</div>
Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com0tag:blogger.com,1999:blog-4138642786235930947.post-57439609265844020672012-08-08T12:43:00.001-07:002012-08-08T12:47:52.881-07:00Proposta de Redação<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="mso-bidi-font-weight: normal;">PROPOSTA DE
REDAÇÃO</b></div>
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<b style="mso-bidi-font-weight: normal;">TEXTO
DISSERTATIVO ARGUMENTATIVO</b></div>
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<b><u><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">KIT DO BRASILEIRO</span></u></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">*Vai
transar?* </span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O governo dá camisinha. </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br /></span></div>
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" 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</span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">*Já
transou?* </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
O governo dá a pílula do dia seguinte.<br />
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</span><span style="mso-fareast-language: PT-BR; mso-no-proof: yes;">
</span><img alt="" 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/nKkoXGhoiHA//q1RuDG0mIpJGkWBImCVOUK0YVQ4pFigFFU/OgzouF5ZKIEeEBwh6ErWdX10N53JWnfWtZk+dPXtjbXm87c+ArGEnkT8gewLEHT98gx9954m2U7mjyQsQTZs+YvbD4EKenPL+kuYVzixSWKKwkvybJiSUnkl9R5eHap6XDSodVLm/8+DfwbZA0ftz4SeN/uezCpA1FE9AmIE2AuoiMkE2QjyAZo3wIizGqZ9BIVCtcK1Jp2mjWGt4aNhg2aPqFuiKTxONvubrG00IfidujFTMbolZhFq4Mk4bJhatV6IUrwx7PTIZ3hncL7xc+Lnxa+HxLzD3d7sl2i81vyFchH7wlHgybDJsNnhYwrWhcUWtgqUBmcHkXww+Z+jFbfszUu2S88W6lzUqbhdQPrfShYmX5QjNDUoOzleYrLVdar7RdaaUZVwxJSmfMJkQV5YoxxZDigWJAkUzTauGVYYVhqSRsgKAHYRv5jee09qW+nMrjqblYve0OdjDYweiGsxfJCEmEJIomaI/w24zd+V9e4H+98KcwfoHiGfAdFgeWnHhyFPGJZleYWeg36oUVp2eWnnFu4cqhpUNzi+QWKR3W+KIN4jZIvj4mX8/jNhB9FA8w7iLahrSLyADICNgI4jF6tGXqCdRjVM6wkKhUpFYP6l+RP753TWeJJ03GhY4LfeR6s8bzQvSCjUZmIWYVeuHSsNmweeHyt3NNJ01Hw8evnmPSdH5Y+bvs/kPx/n1+vyXqlsgtlquYVzEZNmraazoo0ivYGtgsuFlIZVCmYKpQurLmNR5/SPX7VL5P5lcx3li/knbBzX/WSuqV1gupDC4MLjUqvqrUODcs1oxLwmfEJ8AUiRXlihHFoGJIkUzTwrBC01TRWFE+IjTAqAN+49nl5ZIfT+n+kO4P+fFcXez64nZ20Dvh6CMJmYR4huGM7W+Qe//rC/ivJ/rGFs+BeAniA0rPNL/y5MTiI0rOUXqBuYVzi5ZWXLtp6aSFFReWKCxWOrR0SemQ0iGVx5qAN4FoA9GF8UNtINpANAHtIt4D0UWsi1gP+ADJAPAIxAjSCRQSNRLVY5RPIFe4kqSWpFa01bQ3bDBsXPi8cKnprMioSffochgySjRIOC5Er2TVaF2IMWwydDRsXMW8xfIr4OELOTIqOmk6GSYNU5swj/7r+/zdu/x+S+QtkVs8P7TwUZFO016SboKFwon5UkolCgkFYoPyBTc32t/5+C6e38XTq5hurN9I95iXfEXerqRbcGtQY1CtYKlQrmCmUKJQrEisSCxxMqNkRokiyVfqVDGqaKZpoWmmSCwJnwnpQdRFQRu6lWtVV7u6WsX5UpzPxflaXe3y7DSWP7hoCukU4SmKJuBP6Nsijb+1+FubPdnsyWFPLn32+D5Kzji70PSM0wtILzC7osKihcUKi1dOWrtZ7WSlIyoXNwGpfVJ5uPJwHZAmoG3Iuoh1Ee8BbyPeRawJaBs+vDppQ9pFbAAP5GyC6QRyhRuFmwkUM8wkzidUzLiSpHl8478hN0xpOhvSLqwxrFOkk7Cb4WCIWqgxeDFEK9Ir2hk2bPF8S2bDesN6zXpNO0V6iUeJJ03nhamVm9+i/iaWW7K8Zvo1U/dUbsm8iknTTpEvnkaRbCZEMWaoMERoJFQUqzBVUb7AciXNjffvkul9Mr2Lx1cx3MVw4/1GH4OybiX9gnuDOoNaDWsNC43SR5Y+o1ii7NGVUiTTNFcklVhIIhSNNc0USRVJJBETIj2ImsCrfbt0z7l9riynvFqVZdXWtbaujW3XltPawRQyCegAvBE4I7wMcPdt+vbixs+OeHH4s8OeXPTGjr63yLOfnHB2oblF0wtOLyi7PoI6LR1ROXHlxJXLmwA1Aao8UPvwcdKG+PFkD2gPWBfRLiL/mffjhhgAGeHfffsECokqhSuJ8xHEA0hnXM24nmAtcftw7AuXq9BbrFcxbmLQpJOo0Xj4La4/xq+a9YZ3i+gN7zRrNWv/0+VgqNJYajIvXG2xMUx+9fnTKuRrrt6X6l2hXnO5xsPjVYZ3mnWKZ5IRSakkTCKhUaJBIn2hgngBmQapBKnBxcqqG2/uon2N27toH+nbXbR33m20XXC/4E6DRoFCwUQhphCVKFW40rQyrDQs3+Jy4bmmqSLJ47EL8BCRCdE2CB+8c/uU2YfSvdSOW1zPlXNu/WvjnSvnVNlW50VjSMcITOg6k9OEn9vw2x67eLLFky1e3Hjnxy8BffbA9w5+8tkuEgcUH3l64umFJWeUXmDpkMpltSdqT9QeayPURrDyw9INaj9qQlD5Ye54hRs0IWgj2EawCUETwDZAbfjFxLuID4COEH9Fnk4gn2GpcKlIoUgmcTnjakLlCCpFOsOmRyxfuFq4XLncuDRkVKgzZFRo+NK2w4OhvWaN4e1DmjWPy0V0hreadYbNmkpNZ8PmVcwLnxY+rmJcxbjG4y2d7tn8msvXXN7SaY2Hr+B7LQolhOKxookm+YILDTIVxNJjyqcqYlPIhoAMAZGAS8gVFBrFC802lt/j8jWp76K5sW6j/Uq6lTQrzVcmViYMrRbWrqJZRLnwTLN44ekaZwsvFMmGiFZuUHthG4Sl4xSOVTiX9HqILy+5fawdq3GtyjnU3q4N95W7q+xj53ljiMYoGOFuIs8TedOjf/q2+/bGYm9s/tblT378EiZHSJ4j+hLxA2I7gt4wthPpmWdXkl1h4YDShbVPm4A3AW4i0AFYB2HhepUftBEoPT+17Mx26iBsI9BGoAWwjVAX4S76wruLxADICPEI6QjECJKv1AtFcsMKTStJmxEWQ1Qq0j0ydsPmRx6+cXMTy0JnhUZDR00euwz1Y5dBsUrz2oha8/rrebPErRGPfPCRCY6GDZp1i+jWpL9l/ZZ2a9Ktcb8lwy0d79n0ms/3bLql45YMWzIsabOkhUmqRTQba1bSLLA0YaI9Kl0oIzwB3HlR64a9Dzov6rxoDKGEVGG2CXaL+cbTlZUraTbabazZeL4JsYl4YdXCm4WXmieKsgmhAYI+ggOgExSNBwrbyy0nt+zMuub2pXQvhXPM7H1uH3L7VPvn3HnK7N9XwZvSe1O6L21gDRHogT+A/YheJvJ2or//tsf+7MdPgXgKxHMQv4D0iOkOsh0SB8p3HH0fk7cx37HkjNNrlFl+4QSlB2ofVR6og7ADsAmj0vMrP6iDsA7C3HEz2618vwmDJozaCLYA9ZAM8JHBxV+QIzhCMoJHqZaOUTpE8QRjRRJFKkmbGVcjqGbUzKibUa/ptHC1CrOx243fFmo0nhY6GdobWmtaaJoqkkqWK15oXipWSJZrXhpRLXFtRKV5bdiw8HERg+atJKWixZJUt6xek2pN6i3tV9Etolvj/p5N7wr5AH/Ppls2rFm/psMaj3cxbaRfYb1F6Roy40EZgjGKhiDofP8/qw+CPggm5MzYnWE0AzJHqUaVwaUhiaHUUCZxNqNiQmIAsI38JrBz55per9nVK+2w9sLS8bOrk12tzLZy+1z719I/F+6hcA+ZfcidXeF9n7n/lDr/e+F/V7hvmvDSgWAAwQTtEV4mtJ/wt3V5dgiyQ5QeomQPkx0SO0SeI/oMxAHHB8peOHki5AmyHeCHkB/c9BIUNihdUDhh6fptCJowqvyg9oMmjJogrPyg9PzK8+vAa0KvCf02CjsAeoh6SAfAu4gNAH+LPBujbAjTESTzoz2HS0XqCZUjKEZQzbDVZFi5usXLjW83vi1UaTIt7LG70ihSSJwpkkuaKZZrXihWSJprXhheLqIyotS8XHj7gKppPeNS0moRzZo0i6gW0dzSeY1Hw3vN2i0ZXov5ng/3vL/n3T3v78V0y8dbOt6ScaXtgqsV5xuKV8AMYhITibBEeAJgiII+9LvAa3279ewuOHXBsfOvned1bti6UeuGjeO2rt16Th9EfQBbP6wdr7DtwrZK2yosKzufk9O5cr3a8yvHLWy7sK+5da69a+VdC+dceufSO+TeUxU+lcHvM/d3ZfB96T/V4akD3gCDCfoDcAZwHeH521bM057vrfjkx8dIHGByRHwXspcg3kfJKWQ7hz579DngL4g9I/gHjz4HyTHKLmF29Qrbq1y/8cPGC9sg6kPYBlEbRF0YtYHfBE4b2m1kd8BpQ7sJnQFEI8QDwAOEA4xGgCcoJpjOsJxhJVEzw2oC5QiSCSaaFobWMyzGKJ9hKVGr8bhQuXG58vkxaltYt/Jek0bCSuF2ob2mpaGVYZWmlSblwuuF1YZVmpaa5oYlqyg30S6sfzT2VzYvrDe0MXRYhdliY9ikabeIfk3aNanWpFiSbMuK16J+Lep73t7Seomrx21keKVZuYpG02KCscTxCGkfgR6EPQg64HTA6YNr555a99y658ra1/ahtg/ldVdcduV1V9nPjXNonGt1dYuzV1+DxvJbx2mcU2nti+uxtE6Na9eOlV9OhXWtHad23NrxG9+twkMV7qpwVwYvVbRv4KmOjnV0asG1R24P/A64HXAH6H+DPPzDW/R2T18s9uKyFz87k/QExT4Ue1/sPb734kOYHHFyoGJH2DOgzz55ttjuyg+X9GKXjt/4Yel42dUpXW+AoIvCLgy7KKh9uwnsJrTb6NpE1zaye+APEA0ADxAMMBghnCCfYDLDUqJaomoCxRCmE0w0TRdeGl5rUs+wnEA5gXoG3Qx6TQZD+4X1K+9W3m9iWFirSatJv7B+Ye3C2q/z1tLQxtDma6QvJI4Ny29xf0/me6y/jM54v/LWsN4wucVq4dMWj1syrXG3xKURueaZ4okWyZJkW1rdsuaWtVvaLHFjRC1ZuSX9LekNKxXJJI5HSEYIBxj1wO+A1/rX1jkPgT2GTuOcavvUupfWPVfWMT+/VNZL4xxax2rtoLFAfQ3rq986butca/uYnF+Syy63L6VjpddTbluV59We3wZRD6IO2h28NtGljk51dG7h5aEOXQfiTiQYsT8ifyLBt8h//wa+ecFPZ/z2it7YfBckR5CdYXYJk1Mg9lF6ItmJZSeWHFB8AOkpiI822x/w857tT8nZyq52crbE8ZTb1gBBF/k9CEcEusjrgddDZ0BOB602srvI7wEYIRlgNEBvRNGEyAS5xKkihcT5BJMh4iNgiiSaZjNKFSk1aRRuFO4k7CTsFG40rjV5rJ10K+8fS06P/vxvl5o0EpUTKGZYatKsvNt4v7B64fXKu02Mm5hXPqy8X0WzisrwWtFmEcMi+jXuH4nbmnRL3BjRaF5onhqRGZFrnmteGVEvollEu8bdLRnv8biKVtNC09ywzPBEUT4TMhPch17n21MUzDDsA6f17D5w+8BtXKu0zo17aT2r9YLeQ73HGhvVVljZXu1YtXPJ7VNuHSvPagK39p02DHoQdWHU+GEPwICjHgUd9DvottDusd1jeyD2QKwBWz10euiN2J9p+A1y9PxCXvb05YyfztHvT9F3Z/rsZpcgPfvJMUgOODnQ9EjTE06OQBy89Oym16s4H9hhz/YnfjiL4zk+X5LLpXCuTeB0kTvAYIBBF7k9dHvojNgZkN1FVhu6PYhGhEf0QB5OCE+IzpjNWEgiZsQmSPoISyxmFPchkzg3tNak0aQzZDBkeCwaK/xQY2j3WEXVpFG4/gfqD+QK149Fq4X1hnaPvStDW00eBXGx8FyzfCa5YpWipWb1IjrN2kX0ixjXeFpEq/kX3pI+/rPUvDa8XePesC+LsBKXhlW3pLkl9SJyzRJJYk2YhHAGUCI8AziG0d8VRTMAUwSGAI0Bm6N0juLRp50bdZ7XB24XOXVgt5Hbw7ADwQDBhFEPYBfBHqAOoA7AHsIBRQMOBuxOzJu5N3NnJE4H7Da6NuG1jf6h+3bc88OR7U/k5Qy+P/q/28M3Z7632O7KdnZypGJHxA6kJ5RfQXJy4tM5Ph9S65jbl/hkieMlPl0yyyocO7ns+ek5sw+Vf24CqwNuD+0e2j28duDSRtcmtHsQTggNKOihM6JgwmhCeELkC58d948AACAASURBVHhCZ4IHiCbEJiSGiEucLewLY026hQ2G1pp+WaRRuDW0/4KcVorkmnyh+9X0W0NbhRuJKonqRwNnhqWh7cKaGaWKpIbli8g0TyRNH0QVrTRrJKklbg0bFy41axXLNM+NqIyotaiN+Hv1P6NyhqVE5QRyRcpV1KuoFvaliFhFtrJYE64JV5hJSCeAxwhJRA2NFxYrJGbAp0hImC6k1DiZIZkAGGE44KCDXo+CHoUt8DsQjRgNCA8ID4i0Ie4AngidKRlJNNJg5sHE3JFeB2K10bUOzpV/zJ39N8jp4ZnuX/DLThwt8nwJvnsJf7/DTyd+uMRHN94j9gzoi58cg8IKCtsrHbtwrrl9yi0ru3jJ2U7O1+x6LRwruRzI/g/8/Dazd6V3rINrE156aA3I6uG1DS91cOmBPxM8omBA3kyApEQSOmM6ITohPCI44ejvpo/EBOOFVYb+xqzRNNc007TSpNG4M6Q3tDWs0bRQJJ3hY83mYceNoe3Ke0MbCUuJKoXbGdYzLBQpFclnFGuaLjw3LNMs1TzTPNO8UKxStNWslbh7DGA0bRXLZ5JqXi2ieRj3GveL6DVrFaklKmZUTI8lAJCMIJY4NaxYRWV4akSyJvkaZ0akhieKiplwzeIlTtc4N6xQJJMkVTQzPDciMyJWnM4UDiQcSTgxOFI4EDARPDM6YtxDNBI6YjZiprhQgg44bIA1ELcB5yrc1+GjitsV7uEfkbPDE355A5/eiuOF76/g+z16eyDPR3G8ZBcvPgD2EtBnm+0v4nQW52NmnwvnmtuX3LJLO8qvXnqxksslvZ6Sy56f3ojz94n1Nrm+Feen5PpUuLseXSZqd+BSeqcmcAYIRhQNMBhgNCEsCZ8xmyAZAOpB2EXeiNCM2YyZxFziROJM4UdEr2dYaJZrlmlSSFRL2M2glahWpFQkVSSeYCpxob8m7RIXC6sNrRQpvyZxtaalIqkkseGpYZkimcTZhJIRJYrlmlcTLkZYPEZ5EneKDIvoNC9mkktazLicUCFJ9ejmGtYbVhuWa5op8ni3xzJn+tCI6IDwTJlkXDI+UzYROhE6YtJDrFiqWKFYqniqRbok2ZKkSyJ0TGcGJwYGGg4UTAypmOqY60RMjPYYj4SMBHcwHHA0M9BBJ7V3dXSuo1MR7At/l9sv4vx9cn2b2d+uSGT2gR+f0fMbdjiy/Yntz+J4obsDen7hh3N2BvHR5/srPxz5aU8Pz2T3RPe75HIt7aByYOWGpeMXjpPb58zep9ZLfPk+vv5eXP4gzm/46Xt2+i5z3jbRoY1ObWT1wO8ir4seaQjoIzwjPiM+QToA1EVhG3o9iAaARogVEYZlhhWKlI+tSEPrGbMZMYlzTTpDxhm2M2wULiQRM6YT5BInmmaPgcSM4gcMTbOFV4ZVE0xHQB+TaUm4xLHChSaNxNWEMyPqRXSSVCPMJak0bUdYTrBaRLvEjaSForUk1QiLCZWSNJoNhg+aFYoKRYQkfMZcs8TwVNNU4kTieMJ0QKiHsAOgB6CHoIegA6AOgtLzuogMkA+QDYgMCE0ETRRMNByw3yNv4mCgYYv8FgYtDHsMpWATow0AZeC1wCn9cxVcGnCto1MZHFLnObGfM/el8HeZ9SzO38eXN/+IPL48scNb+PSG7nbw6YXtT9nVYftj9OYP6O1zfHTEweKHEz/uxWmXXPZ0/0Je9nx/iQ9ufPRyy6/doPa90r2W3rEOTpnzJr5+l1y/z51d4b7w83fi8l3hPVX+vgmvA/T7yGvDoI/gAMgExYySCcYjZCPEI0IjDCcEBgC7EIwASyR+M3SFa02qCZEJEYlzTXpDJ40nTXpFihmzEeIRkhlzRWPNYkVjSYThqWaJprFhmSb5CFgXwgHACeMZswnyGRaadIYNitaGtYZ3mjWSPma4laKNJLXhjRG1pIUklSTVhMsZ15p2X+ZsNJMEzxjPmEyISEIl4YoKw9OFp5rzmaKJwInAmeGZ4ZHAHkUdDDoYPeZPA6QdAE3kdcjroNsjuwGXOrz0xO+I30C/jrwycKrQb2FUR1Hu+blvF/4+856LYJd7z5n7XPgv4vo2dZ5yb194+9x5yezn0ttX/rc/UOK7HXl+xk8v5PkAvn9mu2tuBZnli6NFdxe2v4rTlR339PCWHt/w81t+foov+/R6Si5nfjwml3NmXwvXKl279Ow28ir/Gl/28WVf+XYT2pm9T6y3hfeSuy+p/Zy7xzqwSt+rIzhiOkI6RniGRGIqMZswHhDqCKoxKMKwDEELSRPRAaWGNoZ0MypnQiWhEicSVQoOG1UbnRbaKpyOgEkYa5QYnBmcKhwrKgxPJOMzo0qIhWdfQilmE2aSignxEcYTyiUtNas0rx5tOyNqzStJiyVuNK8lyWaaTDiRtJxxOeNSs1bRRrNmEY1miWZMc64omzGdEJGEScokYRLTr4YLRwpnhpUgE4UDBhPFM6UzzmZcSpqPiA+QjBhOFI446qDfQb9DUYeiAYMO+WVoVZFTBnbmXQvfrUKv8C9VeK7CY+695N7zA3wVHhtwrfxz6Z0q/1yH5yr4Fnmyc/nThT1d6NMZvznipwt5seNzlF2xOEbs4GS2lzl2fD3w8xM5fkeOv6On34vr28zZFd4x946Zc0ysU2pZme1VHqwDWrgos6LCiXLHzx278H77ZLvM3eXeIQ+9CqEe4wGBCfgz8BUGMyYDorPIl7G7b9OPt+VVSd20DU1alA6oGFE9o2rCZCZYkVijUoPWwGFBw0b7lTUKZhqWJipNVKgoVyAxOFaUjxQNPNIpXZPE8ESReMbJozU7YdFDOhI6UTYTpng8ETYRrlg2k3jCqeaFpNmE+UToTBLN68eUz/BuIvlMUi2SmVBF+SJiw2NF+YyppEwxKimdEJ4p1DFWgowEDgjOlPQQDggrxmcqJlROsJWkHUAx42LCiWLpTMWAyEzZQGiH0EBgT4MqutbwXINLFVk1cOsoqIOojUAVOIV/qsJjFe7LYNeASx1ahXctfbv0rTI45d63jp2+OcTPJ/Z0pE9H/nKGbw7g7ZHsbH7w2T7g+4jt/PQalm6QOXZyPdHjCzm8xJdz7lxy91QF1yqwc9fKLCuz3fjsxGevcEATsNonhRsWnlt418I7l8G5Cs9VcM7cU+67uR+UnttF/gwDw+AIwzoK7033p3/5bx9/+vOvv/70+fPHXz/+9POf//zf//iv/+fy42trZtF1qOwwHQiZaDyj/NGpVbgyvDI8mxGTKJYwmaGYAJsBVZBJSieCJhZpQQ2PJREzSiTNNX/YcTaTWHIxcTYgPBE2YjpAOkA2QD6iWNJM0nSmiaSxpJlmtST1hCpFG0WrmWQjZgOEE0aSEsWopMRwMSE6Qqyo6CM0oEgJpASaKJwonCjuAGgjMCAsqZhxOcFqhEXj8y4UA2QjZiOmA8YTIQMiLUQdCgca9MTtsNNhu0Vuh4MegQ7AOvRb4NbRJfd2VXhswKWDTh06hWeVnlX51zI4FsG3YxX0hzfieceed+z5kBwv5PkA3uzh0xE9n8iLLfbE/53j//5M9056DQonis+OOLm5DSovyl0rtS+pdc0dp/L9yg/ii0X2x9Syax8VDiy9qAmjwrML73HrnQvvUvrX0nPbEFSeJ077yrVGHHUEvI7Dz//+p8+fP3/69ecPn/764Ze/fPr00+fPnz7/+vnzh88f//3nf//j//iX7Y9rM0xp2hBeId6iuIWsBWSkVAoyM6Q4k4xOFI8EjQiOECpCJEIKIo2ZpPGM45lkklaaNYo1ipWK5ZpnSsSSccnETHkX4TbEIxITTkYUdxH7yr6YcSlJLUkjSa1ZM5O8B3zCSFIwEzhhMCI4Y9KFoA3AjMQAaB14LfTGR7lF4UTxiFEP4YiJZGIm6YjSASalC+sAdAC2UdRGYQeDFgQdRB2CDQxb5PXE74nbYbdFXof9noQd9OvQ7qDTgEvhH+rwUnjnzDmVvlOHbumfq/BUR4cq+gcrf/sH8vYP7OU5PhzF7oiedtHbF/SyZ8cjO9rkOfJ/Z1n/2y78w4kfnfjsiZMjTm5mgcKBueNltps7Xun5pefXQVD6bnw55e61DiJx8vjJqvygA1EdOlVgVYFd+W7pObXnjiBsPAe/vKWHPb0cdV18/Mt/fP7864cPP//88W8ffv3pl18//PLrx48fP3z4+cOvHz59/vj588fPn3/6/PE//vbn//bf/+X13ToOY5GVFCaRm0Z2T8NZAJngScCBg44EHfI66EuMNCImJDpiE4klzxQrZ1yNsJxxpUilWaFZLpkYMZ0p1yIZEXss9owofqz0DFDMJJ9JPoBswqXh7YwrRWtJy5nkijHJoplEEwYzwZLQEeI+JEPEJ8jbKOigO2C/R/6AgxYEI0YzIQOEIyETZgNkA6KVH7YRmAjpQNhBv4NeFThVGHYYNSAoAquKrAY6NbCryP5yEpwbcK2jB9pLHVqVf02dS+l5deCl9j73XsrguQy//bExffoOff9PYvcUH45if6S7Q/T2Ge/28eUkzhe6c9jeA29P0ZuX+HJhxyPZ7+OLlVzdzA4KJ6o8WHpR4fqZbeeOlbvXxDpkzqkOgsKO+MlKLasJvSqwq8AeCWyjsPL90raGwK7sMz/t6OWYguDf/q8/fv786S8//fmnXz7+/PnjT7/+9NOnnz58+vDh0y8ff/nl48dfPn749PHDr58+fv784fPnj59//fjxw0//8Zc//9u//PP6ajpZpy2BHYwGDAeKGhw2xG+I16FAEjxFSPrYwLhHbGSpEuVMygmVElcSlwpnGieSih7hiTDFY0njNsS1jwYoBih6wEeUTDjrgag83IZckmLGuSSPzmthRCxpJCnUnEhGFGWKikcfaUbxiOFIgomEIwl75DfAHVA0YtiBsAPRgPCIyURIB2AHopnikcCRRgMOmsgtA7cGQQuDMnTK0K6B00CnDK9FcCnDc+7t6uhUR6cqPDeR1UZOHbqF69RBUAVOYe8K5yl3vk/t/+PbIu3we7H7Pjsfxe6Yn+3GB/H5ivc7tHtLDs/icuHnc2qfxWWX2vvU3qHd9+Ky5+cDPZzYwU4uXnr1Ctdvo6j0XH7eZ86pCq6pdckdr/KC3LWrwGoiO3fPdeg0kd+EYe1d++DShBa97plv/3Azv376+OHTx798+Ntff/nwl48//e2Xn7/o44eff/n44eMvHz5++vDx08ePnz7+/OvHnz99+PDTh09/+fDrf/zy658///rTh3//05/++K//Y/njP5dqE3WPeAWjHHp55I6MDIi0btSHpCO8iFAZ4B4kklQSFYoUBmdzRBXmIyaPWD5i9qidJM0kzR4reyNKesBqH7YhHiAbER8ge6x2jZh0UTCAUHM2YdRHYIJEEq5orGg8U9gjd8D+zKKHoY8kHHDYo7CH0aNef6R1I4YdDHsU9ihqQdBEXhk4uXd9VGiFbxe+nXmXIrgUwSn3D7n3XPj7KjgX3jl3L48QnjvXKnBy51w5+8p9qdy3hfPt7lty/ENlHYrrWezOxcWvXVg4ATud6OEltQ/s9By+/V1ivaTOCzt/F1vfk+MfyOH7xDqQ/Y4dLuJsxxcrudqV79eBJy6Hwr/2yC9cK3OudehWgZW5hyo85e4htQ916Fa+V7jHHp474lHndFPDp18+/PLrpz/97a9/+eXDXz9++MvPP/3tw88/fdXPHz/8J3388NOvH37+9POHv/71lz//9Zc/ffj01w9//enzXz//8m+f3yf//K/ij3+b/u8/L//2Q6tkXtScFBhWCNUAlxGoECoBKCNUhaQN2RByCWMFWO+GY4hGTAZMBkQeyLuITjiZSdpD3kVsQGIiYkB4QHDAYCRoRKQJYe3DNkSNH7ZBJAk3PG6DqI+Aouz/4eIto+U6z7vv0wbaJG2ectOkaZo+bbB10HHt2E5itkwyyzFIBlkGSZZlmdkySLbwMJ9h2sy8h2c2DJxzJFm2bDEdGN4Dew++H86TrFdZ67/m2/70m+u+L/jf17wkHgrJH0fE+TA9H2LmgsysRM8H2fkgNx/k54P8fFCYk4UUy2g0lebYDM+tKM2xGk1rNKlzhMrgKZ5RaDJJESpDxnBYYRBdwFQWUGi/zsE6i2kMliRRhcI0BtcYXGXQBAZoBKQRfgV3xdGZC5ALztE46I0GAhEfHAfoGMjGETaG4HEM0VlCoZAQ5I0gnhjuS5CBGO6Pot4Q6I1hSBAAggAUgZEQCIchOIZiGk2qFJHA0YzAaQwRgrxJCkgLSFqA0wKcFpA5mc4ItEJhOoekRChM+Y7Mae1mrd3rWN1Ovd1qtJpmu2U2W5bVsqymZVlW0zJbTbPVtFqW1TLNltU025bZajTrtaZR61QaTbNjdUsn6kOveJ677T3oFfIMca6QKtSPGVaxVlxaPHHs008Ozs6qyWRQUGVOEzldEHReyvDBLCtnaSFNUDqKzrPcnCSvWDRnheC8FJkTIyvG+3kpdigUPxSOzklimiMzAjknMwdCwqGIPB+U56TgvBCe5YIZRs6y8rwgZzhuZViQYogsTxwIMQcizFyQmpXJ+SD7B3HzQW4+KBwIyn8Yk8gZXpgVpawgZnghzfFpjlMYNEEhKZ7ROUZlWZ1jNY6Kk2Cc8qscmCD9Cg3rLKGzlEqRKoWrNKZziM5DGgVmKDxFwArqiYIXHuycbTTsdYY8/ogPk1x40EvJfiICY0kCSxBoDEVjKJogkDgGqhSq0IhK40mCCINoFMHjOJ7A8TAESn6/7AeiCJrAiQROaDST5hmFBqOYJ0F5VNan8wGF9ukcnBUpnSUUBoiznsPpYLNR7PZaZqtZb7fNbrfV7VitZqvZXlGz2Wo2m5ZlmU3TbDbMZsNsmlajaTWshlWrNY1q26jVrV67h05GfvS16277z6de/c3Ot6/dufmqbQlA7fV6vU6v1bEazWqxkls4d/LMkbkj6WQ2JKcEIcMLaYabZbgsSaVReJahMjyv0ZxGsylWmBVC83J0Xoqt3OVzUvhQOHIwLM/KzKxMzgXJA2H2UESck/g0z88K4QNicl6IpWlZJ9lZnp8V2RSLaTSsM5DOQSkB0TlY55A5mVnppM5KzHyQnQ/yB4JyVhAzvDgnybOiPCcFZ8XQrBCaEyPzwZDGYgkKTvGMxjIqzeocq9BEnASSTEDnYYWCVApTKDyB4wkM0xgyhgdiuDclBFIMmMaxNIGmCFDDL9wiITmdEZ9fdvtCXkh2g6IbkrxIBMLiGBlFyCjMRBBMZXCVRXQOixNwEARiGBInkASFxUg4jAFhDNBYIkkiURSMoVASR3Sa0BlcZeAQ7I5j3gwLZzk4iXkSqHtWhHUOEDH3wflYp53r9YrtTqFWKy7llktGudwomN2C2clbnVKzW251K61OxWyWrabRbNWsZs2y6ma9YTbqlmVYLcNq10yr1Wr2MCD9nX+47jt/tfrHX1334y+v+cXf3Brya71ur9Xr1nrNWrtmmpWeVetZtValVF1czJ04cfzAwcOaPheOpOVggqHjDKmKnMqzGs+mBSHNCWmGn+PkQ0LoABeaY9lDMvtJJHxIjswJ4nyQnQ8RH0fpAzKdZuhZVp7nIvNsKE3yKkYdEOVDspRmCI1G0yyhM7RKkXEciWGgQiE6h87K1IEQnxHIWYk9HI3My0Gd4TSanRWlOSmYFeQ0K86J4XkplJW4jMTMBYWsJGQlMSPyGktqHJ4SiZRAaAyqsbjKYAqFKjSepNEYDkbQQIKCNQrWEL+O+tK4X4EudLiyU84kgEZ8AdnjCft9kscbhZBwAA0FiDDIJjEphhFJGopT3iQDKDQaxeAYASksqIuILhES4uFBZ5KB4wSQIACVghUcTFFIkgBjJBhFAxqBzLHULIVlKTjNAGneFyWm5pVIr9vtta164VyzmisvLDRrDaNaKZvL+eapfONksXGu0Sk0uxWrXbFa1Va70W5bTcus1+tmo9Zs1NqW0WlW2q1qq91aLjajyqm1T+3+0td+29d3x5/1Xbf6ym21BbPT6jV63XKvWe+avVbdKuQqi7mu2eq1Oj2r2TGb9VIlv7B49vjJIx8fntWVVEyMcHiQhFWeSXGsguNpgj7Iioe54EGGOsATK5s8DvLJA6JwKEzMy+ABkTwshg5woYNC6GMpfFAIpmluTpAOBUNzAp9iqDlJyPKRNBvNcLLO0EkSUWlQZcCsRGoMliThNMesTFnSHJfh+TTHZwVpxRKe5sSMyGclLiOyaYFNC0xGZLMSp3OUztNpkVEYVBcIlUXjZCBBASqLJikkQZIxjFJJTMfdGuKYpXwpzH0BcmZsKuzyhFwu2W5jpyd4x0wMhGR3QHKD4QAh+/BgAIwT/hjujOGeOA4oJJIkoCTl03lQE4kQEQgj3jgJRjF/BPYmcEDBwTSNajQSxQJRJKDgaIYmVQzRKSTJADHWc/xwuFutL83niCGaHhM/j5w+qp0xi23LbNU7ZsHKN5rNSqVZLlnVaqtabdXr7YbVNVtdq92z2j2r2WqZjZZptKyiaRZL5fypM8usNPvg429/4WsX9fX9vK/vPzase71n9XrtrtWxql3T6rXa9cbBpP75/LyRy302P2+Wyr1ms2c1e+12r1bv1U0znyudP3H6yIFDeiIVEhWeTVBUHMcVgk7RXIbls5yUoiJZVp0X1XlRPBiisiIyL/KfhrR5ITovhz6OxA6Fo7OSnBaEjChkRC4jsXNB8UAwPivEUoyYYtk5mZsPsSkezYrEnMxoDKZSuEZTsyI/J4kaTeoMfSAoZ3g+zXFZgc9KfEZkUjyV4ukUT2scqfOUxhIqQ+gcpTJEiidVFouTQIICVRaNYAGFxnWO02hMJdwJxK7grjh0YfoWdji48TFmbFicGSdH+rmpsbDXxdtmeJsz7IVCXkxwuIJ+WxicSqCuBOoP+pxRyJNiAmkOjFNggoI0Bk2SkErBOoMmcCAGeRUMSHN4goBCgD8MAnEEUQgigsExHjt2RG+3Csbx/Eur3rjhmw+9eus0uvPgxJsED8S7rV6tadY67Waj1yh26+Wu1egZlWa5Ui9V68VatWhWS1bDavVarW6zZbba1XanatQKnxw9inORR5967Tv/87uvfeuHl1xzK8XIvXan1zI73UajVTUts11vn/rkWOn82eVTx88c/WzpxLFsNFI6c7pZyPeq1Z7Z7NVrvXa912506mVjeWHpxNEjs2k9FIwwdJgioxQXJ0NJMprilDQf1RkmSYLzQe5AMJphE4dC6nw4kg2GssHgfDicDcoZmc/IfDbIp0R2TgrNidE0J6VYJsWRsxJ9MMyv5DRZkU7ztEJhKo3rLJkksRRHzslcmqMzPJMRmBRPpkQyLdJZmclKzMqvzhNJClYYIi2IOsckKCRJI2mR0DgkRgSSNJKk0BgeUCmvSnl0xqeQF0Z51DETnB6jR/dLMyOybVSyjYacU4JtMuhyRt2BiAeVnZ6QZ0ZyjYR9kwrsj/icQddMArJnOVBjkAQBqjSSIMAUi2UFMs3hCgFGYI9KIUkcWjFlRmEsCCMRlj559ONOr9rr9VQ2/uMvX/rDP7/rmm++85t/ffUn/3D3xEfertlsNZuW2emarV612q1Xe92mVSvV6wXDzBdqC7n6+VxjuVgzK/WWYdZrVqXRLDZapaXyonZgzgVhH45N7g04Yp/O5yqVcqHUajTaDcOsFS2z1ml2ula73aj0TKNn1U5/enA2Ekzx7OFo5GAo+LmitHJL3Ua5axm9trWiTrNRKS6fPX3i08OHslo6ISoxJqLwUYUVwggcgv0aQ2X5cJZLzMuJA+FwVpIyopgV+VlBmBW4+aBwMCxkeEpnmKwgHwyGZ0VRY3CVxuZkNknCcRzMirTOEhpDqDSq0miKI9M8mSDAKBpIc7hKIwqDpgQyLVIpgVRZLCsz82E+I9Eqi+kcNR8MpwUpQWJRHEjSkMrCGoeoHJagoDjhUxhvDHcotCcrX/i+nBnel3BNhewj3Pg+aWZQtA0y4/2yfUqyT0k2Z8gGCZMO2TEpO4aDzvGo1xlxO/mpsZBrXEXdKgUpOJjAAgoBZjhCoWCNRjQaSeBABPGGIY9CogpJRhAsyfMLp061W41Gp1Y0i7o2e/f1m//pi7f+dd/v/7rvrkfv2HPswDmzlOua1V6j2TFyJ+aiZz7RTh3WS4vHO81ip1lsdwzTKjcsI1+pLpUqBaNYt4o1c8FonC1WT+WNs+cKp8+Wziy2lgqdSrFh1aqtWrFhLC1X8+eN0mKhuFwul6x6yTLyrWqxUy91auX60vnSiWOfJxPzPPdxLPJJVjcr+V7H6rXNbsfq9ZrdXqvT67R7XdNqLi/lTnz2+afZzFw0kqSpWVHOcHKaCaXo0KwYnpflA3Iwy7EZhjrA8wc57qDAHpa4eZbWKeoPRRebYumMwM4HhYxAZ0V6TmYzApMVmYxAZwR6TmbTPJEkwTDiieM+hQbiJKiy2GyQVVksigc0Dtd5PCNRaYlK8UxGkNO8pLF0kkbjJBAnAxqHqCyaoCCVg7IynKDdMdKlcv4LkFNDe8ihXRHnmDC9Hx/aIdoGmcl+anyQmx5nJqakKYAemeEmR4WZ4aBjKuJyBe0udmI87JqO+e0x0KNiYAL2xSFvikJSDJokQIWEFBKKYT4ZdARBd4JEoxgWpuhKPt/r9XLV/LHlU5wSffy57V/5+uV9fZd//Wu3gL5sr9ezSueahTPls6cLxw8Xj86fmk0cSUbKp45/HI9/rqXN5VK30urVO6ZZbTSLlrXYa55t147Ui9nKsp5fSBaWtFI+u7SYXc6fLFYa1WqvbfY6ZqtVL9aNxWJ5cbmwuLR4eun8yeVzJwrnT1UWzjaWF5v5pXY+11paXD762bnjn/faZq/X6nbMbq/Z6bZanbbVbVm9jtVrtXpmr2c2qwUrXyp8euZY/PAp5bOjsYOzfESlmTlRyvK8RpFZlvlY5OcZ6iBH2+XnTQAAIABJREFUHQ1Khzk6y1EHw8F5WZwVhTTHzUnivCwdCIlzMpcVmVlRWOntzMl8VmQ0BsuIpMpAUcyTIP1xEojigZSAqyyapGGVRRUGVlkkJeAaRyQISuf4jMilBFJhYIWBdB5L0nAEC8RJv84Hkow3QXuSzIWTNHxoN9r/YdA5So3twkZ2UpN7qcl+eGgPZ58MefyyDWfH3fT4ODE6QI2P8FM22e5lp2b4mYmQazrqcyVAbwzwJGCfioM6CasUnGKxDE/MyoTOAzHcrTCwjIDvv/TS4K5d9ZrR6/WWq0WviP367tV9f/fdvi989+e//n1M+6zdbvW6RvHkxwkMSDPU0bhSP3m6mys1j59eSM0dC8ZPSrHzUd04cLh5fr6V06snpfwhYCE9czy671j4o+Oxj85o+xezY9XPkVb+YK1cWsq3ikan0TDbzVK3U2x1q2bHNJtV0zTqtVK1XDAKy5XcYnHxXPHcmfLCucrS+XJ+wSjl6tWyZdXaHavb63Z6vXav1+x2qu2q1TMaZqHXbS8fKxAjPLpHPC4tnNfOLc0dPZbJHFLjs9GQwtFJltA5QqfRDIMfkpiDApUVyLkgmxW5NMemWG5OkudleVYS0jyts4RKMymGT3N8imVVmkgQcJojMgKhMrDKQGkR1zhEYaAkDSZpUGEglYVihD9OBjQWixOExtIpnkrSSATzR3FfkkaSNJqkMIVBFNqboNxJyq38CXJydD82vDvmn4n6J3nnEDG1Fx3fi44P+AZ2MzMuyUZzkxA1PoONDBNjY+jQJDPhEe1eZnqam54Iu+2ibVK0TSZAn4ICKg4pJKQQkEohOg9mQ1AmCKssFEQCe9564wff+bdbVt3ocNrnPj5w+OwRLMrstY/umhrmleT5Ynm5UDRrZat4vnr+WO6zT4/GYq2F840Tny0khO6p+fahcDniXWQnlrmRSnKgnt5firy3zL+4SG1aJJ7IUY8XmPXL9KMLxMP54Av1T7yN/JGcUTtXaeRrZaO6UK2eN6qlSr1hta1Wx2q1Latlms2G2Wo021azbZqthmnV6rVypZQ3KoVKpVgsFqrVimmZ7U6n2+tZPbPWKbY7ZiPfeG/jwE3f2/DKbVP+1xO2VwBunGgWS0Y9VywvnD/3+dHPZg/Nxg+mIrOKpMhEkkfSIj4rUXMyl+G5rCDNy6E5SZ4V/x/yNCumGEmjeJ3h0hyv0ZTG4DqLZwRyViY1DkkJ2Ar1KO4TAXsIcQdhVxj1JClYZXGVxXWeSAmExqEKg2gsrrGUznIpntJZv0p7EoQritr/ZJJm42xjsmciRftjsF3yTQYBmxRw0M4p2u4JuYWgixYdPnraJnv8vM2HDjt4m5+3u+jJCWF6nJ0c4afGEoA37HeGAVcU8UYgbwIH4pQrKTg00ZeWkLREyyj0xnPbLvrBD/7pn/7+ez/4z1tuW/XOe6/Sku+Tk/Fl4+hS8dzi0nI5VywtnK0sHjUXPu0ufdY+k8mlkdOh4QV5xznmxYL4nBV7vqO+2Eu+1Ik8Z7IbWvTDTXSNCa624Ftb6M1t/OYWfnMRvfU4tXHhCFFtF4pdq9g2yrXzlcqCYdSMWsuo10tGpWhUKo2aYTWqLbPWturdVr3XbvZana7VbNbb7Ua7ZZr1Wq1arVdrjbrVtFpWp1FpFbvdXuVc48HfvXzRlx645h9fuezrT1z+d3fCe9CO2Sz1ykbPaPSqtW6p1i5UzaVK9dyZc5/qmpjgIJWGMgKVYpisIK0YXuckMSuyGZ7OcqEsv7JSJTgrSnOSlBGYNEdkBDLFYQkK0Hk0SYPJPwR6ggISVCCEuHn/jAy5VxK3BAUkaTAlkCme0lhGZ/gUS+m0X6O8Cu6K/kmRFoWgBIIG/e4I7ImhXhmwRxCXDLrCiD+KIEmMj8F0CIAkvz8KwTEIFVx+xu6kp6fpyTFxeoSfGuKmBmL+ibB3VPKMSJ7RGGjXyUCGcqWIsSQ+lpL8qRAdZsgoJ8AuV//7b7yy6aHf33z9Jd//4U//7R+v/p9/f3bN5djQKwsaZn0SKc6ytY+F+kG6dRDtZKbM2HuG/EJR2lKMPGemXmtl32xnXu9GX2oST5roug76UAu8q+lf3QJWt8HVHfjOHnpXB7tzGbh3UX6zvRRu95arnUaj1WosGd1Thc6JxeLCQr60VKgVFiuLucpiychXjFKtWq+ZrUaz1WyZVsu0Wmaz1Wy1W+12u9VqmVazXm9UzWqja9bazXNL1e3vuP/tG/d8pe+Gv+i7/IZLH188Uej2erVuu9FrVbtGpZ0vmQtlK9fo1msd89TyuZjAxHFEYyiNoTIiNx8SMiKT4vG0iM0GiTRPpTguxQpZIZjmOZ0jMhKWlbC0gOs8qXGkxpFxAo4TUJJGkjSiMEiMCMRJQGXROAkmaThBQVHcH0a9UTygslgMh0MwqLNEigM12h/DXFHUeWFdDsFRBIkgYAjyRFBPFPPEcH8MC4QgXwgKRDE0jCAhGA5BYBgCYigcQ6EoHJC8DnpqhB3vp0f3spN7JPteemKH6Nwnu4Zk11gCcKZQZwoZU4lxhZtJiv4EjyYYNMUAWXLyALHnEDWq+vrhHU/uf+yKXb//AfjSbz7zbSwE3zOUwea8o3PI1pvr78ZeaYuPd6QnuskXO9ld3cPT3SPe3ieeXuL9JvqUBT/Wgh4yA/dagXta4Jo2fH8beaiNPNiD72tBawrgQ+XYzm4u02m3Th2vePZj5Luu83gmd2jByNXLtXqhUao2i0Z1uWEU60atbDQKlVqpUqnUqrVG/Y9zvGa7ZbWaDctsNK1Gq7lcr2ifHXnu/YG/+JdL+/7sor6+79527+Zi1er2eu1uz2x1jGa1bBWr7eKp3MnPzx6vdtpL5WpMkOM4rjKUypA6j6dFIiNhGRlJy3BaglIikhZJnWezkqzzVILx60JAFwBdQDMSmxX5tMD+4VsyQcEah8dJMEYAOo+tpHVxEoxggSDskUBXFAdiBBhCfHHCr3GAygRihDv2Jz32EOyKoO4Q7AxC9jBiD0L2MOJRKCxJ4CEIjKBoDMdjOB6G4QgMxTBI8rllvzMCeOKAN+qx0WP7+emBsHsMH/mQGN0t2ce4qTHZbosE3EFwJk5Oq/RomhmZY0Y+poY+RT88Ar12kti2xD9XkJ4pSk8X2HWGtL4WfbqqPt+Ye79zYrpzxmt9OmzNvduIbbXkJzrhLb3kW710f2/O1ss4uspYT3rJhNc2gPstYE0rcFfLf0cbuKMN3tOE7m1Ba1rQvU3wnkrgvhPeJyppsFepjOz0Xv79+zbeuH1mGz75MuEbCC6fsTq9XsWsWZ2q1a5Wm7Vls7Zcrxq1mlE1KlWjXCmXK+WyUTFq1brZaFhmq9VpWJ2lSl79eP713QM/ufLOf/vetTfctpEPzlmtTq/Xa7Y7FbNRsKoLtdzp0vnjiyfPLJ42ahU1FhcRJEkSKkMpDK6yeJwEFQZMS2g2iKYlOC2hGYmalaSsKGssqXKgxgcU1qewUEqgV5puK/1zlcUUBlFZVOdxhYESVCAt4jqPKwySpKEYAUTxgBBwMu6ZOAnHCH8Es8UIR4ywx4gL73IZHg+hE0F4XILGQsh0CLZJgD0MBaIwFoawGI7HCSJBEnEcjSBgCPJHYb/sdwV9Lg0F0yhAjfbD+z+U7ZOSbYIYHmDHxsQpmzjllNxe1jcVDPSnsR2HkFeOAM8uYNvK9LMVeoMlPtaL3N+Tbm6x1xvYVWXiejOytjn3UuuT3daxGfNEoHXU3Tkw3Ii8WaU21clNLemlduSNdvi1prC1Qa9vEmvr4N0mcJflW93y3tL03NTy3tz03Wr6bmv4V1f9dxme28zAmmXHQ+fBtytKePz1sf/79Rv+828f/Ok/PP3Trzz0zJ2j5z9vNxq9WrNVb1cbnWq1a+Z6zWK31ey0rKZVNxvVem1FlaqxIsNoVKtWtVE/mTurHJqH+SAfnz18PF822ka13mw26pZRtmpLZvVYKXfgzMkzhaVWu4G47e9s3SQEPDrH6BytMbjCYDqPqyySoANJxqewgZSA6TyVlaQ0L2oMlRKQlAionF9hII0jdZ5YacIkKFhlEZWFExSgMKDKgUkGWLnCkzSoMHCchGIEGMUB3ucKI0AE80rgiAyPhNGJMDZxIXJkfwgdlOEBCRoMwmMyOBWC3EEACAaQCIxHMTSCwmEEjmJQDIMiSCCOAlHEHwq4gh5HCgEibju4bxc3ORZ2OenRcXpkih+zc6MO2W4PufoV91uz9g2fO+7N++9q4fe38XvL0KoqsarLrurCVzZ8l9Z8VzTxWzrB9W3ltXa2v56dqc0D7UOuXnawG3q7RTzTxp42kQ015JE6dJ8J3tQErqkDq2qBW9rQ7U3fzZbrRtN5g+m8wXStqjlvrLhurnjXlJ13Vm231W335qc3HJl4B9q++4rv39HXd2lf3w3/+me3z3yYLCz0zi1bpUa10sjVzEKtWSu22sVmu96y6k2r3rQarabZajZazarZMOr1qtmoNZqFfK1UMZYry4vVxVP5MyeWzi4UC2Wj2miY9VqxWs/n68WT5fyRfP5UxWj1ehQK3HrZLz565vEkBqR4JiuyK/AyEpUScIWBkkxAYQGdR5MUmuIFnRV0jk2L+GwQSUuwyqIqQ6YEMiNRK6GsMFAE88Yp38qHKgcmmUCSDiRpUKHhJA2HEH8Mh1WWiGJIFPMF4RER7A+hI1Fi/ALkIrQniO4Pov0S1M8HBnjfqAw45YA/BCAxhIygSBgBglAgDAdiGBhFA1HEF0G8YdAtuqZ524TomEGHB/GRYdnuZMemsX2j2L5RZmgqPjk4N/3qx5OPHhu/KW//reW5sgte2yVuaeA31pmbuszNXei6lv8q03tNw3dzm3y4F3ypF9nRCQ90YuPd5Dum/EiTvM8K3NFwrTbdaxqe+y3XvV3nrT3n9XXPdTXgJjNwS9N3c812Xd12Y92+qm5fZblvrThuK7oerPnWmfZ72jP3WDNrFyc3s+9sueXnV/b1fftLf3Hpby7eEAmeLNR6Z6vGcn2pWl80q/laxTAqLaPWMayGYf5BVqPWtGpNs9ay6u1ms901G526aVUtw2gWSo2F84UTeWOh1qgYhlGp5KpmfqGy+PnS4olS2er15HDoxiv/96W1d8ecwxru1zlypVueEgidxzUOS4tERiJSAqpxWJLCVJrVWTHFcRmJTMtwWsLSIq2xjM6RaYlKi5TGYXESjGDeJA0oLJBkAknGn6B9MdITo7wrUR7FwSDkT5BYkiITFBgjJyP4aBgbDWEjFyDngb0SvF+G+/nAPsa7VwTGJMAu+T3BABiB0DACheBAEPKFEX8cB+M4EEV8SQKIwh7RNcXMjDEzE+z0FDs5Jdns3MQ0PTSG7Rsg9g0lB948OvjAmeEbixOXmTM/a9l+1vVf3kVvrCE3FtEbDPiamucKw3WZ4bq87ruqCdzSQdZ08Efb2NMtdHMduafkvdL0Xt52X9lyXF2z3Vixra7b72rOrG5P31j3rKoCtxjum0zP6qbrjur0bZbjbst1b2nqtsLU7QXHQ4b7UdO9rutZ17I/WHOsP+d5xfPGk1sefWTXhyMJ5dCiUT9vGQudwlLjXNlYMEsFq1htFNrVcqvcqJcbtRVVGrWKWf+jao2GaVmNZrPetOotw+qVW71SvZOrWWWjWi1Xi3ljcdFYztWNeq9Lc8yqa3+3Zd2aJGg7SLjTFKgLpM7jGodrHKbzuM7jWZmeDdIpAdc4TGUIleZSnJTiOJ0nVA5MiWhGYnSOTVKoxpFpkU7xlEKjCQpSWVTlEJWFFRbU+ECS8SYZn8bDMQKI4kAMh0MwFEbQOAHGyJkENRMjpkRw+ALkQmBUhseCyKgQGOR8AzI0GYTsUsAp+j1hCIhiUBgJRLBAgoSSJBRFfSHQHUO8KhFIoN6g3ya4p3nHNDc9yUyM8pNj/MQIvn83vu+j9ODWhf6bisNX1MZ+ak5835z4YXPmYtNxZcH+20XblTnHJSXHz0rOn1Xdv2gGLmsBV5qeKyzP1R3/TZZ7Vc1+W23m5pb9WmvmCmPqsoL9tznPjUX/rRXfTYbrupJnVdm3uuy6vea6p+Nb13Kts+zriuNrDr971bmh1WX32qLr4bJ7QzOw0XI/3nA9Vg08exp6+zN+On88UzOXy53iQnNxuVdcqi9XqoVqsVgvVWuVRtmol+q1Ur36RxX/fyrXy5VGqVJvVGrNSt2sNEoVc7FsLlTMklE384ZxMndmobxUb9UwLHDDVb9++qG7Q4BdgZ1Zwpti4T+mXX9URqJmg2xGolMCqbGkxggpLqhzgsIgCdqvcnBKoHSOjRO4QlMaS2sspdB4nIDjBJygEIVBEhSosN4V5AoDJiggTsIJCo9gWBjB4gSSIN1h1BZGbUn6woydcU8K/mkJmOL9Y5xvRIYmQ/CMBEyLAVsI9kQxUAI9IcQXw4EI4othgTjmk/y2KOTWKTCCunjPFDE1go8OkiMD/NQQP76XHHiXGt4+P7axOHxdcfjSyuhFtYkf1MZ/3Bj/RWPissbkFbXJy+vTl9Rnfl6b+UXN/vOG81em+9Ka89Ka44qG6+qa/Zra1Jr65P3N6VurU1fmbJctQ9fnmHtL8iMV+bEyu7YI3l3w3FH23Ge41tadjzfsT1rOTaXJ9QfeXnXw3ety03cUPeuWvJsLgRcq3q0N16aa46m85/kzwLsf46My7tA08eTS0ZxlGN1O1WrWLKtkGktmYdEqFupG/g8qNKpFs1Zo1AqNWsGsFa18yVos1eolo1s2euWaVTFLZStfqBUKRv28UVts1IxmHcf8N19z6StPPxhHHTrlmxVglfSnBHzlMP+DGRlVWSwlkFmZycpMRqR1ltUYcQV5koYTlF9hIJ2jVIZNUoxCMSrNKjStUFSSImM4kqQIjSWTNBwh7DHKGafcUcKjMLDCYHECVxlWobgIgoRgVxh2hRF3BL0QOWGb5Nw2KeCQgBkhMCmBUzI0LQFTEjAdRjxRHBACTgl0h2CPGLAHIXeSCMQxbwRyhEF7BHVxnkloZC8+1s9ODgnTA+LkHn7iA3r4LXX/o+f3X5Mf/XV58pel8Z8Yoz+rj1xsDl/SGv5Va/gXrZFLmmOXWeOXNSYur01dWZn+rWG7tmy7oTh9Y2Xm1rr9btO+2nJcZTguKQJXlqV7q+nnO0cGesecvU8dLfnFgue+kntt3bOh5nyqat/U9L7Q9LywMPL4gXdu/HzX5TnXvWe9G894X8773zCcL9RmttSdLxq+dz6xvbt59TX/8+1v3njtNc9sfWnCDkixzKdnzp0282d6S0u9UrltFqx6vlHN1Su5eiXfMAqNSqFhFBpGwVoqNM8VGtVStVcyeuVat2LVCvX86dy5o+cWz5Rr+WaHYOiH7r3tgxef0mn3QRFI0z6dhbIhJhukZ4NERibSIpESCIVBEzSscXhGoleU4hmdFVOcrLO8yuJJGlJZRGMphWISBK1QrErzOsunOEGl2SiGJSlK51iFRpKsW2E9CcobhB0xIhAnYIWmFIpRKDaOE1EESBBQkoBj6IUrBQSvjffYJJ8zBHgkn0fyuYMBnxzwhgB/BIEiKBhCPEHUFsGno7hNBmxywBECHJJ3UvCOy+CUFBjHpnZjE7s425A4M8qMjtBD4973dzs3PpZ4+abTY1cvTPzUmLzMGrm+M3Bde/Di5vAPG8PfM4Z+WR75XWX02srQ9ZXhm43x1dWpO8rTt+anri85VhU9t1adN3c9q0r7frw0elFFvLM4v7VybF/rHNCrxHraaMm+oeR4uOZba3juq3ofqPsfrQMbS+5nTw2tPbzz8mPDV5223bPgeSrve63ieb9if89wvFF1v2CAryf2v/zQxT/+l76+r/V96at//s///E//ffHlNz7w5JMfjO9CEoxy+siJZjnfa+Z79ULXyDULBWu5bC2V6ucLjXMF83y+tlQ0y4VGOV8v5s3C2dK5T88eP5XPVcoW6sEe//3D+995JysxcxI5HySzIq6xiC7gCudJcjaF86REROMwhcHiBBInYZXFdAFNy4GU5NcFOMWTKZ5J8YzG0gpNKDSlMUwMR2M4kiAxjaXTAqcy9EqbJEnRKkuqPKpwSJyGQqgviPjCGBCn0QgBxSlUpakERCRgXMUxFb9wXh5BXKLfLvldYRAIg3AIgKMQGgahCAhGUSRO4HECiBK2KDGRIO0xzC35HKx9Ep/oxyf3UbZB0TtG2/rh4Z3YyF5xZoYZcUy92v/+I2+9cP2jb13zm9j2awv239Qnr2yO39ocu6M+ek115BeVwR8v7v/VwuD1pfHV5dE7iwN3VobvNSbuK07enZu8LW9fveR9rGx/qj362OdP/jy05lvpd6447F93CN94kn/jJPra/K5bctP3NKFHDc/9hvf3dfDhqv/RSuDJcmBzyfv0qeHbM+9dcnTk+gq0PufZUvBsL7l3GZ53a96tVd8zBfDdQ+Nvz2x+bOutd9zwsyu/9y8/+uqX/ravr6/vi31//c2//f7lP799wwPvjuzGY/zB00cW63mj16j3zHKrXLTKxWalYBVy5vJyY3GpsXi+unQid3apYRw5e25yaHrDHQ8Ov70zKwazEj8b5A5EhdkQmxGpFI+rvEsVbJrg1gVA57GsxKQESuNwjcMVFlR4u8LbFM6jcpDGEimeS/GCyrAKTescqzJ4gkRiOBzDkTiBKjQRJ/AYTqgMo/NsgsFiFBoh4CgJRSkoSkEREoiQgQgZiJNgEoOSWCCJe2Lon+xwRdwy4BT9riDojyBICIQiCBiCfDLgCsOBKIpFUH8Md0QxWwSxhwCX5HLxdhs9PUpODWOjQ+z0BDs9To4OIf0D9OgM0e/at3HHtluffeCyDdf8+zVvXvuLTz+4ypr5XWXq6pzj7nMz9y+PrzYGr66O31a2PbQ8cs/S4F3F0fsqEw+Wp9aVph8r2TYUHU8tep4rOl8x9z+v33n14Lf//t1/+5sdv/zOzsu/u+OX39px0VeoJ75ew67vUL8vu++rep+s+Z4tu7eUPFsM4JkauKXs3vTp3tuPDN605Hsw538i59lW9L5R9b/V8L9c9T5b8jxfBt856nw3Pf1hcGKvd88H776wef2Dd1115S/+4zv/+PW/+uKf9/V98Yt9//ytb/z8fy9d8/D6Hf3jqKSkjpw/mjMWG2a52ym0rHyznrOqZyuFz8+fl1V94/Ov3HHz7a59gzrH6hw9H+bSIjkfZrMylRbJjEirnE8XPSkxkGQAnceyMpMWqbRA6gKWZAJxyp1kPEkWUFlMZUiNZVM8r7GsylA6x6R4VmWYBElGMTSCIjEcjWJoDMeSFKVxdJLDojQYJvwRMhBnwCgVCOHeGA1EqUAEd8bwmQg2FiVGIlj/BciDgDsEeWXAGwT9YQgMQ0AUDYRhTwh2RBGfHIB4jzsI2KOoMww4OZuNnrBTE9P46AgzNcGMz1AjE9zklDA5w43Z+HE32e9xvjHx/kPb77vqpR99a82vvvzvA1f/MD9yc8F1/QnHXcccTy7MPNWYeLDpfLxkf/KTHbcc+eCG4tQDVeejZfsThnNbzf1W2fPOQuCZvP9Jc/SZw+tuG/nmN17+wpfW9/Wt7+vb0tfn/8m/5kd+1wvfUcduK3rvrPgeqfg2ln3bqsBrdfBNw/dGxfNWyfPC5yP3fDx0w1nPmjy0oQxtrYIvG76XDddzdffThnfTOeemzxxbD3jeyEK7YkC/4B/FXaOO/R/sfnHzlgfuvfmKX//4u//3/3z17/r6vtb3hX/6+t//6Hu/vOWmNU898+q7u8ftkz5g2O74YF//My++uPruNf/9k19efc3No3v3p3gyI1JpEU9LqMpBWZnQeSwlkFmJ1XhEF0BdgBUG1jhsZdCpC2haRnQBUhhI5VCNJzSWVmgySZEq8//OdpWhVJbVGF5jOIVaAY9FMSSKITEcTVCoKsBxxh8hvWHSEyG9QdwVwt0x2h+lfBHcFUFsYXgyik3E/qQVQ9snRZ9L9Lo5t0vwuIMBTxjyhCBHBLHFUA/n8KOj48TUMOeY4GamqXE7MWwnhqfQwSFmbIwemcQGhtnxCW5inB0dl6dcwalAcALzv2t7bu0HF/9o7X/0XXTtX34jsO7Xi857l3wPLrieKbpeNN2b6+7NOdtTBz+46eD7Vy+M31lyPlB0Pl52v2j4dxbdu5YCLxe8G83pLdUPHtXu+pXzp38z9L0vjP/oi8jFXzn5+MX1iXvK3nsK7tsL/juLwL1l8OGif2PF91rdt6vq2ldy76qD7y84n/x05KbPJq4761697H+oAm2uAC8Zvufr7sdr3kcMcMNZ7/pDzvUHwZcz8AdB374o6kpiQDLgVqBAyO937u1/89lX1j/wxKpr7/r+f13yl1/5dl/f/+nr+2rfF/7qL7/6N1/5yl/95Zf/4i+/8IVv/cM/3nvL7Y7hyThNaByYEmGNBzQ+kBLBbJBICXhapOdD4lyQT4tUWqSyMp0WSZ3HkgyYoP0q51c5QGNxnVt5k0DHcDyKYQmSVBkySaFJikiSjEpzGs0nKTpBkkmKSlJEgsTiBBIjwRjjjbPeOOuLMd4o5Q6TrjgTCJMeGXVEsEAcI8IwGIH9UfRCiwQxMYaPjxOTk/jEODo6ytimyOkRcnpQ9I5xjnFizA7sH/bt3QX270MHhtGBKWrYifVPov2D5PAAOTRAjwww4/3cZD8/2c9NDIvT01EnKI4HbB/0b7jz8Su+fft3+763+lvfDr+6uubaYLmfMRxbS75nSoFnCu6Np8fund9xxSe7L8/Z7yx51i07NpZ92wuenXnPq2X3M5bjiZ5tnTV464nXfn5o6w/mNv3XZ1t/Wth+Y2Xs8fOjj+Qdj1WAx4rgI7nAoznvxoL75bLzvYpzV8W7x/C/X/JvO2Nbc3jwN0dGr1j03W6g6w1oSwXYWg08kXM+UAg8lIMfPuZ7aN7zZBaG9W1+AAAgAElEQVR4XQH2x2FHHAWTGKzgiE6SKkUmKSKC45w/YB8Yfn3zs+vu+f1N16z61f/87Cff+6/LLvrxzVdeuvH+e8beezvo881y7KxEqLxf4wMa79cEvy4AGg/pPJ4W6IzIzwXFrMzPyvxciE8JREpAFRaIU5445VaYgMbQKs2qDKuxTJIiohii0ITKEEkK1VhKZRiFppIUtfImLUHiCQKLE2icQGIkECYdQcIWIuwRyh2lPRHSE6P9EdIno+4wBioEG0eJKAKF4QuRo4ODng93OT/40PvRHt+ufeC+fmx40L/nw8C+HfDgXmxgAhkc8+3a5du1C947DO0ax/bZkD1jRP8QOzbMTw4L04PMxG564gN2eic58RE5vo+3TQg2Oz+xx7vjlZcfef2S/7j9233/+Mh/ffPgq/f0nNtqM5sWvBsXfU+XfZvKvkePD686+OHFx4Z+e2569dnpBwu+5yvQ9qr/lap3U929rum6u+m8peVZXZ25szS+1pjYVh5/+eTuR84NPVrzvmwAbxSBN/L+13PeV3KuFwrO50qubUXPq2Xv60bgpYJnw5mp1UdHrjw9c/Wy744isK4IbFj2P7HoeWTZ9+Ci//5Tvgc/9z9x0P9SGtilwpMx1BfGkAiOxgkkToAqBWV59KCEHRRgHbXLPhvltAfGBt0Du3wDH1K2wQTqOsDCnwjkpwI9J6IpEUpL4Ip0AdAFWOdxnSN1jknxXFrgUjyt86TOY2kJ1QVIYQNJxq9xsMaySZJOEITCkCpDJEgkQcJJCkmQaAxHEhQSJ6E4CSUpVKGxGA7FcDCGQzEcjpNAjHEH8RkenuTBKQG2BzF3EPeGCX8Q94Uwb5z0xQhXBJsOYWMXIPfv3Ol4+92p19+2v/m+e/tHvg/2oHuH/Ds+cr7zrm/nh8i+EXJ4PLBnt3fnTmTvCLHfTux1EHvH2aFhYWKEmxxkp/YR4zuxsXfwye349A7KvlfwToh+e9S1T3HvhKdGX966/X+/f/l/9f3Zaz/5z6NvP1K1b1v2bVv2bal4N9fBpyveh04OXTu/45LDe357evquvP9JA37BBN6qe98ou7dU3OsNz9q6/1HT/3TD/1LF+96yY/uJ/vtPDdyzNP1M3r19yfNhMbAn79u+7N6adz1W8KzNedYXPZuq3udrnudKjkfOTtx4cuzyMzO/KYC3lpAHF4En88jTy/51i877lr3rFgJPHfVtm/e9kwX3K4gthEJhHIkRYAz3JwhvivbNcb6DnOcA45xj/RkO0xlII/0K4dIIV4b2HWDBAwx8iMVnBTwt4bMhYja0Mg9FMhKeEgiNI1WGUhkmxXMqSyRpOC3iGRlLiYjGIxqH6jyus0ycwKMYtOJmTFBgFA8kSESlyRgORzB3BHdGSXeC8iVpMEFBCQpOkEiCRBMUnOB8EcolIjYOnOYBmwi7JcQbRP1BFAzh7gg5HiaGg8R+Gdt9AXLogw/ADz70b9/pfevDwLv7oPcHgHf3g+/t8739oW/7R8jeIXxwGNi9y7djJ7JnhB5wUXsd5N4xqn8/NbQXH9lPTOzHJ3bjUztJ+4e0Z68IjoVQRxD2xAFnGp4QkT0+364Xn934q3/90X/3ffm93/3v0YHnS643yu4Xi87NFddTZuCpsmvtZ3uuO7jzN6cm7sj5Hs751pe9r1a87+Y8byy5Xiq4ni86tjY826qe55ZdW/KBrQX7g5/vvvHj3befc25ZBt5cCry17H+14H2u6NpYcj1c8N1dcD9gOLbUbC8ZM5sMx/1L0787PnrR8an/Puu5Zhl+qow+Uw6sL7serLrWltzrz7k2HvW8+In/nSw4GEN8MRSIY4E45o+hHoX0ZXgoLUA6B2QEJCPgGgOpdEBj/TobSPPQrERkBDLD0RmByUh0VqazMpGWsYyMr6TrOk9qLLkS5TpPahyaFtGUBOs8ovO4zlE6R2kslSDhGAkoDKByYJzyxcmAymIpnlFZIkLORIjxKDkdoxwJ2ptkwJWXCUmKSFBwiHAGcYeEOATIIUJuGfZJcECCQRlGQqg/jE+H8YkgNhLEBi5M3/bsp3YPoB/sR97fT340hu8Yg7YPwe8Nge/sQz8cxAeG0YH90N6PwN0foXsH6YFpev80MzBGD+4jBvdQU6OMfZRxDLGeAQEYlOBREZkSYZuMeiIwHof8MvG+wL0JA3vf2vbmJf968c++/Nf9d1xzZuA1w/Fq0fFswbap5nm27tmUn177+d4bPx+4YcF514LnrlzggRL6eB7ZuODbsux+qeJ8o2p/o+Z8tex5PufZZLgeXxi759Ce645P37EArj0XeHgJeLIEPFf2vFJyPVvw315w31WxP12zvVKffqHh3FBx335i9BdHhv/ztPOyZfDhEvh4zb++7nq4altbmn44Z3/inGvLCc9zH/ve00G7CrsV1BtH/WHEF8aBGI1GGDTBE2mZzkiEJiAKB6o8pAqwImBJDo8xZJJjU6KYEbkUT6UEIiOtiFxJ2VI8lRbYlECnRDItEgoLKiyocYjO4xpHaiylcbjCQAoLajygsP4E49N5WOPQJI2rLBZjpqL0WJSajFK2GOmOkd4Y6Y/hYAxHozgYIlxhwhXC3TLqllFvGAdlBJQgUIbhEAKHUSiMBMKoJ/wnRihi/xQ1MAN9NIbsmkR2TQA7R8CdI9BHQ9BHA8jefrh/BzTwLjSwHRp8Bx16nxzdxYzv46cGxZlhwTHE+YYEYEhGhkV4UIT6JWRIhEdFeCKIzEQxRKWpGDshkDtEYlgIoLs27bn86xdd+1ffcD2y5tT4syXHU2Xbs6WZ5yszzxmOjUuTdx0f+vWx0Z+edvxy0XtbEX60jG3IARty3s151wt5+4sl57aSd2PBu6Ho2lywP3F67M7jw9ecnrxm2Xtr3r9m2fdYEXgh531+yfVw3vNgybOu5NpQdjxTsW8zHFvz04+cHbvp1PhvFuzX5z13VQKPlv2b857nFu3PLTq2Lnu2LLg2HLU/+7F/38f4zAEWiJMwj0I8gUoEHCXBDAfPSWhawnUBUTlYYSFdIDSBSLKEwtFJhkpQlMpQGkelBDIj4ikRTYloSsBVFtM4QuNRhUdUHlV5XGFxhSOTLJZkkQQLJVkoyYKagKgCnOSAlT9TkgWipC9K+uOMP8E7YqwzQnrDhC9CeuOMJ0q5woQ3hIERHI7SnhBhl9AZGbOFSVeE9IqQQwCdIuyWYV8IhMIQGEGhGHbh3jdy2EWPebEBOz5oxwft2KANG5rGhyawoXFseJiY2I+N78bGdhFTu+iZPaxjP+cYFJxjkmtK8EwwviEeHA5i40F0TISGZWRURiZCqC2MusIoGCfROOeUqWEJH1coMurkdj/y1m+//u+3f/Mb+ObbFsaeLNu2laa3VWa2Gvanap51i1PXfbr/h5+Nfv/0zKpl78MVeH0RWJ/3Prns2rLsfD7v3FrwPF3wPl5wby25tpWdGxbH7zq273enR65dsN2x5HmkBG9bDjyfc29edj+27Lp/2flAzrGhYHuuPPNKaXrL0uSDp0evPzXy6/Mzq3Ketcv+TUv+F5e8r5x3vZBzP5tzPXnGvvkz9zufgv0HKafKQDKJCSQuElAE96uER6MCKyV1WiB1nkzxtM4xGkuneF7n2JXaSWFwlUUVBlRYQBdgjYcVBlZZVOUhRQAVHlE4XOEolaeTLJ5g4QQLJDhfkgcUAU5yYJwJKDykCnCcCURIb4T0RihPnHdGaU+YAMI4ECZ8EcoVJu1hwh0hoRiFRCi3hM4I8JSM2aK0O0Q6BcgmwjYRscuwKwIHwrAvBHll8ML1QOSYi5n0kOMuYsxBTTioCQc1aWemHMyMg7U5eZeHttmpmSnONSN6Z1jnBOecZJ3TrGOGcU0z3inOPx2EHSHUIcO2IOIIoZ4w6g8hYAgGorg/xrhC/x8X5xVmR3Wma8Y5YWxjG3tsxmHGY8w4m8EYMElCIJCEcs45Syii3Ll7986xctyhcs5VO3RUBANKrayW1LlbAc6c+3MhnwvN83xXdfuuf/3pW2WhgQZXVbpHlsoIfXTesklP/mjbb37Ru2fJXWz/Z+TW/6E3/g+98f8WNt4jl/bnJl9O//UaMHWQXHKPW/25tO4Bv+Vucdfd/IF7+f33ijvvlbZO0Hvukvs+y++6h2/oT865Ep3en1swUdz4ubTnvrjvAbtnorBplFo6Ri+eoFdNEJvvEzsekFvuEatGsFk3s69fz066Cc0YKay4y28bK+0Yye8YpXaMUTuGqF03yA8uFRsvKtlP7dIpW+6ytU5L7TTEHp3rVvleQzntWR8F3oe+d8bzPvT8M57/oVc+45ZPu+5p13y4EekxmRMOeyaQzgTSKVc67amnA/lUIJ0KlFOBfso3T/nmCU877krHXeG4x50MhBM+3+tyvQ533OVPBsI/vzhst13sdqguK9+hcx0632mw3Xax06Q69HyHznfqUlUtegLh8FhZpjrNYoeeryh0Vc1XVLoiUzWJqopEmccDHn0EuQISOkrZZF5DcAPDdQw1cNwmaS9fDEpcwGhuQXILXMCyFZ4JuGLAFTw27zF5n8l7LO1zdFUqdSilDqXYqXJdmtCpSGVeqPClDpmuqmSgYLacs6WUK6T8YtZDoANzlk9//OnW//7rp/VrH9AbP88v/5xc+wDf+hm58z614RY451pm5k1o/jC15AG3+nN+8/3S7vuFA/cLB+8V9t4r7rqX33eP2v+A3v9Zfu89cuet9Mob6SXDxNqJ0qb7wvbP2H33ijvG86vH80sn8ssnqFX3yQ0PqI33qXX3yOXDyKwrycl9iTduYTPHuRX3+PX3uG0ThV1j1L5xeu8Auf0Gte8q13JBAT42Ch+6yklP73X1blvt1KVuVTxu6qcc66RtnbSs04572nVP2e5px/vQ9z4MzDO+fsqVTjjsCYc57fOnfeGUJ5z25dPlh1JPl/XTZeNUYJzw1OOudNzlT/j8CZ/rdZlel3lYfvc4pZMBf6oinAz4HrfYaeEdBlXTSjWN6zTYHqfYZZE1naqqTFXhy1LJE2iXp3yRqiiFqlqoaYVOo1TT84GE+SwccHCZRyrio8hFEFZQzMlTGg6ZFGKQiElhdp50C7RbLDkl2SlJDsO5XMnji4FYCMT8Q5XFQlnI+zxZkeiHgd6tM906V5M4p1hwiqjLADYD2TxiyVldajOVRlcKVwRCShPN07eu+/FvI2/89mzbjPv0ks+INZ/je/4vXf8ZdXAU33Izu/hKYmY/MHOisPgBs/YBs/NB6cD9wuG7hQ/uFvbcy+/6rLDvQX7/PWrf58UDo9jWG+klN4FFt9H5Y8WV90u7HpR2PShtuldaebe47F5h+QN61QN67QNqwwN6wwS14jbw3pXUpOvg5AFy2l1+6Wfiprul90eJfePUrnF6wxC97Xbp0BW29byUPWcxH7nKSVfvdrROS+o2+G6N79Iemk/EE7Z6+p8uRO2Mb54JjNOedtIVTzhsj1notYrH7VKvVTrh8KcC+XRZOV1WH+pUoJ7wpOOueNwVjnt8j8P0uqUTPnfcY6saWVGJbrt4MuBP+GyXla8ZSFUjqmqxprEderHTpDtMvKZTNY3t0MSqylUVpiwXfbEQSHRFKXToxW6L7TAKgUSUObzM42UeK/OPrlU4ICNAWY2EFCKjUWmFSCt4RiNhO096DOOwvJHPKxSi0pBehGwOcnjYExFPRD0B9XnYLmWNQtJmEg6b8gWgImEeizolzCmBTinn8Zgn4paYMuQWS2+0tXZbgHxWcmNseNqqrb99Glv0myuJuffwTf9DHniA1d3Fjt6nDo4gm24k512OTh2AZ94tLv8/3LbPmX13CwfG6X1j+ffvFbbfzW8fo7aPkTsnqF0T+R1DyKrLiRl9icl30Jmj1Nq7xa0PmM338qvH6CV380vuU0vvUyvvk+vvk5vv0esnqGW3oXdv5F67hbwxnJ8xUVp2t7R1jN47Tu64R60ZJdcM0Tuvkx9coBrOC7lP9cKHttRrq72OdNLleq1Sl57vUKkuPd9rFU+4zEmPPeVxpz3ljG+ecrUTtnDS5U84pR6z2GMWuw2mW2ePO8IJTzzhiScD4aQvnvCFU4F0ypd6HaHX5Y97XK/L9DilLitf06mqRnaa+R6n1OOUuiy600K6LLrbYjt0rqYXuyy6w8SqOlHTmA5NqKqlqlqqqsWynA8kuqLQNa3QoRc79GJVKVSFQk0sVMV8RXjU1KyggAgnJSTOQyERbZfxqIhERTgpI6CKo3oekwlQxFMCFpXIqF5K6qWEXkrqxZRRSBiFqEqFFKpFy7do+VazGLaYhFVKuRzo87DHQoGA+DLsqRlHjTpKxFVTnoJ6YqmXkTvSSPuCGQde/rm4/pVrsXWfkR/cxw6OwR+Mowc+I/dOIGtuxKddT701gs+5V1h1v7j9fmnv3eLescL7E/ktd/NbJgrbJwo7xgvb7zHb7xU33AbnXY2/dT055Q46Z6y46jNuy/3CpjFi5SixZJxYOI4tGUdXjyMbxvH1d6nVE9SCAeSt65mXbmRfGyRmjRVXjxW3jVKbxvBlw9iKUXLjKL37Nn34Ur7lHJ/9h0Z96AhnAvlMwJ90mR4z36WTHRreoWPdJnncoY471ClX/ijwPvTNU65yxldOecJxmztu8b2W0GsKPZbQZbJdZqnbLj68wE+VhVPlh4EuHveEXpfrtplOs9hpFDrNwsPWq9MsdVmFTgvttukeh+ux+S6T6bKpLhvvMImqVqjIpbJCVFSiolIVlSwrRCATgUQGMulLZCDSVaFQFQtVMV/mH/3vm0ECMhKX0TAPNclYi0FHFTwqQnEBSEtQTqcgjcqpZFoh4yodM4tJI59Q6YRKJfV80ihGjGLIKIbMUshmwzYbNUtRq5T0eCAQcF8gPB7w5VTVyJZVwBPhQCGrOlkx0A4d7eJRI9YaXTwnOfM1e8uMy+0rHxA771P7RuC999G9/4fYNgTMuxp/42ri9VvgeyPEynul7ffY98eL28eprXfzO+4zu+6xOydK2yZKWx4wW+9T64ayC28kpl1Ov3wTffduYf2D4vsT5JZxfM0EsWwCWzKOrhpF14/hG8eI1ffpZePErP7M61fiL11LT+5HZg7nV44z60bolcP4ylFs7X1q2wS17yZ28CLV9CmXOmvQnwTSh2X1jC+fcPges1RTiYqMdmpEl0F2GeQJS/7QDz4KvIfvv0976ilXOeWoJ231pK11m2KHXqpqdIdBd9l0r1c4GXCnAvGEJ57w5OOe1OuIvbbQbXKdBtdlcR06U9NKHTrbbTE1E+4w8C6z1GVy3Vapy6a6HaLTIqtqIZDoQAHLKlhR4YqKlBUsUPBAIn2RdHjC5bCKgFcEtCKgAffowNUgUioa1fGwjDapeKOCNslwm4okTBx2KMKmUJOCTCpn5bNuCfAYwC4AFg05BcwpITabstm4zcYsJmoxMYuJ2UwqEOCqTFTEoi8UXTETyO0VNVGRiAovViWlQ6c7rHjgtZpK6LjI+BEUXLganvlqeccr/anZ9+hNo8jO0ez796GtE8iSW+k3L0T+2hd79SYwc5RefZfZcpfZOkHvvkvtmyjsGS/uHC1uG81vvlfY/nlh1wN010huxcXUHy6kn78NLb1H7btP779HbblHrbpHLJ/AV49j6yfIzePE2rvEsvvEggn0vTvZyVcSr/SlXrtFTB9mlo0w60fz68fw1fex9Q/wHUPInivowXP5lrNi9h8We9q1z3jOKfefL3s7lFKXxnRppQ6l0K3Jpyz/jBuccqyTtn7aNU67xilHf2hu6bHkLpPtNAsdBlUz0C6bOO6Vjntcr8P3OtJxV+l1lF5b6bHkHkvusaQuU+w0hE5D6DLZDhOuGkhVpWtaqdMsdNlkl43+M8oVsqwly3qirKV9OeM/nIMpZCDRLk+5HBwIybKYDISEz8cfRY6mdDRu4BEJqhfBozJcL4LNMhTVkJyJIyaBaFhOwzIWBXhFxGcwt4C6eTwoFcpc3ucRn4c9DrCZtMOmHDbtsEBZRAMB9bl8IDG+nAuU9kCIlXmyxmudot6hUjWz3fWO+n6kJhZO0o5XnyWWLRDWvNS9/+VbqYV3ka0T2W3jmbUT8MIRZNrV9N/Phl/oS06+jc0fL629z225lz80QR4dIfcNUztH8tvHijvvFnZ9nt/3P8Sh+9jWm8gr51LPXUm/M4qvvUvvuEdvu0dtmCBWj+HLR9GV4/im+/SWe+Tae/jSz6hFE/jM/uykvtTLV8DX+skZg6WV46UNE+T6+9jGz4itY9jWm+jOPuLghWLLP0T0lKGfse0zrnvSdnpMs8fUe0ylWxM6ZLZDEnt046RlHbfUXlM6YasnHe2krZ2wjBOWcdxRTnjiCZ/vsvJlFa7pWI9T6LGZbovttsTjjtpra7222msrPbbSYym9ttZr6z2W3mWI3Q7RaeE1PV/Tip1mocsmOkzkn7lcL1UNoGpkAjXtiilHyPoSGsi4L1IuT7k86AvtvhgKxDZPaHl0k5bL6lBGAaMS2CLDTRLSLCHtEhwXwbQIZlUUkOC0jGR1EjBp0MrDJg2aNGgXYK9EeGzeLZFOCXNZxONBl8u4XMLl454Q9fhMWcSqChqIWY/P+jwUiGhFwmsKUlNzvhYvG6kOHa+JpQ6aUZsihU2bxDVzzuyddze++gG4ahiYN4rMGqfe60cmX0y9eDb24pXMm8Pk/LuF1RPFo+OFlhHi6CC2b4TYPUruHCe3TpBb7pKb7pGbRolNl9Nvn0381xX4dwPUlPH82nFyzzC6ZQCbN0TMHce2j6E7JvCt94gNE8TKCXLxIDLjavr1y6mXb0CvDuWnjpeWT1Dbx4ldY9S2YWr1IL3qDrX5NrHvEtX0MZf5RCc/soVTntHrOz2+0+sb3QbfqeU7lEJVLXUYhS4r32VRnRbVbRV6HLbXkXodpdcRj7vCcZfvtpmanu80Sl0G26mzNY2tqkxN47osqccRexyh15N6XbnXVXtss9uyu0y906SrGlFV8x16qcPI1wy8pmNVtdChKt263WPpNU0IpIInYJ6IlhUikAhfpHyhUJaIsphwuDaXb/aFhkeQy9mUBqQVICqD7QrcLsHtMhpVsJSK5RQMUDFAAJMCmNLwnEEBBpUz6ZyVfyjYypN2gbCLuF2CrWLWKiVdLunyMYcPO1zUF5JlKePySYeLu3zCFxNlOVlRUhUlXVVzZSXny4AnoTWh1Fvk7OZIcd1qa/2sswdnDybnj0JzB4Hpg9DUEXraLXRSX/JvF2Mv3ci8NYTMG8vvGS0eGyYPDGH7Roj9I/jucXL7XXrzBLVujFg/iu0eIlZdzD7/cew/LuX+dgtZPIzvHCW2D+ALB7AFo8iOUWjHBL79LrllDF87gi0dwecPobNu5t66kn7lNjp5lFw4Sm4eIXaOENuHiPWD1JoBfNMd+P2r2MHz+eZPucSHMnrK5o/7Rk9g9QZGty12mUyHXqrp+Q6D7jDwqo5UDbjTxHuc4nGXP+FJPQ7b4zC9DtdtsZ166aFvqdPgHiKvqKWayXRaTM0odNmlbofrtqVuS+8yrS7T6DDyZYUoy/mKUghkoqwgFQ2tqvmqLNUUvdtUOzS+ouTLChHIiCdBnoi4AuqJRFkiygLgsnGXCzts8yPINTCuQwkZiAiZdjEXlqCYgiV1MmNQWYMCVAxgszE2G5PRtEZkNSJr0jkrD5h0VicBnYLNAmoVULMAGvmMXcr6Qi6Qsi6XdPioL4V9KewKIYdvc4WQK7T5UnsghwM5XFVyNQUJ5Jwng2UJ6xbyPSRiNR7kty+y35/5j2Pv3knOGoXmDgLvjuHvjuJv3cy+cjHyQl/4pauJN2/Ci4fyW8aKu0fIPUPY7iFk9yi2a4LcPk5sHMXWj+PvT1Bb7yAL+pKTz0cnX03NGkLXTNCbR6nVI/iaUXjrCLRtHNt2l9gyjq8fw1ePYEvHySVDyLxr6amXU2/2A+8NYktGyHWj1LZR8v1hYvcAtusOsvM6uvsicfBTsv7DYuS0ip10hOOe3hsYXZ7a5Shdtthlsh1GsaoRgQyVVbBmIF021esWe91Sj1PqcZjjHvewMu+2uC6T7TKZDp2taUxVL9TMQoeZr+pUzcx32aVuW+i21R7b6rGNLqtU0wsdGldVmUAmyipSM5AOna4pXEXmqhpVVpFAAQMFKKu5QMl5UtbmsxaXczg44HCPAd1S2syHH73YoXYdCctAmE9HhExcgjIKltHJtEEnDSotIxkmE2MyURFKymhKI7IakTaorEFldDKnkZBBw2YetoqQWQDMfNYuZR02azNZiw07QpPNNRmlepNtsLhGm2t2xVZfavOlUEXMdchETYPLetZVMw6X6RbxLjorNe8u7l0a7J16rn7qreScodzMYWDqGPzWMDj5RvKVvvYXzodfPJ94ox+dO17cMErtGEJ3DaN7R5A9I8jOEXTzGL5pnNg6DG8ZxbYNwesux2ddTky9Bb03hC0cI1bfpbaMoVtH4M1j2JYxbNMIum4MXzeKrxnFVo5gKwbgRVcS0/rik67nJt1BZw4Ra8bIvcPYwSFs7yCx5Ta++Tq64zK27xPy2EdM7LSKnbTY457S5aldvt7jqN2W0GUyNZ0qK0hZBSsaWDOQDhOpGWiHQXZZhV63dNxje12mx2a7LabLLHXoTIdeqhn5TjtfM6myhlc0osPMd5hMlyX2OGqvq/bYfJcpdJtKtynXtEJNx2oGVNXRqpqvKPlABXwl7UpJV0r6crqsPkSesbisx6NVPu8xmMeAbulRu6OYq5PBFgkIS9m4AmQUKKegGY1IaGREI2MilGKzcS4X58G4CCd0MqfiKRVP6WTGoHI6BekUaNCgXYJdFrFLgFXMWcWcw4AuF3eEVptrNUpNNttqsW0W0+bwYVeIuHw44MAqT1YkIDCSvpN0jUygIR0y4VJpMXbIObKoc8+U00fevp2aMyC9Cd8AACAASURBVA7OGstMvQtNHYGmXI39/Wzb859Gn7+cm3QHmz9Kbpig9ozi+4agPYPAjmF42xi+dYxcPwxvGoF3D0E7b6YXXUq+diX7wrXc6wPIwglq8zi5eQTbMIyuH0LWDcKrh9G14+SGUXzdELp2FFtzB5jbF//bheRvr+T+ux+eMYRtGUT2DGHbBsmVg8SKAXTjLWzbJXz3WaruYz72oY6dstluR+7y9B5X63XEHpvrNAs1nSyrcFkFKhpQ1jK+nA4UsKrhnRbVZdOdZr7bKfU4TJdV7DJLHXqhohNVg6jouCcjnoz6Mh6odFVnOgyhyxI7Da7LEHssvcfSOnSmZmAVHQiUjC9DFRWtGmCgZj0p40lZTwJcAXAFyBMRX8IDkXRLqElnzHzSKcYeQc5njslAiwy2q1BcR7IynJbQhIJFVTKik3EFzQpgUgCTIpSUkORD5AaVtfI5jcioRFYjcwadMws5uwQ6DGgWM2YhbTM5l0u5fMzlEg6XcLmkzSRsJuULQCCCHp8LGKzMEAGf8bSIY0ZdO+UasK8RvoxbhZQX3ukfWBDsnXauefZQeuFEbs54bvo4PG0IePdi+OWPQ38+G37+anrqELpinNg2ju8ZgfcOQbsG4d0j6PZxcuU4sWEc2TuG7BlBVt4EXruc+f2l1F9uZt8ZQlaM0+tGqbV30BW34RVDxJoRcu0wsWYIXzOErx3BVg9j827Br1zOPHMp++vrwMs3gXkD6PphcvUAOW8Qnz+Mrr0Nr7+BbLmM7zlfqP9USnyoY8fNUrcl9Dpir8v3ulyPw3Sa+ZpB1AykqoOBmnKlmCMkAwWu6mhVR2s60WlSXVb+oU2x0yxUDSzQ4LKGVTQyUAhHwFyR8KR8WSlVtGJNy3ebQpehdKhSt8l1O3SHBVW0jC9nfRksK5AvQ54IeSISSIQnkDZLuDzp8qTLoR6bs0sJs9hul9oeRZ5uVoCQCkcMLG6TKRWLyVj0oVQiqROQjGRlJCMhKQlJKlhaRhMakdbJtIqnFTyjElmNyhr5jJFPG/mkVUpapYRRiJrF2P9v27IOk7NLgM1APo8HPOlzZJnNBwzpsmlbjjhmzLEytoa4GhGYVFnHu+iY3bzDPrKy89C8vpYFd4EV47n549DccXRef27a2bYXP2l+4WJ4cn927jC8agzbOobtGkH2DSMHR5A9I8iyMWTVOLRjHN4+jq4YJd65Afz5Uvz3VxOv9mdmDmCLhqmlw9TSAXzxIL50lF41RKwYwJYNEStG8GWj+NwRYspN+M+XMs9cSv/hWu71fmjGHXzuADFrEF84BK8dgNfdRjbcxLZcwnefyx/7mI+ekoBelegxCz1Osdct9bpMt13ssuhOk6gZUEXP+ErclZKelPOknCtmyypc0ZCKhnWZ+R6n2GkVaiZe1pBAxQKFcEXCFShXoD0x70sFX6bLMl7TijVV7FClLpPvNMmaCZS19EPkgYz6EuqJuCeQD/crFoPb7EOBHpf0uJjNtlrF+kcv9lRMyUVlMCTDzRrepBGtMt4mIREJSSho1qQQnQA1HFDxrIwmH0rBkgqWVPG0SuQ0MqtRGY1KGYWkVYoZxbBRDJlMyGajNpO0mZTNZGwmZ+SzOp0z87BdwOwi5jG0zxImk7bEuKenXQ20ZcSSEFcGyyrYKREBkpQb3rcOrDhxeGFf47yh5JIxYOmd3Lxb4Pz+1JyrkWmXw+9cT0zvz8wehJePoJtH0X0jaN0wdGgYXDcGrR1HtkwgmyewVePE3EHkzRuZv1+O/v18+LWLqSk34BkD5Jw7+Jxb2Owhev4AMe82NvcWNncAmzOKzR0nZg1hb13NvHA+/rvzsT/0pf56A5wygM8bxFfegdcPQOsHoLW3kXXXoY196Pvn8kc/KrWdkdLdGlQzkE6L6LLoLqvQaT5s1bCaAVb0jK+kPSnjCEmTjbtixpcBX4ZqOt7t0N12odMmqwZe0amKVvSloi+VfJHxxKInFlyRdEXIE9BALFYVvkNnqxpWVrOenPKkjC8DngT5EuKLuCsQDodbDGqUQIsBLC5nMmm7GHPZqMuGrNKjTZqQzEiZuJBt4nMHRXifTByWsAYJCUtITkURg4B1AjQp2KBABUvJaErD0wqaVLCkTuYMCtYpQKezOp00i3GbjeqFFq3QYLFNLt/ucHGHjTts0mEzVjFrFrJWEbKLiMvgHks5LG6xWUtIuwrgqVhZpQMZ94R0IMU9kQ4E3kqH3cZdHQdWnNjz3vW2RUPp5f3ZRbeg5aPQpsHUyhvx2dfi71yKvXklMe1WbvkwsmcYahrKNY4AO8egzePw5jF44yi0ZgRaNoosHgRnXU+8eT788qfxv1/MvNGPTR+i5wzRs4fzs0YKs4cLc24TM24jM0bgeSPQkjFk2QA080rmb+diz5yNPXMh/tL1zIJ+cMNNePNteMMAtHYAWnULWHUN2dSH7/6EOvIxG+pRkmU9VzXgmoFVdbLDoB+uvKo6VNGyZS1b1nK+nLa4uMUlXDHtiplAAWsG1mEQHRZZNaiqXuwwhIoqBpLgi7wv8oHEBnLeFbMWm3VYMhCZQCr4EuyJaVdKeFLGkwDv4QGSYIeHbA6w2IzBxC0+aosRh08EHOCyKbPYrlGPIuciWTGREtMhETymIIdE+KAIN0hwVIZBDUVlFFDxnEHBJo1oOCCjGZVIyXhUIcIGnbIKkJnPmYW0WYwbxZBWbNJL9TpTpzFHTLbZ4aMOH3P5hMMlbTZlMxmbzTgs4HGQw4IWm3P4jCNmPRH0RKyq0DWZCIS0x0dtkXQErpOj/VSTc2xz9cCSEwfnXmxedCe1YjC7ciizbiC16mZs7tXo1Attr5xrffVqfOZtYOMAeOB29shgds8wsHUIXDMILB/ILRuGVg1DqweBZbcyc66npl1Jvn0580Y/PWVEmTFqzh23F3/ur/3cXTuhLhopzBsEF93JLh2CVg5jC24jky5n/3A2+uzHbX891/belcTKfmjDALJ+EF4zAK64Bay4Aa/pQzd9jG3/mNp/Smzp0VI9OtSlEzWVrup0xSCrBlYxobKWqxi5DhOs6qAnZm0+bfNZk8nYXM4TIV8CPSXnq1BVozsMvqZLgSz5iuArbKAVAh135YTBxMwS6HCUy9Eujzkc6PA5V4A8EXKklK9kfRlyeNDmQJvLmWzCFqKu1O4KMY8F7WLaoMM69Wgu50JZPpwRYgkpFZHSITbZJGXDYiYuZpIKDEgYIGKAjCEKjmsULpOAiEd4ol7MH9YKjTodN/Nxo9hucy0GW68whwz+iCkeNcRjBt9isO0WH/PEtMUlTTZh8ymbT9h8zBaiFtdmMa0OG3b5hMcBPo+WRbwqE2URcdiML0CBgFZErFwC9EyD2rzTObym98Ci6/VL78dXD2aW3gYW3YjPvhGddrntjfNNL/a1v3El8d7V7NLrwIb+zLZbmXX9uXk3gWk3c9MGkIWD8KpBaN0AuG4os3Y0sXwAeOca80Kf9dy17rdunV418Y/990/tHfNXDvKLBpBld6CFd5BZt+C3b0KvXsu9dDHx4tn2Vz5pndwXevdOcu4YuHwUWjkAreyHVl5DVlxEln0MLPoYXvIJvf1jpulDPntSyncqXFlnXR33TLDqIhUbqplgzQArGhzIqCfgnkC4POFwiM3CFptRSw221FbWwLKWL+tC1VTLFu+ZpGVmLSNmSa0GG9KLCaMI2wxtM3mrRNkM5XCkKyKOkvRUMFAIX8q7fNFhCzaDWyXAZpJ2KWHn01Y+blDtOvXowJVvT3HtSTYcZSMhNtrKJUJCKsonY1wyzmfTMgZJCCShiIxiKoFpJKAQUZlsVItH9EKjRkZ1Kmrk28xSk8nWGewRU6izpHpLbjTFVouP2ELCk9KOkLa4lM2nbCFuC1FbCNt8q821OFzYYeMOk/F5JBDQQEB9HvYFqCJCAQ+VJawmE5VSzkwec5t3lPctPbFrzs2GZcOpFQOZRf3x924n3rkVe/ty26TzzZMuht+9lll4PbtsILdlENhwB1p4G5zZn5t5K7d4ILdmENgwAGwYzm6ciK+5nXynD/7zudIfrthv3qquunt8/2dde0atpYOF2YPgohF40TA6dxCdMYi8cwuYej0z9UrirQvhKZfapgzEZkyASyfg1SPgyjvgimuZxX3J+X2ZeReysz9GV50p7D/FtPYKUE2mamYhsDBPz5YtsGaANQOsGkBVgysqXlYoXyRcHnM4xOZAi80YbMQW444IehLla3zFkAOD94y8bSCWkXXkqCclXCFns6hZJM0iaRZxm8FcHnVFwBQTlpx1ZcyT8p7IeFzJKRFWETKLabMQs/IRKx8y6GadfrR849qjXDjCRcJ8LCQkQnwizCbCbCLKxONMPMFmk2wmzWdzIgDJMKRiWQWPqkSLlq8z6GaDSpp0wipGbCZkMU16qc7gGkyhyRSaLKHNFiK2EPektCtmHCHtCGlHTDhi3BEjrhj2xLArRF0u4XIZX4ADHnFZ0OPBsoyURdBjAY+DygJa47EKEfeiB82Da/1dC0/sXXitbvlgeMlYZs5I7p07qanXozPONUy/0DTzemzu9djsW6kVd3IrB6DFt3PzbmYW3Ewtv5Veeye77k5u1WB6ZX/jgk8PvNy97z86PvjZyZa/nEtOuwEvvUMuvkW81Q9OupV4bzi7YDi3cCi3YBhYOAgsvA3Mv5GZdSU+7VL83Ru5OYPo8gFkxc3s0pu55VfTi/pic66m5l9Ozf4ImN9LrO0t7O/lwz0q0G2iHSZY0TMVNdehQlUdqOhAVYdrOl7TyUDGPBHxRMjhczaXdQXYFTGbw2ye8hTGU1lX4RyFsdWio1K+/HA9irk8bhZRLQ9phaxeTBpszOSiOhfRuaTJgw6PuzztcrRTwswCYORTZj5iFlqMfKNOH9PoQ49GeTQkxEJCvF1MhsVkO5cIl6LtbDzOJpJMLMmnU1wyycSTTCzJJhNSLi6DIQVtVrE6jWgyqaRFJ+1iwmGiVqlNLzSZTLPBtRhciyW0WUK7wYUdMeGKaUdIu2LGFVOulHClmCvFfCnhS0lfygQyFEiQx0MOCzhczuOBgAcCHvJ52BeQikh0ckgVibjtB+wjm+zdy09tXXT1g3lj8dlDmSn9qbdvxhZcalpysW7+lcZ3rzRPuhKZcTM1+w4w5w4wrz+9qD+58lZy7e3MilvZhbeT8y8dfK9rzZ+YqU+Af/sX5MWvEa88yb7zU3Pp0107fvpx3X/diE0dzMy7k1zUH192K722P7v2embp1cz8y5mZ58HZZ4nFF8gV59Dln4LLLkKr+qCVFzNLL6YXX8ouOpub8yGw8DSy8RR16DjT1i3GuvVUl5GpqNmqglQ0qKLlKhpY0eGKjlRUrKyigQp5MuBKgMOTNkcbDKoVQYODLQE3BdISCpbA2SLjS1hZwSoq6YuEwyFGKasX42qpVS01qKVmpdSuFCNKPqEVsmYJshnULkJmIWsVM3YxYRXbzHyjRh1VyA8erdhjLWK8VUy08fE2LhbiEhEmGuGSCSGd5pJJIZnkE3EuHucTcT4ZE1IhMdMi5Rpk8KgKNxhEzKQSVj5hFWJmod0shGy23eHDNh+2hJDJtz1M5zafdPi0I2RcMe2KSU9OunLSk9OBmiurYEVDqjpS1dGKigYy4kuwxwIeB3oPTVcCXhXxbh6tIlG5ea+wf2Nl7bIPN86+Uj+tPzrlZmLGzejSm6ENVxuW9x15+8KxF881v3g59np/5q07uRm3M/Nup5bdTi2/lZp/Mz3tZnxa36EZHcv/Unjxe/GnHwv/4LG27z4W++lj+POPOYu+8dHB/7yanNKfnXctufRyfO3V1NYr6a0XU2vOpxf3AQs+RRedxpf9g1j9D2ztJ+jG89jWS/j2S/CWC9kNl8H1N7LLricWXYivOZPY3pXZ1003HFfjPVamakKejnsaEuhAoAOeCngqUDbgiolUDCjQQV+BPDHviQWbRww2aXAxjU9oXFZnUZMtOlzJE0hffOh1IXwJ9aSsLcQMrlljj6pMvVIMi3RIJNslMqrSCauYtQoZK5+2i1m3lHaKMSvfrlONMn74EeRM+JiUaJaSIT4e4mPtQiomppJCMsGn4wqQMcCsnIpJyaiUjIrJkJRqEZP1QuqImDkkZo/KULOOtRtk1KDCGhky8mGXi/tC3OHaTbbF4FpMLmRyUYtPmGzSYJIWl3CEpCenPSntSZlAASsaVNbAsgZWdLiqYxUV8yW4IqFlEXU5yBYQV8QrMlUV8VoJNnJt9OGdzpbNtbWLapvf+vTYu7fjiwdiqwfDG++EVt9onHn+6Esf1f3hbNufLsVe6M9MGgRnDmQX3k4v7E/OvJ6YfD0+5UrdzNPrX7Pffrb4ux9i//YE+vQ3yV9/zZzyxKl1P7nY8Kdz8UkXUjMvJJZeTG3sS+08l9x+Lr3pbHrVOWDpBXDFZWjDTXT7TWz3TfiDO8iR/tyhK7G9V2J7zrduu1y34uL+uT3bZzvbFvjHNndBR3rFcKeRKruYbVOWinga5GmQo+ZcLesbgG8CvgH4BuBqUKDQvkw6Us4SoobQqrEtcjEkUwmVhs0iYZZQq4Q4HOIKsCuCnpx2paglNBv8UY1t0IsxJR+WqDaRbFXIkEFHdDpqkAmTStv5rFPIOcW0XYgZ9KMVu5hoVNIhKdXOx0N8LMwnY2I6ziejfDqigEkTScvZmJiOSNl2IdMiZBokoF4CjvGZg1z6oJA9KuTqJKhRxUI6GTbzYbsUddiwWWrVS40G12RwLSYXNtmYwST0UsJgEv+fOuArsCcDrpz11YfKBRrkK7AnQRUZq8i4KyC2iDoy5kqYw8M1iaiwkBhrlHbtktet0dctDNa/13d02Wh0/UDb0tvti/vbF1xsmvpxw/MfN/7+XOsfr8RevJV+605m5q3k3BvxmdeiU65G3r7WPPf8numnV07umvFy8MafnVef6Zjx64/W/K5vzx/6ml74JDblbHLW+eSyi8mNl5I7LyXfv5TacTm35Rq0aSC7ZTy2YzS8a7B1d3/TB5eO7D/z/o7a+g328pX8nPmFdybDrz4Xf+m5xFuvUxuXGeG9NaatYqQtEzIs2tbJQCd8HXM10NMBT8+5WtbVco6acxTQVVFXRTw1a0sxnW/VSi1yvkXE20U0JqEpicgodFovZk0ma3Fpm09aQtTk2gyuSWdb9VLcKMb1QlilmxWyQSGaNKLNIGMGmbKonJMHnULOzqdNOvq/cnmTlAhJiYiYiMqpBJ+MCqkolwpx6VYZbDexpAKGJaBNBlvFXKME1utYk443SNBhPndQzB3mMgf53BEFaVHRNglt1qg2o9BqlpoNttEUGk2+1eLbLS5ucSmTTZlsyuJSjpD2ZcRXMEcEHCnjKZlAz5a1XKCBZfXhtJkKFMqVcEfGXBWzJcQVkUDEPA7y8zk11FLYtkfevNdYsa573cJrh+aPtM8ZSsy9Fl10ObL0Yts7nzT87dOm/74cffFGYnJ/8r0b0XnXwvMvtc261Pbetdb5l47Ou7h33tkts/6x5u2P1rz68eaXzu3+W9+hFy82vno+Nu1iYs6V+JJL0VXXY5vvJN6/Htp8tXXjpaY1lw6vPLt9afequdb8mcz0meCk6c3PT9rxq7+u/Mkflvzot/N+8O+zvvfTBT99ZstfX2tbvoxtP1jhYxULcEzUdRnfYipmsWzSno56BuQagK1lLCVrKYAlw44Cexrqa7Ar5UwuZTFJvZCQiZgIR3gowqNRkYjJVFzJx7ViXC/F9FLEYKIGEzGYqFFMWKWEUQxp+QaZOCJhRxW8ScfDOprQsJROpAwqZdJRg27/X6OYZjHeLsTCYiImp5J8MiKkwlyqmU03SGCLjkUlsE0AGwWwjgePSsgxnag36HqNOKYghyXwAJ89wGUOC7k6AWjgwXoZbVCpBqPQYDDHdLZOY5t0ts1gIiabMLm0yaZMNm3zKVeAbBF1JNhVsq6a9vVMoGc9LRdocNkgKkYhUIueTLgK5uu4r2EVDfclxGWBqogEBZRrSjCb2pXFhysLl51a88qNYy/2R9+8EF3Yl9x6NbLqfOO0Cy2vX4m+fiU6+UZs1rXwkiutK/qaVlxsXHSuYcbZY7MvHFl87sDCj/dM/2T/m+cOvXHh6OtXW9661Dr1Qtv0vrb3rrTO6aubdf6DWR9vn9GzYnJ1/qvmu8/nJ/8x/NJv9j770/W/+Mn8Hz/95vee/u9v/vTfv/CjHz321FP/8q8/+dJPnv7yT37/1G/nvjy9ecceAYkHaq5qghWTqDhMxRJqjlixGd8gfBP1TdjRAFPOWTLsqLirYp6KewrhCqTDER5D2kXMoEAFSQlgjINDLNLKoW0c1sbjbXI+ouTjejFlsFmLyZqFtFGIaXSzSh+VyUMielDG6jUkJIMRMdcuQi0S2qzgDSpR92iUx1qFeIiNhthomI3F2HiUS4aYVCObqRPhJhmLcmAbBzTxYAMH1gnwMRmv16gmhWxU8DoVO6YgdTLYIIHNItgsQA0iUifhhxXqA4U+KBeOKsUGtdiqFkJ6MWIycaMUM5ioyUZNLmWKgKNAjgI7KuCoWUfNOCrgqZiv5csGF2isp+RdhfQ0smLRVYOs6ET1IXiZdvOcXI+I65u1xWvtRa93bfzz2SOvX25fdC2+6Xp49aXmOZfbpl5vf/Nqy+SrTdMv183vO7z04sFV5w4s/ejAtA8PTTt7dM65+jln66dfapt+JTzjcmh6X+vM84enfrLjteMbXqyseF6b/Udi0q+jf/m3Y7/+0d6fP7X9X5+c+4PHn/veV575+r/8/Mtf+PEXvvqdx77xrce+8/XHnvrqF3/69a/94sff+88//vKFmW8sPrB5H5mO2iwWKESggTUTrZls1VQ7HK1qC4FJBxbum7CrA7YK2CrqarivoZ6MuCLqCYTHUR5LuSXMKuQ0Ii5jIRFvFohGHm/isGYea1XIsErHjELCYpIOmzaLCZVul6lGiToqk4cl/LBE1EloMw82s5kGPntEBI/JyFEZfbR8K0UbmHgzG29nYtFiNM7E4sV4qJBsZLLHeLiBR2IMGOahkAy3y1CLADRISItKtgt4K4fUy1idhNaLcJMIh0SoVYSbZKxOwQ/I5B6J3C+Rx7R8s14IqXSbXghbTNRiIhYTMtk2Q2izlZijAraEOjJuy5AtA44Cewrtyayv8b7OOErelklbJjydCgw6MCnfJFyDcPSir3IGjrANTfj6Dfmlc4XFUzrWv9W3/73B1gVX22debp9+re3tGy1v3myccvXwW3373r24e/bFXUvO7lr8j31zPvpg2tkj0/oap19unnax4d2PD77dveUNZ/nL6nt/pl/8Rey3Pzz8y+9v+NF3Zz/xxOvf+u6fv/qdX335iZ99+Tvf+fJ3/uUr3/nil7/7hS888ZUvfu/xr/7oh9/42S++/+yff/nCm3+aunzKjINL1qb2tLDxVpNuCVi0IhQrKlCz0h0mV7OsmmVUTCEw84EFe2bOM7OukXM02FFRT8r6YsYTsh6f9ficx+c8IeXwEZNp0YsNav6oTB0R8ToBaxaRVglpVfEWhajTyMNWocEoRdRCu5RvEchGkWpQ8k0iWc/jxzjsmIgeVcBjOtygw3VS7n8hjxxjo01cPMTGo0w8ySeTTDJSSrUy6XoObODRdgZs4aFmGWmW4QYJOspDR0XsGE/U8fgHIr5TQHfxyH4eOipADRLSrOBNKlmvkkdV6phCNyhUs0K1qlSbno8YhbBRbDeKrXqxWeMaDbnNVlKWlLNlwFYztpJ01JStgLaEexrh6bijIrYC2wrk6rBnwL6JeCbsGrCj42WjUJEoE4rj+7YjaxYVlk4TFrxSXvZy34Hpl9vfuxCe2tf2Zl/LGxcbXvv04CsffzD5Hx9MP7Nn5okdMz58/93T2988vfXNk5smda581Z7zgjD5OfiPz0SefnrXU0+9+/3v/P1b33ruK4//+rFv/fixx5987PuPP/bU1x/716996d++9uWfPf7VX37/27/+xY/+8KdfvfDan9+Y9er0Ne8tOrB6S2TPQbjuQDHUqqYRE4/axUafAypivqzmKnayaharplK1xIpVDCwssIHAzvhW1jVytgpaCuSIWVfIOnzW5nL/FJ+2+ZjBhnSmRS3Uy1SdgDVwUBMPtvJQEwceKWZ3M7ntMnpAL4Q1OqLSbTLZqtCterFNy7dIZKOA18vYMQurM9FjKnhISO97BDnVeqAQOsqEm5homInGmHicTca5TJQHwgLcxmNNLHyMh+tkpE5Bj6nYEQE5IOIHJPqwSO8SqdUCvoZHt/LwHhE5KqMtGh7SyXadDOl0q5ZvlslmmWiRiTaFDKtUWKVDKt2q0s1yqU4XGiwxagoJW046StRWQrbSakkRS0w7asbV0raSspSUraZsJeWoaU/PeUbO03OBBlU1rEMnaxKmZlvQPeuA5dOxOa9xs152l7xy4v3XPjky+UrzO1ca37p49I1zB9/49IM3P9w3tXP7W97Kl8sz/2i9/Vvm1WeB5/6z+Zl/3//zX2586hcLv/Gjdx/77p8e+/Z3vvLtb3zpiW9+4cmv/csPvvKFH3/jyz//1tf/43tP/Obfnn7+j796c/Lv58x9ddX6mVv3LtvVtPWD5KGjaHNdKdokZdtkqFlD4zaJ2MWozTa7QsaTMFfLeGbSN8jAKJZNumxigQUGVqbsZMp21jNyjgJaEmxLoC2BlgCZPGRykMlBJg+YQtbgkzob0QqtMtksoC0c1MqBLQLcxAKH6dTOfHoLD+1ViJBMRBSyXSHbVSpsFCNGMazlQxLZIuN1JnZIRw4o4D4xu/sR5ETTXrr1YKm9no2EmFiUjSeEdEoC0hKQFKGwgDVx0DEBrlOQegWuU5BjInJIIg7J1CGRfl+m10nkegHbJqL7ROSYhDSrWFjD4xoe18iQRrdodJtCtIlIi4i2KUS7GNVkmQAACcZJREFUTLTJRItMNkr5YxrbYPIRk0s4YsIW202x0ZIabbHVluK2krCUqClHLCVmq0lLTlhy2tVyng74GlDTwC4DqxhY2SR9CeFTTbltq7IL3gPfnoK88gI/6b+8mX86vuzvZ1a9embV30+teqVj8Yv6zOeoSc+m//J08y+/ffBfH9/y/ScWP/HkW1//4XNfeurfv/jDp77w5Le/8J2vfuHxr37p8W9+7Xvfe/xHP/7ez//9x88898zzk55/Y/bkaevmLz20bn94ezx3AMAboHxbTkjldCRr4UmbjHiFsFOKuGzW5xGHS9lC1BKypggZctZSM5aKeTrhG6hvQr4J+GY2MLO+AXoa4iioIxO2gtoKasuYJeGmiJsiYYqYKUIan1GYhJqPKGREwiMiGpaQNh5uFOAjpdyeYnYbB+7hoWYBbpfQsIJHVCKqkREjHzXzMZVs1/AmEzuswQdkYJ+U2/tolDfvL7Qd4qKNbKSNi0b4eFJMpcV0SswkRSAuom081CgATTLYokKtMtgkQ/UyVidih0V8v0zulfC9InJARI6KSJOMtspou4K2K2i7SrRpdItOh1QyJCItAtwioq0y3irjzRJeLxF1aqHFKMbMUsrlMhYbMdgmi2tyhLAnJB05ackxS47bcsqWM5aUsaSco8CeigYq1qmgvQZVMUnHpGyd9kW61NYCrN0cnbog8tcp6Wf/APz6N/Czv8F+9xvs979B/vBs8tlfNf7i6Q9+/NSa7z7++re/9JdvfOm/vviVnz/2+FOPff9bjz35tS/88Mtf+8FXv/3UD7//49/96Cd//9Uz057765JJk7fMnHVszarY7s3gke1E4/tMuFVIEnKWUiHSIgibxuwCZJeyVjHhsHGbS9scYPGQyYOWABkcrHGwIWKGjJsy4aq4r6G+hvg65Ouwr8G+ivkqHaglTynaKm4rmK3glkSaEmXLtCUTugArXFYqpVQ6qRBxCYvJWEzGIjzUKMBHGGBfKbuDyexhMk1splUEQwoSUdGIioYNMmrRMZ2I6FiriTXo8DEZOCxkDjyay9uP5luPsOGmQmtjKdTKhiOlSLQYiXDJuAKlZTQiAG1cJiRlIloupgERFQ7JaJOA1olovYK2ykibhIQkqE2CQzLaJiFNEtooo/Uq2aQXWnS6VaNCChGSsFYRbZGwZglvVIgGmWiQsRYFi2pEysxnzELMLLRZpVaXiftczuGztpBxxZwrgo4IuSLsiogn4YFMVVW6S6K6ZapqFlyrYJklT+dMnGDro9nlextfXVT3uzf2/uzP2596dusP/3PTk7/c+IP/WPadp2d9/QfTvvL95774+JPf+tY3v/ntx7/65De/+IMffusXP/vef/7u33730n/9ZcpfX1g2+c09781sXL4ivGETuG8vVXeECzco6UYTbrKxBh1v10nAyENWCXFY1OZRi0dsEbEkxJYQWyQcETcE2OAJkyvoLKHzmCnkbZGxJNKVEV+GfQUJVDRQ8UAhyipV0UpVlfMlxlVQR4NtFbUV3JJwSyYMEVU5UGYyUjGl5TMqmZbxhILHNTKm4G0iWs+CB0q53Ux6P59p4VItXLpFzLbKQEiG2nQsYhIRA2/X0TYTaTGRZg1skDJHH0HOhpoLTfV0Uz3VVF9obS61h4rh9kK4nYlGpFxCQiKlVDOfDqvZpJKKK5moArZLcJOAHBOgRgGICkBMhKISHJHgVgFuEOFjEnpEIY5o1DGNqtepRp1q1YgWnWzTyFYZa1SIOoNuNKgmFW9W0LCCxlUsrpNhgw6Z+ZBdSLhFwC4BFpNzOMDhH75tRj0R9UQskImKQnUqVOf/a9fMetymAij8C+gDPIDEJhAFiQpUJFpEVZWWInURQkApSDxURaioqHRgppNpVsdxEsdZxk6cOLETx/GS2Nf3erm2r+1MZyr+Gg8VD/0N7afzD46OzsM52Hia6Nt0laf6NrFOfOfJag3o4eDOo72rt+9+dvXWB+e/e/fs9TfPXHn9wy9ffe/sK299eurtj069c/q10x+/8cm5989fPnPp+ws37t74cef2L8z93/n9P+XyrsU07DZrdzhvOMSyhFUp1MbYFGNbTKCYQpGgMfGk1JsRT06QQjw18TUSaKlnZr6Wh/MMbQhwY1cjSCaukYB14k5TJObes1VJOvLk43DxFGsnweqJtzpC2lE028bSNpptsZIHiwQpkTvFzthfC77JY3OM9UmgDcPVMNJ5vOqHS9Zb0FCuwCnlTTpQZMGo5QwbYNRAEyaYtbDSSdQeWXKpyhK1HSvNQKo/n3KWM5nWqk4bjYbZYsx2c8OxVrdt9TpgyMFZ0xJqYNQOJn1/yPmjji+1PLkOlbIrV4HUdGdNKDNIodGcgkoFzotoUQy0cqCV/WU50GqhRvvLhq82giWDdSYyaKxXY6NGDDrWWljlsNqNlu1o1YhXTaL3M2NM1mJsj1IwyaCUwUmOnp1JxByNt5507M+e+NOtL+ZYyCMhC8VjX3mKjHS5tLqHYrlWu3f/wQ8/3/nm5k8Xvv723MUbn1+89sVX1y5euXXp5l+Xf318/bf67T969x6O9v6Rq3sLdt8aVewZBaZ1f8ZCiYXTrj8XYkOOLQVbcmzLGVrkvpKhcYomBE4Sd5wAMXFEAibElYg7TV019+UtFnOkp46dgCmBAwJm0UaJHDZyGpHTip12DDoJ6GZocBQIuccTd5AhPvN7qdfLvMPMG2ZonIBRbAt4cxhY3cDsBisB6yOsD7Eu4NWhr3KByvmLNpwxYEw7PO0c0vagtu5XrF553S9tBiUwrAZSI1LoaF7BSjmYFeF4//kur7cNmtUoxmAYrUHpTN1kGZNlDLZp9emNeGDwj6zDksvTSGDQkPImVSQfwPmuO99Fi8dIPYCL/f9VcOcFOD+Ai6KvFoNlMViWA7WClIo3rwULKlpRkV7FWik2ColZiLRKqNZDtR6q1UAthWolWjaJfhgZA7zuJw6fQiGFgwwNUtgnkEsRl3ndDA0I7BLYzFB9G1C5VyeASV0+Q3K8lqI5D/nWpkMbTWpeLg12HvJ7e8LBwaBYmFRpo87bLWHDsv6whcZVJJWiJYWXdKJ3iNWIzEKoFxKjmuh0bnZyo7fVB8cm/+9meGJLqSNn9jS1JbIRM2e0BcIREE5c/sQVjuAs9YU0aKfuLLXN2OnHoJ7YvXjNR04xdPZDu4RBGYNK5FZDpxzDWgQqwaZIPIpAKgE0Ae0UdDLQJ84gsfvxphutWWx1Qp2PTZGsJ2Q9ig3eW3SCRdefc3DKuiPG5euAp+x+xeQe652CyRVW7K7BPQJ8yZOKvvy3N92Bkwf26P5zlr/kxeGl5S8c/wGZi+ZiuIA/gQAAAABJRU5ErkJggg==" /><br />
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
<br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">*Teve
filho?* <br />
O governo dá o Bolsa Família..</span></div>
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<span style="mso-fareast-language: PT-BR; mso-no-proof: yes;">
</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
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319oyL00yNl1y117TV2xeV7O25/WUJ1Nni7yIBKg0HjOv03o6tSNoN2qv4EgW/38afPZfaYnNX3m6z+O9IG7akz/FDLEYeffet0k+lXW79/4+V5dwZueLz66K2r9z6nHzUzckDLBSkP44pT7jxsf/lhlyeeVrQvQazAQqUpxpPmgWMdijeM3j/vrYlznl2xv9ad8kYP7g+eOX9Mj49+GrDs/OJtnxWUj/ULDU7cjp+6qcrSPbN9EmMihDTDFFVTVS1LRkgLt5h9Mrv2i/WJickYhmEYZgfoWy8uZ0FXzztNy4fXv/9avXNd2+R/8+19j3QgR955T1t/Q/jk6v1dt7aU+LuYvEPzg+Wr7P39e9HVabBYTKNdgtDy409bZbw2MaPfzvSBO6oN/aHumwdajPi28egfG0472/LDn19cdKr7mlOLDpy8eG+jL6epmgPqY0LOwdSiSM3bWPbVk/yRQR8menGlMClwtknO2pevLZv25eIZgxe+OHhD6s5fG+f63ty8e8CLE3p3GP/Goq19SgNjbnvaLNqbPGpd/fZvN1iy6e2KkkvIFJBlhSsNVQlqhigaEkJIUuUJb78DADhO2gH6NYjLWdi1YnLjkhHpt3tmnXjthUff77lNSd8ViptzleX3+eU37nx1e3Mh3UULOFQKDOq3gQZ/J7oWBYgFjbYF+NaLNrbN6jEho+/WzAGf1Rv6Wff3Ppuy4KOx82a9OntF+1m7288/3Xb+vpGrPvvx5FxvThMlD9Q8h1Jgk/PtqLAmKk01i0Esg1AFZhVHKxcbFO/ofnbzpA8/Ht5zdddXNjQevb3m7ivtHjPjjjwc8eONnveFYXf51zf+XG/wpro91zUdv6Xd9MXp709N+3rz6KvXdhUWX1YVGiHL0mXN0kOGihA6c+qcnXQCgCNMd9Gr5VOyi0el3+qVefz1tgV7vythxdMV0veF0pZ79JYbtw7c/7yE6ajwNpUCjQ533f/N6CIfIBZUxh5iX1q6pnODrhMze37aaMDy5wa/v2L9+0WXR+Rc7b3+q2Fdp216bubNV5Zc7/Phhm3fvut/0kIqxEJ5tkABGcxxBS+lKldTzPu4VmILFGNWuR3lV1fvdfnx+1cHzm/z6vquXbZ2fuOLpm9vSTpyv2k56uhB7a8JTVedShy2OeW1za27bW7Rf1OVK6U9b958acvGJh/Oz5g+r/Wn62eW5j22dE03DcU0EEL3bz1Ir5X5lG7s40Vdyt9tVD4m62G/rMt92vq3buTv3r9349EvFx8fOXb7pwMHL1xYTHue02gI9wTrfLhP829F10MgGlNpV5B+Zdkn3Rq+OrFezw2N+i9qP+DtjauHhK61Vh+2OnZ8YJ8P1j0788ZLy37t/dHa7d9P8uY3CzwB7hGpeRIqLrqvzIL7M0DYH2cVVFXKXagMUKlN9GV8djiz86L0Dp+0e/nzDt2/bN53bc05X1c7fKPWwbvps3fHDd2Q0Gdj9qubXuy8+fkOy1LeXJK88YsGh/a+vGfv6x8t6dTt5We+XPspQshElo4QQujBzQeNshoDgBOgX/3Yxws7V0zJLnszM69/5sPXmtwb3PXcmyO+Gzhie+9xm7uPXd399YMLX5byGiAeQ35ANKAAGH9aJvKvStdLIgo0yhmkOi355JX6XcZn9fq0yYBPXhg6d936mb6r/Usu9di4Zegr769vPudSuxXn31iw4qsf3vLlNwvmQSDXYVSk+E7FXRjsuP56lG9pKrpV06KizXJQvcCIqXP3x7ZckPrCJy07b23dY2eLAZs6jlrW/r21GdM3Nx+8pn3/De36fd6+89o2rVc1bbW0Yd/FHTZ8NX7t0r4fzeqwZNmgrZvWludXIAuZli7IIkLo8rnLsRFxYbr968XmfNzZOym7fFRWUb/03C41rj1b/XSjjAPp9b+v1nh7QqOVSUmHR9cyC7NQAEcesHyg03/DyEyH6108wLT6eE2bjC5vpvf4rH7PzY0HfDHovU3LV82Yu+S91yYvbDn9u6YLzrVe+fMbC5bt/PEtKq+llEfKeXal0MUdj8odmFLaLZ2anqyfT7WYKNVDiHR0jqfGyM0R9eemtV7VtPW6rBc+a/zB0SW7b/6y99aRPY9OfHn/8Njvxry4ov4rm7KfWZGeObdB79VDc/g8RWY5+iHH3dc1ESGk67Ksh1RLNwx90byFAIAD5gIYkBmbO7+L753sipGZBf3SH3etfvf5tAet6t3IbniuRv1jyfW3VYn/ZUIt5G2gBnGDxnSW+FPzzH9RujqHWxyuUXaOfWbe2pZ1O42p3217s17fZgzcV3fIV42HfNxszPoWU4+0mHW26Ufn2yw733veqt0/TGRznldzbEouJhcAe8Se06NKWfts5p1q+pkqus8p+0mRq3X6Uu0XZ5O15tRu+EmjrOVZz65+Yf31E1c5dIZC53h0LiR+cH5dm5Ut269r3nhFg1pz6teb9Nz+WycrG8uaYISTG5ZuIQshtG//j7Vq1PxHuk/mveKf0Ng7rH5Bn6yH3dIfvJDxqGXDK5mZP1eteywhY0fVuCvvpiNvQ0nADdphsC6VJdW/W64qxDt11qX64nj6uQWrm2e9MOSZLhva99xcf+CXNUZsTR/7acY727Om7m0141D79491mXd42Pvzfto9OvS4tfaIUHNAKwHhJHmna8zj1rVLxidKJ1OUcrvC2lUhe9fuuo2GQe1ZabU+Tqu1MLPd2r5b71w8WcB8l8MdLAwdKy1b8uv21qteynw/s95H6XVnV681LunDryYiZFQ25itjS+hBzqUlaz7KbpgNACRgJEAEQP+6MbnzOlVMrF8+LP1J7/SbXWrfaFv716a1TmSkHa1TZ39qzY0JrvMTaqCK+iZPIK9DL7WZfqfB/Fmj1f+BbiVgxU/KPkL2EX8w3eL/El3OpjCkQccJ5U3Xrqj+6ivPvPH64L59B/YY1r/zyAHdxo/p9Pab3aePHzlr9pRZsxYvnPLpgh6PD7wqP6yu5mJ6rhsVRso/Oy8Oxs93d9yeTATORMoVUQpbjS6vs3KNu9Mw6Piuo/0s8tmpzmHr2+27v/7g7W377uw9+ujwwYc7tt18v8+q2q0nky/NdrZ/j2w3EfpNT1yzudeqdcNXb5qwceukNWsHzZ350uTxmcMGxKe4IS0C6sRALTdkkDC6QczjJc/kf5j0aIL7wZtRd4bGXO7quvSS/Vx754Fn3N83cW6oD79MdVsl1VHIbXkw0+uw6GiDtv/RdP9JuEqDSuMqRSh+XPaB7APFh2ke4j9H97fhdmE9pVuKq6W4UoLJxWH9B1ClIiys39GVGZB9YPrthif93onsE9t7nNg15siuoQd39jj07esHdw89+NPwY8fHnjk26c6JCSUnu7KnnpcvZEsPnKF8eyCnmlVYVb5kDx5IC515NvhzVvCqWytPKLmT8vBG3M2bcb/ebHvh184nbzQ7fvPZ8w+63SsdcrdgeE7p1Acls/KFBTcrBp980OrE/Wd/efz8iestT91sfvJa9rbvk1esSVy5su6nG7N3fJlxZE/DK6daPrzS5f4vI099+/LJb1qc2dnizncvle7rHTrZid9bVfyxjrqnofxNE/GrbH5NWmB1Jv1JE9+6Vnlr6vi+j0TlSSZrU32AWFKrsGk+XGP/VLqYSkNYCgWyH2Q/KD74T9H14oYHMzxgeMDwYIYH/3d0if9Lkf2P6ZrhuRheQGXu0K0qD/c1PvN5s9OfN/51dzp7s90v3zTe+2mDi0ee+3R5Rv6V9qEH1dQ7ccqt2FBu9Ln92Nfr3I8uJ2ieeCW31oUdsTnH61jF1Y3SxIMbsZO77EhOK3mUvferajeuJgpcPc6fxVTUlulGfHGzfTtrbd6UdeNOdkhvVeZp9OPehBOH0ihfE1nKoKmYIFs3UNbm7I/1vt2UUHivClI75N5ouvWT5LOHMgLeZijU+cw36V/NTbjxTXX9dk31Sq3cXWm7pkVe21hVPZ2p/vzs1ZW1Ds5OLDtQW7uTZHpsCgUyBygIOh1uNv+d6GoMmAwgmkBeu/Ew4vTaqHVjIteMijywKCZwpf76CdHd68PCsdCtCX7+m5TgTUy7g5v3Y0MPaq+eTbTOhOVzsKAvLf/Xmn1egCVT07TSpkpezS2zsf2bIpFQdfen0PtFOL43QhOyuCK3Uh6NuLSSq/EfjcPfGmhbsxSCbJPblzP6vwILJmOex5kKmyRxYAXdSkXN7YsjJvfBvI9iNV/GujmRU4fGTh8Ndy7GMIWN3xsW8c5rkQtG4sVnkpgLdRcPdr/3WvzCIVB0OKHsaI0PX4fJLxM3d8f7rkVqHpsRtIU4m8zYTN6pM+Tfi26QwUIeMD0Y8tr0HOfRVY6F/Z1zejj3zU8SLjT7bk7V1zKhd2MY2gIvOtgA3Y4wruLoZqJ2N3vFJOz1lo7zB+pLVPP92+LbZMCwVyPyrjQ1PS3WTsO+WupGaqOb51InD4E186KMYAuxLC6Y70ZUWv6lmp9Mt21a6Px4JrClre5eaD6kK2xflizkPx8oTwlRwJdjSkWNMztSP5nqQky6XpS1aFz03tVVJ/eHS4djhbwWi96OXj05bkJXuPZdEn+t1cwesd/MqTWnN1z/2iley9zxvn1ka/hxaaRwr6rlj0WhqBAbE/LGqv4YjXb8veiqLK5SmMUSiCLF+8SvO+2LhsC0V+HXHXHU+aR9K4iZ/WHeSPh4KOQfSLHuOpWLYN11CDdjty6AXWvihZLssgdR326E5e8Ri97FLxxwKxWJ362Bg9sgJETduuia9iasnkcEK5JkKkIoJqRiR/mtmI8nwbgBcGSvU+Gycm5UnT4aFk91+B5n8qWRAS8EPaB4Ei/tc21fRqqeyGB+3NFtjimDYNlMKH3gYvNrzH/b9vbr8PlcrORiDH292tdziLHPwxeTSPpsQvnxuK3vwswecGyNS7iVYHmdpkCogs0MuCzOqTN/+BzAvzZdi8NNDhCLWeUkcyux4HTLWz90vnuga/6ZFkXnG+afa33vZIeH57o/Oduv/EIX/nrzwK8N2WsNmLtNyu+0Lb/f1ZvT3p/7bPHNtvyT/mW3+5TcaSmWtSy/9UL5g+eokvqlj9rkXO9KFXWjitt6C5syJc8whS2DxZ3yb76ad7dvwNfDW/y8t7hT0YM38m/3Ykt7CJ4XeG8LtuyZQNlLgZLX/Xmd2dLWQkVHqrDbgyuvFdzrUp73XFnuSwU3e9489Xr57deoh+3Kb7Ypv9bt3oGB5Wd7lf7csuxsh3s/vXL1my6PDj1XfqGmWRFncpjCgSkAYuBPGK3+16Yr+cEMgE6BVlHN4oZbzC5E/4ICFy1hvyV8j4TjKPizGTqHpBtIuG4J5yzujMWdQqFDSD2GpF+s0CkkHkOhs0i8gKQzSDqOpGNI+RmpJy3lKFIuIu06Ms5ZymlLOW2pxyz1OJIvIuMqsi5YylFVPGAaZ0LMYT10JsQdDbI/hYTDQf6Yv3hPkD0RpA+F2KMh4YQqndVCF0LMOS10WaBOBb2nAv7zovdkwHdAoo5I/lMSdZHLP4KEczr9MwpcUctPI26fWTFNLWlicG5dANkLpgc3//hxVf8sncV1Fv8Ns0KB+p+8I/LiWjn8Xk9HypWGAZNhKSVEWP8I9T+my1Mg8SB4Sd7b1FKXIVSILNNCJkI8QiyyNIQUC4VMpFrIQJaGDAOZGkICQoKFZIQkZIWQqSBTQohDSEJIRYhHSLCQZiFkIWQhyUKShUwLBRESELI0XZFU2kQMQqFyf87KVQsOHfpx+1eff7Fl/a5vvtiyZf26tSt2f/P1ymXL1q9et2zhnM2fLftq25Zd23cjA23//Mttmz9bs3zZkR/3bF69bM+2z9Yt//j73Ttmz3zvxsWLm1avPnfq6L1fTyPrEQp9Knk6iEy0JIBMgUWTxp8fmf9adEMhkIIY63fSvpaashyhAoQ08ykhhCyEVBNxJqItRCNEIYtBFosQhRBlIRYhDiEWWRyyOIQYhEIWEi1UbiGPhUQLyRYKWoiyEGuhoI7Laj4AACAASURBVIV8CFUgFDBRQEeMgXwIsffzLwx6s+cHC2bMmj9tzqJpy9Z98MHCidM+fOuTjcsmTBwzY+rbwwd1mvhW1xlTh8+b9Z4hhtavWrz1i2XvTR355RfLJ741cNG8yWPH9lyzad7AYa+vXrWkd5/u8xdN37BhuiidQeYmkW7HM+5AEEQeTK7yvP+N6MoMqAxIXlLy1TVDw5GxDVknLOu4Zf1kWQct45xl/mxZh5C137L2WdYPlrXXsvZa1g+Wtc+yfrKsnyzrgGUdsqyjlnXMMk9a5lHL3GuZey3zkGUetsxDlnnwqfZY5h7LPILM40/fOSJKe+/eXPTg9oqHd1YW5W8oL/+0pGh17qOVZUVbCx6u9xRtKni8sDR/YdHDxY9uLjHUU96iLbRn2/2b80sL1ly/8mFx4doH9xYU5S9/kruyJP+zJ4/X5eSuvnh5kqqsQPK4kD+TZ8hgCMQgqH9yHuOvSFdnwWTB8pMGFa0z9TSma4juL/j7BP3dZV8P2TNQ9AwJ+PoF6J4B5rUA81qA6RFgegTp10N0T5HqJVK9RH9v2d9b9vWTfANFb9+gp5dY0Vv0vC55u0reV0VPD7G8n1TRS/K8Kvo6it7OYsUbYkVvofw1ie7LlvYIeN5A4hCZ7hPy99H4wVpgqCmNENkBIj3ADAxW6NdQsB8SB1t8P43qEyx/Q2cHKvRAnR8iMwNUfrASGKQKAwy2HwoOEcvfMMQRYmi4KA8OcS9rbAPZHyWxIAdBETD1j+8g+svTlXlQGMyg7SaDqwwRoiMCdHyIjpNpt0a5VF+87EsNUikhKkb0R4r+aNEXK/riJV+i6k3QvLG6J16vSDA8MUZFjOGJ0bwxiidBKa+heFJUn0vzOTRvtFZeVfUkKpRLpu0i7ZL80QoTF/JHK0yC6IsOeN0yFyfx0TIfLXGJvC8lyFQNsImML1riYxQ2UqESFKqq4ktWfHE6Fa0zKaovVfVXDZTGSb4EyR+vMcmqL1EujpC9kYI/lmNThUCNAB2jUkTlXHIWMxmbRZN/wvzdP4kuppVjfwBdiQLJDyqFGSzoPGgCqAJoHJgcmFzYvsQm8Xb16ZR4gwaDtmk0qdNPJ9t78bC1UeV//aD57RqFGzSYfszy4pYHM/2gMpjCgMKCRoPOgkSDTFWarYQokBnQeFB5LOTHJBpTOCxIg8yCyoDsB5WyqRQh+8DkQPGC6sdUP65RhEZjGgMKBSZLmj6wgrjMYhJHCn5c5XCdAYsFkwGdxk2atGhS//PbzL9JpZ+KwjQfpnnx8LR8zYdrPlzz4Jr36XP4hQfXKjCtHNfKMK2MUMtwtSx8I/SbfoNKysWkXExIRbhYiIuFmFiIS0WV+uc8c9h94jczFO2pVYxBg8IQIc4W4kiVeWomReEG7VAZPMwb+XDkJZEf0xmQOExjsLA9g8qBxoLpdyCvG/nBojGNtiuMTWVxg8F0Gn6Xzf+PakT9d2Og8P/TZpUb05jOYNq/pZH/geIfP8r1vyga033/LM0L/064Xm7Ty+1amU0rI9VSQi0l/g/3uKRcTEpFhFiIi4V4qCBMlwjrd3TDQ3wVBvvNvUZnnjpaUJhOEwpDyiwpc6CxYFGY5bdptF0UMIkPuyk4kNelMxAScIF3ShxpPPUsEgOgMoRO20QeJB40FhM5LMjjEkcof37b9S+k/xe6tt+C8H+TbthpBpM5CCM0GLCoSnMTk8J0mpBZQuRBYcHyEyblVFgyGICQEKbrsnwuhYOggAd4R4gjNRYQDToHYrDSbogJgRAAnQWRByGABzmnxP7p+d6/kP6FdDUGUxlMY8KuT6AxT2tTCpAfLAo0GpdYUuRB5QBRmOW3ySwZCEIwABqDIZ8D+Zwaiyk8KCzIHK4ygPxgMSALoHOgssAFsKAAFgMKD0EBD3CREhPxJ0zY+qvqX0hX4SrrSInDRB7XGDDDlS6D6zSh07jE2gN8hMg5VRY3GNBpQmJdfMDBC6TI2Q3KiXx2RINFg0WHTYdIk7JbNG6wYLJgMJUhwQq7DHGYxEQo9P/S/R+hq/KVjm0BwcGHYsVQtChESUJUMJQYDCaFuOhAIIETq4SEahKXEOBJOeSSAnG8kMgGq7KhqlIgxWRjEAWIxhBnVzlS5FwiX0Xh4nQG03inxkdaDBgMqQoxKkvoDGiMTaUd/0v3fyQyC5jKYXrQ7hFSf36QcOlJtYdU5l1P1on7aVcLavtDGSVM3RPXEn65WsXDNfQrtQqpaqd+Ic6cJ4roRqfv1z59s2pxeTWFj6G8MbcexLFCiod2X3iYkuOpLalVbz6JvfE43uQifGWR13NTA2J8yA8aCwb3t0HLYDqNGX7c8OP/Z66VdLUyMsz1t9tZuRj/x9dPb2qJf1KYcVi/oxv0YlrAIfgjbpbVGrPa9fam6EX7U9/bkTJyQ9LET50n76Zu2R83ZVnUlGWRnx5Muu5rNX0DzFkd8f2x1O/PpYxfHTlmecy8LzCP1PC7CzFvzICLeTUf+xIHzoe53ybnK89M+tQxbiUwQua+MzG958CVvERkxUgUbvDYnzBw/C+qfyVdjSVl2qmqtU88yhj7Zeycow36rYkc8WXcB2eaj9set+z7qFnr8QvlLx4pfGXU+tiZe9JmbHdfKs26QzU+8qjlhC1V5v6UOWmr+2Rp07lHkl9amPTZ2Sq36UYvfwiDP6/yXdGLnRY7Bm5MuMN2XPB9TNdF0Z//7A4oVbSQ638mKfgX0b+SrhF0BDw2Rap+pazZGwsjB692f7C/7ju7ar+4wDF8U8zOX7Jnb8BvCK9dUd4atDrhrc3xKw/WOpmf/e5G2ydHq70xj2g3xb76l2aHPS8N25o89tvMyV/gPxc2e2tr3Nt700ftrD7864yJu7O+y3lxwpcRo7cmzNqOP6Hr8Gy0yv7h44r/uvpX0hU5XBcIiYn8tTC99yzn7iuNcqXXPtxeddZ3dd7fFfX18ZgZn8Dum+2+edR13Mb4NT9lTP3EeSyn9fQv4z7cHT3jy+RZX9We803KpxeadpxuG7fePWYZbD5R/cNvUt8/0OS5OcSCoy2mf5X68YnsXgvIaZ85+s6E0/dqSFJVXXCp//IU0r+ALui+f8Ope0H/Z7qEVkb+kXSFAGaImCk6rt93rt5hL6Ub0XzWtwdcB67X/eR714Gzzu/PpI5Z7hy2zPXVmVqF3lZLN7mmrHBN/jxi9YkaK75LOPOw+aqv499ba//mVFIZ0+TzvTErdzs/3R//+fkGo7bEfH221uc/uD/c49xwokoJ3Wz1jsg955yikqLytv/JBKH+7/78H+hOeLovPExX9+OaD9O8mOoBzQu6D9d9hOEntX8rzbhaRqqlNqWElItxpQSXinG5mPhv0VUMm8iB6geBcpeUuzk6MsS4fKXACtWKSuMril2yXPfWw/jbOVVDctMQX4PlMi7fS7z4OLmAzSguT/X76uUVZN7OqUbz1Q0xobwiJqckpbgksVxoeId6psybXVGSdqcipSxUVZdTysujiitiONrF+TGJJzQGM2nMpDCDxn6z81YZXKNtKmNTGFs4zaIxoNGkRjs0yq4zYD6VHrbYZjGFxfSwVzhtMxncoECmQOYwhXmaMPeBRYFJgRruKfGCQYFOg+wHpTI1HXZydmi0TQubE7MOiXVI4QQ75bD8TpMiwntUGUJlyEoXYQo02qHSLpUhK23/BUxhMIUCgwLDh+k+3PRjiMZUIUEU61hSLYNNkP3RFFejNJBd6K/DUYmax6aW2zRPnMnU1ISakpAkUs5QBR4qtweKbXKxXS/E9QJcK7AphYRaiGn5dqWAFIswuRBTCvFgkUModAsFjlA+LuXD7/uIJExiQfECCkSZUpKiJQhihKLGIr0WkutYYgoKJCE2AbERhs8eqrDJrMsQIw3BaTIk4m0WF6EJ8UooVg7atADoAqFzdsQSOm1X2HiTTUV8qiTEBENuVYuwgoTFECrrCnBOQSAU9rfFDP7RNp+QGYfMOGXWEV5KofKE0m6Ncho0hsIuwjQYDCg8iAKIPBgCpjA2hY40aMLiSUVM1KzqopJoBONRIFVnqyA+GYXidSNeN2MMv9PwYyYNGk1onF1lcIUDhQWFdmu0w6RBZckg5xb4iABvVzjM8rlRRRTy2cJ7lFiHzDpUDkwWEAUaFSlTcQpjr1y5IYAJFEh+DLG46QW5HEy/TfLab+QmHL+ffu5qWvGT5IqylJX7k0dvrzFxa+LJ6/E65TJ88WU5NQ8cSd1zKuXwtdi8Mgfnw4M+B1Nok4ocKB9DeWDk2/VCu5lvt564tHxbsASUItAKsFChmy+M5vPdYh6uPfk9XV3AVAYMwclzab/crnLoQcaPjzIP5jY8ntvq8L0Wpx83vppfz8M3kcQ0kXWzFSD7wWJB9YLmxxUOkwQ8xJMib1dYp8a4NNamsU8dKlgwWcIIxLKBuo+p+g/5JsUVSSoVrTMRMkNKPKgchA3wFQ4TWUeQiwhy7hBnC/G4xONho21ZAEkIG7TjMourHBhP181QOJAEEAWQOJD9mEZHKXSSTNt5Pvbiw+oH79U7nNvk2L0mZx62Ofaww+HbrY4/eHbfgyanH1eTQ/GV0y98dt3v1MJ0eVBZ3KQwRIHOQojHA7xN5AmVA5Mikc9l+h0qi4kCBAUiIOCBAIgCKBxIrEumIzSaCC8gIbFkiHUqfIQZsGsUhDwgBROv5FYdtBSaj4P+78L5a9F5nqyO75N4T7LKEFi3P8KSYg02Yf+J5KYjsbojiB6z4fytBJVy6+WgFuFKoU0vxNQiEEswqciuFkSoeZFigVMoJcQiXM/H1QJCzielPFx9gv0zXYsjDBY0MeLq4yp95zgyxjvqvhuR9V5E1pSozAlRjSZHPv9BxIC1Ebuu1yoS68t6NYO3W17QvaTMugK8gw/gAQEkjtAol+6P1Bi7yuAaTWo0pnJgBkEMRG8/EtFrvqv7AtfinfbislSVcms+0DnstzVKFBZXaLdCxUl0bIizhQSQeTAY0Glc5nCRx8Jro0gCqHx4DQZM4jCRx8TKj4PkxVR/jEynyIHYfF/ahPXujNFk1pSIJlMimr0blf1eUubUxHrvxmW8EzVgpatISDAY3PIQyBtj+twaB6oAmgA6B1a4i5MBhQeZsSksEV6sw6AJjXIqLCkKEAyAEAA+AHwQCwiYyBE6g4dN5S0aDN4ps5FBKjLkJ0U/qDzuldKXn6ob2w+S+2JLd8d7Qk3ue+u1+zCCHFo3aWTiip9SDTVVZ5J2HqseOyqJGJbV8t0ql+89i3xJZgEYxZhU5BRLiEAZcBUQLLEpBVFSQUSw0MEX20OFTjXfYeZjVh4YuaA+IaQnzt/RlT246AfFiL5QmNVqisM+OI4cUxMbGesamRgzqgo5LNExtopzbFT9d2H50SpetSFSYy0PWD5SoZ0hzibymMpB5WQkCiwGTAozfVG636VxYIUgICYv2ZOc2B9sfbB+y/AnTKYRiND9uEq7ZNb2tGMx3E9sN/12hbFJHKkwpEE5TF+E7o9W6UiFcUhPTfg1GlcZm8Q6RM4hcqRSucgNZjAuiYoMBWMf801fX1EN+kURY2u5RieTg10wJBobXQVGJkNPW7u5jidarWDIIfvsBhOrcy6dB10AI7ySC+PU6ESNcegM6P4og3I9HbOAGZRDp0mVBZmHkIAFOYfAu4KcXWcwRAHyAfIBokD3g+QnQh6H6HWqjBOJEbeK6naaExXVC0Z+mn6nrLmsp98ojm/1oR0f1SD2zbTl+2towSqGJ2nf6drRw53YkMRnJiX+crO1XpFmFGFquZ0rjhNK3EIZzleAVIIZBaRaQMiFuFhEiAWRSl6M9YRET8DKASXXGcqN+x1dFIjUBUwxIs8VN2g6JcIxuiY5vk7M2zGZ70bVGo3HDiWJUckwqib0i2k/13XqSW1ZjtfKAdGExRA6gxlcZS2IWDB5QGx4tEa06Y00GUABCIRqLd1XL35olGNEUvfltodc/RDvVGlMYRwiR0gcaAwgf+WpCfdD6DRuUoRFkchvQz67TjkUlpQEUHgwGDBpTKcJjSFk1i7TLoUlNQYkLxgsrrFkMGC7xzZ5dVUGNrwmjMuMfzux7lR32kSo+S5RfQLUGQWjlpP5dEKAIxUKkxlc5TFTAMQD4sEUQOdInY02aZtFYZYv0vS7NBY0DgwWLBpDNGawoHIgc6DQDoV2agxRefC+cNcLZnJg8RhiSIuONH0xisf5wxF35hvQaTZxMr8tz6SrdPTD4qrtF8bjoxvFjK6x8VgWUqqZJY6bV6JmfxX71hdx87YnPsmphyoSzCJcLiQDJS65iNSKQCsCqxBQAZj5YBSAkQ9KvkssiNHy7Xoerj4hxCduIS/293RZt8lguhx5sbhh82mRtjeTnONj+++ov/tBhz1XG6083rD1/CTn6GqOsU3ih5IrjycIWppJ45YfzApADCAWQ6wDcVF6KDqkurWg3aIJ0xdleiMQBYjHgoHMj7/PjhkU6xyZ+soi/D5TPxCM0ARM5CAQIIOBSFFIlvlklY+TBbciEOHepMowwILB2mUhJhiMF6SIYMipCJX1usmAQeNaeD0bFtN4PDzuRwnBI75B56W1sKFVbaOTu6xM3X6v7d7HTX54UH/frXoHL9W5fC0l5I01PIBY0AKgSIQiutRQpBaK0kS3HrCbPI4qBy+QGm2TBEIOEkoANzjQGVB5Ugy6xECMwiXpdKQVLrV+XGciQ0IqG0wLBWNUDtcqwKogkT9WLIm8cjXq65O1zxQ29smNEBWByl25eZkvLKgGw7JcQxPXH66DAslmKagVhMQmM3w9L5WplScZT3CzGJQCkEpxvciOCiPNwkSjKEEriVaLnEYhbuWDWoiFipyhQmeowBHItwUKHEKB/fd0vaTlB0uMvVzQpPGUCBgZhQ/H555qLqFOllpLMpvsvN60wfQkYkgN52D35K9iaK2uyRPIC4aPMIVIJZDm89bPK3v+Yt6z16iWBYGGQrCGyKWIPrvpB8SCImcv2JMdOcDtGhbfe6njCdM0yMeLLBYSHLxSK59tfjGv1Zm8dpfKOjwMtPWIWSHWbfoBMSALbkGsWcY1uVHY/FJey8slTa6XZXpCDXSjlkyRBg2mDzQvpnKYKoAhYAYFFg16EM8TsrsuqW0bnOgc6h67KapCbRvUamtyKlKqIakq4uIRE2OUEQZFaGaVcrXeLarxxYpnzhQ3+7WicUWwvialWKzT8mMGDSLnpoRUb6C2h69J86lBtU5FKOsB1fhqYeNbBY35UJYcjAjRTkXNKAm0PFvQ8mhey9u+plyorkZHqMVg+W2S11Xhq1msv5yndyhmaxp+B/JGFRQ3bv1hVRiUGTmiyuqDtQ0uSffhQpmDK63OMM2KS+tIZXFmHlhlIJXZ/d4Uf1m9gsdN79x5/vytNlcetSytaB7wVheL7HwuKOVkoNRG5xFsIcEXYkLh71tVZtjtR0q5lN8ye0okjIqyj8YWHK0TFGtbHkBSxD2qzQsfJTmH13AMcE3cGiOgeoZgM2nSUqqVMpnbjyaNXux8blxk9pioFlMjR6yP2n6xRkGwhaikKTSGAkAxaXP2ZEUMcjoGR/ZfZCuimsuBFEVMKWcztx1J7j/X2WZSRLN3I5tMiej2UeSavbEcU9vkHDrnuv2kxsZD1UetdHWaHtn6rbgW46O6feSa9kXkqbsZqpWtcw7DCyYFGg8CBSqDhX+IKeCFbKPui2q6ByfEDnVOWAd+IV1lbJY3PCgMtHLQSzA9EOlnU3afS5i0NfqFORHZMyLqT49sNiXyzTXuHy6mhEL1USA+5McUrfrBiylvL3K8tYzccjztBtNl4Q+JHWc4m45zvzTVNXd79AMq04c6HH7Q+O3NCc9Mc2VPcfRYZP/sWKKfrWXxkRYDQcr+7WFyzArnyFX29XsIvtSBhKi80trPzIqCQXWjRlVZebC2EkgWKfeN24kzVtjfWW6bs57IvxePKmx6OV5SnLj7XNrsz+L6vh/RdnzEMxMjn5sWOWSh4/Mf44rL02U6ls4FNg8LFNn4AkwohGDR7+mKHKg8Zshp5/OfazQ5EkbEOkbgHx9ppGltkZSIUPrx3DbNplV1D64d3ZtcuCdO0KqLDKarafcqGry1MTZtIET3czp6J9r6peB9XZGDnbXGwLSdVQrlZpoaZQRB0ut88GO6fZADH+jqOR8r9jdGWvUiT8acL1Oy+hNJvWNd/SOxfjZ4A6JfhSHvR7JMC12I5gPV5m6rltITi+kF7jdiI3tXs/eKiBzgiOvr6PpB9C9PmgUCySqDIQ5HQRBZUGnC9OGIBpPHC5lGry2uaesX4+hPjFxjLw22VJTqGuNAvFtlI/SgO8QAIyV+eym60QiI6x+N9YqAPiQMjYZeVSMGV8saT3x1srokpvO0Q7GardlbO6EjxPdw9FndeMLO56sNBHdvsA1MdA3LiOhpm7iz7s4nfTrNj4/tDc4BOAyMgTccmaNh1+m0QKBG0I8JfNysjXhEF9LdzTboY4fHU8USbY9KnM99SMLAOtHDU1YdrCGLSbw34fuf0xP72onXXc3H2q/eyrT8MRoVeeh86rNv4fF97FH9IuE1cPaPtfWOcfV0NBqDL/4utaisRrCQlPJw6YlNzMWD+RD8p7LLBiAQxCUt7VxBm6aTIslhca4hrjmHXioVR5VxL94of2H05tqxg5PIbvFtJ7tPP6gVEKNkyVEabPje9vi4vrh7YGzU0OSUUSkZE1MTh9rw/nHQNymhPyz+McUvV5d4kgtVnf1DTcdQFzY0qsfHWBHdwDJqbDscW32gw92rZsKwuqljnE0/cHWY52w0GMbPdfN8lhJy+aWaY9ckR72GJQ+H5jNjWs5OSZ/qcAzBIobFx/ezj9sQVRbM1IMRhg9XvSD6QWVwPTwQjCcK2YavL6pGDohzjojpu77GJbp3nvJKHtOign2GYp+h6ZoUZw+hzJ3nU5NfhaTeUQ0nJbf8ILLZbGfiqEToXx36xXd8n7hdVDckxVFi1oofaif1t7uH1as5qV7KoKgag4nGM2KdQ2OxQY2IEVnVJ1VtMLlaUh9oMBZqjCPtI+LIsQ2hq7PfwpgCf6MAG8vw1d7fEu14I83Vt+6glbV8TFODseUVul+a7YReGVGDqqw8kKYrCQFP9NfHa8aOSMKGNmw6ucqNR8+Y5RGGJ/rUlboNBhNR3fGGE5Navhfz4uykusPdscNq2fsmNX7bduhCmuGNU3II9RGpPraHnpBCPvk7uryABUJ4wEw9W9SqxTuREUMSnIMSms2oMXBVxoDFVdtMi4vu77L3S6k9OHLZN7WpYKYcwnWU+vUv1WsOwaOGVo8ZmvjCvGprz72070GnjWdaNp6e7BiRDj1im42Fc4/TdT2FCaR+uKe6a6gThkd3W4LnCY0EsfqkDXasT02if2btCYmf3eh4oaLd+eJ6h66nn7ycSDORYhB4reqMzeTr82zrL2eeqmh5nmq/p7TFgO2pMSNjbH2imk+0XSlrGAol6j6bUo4rflzjMJUGiwZTIIqZej0Xp5L9E23DqtWamNR7XUb/NWk9F6cMWpj69oKkb/bH84EUSa32w0l3v+nEsr3NzuR1vVHR+nJJs8VH69eeGEMOrZ44yL71lxqyWUuQM5d8V83Vz4GNaEgMSqk/Ht/0c6P9xV3e3vNsxKDqMKCJbXhjV8/Yl99L/O7Kcz887PTikiR8dBYMqNvobefZR410tQ7FVJ/xRby9T128b0bvpbW93paWN7Y0N7njtEh4LTNiQNVl+9IMJVHxOb8/npI6IhUfVK/hhJir9xtY5Q7kcZ89F99rMkzbVP3w/Veul3S89qjVF4caN5pUG/rWiegfsXp3ilyWGrxPmLlO9bE9mOtm86J/n6vy2xSeCBkpZwtbtZgYGTE41TGyNjk0BXpH2/olwhuxUSNrNp1df+mRZyitg6WmBGjwCGlj18VG906y96nTfFLU0UetLPSyHkxX5FabL7Wq8laCu1/tKn2ci3em8IE6kpIxf3dNdz8bDHB1WYw/llqXCPX7L3VBn3Tb4JTui6N81qvIqoekBFVNZUOxQsDJU5jEO68/cN8tqiaj+oZWXZcTNZR+lm7bZk4dW8/4msPde27V4KREi3NYDGHypMqDzIDB4BZHltFZfRcmO/um2kZkk/3SXL3jyTdi7G/Eu3rERHeGSZ9EhuT0/6+9+w6Po7r3Bv47U7b31Uqr3ruNC8YQiA0JYIxtdVnuxmBsihNCJxAMxpgaCCWE0EsoDiXkQvK+MTEQIEAgcEPAttpKsrQrbZ+d2d3pM7vz/rGyLZckviT35oWrfb7PPjsr2Y+sz3PO+pQ5P5kh/QPw2ec6WpolqnWaVKBplcHs/I1PFJLdXkO35ZoXyhlhTjY77/5flehXYLCu3LDWvu2VWkacL2izPhz/9ilXl5lWN6JVNVUbbK9/eoamLVS1eU/+qcK+2QPrGkvP17/4XmlWKUvEPVuftBm7yomuou4drnBgthYrDvQVnX6lHnpK9ecV3PJapcCWK0H3G78rK1tdhC2vrN1CvLOnRomZlQAaHSDe+dQ8Fq6SuHo+midG3Gl2wZXPzNUvd0GL6fIHjMxoXqofE4cwzocxQ8b48OHj3WyUUGiMVwre2z9/7haLYY0XW1tkusBpW2+0rza41tp1XdaSC/M2PlLyVm9Dmi3Jqp7+QMn8LQa8q9rYXX7Vk6VpoU5L6rQYqFH7OPudth1e6/IKYkl+5zbXODM7yTbc+mKVpVOP2i1LtuND6VMn6OYL77NDh1e30jN3i+6Ft6sj9KyMVCbwdpbTsxGQQpCJgiq4eKUiLdbHo7Vj/pLhZN278dbTt5+ALXaVn2d67pPCtOJV4zo5DGIceAb4BFIofYYmx6ONy28p1HeV6jfMM68usfdYrJ1m13K7rd2QtwxueMSRVRq1GGg8mVGK2MyMiVSTP1bvm2gYSJ51w2tz3N+cXAAAHPBJREFU9N0ussex8ZHKcGKGIpzw4Ksl9nUkrMkvvtT2u77TNK5QTcFovKHzlhLjyjJsjXfxNsdw9FQlZpUTlg8Gyyq32GF5Td561wvv1WpSKR1z3PikgWjP03V7V96WFxqdqcUL9/uKFlxNwqpS8wbvjl/V8UytEip4/f+Ul3TmE91VdT8wvNlbw8WM6igIEygRt3PJmmiwfHS4pN9X1BdZeMeupc51hdDlPP92iPgcyUFdegBxPpwZMlJHtF05BTwDklz44egpsy42491O3SrLsp+U3re76cevFl77TPHcH9iNK2z6TvO8S4l39jZq2onvfWavuxCD5fW21YVPv12tqW4+BpkUxsXsXHrWPTsLLJ2F0F41+yrTx6PNKXnOzTtrbV02srO45yb9eGiWkKy69yUPvhQ3rCx1rCwr6DYuudH64K7qT0erJLU6Qxm1CGgpS4qrfnNPzbaXai5+oLjjZmfbXd7TtlcVbWmwrGwoX2N87v08SSrORgk5CmJuBYJCMmXI0Kax8Mz2m0uw9kq8p3H2tZ4rd9Ze82T5Dc+UXf+k90cPud9826HRHo0yZJXCPaP1j+6eeeHDNS23l7TcVrrsprLZPyg2n+ckVxk3PV6aSFZkpKZ7d1Zae3Sw3DnzOvfH4VOFpDmbhtF4TfuOMmJlCayybnrc7k82iDTSWNunfXU1F9mgu8m2rvzFt0/Q0hVssvSKJ/XQ48K6SlfeVhEJztESjv5Rz7evM0BHlaun6P5XmhSqOhsveOV3hUUrvPjyhrrv294bbuDjes2PabH8wb7SF35dffndpcu35S++yXb2Du/ca5t1q2thhXfVLRAezBdHnHyfQejXsQPG5KDp8BERAyoFWTH/zyMnn7jZYmjPc3SbbnvjRFZbktVOCCunvDZw6ik3uvAV+boW3YX35kWVRa9+4C66AIOeWvfGktc+rtFkc4ZCUswo0UUCX//w6w7HmnxoL6n4Pr7bV5HW5l3/YrWp04l3VHRt1U3EGhQxf/eXBWfeSJq69LquArSyHDoLDe1E61binS/KJdErpsiE1Hj3a97ZW3TGNgO5COxLQHc2wNlArCgzrZpbssr53LslMlejBW1KmJATSKZBikMmjmcSurFIc/u2QmgtxldVrnusZC9/LpU5J5k5jZaaZbVZjHuyMRvP1/7u84ql1yDPMtAvxsjFYFwM9nPA3EEQ6wrJFeaLHy1gUsUZpfHenVX2bgK6rPOvd/wlOkdJmbU0+GOVHTsKyBV5aKXlkseIYLJMTOBayvHZvtqGiyzQXetYW/TyW3VaysvT5Vc8bkbdLrKzaPWOwki4TmN0A6P2Bdfqoa26oLP44Z1N2VhlhnK8uNvlWOVBK5qbt9je/aJIjhuVSOHbfyxZs8NU3k0azrRb2zy6JRg6BwwddrSiBq2vXHsrBPbauX6zOmiRegm+n2QH9IfPZsRAi4Emuj8dPnH+JoulrSCv1fjjl+qYdEWWJ6SMndFO++ErpboVRmjJn73J+qfg2S98VFKwUQ+rZzo2lO18v1KTzFpMn4m6uLCL4Wtuf81sXeuCnrKqS+H3gyVpbf71L1abulyos6LtRmI/Vc0rZkotfXOwfvMjtupNQKwyYesbyTVzTS3W9uuxfYGCdKbpmffyC9cR0FJoXuGaeYllzd2eyx4r3/jEvNofzMI7G7yrHM/8oURh67RxlxLSKxSuUqDmBu4JbDxS13FzvqGz2LSq4IKfkv70DCFdItIGhcGzCb1G67JS8Z98jWf9yICfo7e0FdSts/fc6rr4AeeVT9WeeVsDsb4G67Jd/Eh+Il2iqDPu+WW1rQuHTuOCH9n3xWdrrFlLQSBS2bHdqVvuwJdbvv8oEU2Vygkym3L8ube6cbMZuqryVrlffatEY+0cXXr1I3ai3a3vyFt1myMcKc8y+MB++4JrdNBamd9V8LOd9ZlohZywPfu23bjaCT0N8y62fvCpK0u7BwbrOrbqYRlAp9uzrmzBtU1r72m+6JG5390207K+GnqK1m6DUL9DHrEqAwapF/F9KN1/+I5XLQ4ZCmTV/b7/xJmXWPQdHkeL/r7XGhWlLpOEVBSEzLwHflNn6jQYVlQ3rTfu2rtwd+/MsjV6vOdkfWf1g7+p0LRCNarL0hY2ijNa82VP2XWdBXhnw+yLDR8PzWDVk7e9WOfsduo6itqvx0fDdSLvkFkjS3tiTO1HvuYbXsir22zVdTaZumd4WuH596snlM5Vt1lgmcXQU3TuVtdbA3OCXGNcaf4Ls+zcO2vxdlvBGvKZ9ywy79WCejGKsUlCSOBSFLJx0GgsGKrv2VpobSk2tTg23wV0siHLuLQYaBRkY5CNQZp13Pmay9qDQ0vBrC2Fz/6hOUidkOTro+qy6351Eup2oi77xoeLI2wVn5lz+8u1xi4ddFgWbrX3JubkdPdH61q2u1GXF7pc33vcEGXLpQShpB0f9tfUbLZDx4y8npKXd5dpvJVOVlz+iBNvd+GdeV235wXCjTJt7x0u/NbVBmgvc/Y473+5RohXpxIFT77jsawxYu1Fp2wyfvaFV2XLn/11SdlqBO1Y9aW6O95o/Hz4pGC8uS80547fLvSsL4KltnVbITbk0iZc3D5c7EVCH7D9cKSuSoGkut4dn9X8PSPZbbW2EXe8UseqzXyCzAheTl108xNV1uUu1FnccIHx3aFv9UXnnXS+Xt/SjC+ru+wxT1IuExhjNo0rEj4gNC27w060lJPnlLde5/YFT2SF2TteqHF3WvRtzu4foolgo0K7D7QznZYu4DOzHnv35PLzSvUdddYW7Lb/aHjf33X6pTZdm9PTo3/pvVkZbQZPQzbj2hs/+bSr7bDU4lmte/pdkyC4s2GcjRN0ypSi9XwMKQnQGGwiXNtzY4GtpdS8xHnpnRidaMjErVoMU2KYEkYKRaQ4x8YHTLDYalxdteGn1enMHE3UqTQRY+d/7+kKaNdBh2Xjz8qj6SohO/OOl6uNnXpotZ9xvb0/eoKWNGo0jIVrW7e5UXsB1uH6wRMGmqtQYwaFcX/UV1ezyQZtDfnLC1/eXazxVpquufJhN9FmwzucXbd7/KEZStzd7ys+7WoTtBc5eoz3vVwkUKVpyvv07kLnKgPRVnDShcbP+6t4rmnrT4vNiyxkm639ZsP+0BwtateCIKQqbvxFjbnbBcvc626C8X67NGpN7wFhH3B9wBypG4NsHFTF/YH/hFlbDGS3wdqD3fDr5qjWwmizwtyCF9+euWCzjuzxQqdr3pXG/ww1UkLjRTsMlkUOsr12/uXkrt5iTmsUM3mKVvbYh/nFG3Db8kbbOeYbnyjlpTksX7P9uTJ7m4FcZuy5AcLhE7S4V4paMlKRxuUpEbOmVe0emDfjEjvZ5nF0Ere/3vjH0ZXf3WQ3LjXWrNW/++l8LTNPYp2yNvOxXTUFy+14e6Ojx/H4HwpZvkiJkOm4kUk70gzJUSAzoKax0Vh1+7Y8fXuxvtW9+V59KNHExy2ZtF5MEGJcL6WNaclzwQNmOMet7yq+emdzRpulsQYt0/hx78mnXWmEHgu0Wjc/WEklyzLZmnteLrW16WCJ7Yyr7UMTTVpCr1EwEaxqv9mJtzrJNvPVT5BculIL2rW49+PeuvpNJmgrKVxufeWtfI2zsbHG6x7M17VYyTZHzw53MFirxYxDg56FV+ihpci1XH//y3lS3C3EXM/tKnD1WPD2qhM22j4cqIulTrjhvjL3Io91WcUldxYnqQXaqFsLFYwMNpx5lYHsqYC26lU3EX5fftJnYPuA74VkHx4fPOJzNwpqBGSu+E/7vz33EivRUYJ3ls+8tnrDk/Xn/7xw2a3u+g1mR3u+aWWlvlP3vaeco8kKSS5+/s2Ssi6dsafS1GlZfLP1sY9O/Y3vOz/5fd28q4zmbo9+sXvu+cSuL+pFpZDhK25+oU6/xApLPa3XE0FqvsKUv/6m7aZnC377xSn7qHPfC5yx6ZlZ9u4yvK2ioBue/7hqT2Tx4ovNxDkW98qC8++q+MNw6xeptod2NzRcgKP2cmzlAssK7092e1NqKR/B+BjBUTo5jlQKlBTwLBpIzFy0vQhai6DFdd791kB6NsdYM2lMpJCcNqYZRKXNl/3cjFq80F4357rSl7486c9jC9/Z07J6e7m90wGra6ClcN19dRRXp2jV97xabO0wwNK8hde49vpnapROS2Kjobol27yovQxv91zxhJliKrSwWU14Puyrrb/YDO217s6iZ3dXSLyboeqvfqiAaC8kO0vbt7vHwuUqgw+OOBdcboZlTfauwntfqeZoL0fZf/FmnnWlA3XUNG62/6GvOM6V//gXpc4lNrSkYuYl3p/vPv2vo627Pznt/Fus1g4SrZkLHTPOvQofHS5lfHpxAIQ+oAf0Yd/hK4BZGsQoJrJ1f/KdPecCO9lagy8/GTprodUFLTZYmgfLqqClynSu6fTvo117K1m5RBVsw7G6Cx90Y4v0+s58c5snf5W7YnOxuceFL/OYWrzFrbDtF96IVCuIJMNX3vx8k2mZS9de1najYTR+Cpuu+eHDZt0SsvqikhOvraj8nlO/ohLvOhUWuRf/EH05UZpWvn3NfQ7dYoJcUetY6a291Dv/Om/+CtK2wuK9ZDbRM8fW49rxW3tSK+fimBRBGYrU4ngmBhKDWM40wMw/Z0cRdHhQh+28+y3j7ElCyqnGIUuDzGJsCstk8p9+q8K7ygwtpeTywtqN1u9eV9t4XoHxLF3Z5kbrumZYmt9+e1mEa5a1+jtfK7J0kag9b+G1+fsip6kpYyZNjibmLr61BFrLibbiy5+yR9hKKUaqfN77vuqqC03Q1uDuaXj8nTmsVBJPVl7xsANaPKitqOUWx0i8QhJ0Xw5bTr3MCItnWNvL7v7VjBRXlaZdT+1yGlY5ob26fpPlg/4STsh7433vzI0YdHixlSX55xfOuaK0cZPL0YaXXVSjW91IdtctvQoN9hWnh01cL4j9QA8YQz7PYbpsEpg4Lkp1Hw18a956ve4sUt9eYugu13V6sTYPtHh1XWWeFY72q4g33i1mpcYMb5NolJTzPo40bnjIXbPWSi60Y2e54dwiWFaGzjHXduPbnqgYCs8TebuaBJ6t3PFUue27gJ8BPTdio9TcJFd7xcM2+DaCRU5YnAdn2+DMAv2SohMvMr30YVmCtkmp4k/2Ni7+kQEtIVFrIVpqgzMgvw277MUze+4/2Xgm7jgbbt6pp9QygdHLE4QWtWgxoxzDhZSB5129E3XLrifIs8C4CDbdjkUSszIpbyaItAhIKUjFQEuZx2KzrnzKm9cN+iV6w5lmfCFpWgTnbi+99tUzK1ca8dOh9SbLWKxS0mrvfMVjWQpwNiy4zLYndJLAW/m03kefsPQWO5xBou+Qlz1qCAqlHIUysvP9AW/1egSnmx1LnY/9fpaQaYonC694EOBsXL8M79lmHIpUCKJt75hj4RYCFlryWnR37SyOJytYpuD5XR5TqwEtLZixVv/RX6uFmHPCX7X1iUJ3N4EvtZPtRXCWDs6EuZd5t77aXr/GSC6A1otg72d5gt/G7AOhH5L9htgRezO4JKQTSOCc/WOlNz1iPO9O8+o7rStvt66/x7Hmbvvqux2XP1X6011Vnw3Vi5kGUXRwDAhJoNJAawV7E00Pvlq67gbn6RcRMzdicy43rbzL+uT/LZuIn5gVSuTJWjjOX72Zf8GtjjXb7fe/qAvHiuhU3i//6FzxE/vp1+nnbIQTz4fFVxkuvc/527/UMlKNJhjliF4TZnw40nDRz8ynfF9/4mZo+SF576ulvmTnS39s2rDVsHm78ZfvmeK8lUtgaoTIxo1ywiQwepYz8mnDeDjv/ucMF9xquXCH7alXzXS8VKFs2QipRTExCSIN2RiWkUv64/X3/trSdQN+6jr87O+Ztzzk2O2b91ngtCvuMqy8znbP8854yKXy7jc+sG28y7p6u+f2x/LGxsuUlFFJ6ycSRXf90rl6u/O87dand5mitEsMk1na6htxXvmQpesW14V3OHZ/Uiik89moY+cbplXbnRt2OB541j4+VsBTpsCoacej1rVbHZfuMP/mLXsq6pLCtg8/cq6/zbbijqLL73Pt3VMk+vVK2DM61vDo6yXLr7F8a4Pu1IuIC+7x/MdnZ/5l7+Jb7ratv9Zyx0/0w/9pY0fMqX7E9QPXp2N7jUf2zCoFCoWEtCmWcoT4kqhQyIjupOil2OJwsoTmC6RsgaTl0YKBooFlgeMgmQKOBYkzienicLj2i/6ST/oK9wYrxoVaSavOpK1yCLQkZOMghjAuXRjla2NyAxWziLSOTRJJyRFUij8P5n8y6P5Ln3P/eJ6olCqqi6WRSoMWw+UJPZe2M0p170TNe1/Yh0MeXqgQk4Wy6KK54jBTlhQcPEdyMVAZkGhIx4BmUDwFPA0ab04z+VGmPppsSjMFKmsX4riWJLM0IaVwOYm0JFIYJEsmXi0cGiv89K+VfaPNMa5Ry5TxjCcWLQxF69PxWo0yaxEsSdljydo0N0dNVGgJhxoFNQEio48nyph0E5OqYBi7RJm1cas2apCD5hhdGBObqFQ1H7NmxzEtYJIiJXGqKRhoTAyVZcfdWT+RHsbi48WRYHNopJTz27UQqQwDNUCOjhf3h5r6xqriAbM8huT9wO3XSZGC0ED9nz8s/+Rzb8BfyfrL+b35qYEK/2iTv68g1Wej9hD8ICn2IaUXqXuPOK8qSqpRpFDAMiDKhhRHSixoacjQkE0RmmhVOCJNAUMDQ4GcBJUFgQGBMihxcza3KzhlUPh8lS9QktYko08lSSEEmQjK0HophMthpNAgJkkxoc9GkRoCMYGJjF5JGUXOksl4NDFPonRiHOQUKAIhxiETBjVOSnFQk2Y55WaTFp4ziCkTF8M5CjjaLCRdMq2TIkiNkjyNGBo4CnFJU5K1SBSWjUKGInnaxqWcIq2TKODjkEkilUIZlhTjKBsFOQYiDWqaVBhLlnWzlE1OGrNB4AKgCnqFs2UTFi2I1CAupKxC2ipROi2KZyZApHAhhbgESAyRoQ0ZimQTkI5CNkxkAygTxsQUmWJ0XEwn+SEbQNkAaFFDJm5RwyZ1TCcPkcqoXgjolahJChuyQb0ygpT9uLAfkwIEP6pPTxiZkCExBOIwxg0aOB8S90Oq38wGPOmojR3Wy5+DugcpQwb/kCk6YJb6TOyXSO7HMvsguxe0L4/YzxyzyjFCTaI0DekUlmJQhsW0BGRjIEeAj+NCAok0SCkiw+qyFFIoyKTIDOPKxtxaVC/HQEmBnCLFOJGJIiEBfBIySVCiIESNKmOV44SagCwDmThoFGghkOOYQhm0uEGIIoFGIkXIMZShCSWFcTQmpgmZIVQKy1BIjuJyFBcpUDjE0zqB0YkMLiQMMmVWI5gWI7OUkaUxNo1LFMHFTSnGriZ02RioMRATmJTWCxSSkyClQMrtgk5imbQ+E8XFCChJPJPAc7ujJQYyKUwLEdkIEpKgpEFLIC2EKZSZpU08jWUSoEUhmyB4xsgkCCGFZZKghkENgZAAPonE2ORvjItCKgxyVJeZwDMRQgkhLQryOKgByARA9pNS0Joe08khJPkhMwbSEMijZtZP8n5M9SFlGIQxEIZAGtJxg/bUoIH1gbifTA3j9ChIwyjbS2gDGNsLYR/iR0zqgF7cC9IeyO4Dbc9RujJNyAkkMyAyIDAgHNjZq9AgJyB37oLEgJxEchKTc9tCGSQzhJwglQQm0yAxIDFIYpBMIzkJchJkJnc+Ei4zhEwjmQaZAYUGlQY1ATKNZBpTEpg0+WdBYpDMIIkBkZ58LU9+G5JpJOdO0WKQSCMpiWQGk2hMppGSQAqNiQwSJ7+KCwwh0ZiSyP2QICfRgb8fJn9yGqk0rlKYQmFKAlMTmEojJYFUGmUSWIYiMhQm05NnOqkxpFCEmCCkBMptyVMoJCZwMYFLCTR5wEgcy92SpMQwNYIpEUwMghAEMYhL47g8QUgTuDyBlHGQx0EOgOhHgh/nxhDvR+IYCPuRMIJxI0R6BGdHMGkIF4cwfhjxQxg3SHCDBnaQ5HxIGCJYH54eQoIPkwdwqReEXuD6MaGfEHsxsReTekHcC9JekPYernvw3/+/IbmD4P5hjvMOMJXCsjEiE8PVKK5GcSVMKGFSnMDECUycwMUJQpwgxQlSmsDlcXyy6owfiX4kjEGuNMmUe7xwdhgXhnTCkI73kbyP5AaJY4YfJPg+LIc6NcI+lMu07r9GV4ljmSiuRjE1iisRPHdc4LTuN0b30G3XchiTw7gUxKd1vzG6mDp5Oz2Sw0gKYtO63xxdOXbweKJJ3QO007pfS91DX5Lik7q5O+elEBL/hq44jkkBTBpHYgAdqPYGB++in7xtfhhjh/Gc6zF12QE8F24An9b9L+gebz98+KnLYgykKBytKwVzn764ME5MJoBE/6Eajfwo8KPA7c8FY0dQehjSQyg9OQo6MjnUdD+W7sdSfSjdh7hedNDy6EzrfqV+eLLJHqhGEwMpcmzdXNsVxgk+gPMBfFr366F7RKGhY7bdgxHGcT5A8AGM98O07v/vukfQ8lEQj9V2xQlMGEfCOOIDGOfHOP+07tdBN/dZO0kbAS4CYhjUo3SFccQH4CAtO4a4MRAD07r/mqApz0dcon+JLh8BPgJcGKQwUiLYEcMhYRzjA4gPAOdH7BhixxA3NnUglNNF3H7gR4AfwbhhxA4B60OsD5sc8EwJN0hwAzg3gLP9GNuPpfsQ+79SF02Gxg49H3F53AfLSnFMimFSDBOjKNdYhSjkCmFPCZJCuBwklAlCzo1oA5gUOLw231juRLFDlUeE/UjYjwn7cX4EE4YxYRjjhxDnA34QhEFMHNJJQzrJR4qDpDhICAME349xfRjfh3H9h57/Du03VJfGjidfRfdIVDhQ7xykEC4fdaLy3yjBOHkonLD/QEYwYRiThjDRh4RBEAdBHESyTyf7dNIgKQ4QufB92NGZ1v266kqDZE5X6Mdzmdb9huhOdT1mq53W/frqQq43nkrL9aJp3W+GLjqi4XK9aFr3n9U9VNLtQMQYEqOTOcjJhw+LED5eXX700FoQP3Igw4gfQqIPHa07lXZaFyRm8hzff5hj0uYGslNzrPEPcKEjIwYxeUInT+jkcVKaciZ6LvyBgVCuTt9k8ZHc6HYIOB9wPhAGJ5PrmY9uuMfMtO7/mC55sOFOLa2ZG+MemJCa1v266fIhEIJI+tu1gw7q5uoFTet+zXTFIJKOKmMgHOqQgR3JZVr3a6grTCAxgE9ttVOrHB+gndadzMEZf3Tcl5PviAkkUkc9H/Xm8emiA7pIjCAxgoQIEiPABYELHtIVDugeTXugQ4b0MKSHgR1G3H6MG8GP0OUHj9BF/0bdA5Pyh8/L/xcu//4UP4NEOlcDeOqLf3g5+Y5ETUae8nzE5eTgJ3ZYJi2PSBiEEIhBJISQEEK5F2IQiSEkBJEwgfgg4idACCDRT4h+QhjDc5WspybXXrn9GDeC8T5M8OG8Dxd8OD+I8YOY4MPFQVwcwMQBTBjAhH5M6MeE3lyQ0Iv4fX8z/w26xzeg/GdynL3rcXa5x8zUgezRI9pDMxVBNHWXRS4HNkxNLs4L40jwY6KfEP3kwbKLx4wwggsHVgUO5uBSwdSZqb/PdpyZ1v2Kuge3XvAB4AMgBL667sFM7Yqndf9tuofvqgEuALwfiX7yK+seXAU6zg/Uad3/Rt1Drn7g/MD6gR/76rpTmyy7D3KZ1v136uY65EndsX+17t5p3X+37kHaf4lurkP+9+v+M7/6/4Ec5zTF0bRTgXOLP1wIhGPpHtFw2THgxuDg+s/UgosH5y5y411uCP2d/0wd/+LPtO607rTutO607jdBd/rxjXxM636TH/8PxdFaPMDYYEMAAAAASUVORK5CYII=" /><br />
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">*Tá
desempregado?*<br />
O governo dá Bolsa Desemprego.<br />
</span><span style="mso-fareast-language: PT-BR; mso-no-proof: yes;">
</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
</span><img alt="" 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" /><br />
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">*Vai
prestar vestibular?* <br />
O governo dá o Bolsa Cota. <br />
</span><span style="mso-fareast-language: PT-BR; mso-no-proof: yes;">
</span><img alt="" 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" /><br />
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
<br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">*Não
tem terra?* <br />
O governo dá o Bolsa Invasão e ainda te aposenta.<br />
</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
</span><img alt="" 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" /><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="mso-fareast-language: PT-BR; mso-no-proof: yes;">
</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 8.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">*RESOLVEU
VIRAR BANDIDO E FOI PRESO?*</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 8.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A partir de 1º/1/2011 O GOVERNO DÁ O <b>AUXÍLIO
RECLUSÃO</b>?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">*esse é novo*</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Todo presidiário com filhos
tem direito a uma bolsa que, é de</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">e R$798,30 <b><u>"por
filho"</u></b> para sustentar a família, já que o <i>co<a href="http://www.blogger.com/blogger.g?blogID=4138642786235930947" name="_GoBack"></a>itadinho </i>não pode trabalhar para sustentar os
filhos por estar preso. <br />
Não acredita?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Confira no site da
Previdência Social.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Portaria nº 48, de
12/2/2009, do INSS</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span><a href="http://www.previdenciasocial.gov.br/conteudoDinamico.php?id=22" target="_blank"><b><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></b></a><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
*Mas experimenta estudar e andar na linha pra ver o <span style="mso-spacerun: yes;"> </span>que é que te acontece!*</span></div>
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<span style="mso-fareast-language: PT-BR; mso-no-proof: yes;">
</span><img alt="" 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" /><br />
<span style="mso-fareast-language: PT-BR; mso-no-proof: yes;">
</span><b><span style="font-family: "Times New Roman","serif"; font-size: 8.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">"Trabalhe
duro, pois milhões de pessoas que vivem do Fome-Zero e
doBolsa-Família, sem trabalhar, dependem de você"</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<img alt="" 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/><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Se você é brasileiro passe adiante.</span></div>
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<b><u><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="text-decoration: none;"><br /></span></span></u></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Tema:
Assistencialismo do governo: quem na verdade paga a conta!</span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: left;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Alailson Leal </span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
</div>
<div style="text-align: left;">
<br clear="all" style="mso-break-type: section-break; page-break-before: auto;" /><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
</span>
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<br /></div>
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</div>Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com1tag:blogger.com,1999:blog-4138642786235930947.post-3683086394820891842012-06-27T11:14:00.001-07:002012-06-27T11:15:37.807-07:00oração do aluno que não estudou<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div align="center" class="MsoNormal" style="background-color: #a64d79; color: red; text-align: center; text-indent: 27pt;">
<b><span style="font-family: "Verdana","sans-serif";">Oração do aluno que não estudou</span></b></div>
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<br /></div>
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<span style="font-family: "Verdana","sans-serif";">Senhor,
fazei - me saber do tema da redação, mostrai-me a luz da sabedoria para que eu
possa entender a proposta.</span></div>
<div class="MsoNormal" style="color: purple; text-align: justify; text-indent: 27pt;">
<span style="font-family: "Verdana","sans-serif";"> Leva-me, senhor, à compreensão e ao
entendimento do texto, conduza a minha caneta em minha mão a fim de escrever de
forma clara e objetiva.</span></div>
<div class="MsoNormal" style="color: purple; text-align: justify; text-indent: 27pt;">
<span style="font-family: "Verdana","sans-serif";"> Livrai-me de orações confusas, períodos
longos, parágrafos extensos. Tudo que possa causar prolixidade. Transforme,
senhor, as minhas ideias em argumentos convincentes.</span></div>
<div class="MsoNormal" style="color: purple; text-align: justify; text-indent: 27pt;">
<span style="font-family: "Verdana","sans-serif";"> Fazei-me, portanto, escrever usando todas
as regras gramaticais, principalmente a pontuação, a qual causa problema de
entendimento.</span></div>
<div class="MsoNormal" style="color: purple; text-align: justify; text-indent: 45pt;">
<span style="font-family: "Verdana","sans-serif";">Dai-me,
senhor, também o poder de discernimento para escolher as conjunções adequadas,
a fim de manter a relação semântica entre as orações.</span></div>
<div class="MsoNormal" style="color: purple; text-align: justify; text-indent: 27pt;">
<span style="font-family: "Verdana","sans-serif";"> Siga-me, ó pai, no momento de selecionar
as palavras escritas corretamente, pois tal falha leva-me a perder muito ponto.</span></div>
<div class="MsoNormal" style="color: purple; text-align: justify; text-indent: 45pt;">
<span style="font-family: "Verdana","sans-serif";">Fazei-me,
senhor, dominar todos esses elementos e, no final, consiga tirar a nota máxima
na redação. Amém! </span></div>
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<br /></div>
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<span lang="EN-US" style="font-family: "Verdana","sans-serif";"><span style="color: #e06666;">
Alailson Leal, </span><i style="background-color: #f3f3f3;">www.vestibular1.com.br</i></span></div>
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<span lang="EN-US"> </span></div>
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" 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<br /></div>Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com0tag:blogger.com,1999:blog-4138642786235930947.post-42160592212918312782012-04-13T13:21:00.002-07:002012-06-27T11:17:14.300-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<img height="120" src="http://www.magiagifs.com.br/Gifs/Gifs%203D/gifs3D_MG167.GIF" width="100" />Estude bastante: leia revistas, jornais e acompanhe os noticiários! <br />
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Projeto de Texto Dissertativo Parte 2: Quatro Passos
Neste post (um pouco longo, é verdade), vamos ver os quatro passos necessários para elaborar o projeto de texto dissertativo. É importante lembrar que o método explicado aqui não é o único existente, mas é uma possibilidade que funciona bem e não é tão difícil de entender. Se você preferir, pode modificar o método e deixá-lo mais adequado ao seu estilo de escrita. Mas não deixe de fazer um projeto de texto, porque ele aumenta muito a qualidade final da redação.
Uma sugestão: se não tiver tempo ou ânimo neste momento, não precisa ler o post inteiro. Leia um passo de cada vez, de preferência tentando fazer um projeto de texto ao mesmo tempo. Dessa forma, você saberá muito mais claramente se entendeu o processo.
Projeto de texto não é o mesmo que rascunho: enquanto o rascunho tem um formato igual ao da redação final (ou seja, pode ser entregue a um corretor), o projeto só precisa ser compreendido pelo próprio autor. Pode ser escrito em tópicos, com abreviações e outros elementos que serão eliminados da versão final. E, o mais importante, sua ordem costuma ser inversa em relação ao texto definitivo.
Passo 1: Elaborar a tese
Se a tese é o que definirá todo o texto (pois os argumentos serão elaborados para prová-la), ela deve ser o primeiro elemento a ser definido. Digamos que sua tarefa seja a seguinte:
Com base na leitura dos textos motivadores seguintes e nos conhecimentos construídos ao longo de sua formação, redija texto dissertativo-argumentativo em norma padrão da língua portuguesa sobre o tema VIVER EM REDE NO SÉCULO XXI: OS LIMITES ENTRE O PÚBLICO E O PRIVADO, apresentando proposta de conscientização social que respeite os direitos humanos. Selecione, organize e relacione, de forma coerente e coesa, argumentos e fatos para defesa de seu ponto de vista.
É importante ler com atenção a proposta toda, não apenas o trecho em negrito. No caso do tema do ENEM, por exemplo, é necessário não apenas opinar sobre a vida em rede no século XXI, mas também apresentar “proposta de conscientização social que respeite os direitos humanos”. A tese que vamos elaborar será propositiva, portanto (em outro post, vou falar com mais calma sobre os vários tipos de tese). Vamos também tentar usar as palavras-chave do tema na tese (rede, século XXI, público e privado), porque isso aumenta a probabilidade de que a redação esteja adequada ao tema.
Logo após a leitura da coletânea, que pode ser encontrada no link a seguir (http://download.inep.gov.br/educacao_basica/enem/provas/2011/05_AMARELO_GAB.pdf), vamos definir uma opinião sobre esse assunto e escrevê-la em um espaço à parte da folha de redação. É importante notar que uma tese não é obrigatoriamente uma opinião “a favor de algo” ou “contra algo”; por exemplo, se o tema é “pena de morte no Brasil”, parece óbvio para a maioria das pessoas que a tese será a pena de morte deve ser adotada ou a pena de morte não deve existir. Porém, alguém poderia defender a tese de que adotar ou não a pena de morte não fará diferença. Essa tese pode funcionar tanto quanto as outras, desde que o autor ofereça argumentos para defendê-la durante o texto.
Vamos começar a elaborar a tese com uma ideia simples, pertencente ao senso comum e claramente exposta na coletânea:
As redes sociais são parte integrante da vida no século XXI
Se ficarmos com essa tese, agora a tarefa será provar que ela é verdadeira. Não é tão difícil, porque a própria coletânea oferece argumentos que justificam essa opinião (como o fato de 72% das pessoas pretenderem criar um perfil na rede, ou a afirmação de que não fazer parte de uma rede social hoje é como não ter telefone). Mas vamos tornar a tese um pouco mais complexa e, ao mesmo tempo, acrescentar a ela uma proposta de conscientização social. O modelo é o seguinte:
Como as redes sociais são parte integrante da vida no século XXI, é necessário...
Agora vamos pensar no que deve ser feito (se for para o ENEM, respeitando os direitos humanos, o que quer que isso signifique; minha sugestão é simplesmente evitar propostas muito polêmicas). A coletânea fala que a ONU reconheceu o direito de acesso à rede como algo fundamental para o ser humano. Pode ser uma proposta (os governos deveriam garantir o acesso das populações à rede). Outra pode ser encontrada no final do segundo excerto da coletânea: as pessoas devem tomar cuidado com o que publicam na internet, para não prejudicar suas reputações. Nada impede que as duas estejam presentes na tese, mas vamos escolher uma só, para deixar o exemplo mais simples e fácil de seguir.
Ao se elaborar uma proposta de intervenção, faz sentido pensar no seguinte: se a proposta for seguida, qual será a vantagem? Se não for seguida, qual será o prejuízo? Então, é possível mencionar a vantagem, o prejuízo ou ambos, como parte da tese ou como argumentos. No caso das redes sociais, vamos mencionar o possível prejuízo (a perda de privacidade) e a vantagem, que será a facilidade de comunicação.
Como as redes sociais são parte integrante da vida no século XXI, é necessário que as pessoas tenham cuidado ao usá-las, para poder aproveitar a comunicação mais ágil trazida por elas sem que haja perda de privacidade.
Agora, vamos incluir as palavras-chave que ficaram faltando (público e privado) e, se necessário, reescrever a tese para deixar as orações mais legíveis:
As redes sociais, parte integrante da vida no século XXI, trazem vantagens, como a facilidade de comunicação, mas também trazem riscos de perda de privacidade. Por isso, é necessário que as pessoas, ao usar essas redes, tenham clara consciência dos limites entre público e privado.
Note que a tese acima não é a única possível e alguém poderia argumentar que nem é a melhor; mas ela serve bem à função que tem neste texto: exemplificar o processo de elaboração de uma dissertação.
Passo 2: Levantar Argumentos e Informações
Como deve ter ficado claro no passo anterior, uma tese pode ser composta de mais de uma afirmação (e, vale lembrar, nem sempre essa afirmação é “a favor de” ou “contra” algo). Cada uma dessas afirmações deve ser provada durante o texto, com argumentos e informações. Na maioria dos grandes vestibulares, provas e concursos (como Unicamp, USP, Unesp e ENEM), há uma coletânea de textos que contém diversas ideias e pode servir como auxílio nessa etapa.
Vimos no post anterior que os argumentos são justificativas para a tese, ou seja, ideias que ajudam a provar a veracidade da opinião do autor. No exemplo que estamos usando, temos que provar as seguintes afirmações:
a) as redes sociais são parte integrante da vida no século XXI;
b) as redes sociais trazem vantagens, como a facilidade de comunicação;
c) as redes sociais trazem riscos de perda de privacidade;
d) é necessário que as pessoas, ao usar essas redes, tenham clara consciência dos limites entre público e privado
Portanto, vamos procurar argumentos e informações, na coletânea ou na vida real, que sustentem as afirmações feitas. Digamos que, após reler a coletânea e pensar um pouco, chegamos aos seguintes:
a) as redes sociais são parte integrante da vida no século XXI:
1) prova disso é que as pessoas no Brasil passam cerca de 20% do seu tempo online em redes sociais;
2) 72% dos internautas pretendem ter um perfil em redes sociais;
3) o filme “A Rede Social” mostra a importância do Facebook no mundo de hoje.
b) as redes sociais trazem vantagens, como a facilidade de comunicação:
1) é possível se comunicar com pessoas distantes;
2) é possível organizar mobilizações políticas;
3) as pessoas podem ficar menos alienadas, pois têm acesso a ideias que não aparecem na grande mídia.
c) as redes sociais causam o risco de perda de privacidade:
1) informações postadas nas redes podem chegar ao conhecimento de qualquer um, incluindo companheiros e empregadores;
2) assim como no livro 1984, de George Orwell, somos vigiados o tempo todo e não temos mais direito a uma vida privada;
3) crackers podem invadir os computadores e roubar informações importantes, como senhas de bancos.
d) é necessário que as pessoas, ao usar essas redes, tenham clara consciência dos limites entre público e privado:
1) quem publica nas redes é o próprio usuário, portanto a responsabilidade é dele.
Passo 3: Selecionar Argumentos e Informações
Se você fez uma boa leitura da coletânea, é possível que tenha um número de argumentos e informações maior que o necessário. Portanto, será preciso fazer uma seleção. Esse é um dos momentos em que a presença do projeto de texto oferece uma enorme vantagem, pois permite que o autor escolha, conscientemente, as melhores ideias, ao invés de ficar preso às primeiras que lhe ocorrerem.
Um primeiro critério para escolher quais são os argumentos que devem constar na versão final da redação é o da irrefutabilidade: quanto mais irrefutável (ou seja, difícil de contra-argumentar) um argumento for, mais ele cumprirá sua função de defender a tese. Uma forma de escolher os argumentos, portanto, é tentar derrubá-los com contra-argumentos e verificar quais são os que sobrevivem ao processo. Iremos, como exemplo, tentar contra-argumentar um dos argumentos levantados no passo anterior:
Argumento: As redes sociais são parte integrante da vida no século XXI: prova disso é que as pessoas no Brasil passam cerca de 20% do seu tempo online em redes sociais.
Contra-argumento: o número de pessoas com acesso à internet no Brasil é pequeno. A maioria dos brasileiros não usa redes sociais.
Se todos os argumentos em que você pensou puderem ser rebatidos, não se desanime. Dificilmente haverá um argumento completamente irrefutável. O que você pode fazer para melhorá-los é reescrever seus argumentos levando em conta a possível contra-argumentação que ele devem enfrentar. Por exemplo, vamos reformular o primeiro argumento para que ele fique mais forte e resista ao seu contra-argumento mais comum:
Argumento a1) reformulado:
as redes sociais são, cada vez mais, parte integrante da vida no século XXI; prova disso é que as pessoas no Brasil passam cerca de 20% do seu tempo online em redes sociais. É verdade que nem todos usam a internet, mas a tendência é que o acesso à rede seja cada vez mais universal e necessário, tanto que a ONU já o classifica como direito fundamental do ser humano.
Ainda é possível discordar desse argumento, mas ele já está mais bem elaborado que a sua primeira encarnação. Normalmente, argumentos mais irrefutáveis terão de ser bem explicados e por isso vão gastar mais espaço. Por esse motivo, é importante selecionar alguns para receber esse tratamento, e não tentar encaixar todos os argumentos imaginados no espaço do texto sacrificando para isso sua qualidade.
No exemplo acima, será eliminado, entre outros, o argumento que fala sobre os crackers. Vamos fazer isso para não ter que explicar o que é um cracker e porque a proposta que estamos usando na tese está mais voltada à perda de privacidade causada pelo próprio usuário, não àquela causada por invasores. Os outros argumentos sairão principalmente por falta de espaço.
Passo 4: Ordenar
Ordenar uma dissertação é dividi-la em introdução, desenvolvimento e conclusão. O projeto de texto deve ter, até esse momento, uma tese, alguns argumentos e informações. Então, não será difícil distribuir esses elementos para formar uma dissertação coerente. Veremos com mais detalhes como elaborar cada uma das partes da dissertação em uma postagem futura, mas aqui vai um resumo.
Em primeiro lugar, a introdução deve apresentar o tema ao leitor. Deve ficar claro para o leitor qual será o assunto discutido na redação.
Importante: Embora muitos defendam que a tese deve ser exposta na introdução, isso não é necessário (e pode até mesmo prejudicar o texto, como veremos no futuro). Lembre-se de um dos primeiros posts deste blog (http://temqueportitulo.blogspot.com/2011/11/de-onde-vem-as-lendas-de-redacao-parte_1170.html), em que eu mencionei o fato de que muitos professores criam regras baseados apenas em seus próprios preconceitos e opiniões, e passam essas leis aos alunos como se elas fizessem sentido. Uma dessas regras é justamente a de que toda introdução deve conter a tese. A verdade é que a introdução do texto dissertativo-argumentativo deve conter o tema; a tese pode aparecer nesse momento ou não. Recomendo fortemente o uso da tese na conclusão, mas, como essa é uma questão um pouco mais complexa, vou deixá-la para depois.
Vamos usar aqui no nosso projeto uma introdução indutiva, que parte de um fato específico e o usa como exemplo para chegar ao tema mais geral. No caso, o filme “A Rede Social”, citado anteriormente:
“O sucesso do filme “A Rede Social”, que conta a conturbada história por trás da criação da rede Facebook, chamou a atenção de muitos para um fenômeno da comunicação moderna: as redes sociais virtuais, em que milhares de pessoas compartilham suas informações, trocam ideias e até mesmo se engajam em movimentos políticos.”
Entre outras possibilidades se encontram a introdução dedutiva, interrogativa ou histórica, de que eu também vou falar em outro momento (eu sei que estou prometendo muita coisa pro futuro, mas não dá para condensar um curso de redação inteiro em um post!). Dito isso, vamos ao desenvolvimento.
O desenvolvimento é a parte em que aparecem os argumentos e as informações; uma boa ordem para apresentá-los é começar pelos menos discutíveis e seguir até os mais discutíveis. Assim, será mais fácil obter a concordância do leitor, pois ele irá encontrar primeiro argumentos que não o levarão a questionar o texto. Além disso, pode-se fazer com que os primeiros argumentos sirvam de base para os últimos, deixando-os mais fortes.
Vejamos como vão ficar nossos argumentos, ordenados e reescritos para melhorar a coesão textual (a ligação entre os elementos do texto):
“Essas redes são, cada vez mais, parte integrante da vida no século XXI: prova disso é que as pessoas no Brasil passam cerca de 20% do seu tempo online em redes sociais. É verdade que tais números se referem apenas a uma parcela da população, já que nem todos os brasileiros usam a internet. No entanto, a tendência é que o acesso à rede mundial de computadores seja cada vez mais universal e importante, tanto que a ONU já o classifica como direito fundamental do ser humano.
Nem todos enxergam essa expansão de forma positiva: muitos afirmam que, dada a onipresença da internet e das câmeras na sociedade, perdemos os limites entre o público e o privado. Como no livro “1984”, de George Orwell, viveríamos em um mundo controlado por um Grande Irmão, sem direito a vida particular, e a única solução seria nos recolhermos e abandonar a vida em rede. No entanto, essa visão ignora as possíveis vantagens das redes sociais, como a comunicação com pessoas distantes e a possibilidade de mobilização social, que podem até mesmo servir como um antídoto para a alienação imposta pela grande mídia.”
Por fim, a conclusão deve apresentar ou retomar a tese (no caso de ela já ter sido apresentada). É possível, na conclusão, retomar também um ou dois argumentos mais importantes, mas é preciso tomar cuidado para não tornar o texto repetitivo. Para isso, basta explicar o argumento quando ele aparece pela primeira vez, no desenvolvimento, e depois, na conclusão, apenas mencioná-lo, sem explicar novamente. Como no nosso exemplo o tema exige uma proposta de intervenção, esta também deve estar presente:
“As redes sociais, parte integrante da vida no século XXI, trazem vantagens, como a facilidade de comunicação, mas também trazem riscos de perda de privacidade. Por isso, é necessário que as pessoas, ao usar essas redes, tenham clara consciência dos limites entre público e privado. Os usuários precisam ser cuidadosos com o que publicam e devem evitar, por exemplo, postar ideias que não falariam em público”
O título não é sempre obrigatório, mas vamos criar um aqui para exemplificar. O motivo para criar o título na última etapa do projeto é justamente a possibilidade de ler o texto inteiro e depois elaborar um título que seja coerente com ele. Como nosso texto fala sobre vantagens e desvantagens da vida em rede, é possível usar esses conceitos no título:
As vantagens e os riscos das redes sociais
Outra possibilidade é a elaboração de uma metáfora, talvez ligada a alguma obra literária ou cinematográfica, que faça referência às ideias da tese:
Redes sociais: a vida sob o olhar do Grande Irmão
No exemplo acima, foi usado o Grande Irmão, em referência ao livro 1984, de George Orwell, citado também no terceiro parágrafo do desenvolvimento. Para aumentar a ligação entre título e tese, vamos também reformular a conclusão, acrescentando outra referência ao livro:
“As redes sociais, parte integrante da vida no século XXI, trazem vantagens, como a facilidade de comunicação, mas também trazem riscos de perda de privacidade. Por isso, é necessário que as pessoas, ao usar essas redes, tenham clara consciência dos limites entre público e privado. Os usuários precisam ser cuidadosos com o que publicam e devem evitar, por exemplo, postar ideias que não falariam em público. Dessa forma, será possível aproveitar a comunicação moderna em rede sem temer o olhar impiedoso do Grande Irmão.”
Veja como ficou a versão final do texto:
Redes sociais: a vida sob o olhar do Grande Irmão
O filme “A Rede Social”, que conta a história por trás da criação da rede Facebook, chamou a atenção de muitos para um fenômeno da comunicação moderna: as redes sociais virtuais, em que milhares de pessoas compartilham informações, trocam ideias e até mesmo se engajam em movimentos políticos.
Essas redes são, cada vez mais, parte integrante da vida no século XXI: prova disso é que as pessoas no Brasil passam cerca de 20% do seu tempo online em redes sociais. É verdade que tais números se referem apenas a uma parcela da população, já que nem todos os brasileiros usam a internet. Porém, a tendência é que o acesso à rede mundial de computadores seja cada vez mais universal e importante, tanto que a ONU já o classifica como direito fundamental do ser humano.
Nem todos enxergam essa expansão de forma positiva: muitos afirmam que, dada a onipresença da internet e das câmeras na sociedade, perdemos os limites entre o público e o privado. Como no livro “1984”, de George Orwell, viveríamos em um mundo controlado por um Grande Irmão, sem direito a vida particular, e a única solução seria nos recolhermos e abandonar a vida em rede. No entanto, essa visão ignora as possíveis vantagens das redes sociais, como a comunicação com pessoas distantes e a possibilidade de mobilização social, que podem até mesmo servir como um antídoto para a alienação imposta pela grande mídia.
As redes sociais, parte integrante da vida no século XXI, trazem vantagens, como a facilidade de comunicação, mas também trazem riscos de perda de privacidade. Por isso, é necessário que as pessoas, ao usar essas redes, tenham clara consciência dos limites entre público e privado. Os usuários precisam ser cuidadosos com o que publicam e devem evitar, por exemplo, postar ideias que não falariam em público. Dessa forma, será possível aproveitar a comunicação moderna em rede sem temer o olhar impiedoso do Grande Irmão.
O propósito deste exercício não foi elaborar o texto perfeito, mas sim escrever uma redação simples que servisse para exemplificar os passos de um projeto de texto. Se ficaram dúvidas, não deixe de postá-las nos comentários. Mas, acima de tudo, comece o mais rápido possível a escrever redações usando o projeto de texto (mesmo que não exatamente como descrito aqui). Uma redação boa, escrita sem projeto de texto, pode ser obra do acaso; uma redação ruim escrita com projeto de texto é um primeiro passo na direção correta</div>
</div>Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com1tag:blogger.com,1999:blog-4138642786235930947.post-69707841229354115182012-02-13T15:28:00.000-08:002012-05-25T10:37:44.912-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
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O preconceito nosso de cada dia
Preconceito, nunca! Temos apenas opiniões bem definidas sobre as coisas. Preconceito é o outro quem tem…
Mas, por falar nisso, já observou o leitor como temos o fácil hábito de generalizar (e prova disso é a generalização acima) sobre tudo e todos? Falamos sobre “as mulheres”, a partir de experiências pontuais; conhecemos “os políticos”, após acompanhar a carreira de dois ou três; sabemos tudo sobre os “militares” porque o síndico do nosso prédio é um sargento aposentado; discorremos sobre homossexuais (bando de sem-vergonhas), muçulmanos (gentinha atrasada), sogras (feliz foi Adão, que não tinha sogra nem caminhão), advogados (todos ladrões), professores (pobres coitados), palmeirenses (palmeirense é aquele que não tem classe para ser são-paulino nem coragem para ser corintiano), motoristas de caminhão (grossos), peões de obra (ignorantes), sócios do Paulistano (metidos a besta), dançarinos (veados), enfim, sobre tudo. Mas discorremos de maneira especial sobre raças e nacionalidades e, por extensão, sobre atributos inerentes a pessoas nascidas em determinados países.
Afinal, todos sabemos (sabemos?) que os franceses não tomam banho; os mexicanos são preguiçosos; os suíços, pontuais; os italianos, ruidosos; os judeus, argentários; os árabes, desonestos; os japoneses, trabalhadores, e por aí afora. Sabemos também que cariocas são folgados; baianos, festeiros; nordestinos, miseráveis; mineiros, diplomatas, etc. Sabemos ainda que o negro não tem o mesmo potencial que o branco, a não ser em algumas atividades bem-definidas como o esporte, a música, a dança e algumas outras que exigem mais do corpo e menos da inteligência. Quando nos deparamos com uma exceção admitimos que alguém possa ser limpo, apesar de francês; trabalhador, apesar de mexicano; discreto, apesar de italiano; honesto, apesar de árabe; desprendido do dinheiro, apesar de judeu; preguiçoso, apesar de japonês e também por aí afora. Mas admitimos com relutância e em caráter totalmente excepcional.
O mecanismo funciona mais ou menos assim: estabelecemos uma expectativa de comportamento coletivo (nacional, regional, racial), mesmo sem conhecermos, pessoalmente, muitos ou mesmo nenhum membro do grupo sobre o qual pontificamos. Sabemos (sabemos?) que os mexicanos são preguiçosos porque eles aparecem sempre dormindo embaixo dos seus enormes chapelões enquanto os diligentes americanos cuidam do gado e matam bandidos nos faroestes. Para comprovar que os italianos são ruidosos achamos o bastante freqüentar uma cantina no Bexiga. Falamos sobre a inferioridade do negro a partir da observação empírica de sua condição socioeconômica. E achamos que as praias do Rio de Janeiro cheias durante os dias da semana são prova do caráter folgado do cidadão carioca. Não nos detemos em analisar a questão um pouco mais a fundo. Não nos interessa estudar o papel que a escravidão teve na formação histórica de nossos negros. Pouco atentamos para a realidade social do povo mexicano e de como ele aparece estereotipado no cinema hollywoodiano. Nada disso. O importante é reproduzir, de forma acrítica e boçal, os preconceitos que nos são passados por piadinhas, por tradição familiar, pela religião, pela necessidade de compensar nossa real inferioridade individual por uma pretensa superioridade coletiva que assumimos ao carimbar “o outro” com a marca de qualquer inferioridade.
Temos pesos, medidas e até um vocabulário diferente para nos referirmos ao “nosso” e ao do “outro”, numa atitude que, mais do que autocondescendência, não passa de preconceito puro. Por exemplo, a nossa é religião, a do outro é seita; nós temos fervor religioso, eles são fanáticos; nós acreditamos em Deus (o nosso sempre em maiúscula), eles são fundamentalistas; nós temos hábitos, eles vícios; nós cometemos excessos compreensíveis, eles são um caso perdido; jogamos muito melhor, o adversário tem é sorte; e, finalmente, não temos preconceito, apenas opinião formada sobre as coisas.
Ou deveríamos ser como esses intelectuais que para afirmar qualquer coisa acham necessário estudar e observar atentamente? Observar, estudar e agir respeitando as diferenças é o que se espera de cidadãos que acreditam na democracia e, de fato lutam por um mundo mais justo. De nada adianta praticar nossa indignação moral diante da televisão, protestando contra limpezas raciais e discriminações pelo mundo afora, se não ficarmos atentos ao preconceito nosso de cada dia.
Jaime Pinsky – historiador, doutor e livre docente pela USP – gentilmente autorizou a reprodução deste texto, que foi originalmente publicado em O Estado de S. Paulo (20/05/1993) e no livro Brasileiro (a) é assim mesmo – Cidadania e Preconceito, 1993, da Editora Contexto (www.editoracontexto.com.br)</div>
</div>Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com0tag:blogger.com,1999:blog-4138642786235930947.post-29425264333905735762012-02-13T15:20:00.001-08:002012-05-25T10:38:45.335-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
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Gaiolas e asas
Rubem Alves
Os pensamentos me chegam de forma inesperada, sob a forma de aforismos. Fico feliz porque sei que Lichtenberg, William Blake e Nietzsche frequentemente eram também atacados por eles. Digo “atacados” porque eles surgem repentinamente, sem preparo, com a força de um raio. Aforismos são visões: fazem ver, sem explicar. Pois ontem, de repente, esse aforismo me atacou: “Há escolas que são gaiolas. Há escolas que são asas”.
Escolas que são gaiolas existem para que os pássaros desaprendam a arte do vôo. Pássaros engaiolados são pássaros sob controle. Engaiolados, o seu dono pode levá-las para onde quiser. Pássaros engaiolados sempre têm um dono. Deixaram de ser pássaros. Porque a essência dos pássaros é o vôo.
Escolas que são asas não amam pássaros engaiolados. O que elas amam são os pássaros em vôo. Existem para dar aos pássaros coragem para voar. Ensinar o vôo, isso elas não podem fazer, porque o vôo já nasce dentro dos pássaros. O vôo não pode ser ensinado. Só pode ser encorajado.
Esse simples aforismo nasceu de um sofrimento: sofri conversando com professoras de segundo grau, em escolas de periferia. O que elas contam são relatos de horror e medo. Balbúrdia, gritaria, desrespeito, ofensas, ameaças… E elas, timidamente, pedindo silêncio, tentando fazer as coisas que a burocracia determina que sejam feitas, como dar o programa, fazer avaliações… Ouvindo os seus relatos, vi uma jaula cheia de tigres famintos, dentes arreganhados, garras à mostra – e a domadoras com seus chicotes, fazendo ameaças fracas demais para a força dos tigres.
Sentir alegria ao sair de casa para ir à escola? Ter prazer em ensinar? Amar os alunos? O sonho é livrar-se de tudo aquilo. Mas não podem. A porta de ferro que fecha os tigres é a mesma porta que as fecha com os tigres.
Nos tempos de minha infância, eu tinha um prazer cruel: pegar passarinhos. Fazia minhas próprias arapucas, punha fubá dentro e ficava escondido, esperando… O pobre passarinho vinha, atraído pelo fubá. Ia comendo, entrava na arapuca e pisava no poleiro. E era uma vez um passarinho voante. Cuidadosamente eu enfiava a mão na arapuca, pegava o passarinho e o colocava dentro de uma gaiola. O pássaro se lançava furiosamente contra os arames, batia as asas, crispava as garras e enfiava o bico entre os vãos. Na inútil tentativa de ganhar de novo o espaço, ficava ensangüentado… Sempre me lembro com tristeza da minha crueldade infantil.
Violento, o pássaro que luta contra os arames da gaiola? Ou violenta será a imóvel gaiola que o prende? Violentos, os adolescentes de periferia? Ou serão as escolas que são violentas? As escolas serão gaiolas? Vão me falar sobre a necessidade das escolas dizendo que os adolescentes de periferia precisam ser educados para melhorarem de vida. De acordo. É preciso que os adolescentes, que todos, tenham uma boa educação. Uma boa educação abre os caminhos de uma vida melhor. Mas eu pergunto: nossas escolas estão dando uma boa educação? O que é uma boa educação?
O que os burocratas pressupõe sem pensar é que os alunos ganham uma boa educação se aprendem os conteúdos dos programas oficiais. E, para testar a qualidade da educação, criam mecanismos, provas e avaliações, acrescidos dos novos exames elaborados pelo Ministério da Educação.
Mas será mesmo? Será que a aprendizagem dos programas oficiais se identifica com o ideal de uma boa educação? Você sabe o que é “dígrafo”? E os usos da partícula “se”? E o nome das enzimas que entram na digestão? E o sujeito da frase “Ouviram do Ipiranga as margens plácidas de um povo heróico o brado retumbante”? Qual a utilidade da palavra “mesóclise”? Pobres professoras, também engaioladas… São obrigadas a ensinar o que os programas mandam, sabendo que é inútil. Isso é hábito velho das escolas. Bruno Bettelheim relata sua experiência com as escolas: “Fui forçado (!) a estudar o que os professores haviam decidido que eu deveria aprender. E aprender à sua maneira”.
O sujeito da educação é o corpo, porque é nele que está a vida. É o corpo que quer aprender para poder viver. É ele que dá as ordens. A inteligência é um instrumento do corpo cuja função é ajudá-lo a viver. Nietzsche dizia que ela, a inteligência, era “ferramenta” e “brinquedo” do corpo. Nisso se resume o programa educacional do corpo: aprender “ferramentas”, aprender “brinquedos”.
“Ferramentas” são conhecimentos que nos permitem resolver os problemas vitais do dia-a-dia. “Brinquedos” são todas aquelas coisas que, não tendo nenhuma utilidade como ferramentas, dão prazer e alegria à alma.
Nessas duas palavras, ferramentas e brinquedos, está o resumo da educação. Ferramentas e brinquedos não são gaiolas. São asas. Ferramentas me permitem voar pelos caminhos do mundo.
Brinquedos me permitem voar pelos caminhos da alma. Quem está aprendendo ferramentas e brinquedos está aprendendo liberdade, não fica violento. Fica alegre, vendo as asas crescer… Assim todo professor, ao ensinar, teria de se perguntar: “Isso que vou ensinar, é ferramenta? É brinquedo?” Se não for, é melhor deixar de lado.
As estatísticas oficiais anunciam o aumento das escolas e o aumento dos alunos matriculados. Esses dados não me dizem nada. Não me dizem se são gaiolas ou asas. Mas eu sei que há professores que amam o vôo dos seus alunos.
Há esperança…
<i>O preconceito nosso de cada dia
</i>Preconceito, nunca! Temos apenas opiniões bem definidas sobre as coisas. Preconceito é o outro quem tem…
Mas, por falar nisso, já observou o leitor como temos o fácil hábito de generalizar (e prova disso é a generalização acima) sobre tudo e todos? Falamos sobre “as mulheres”, a partir de experiências pontuais; conhecemos “os políticos”, após acompanhar a carreira de dois ou três; sabemos tudo sobre os “militares” porque o síndico do nosso prédio é um sargento aposentado; discorremos sobre homossexuais (bando de sem-vergonhas), muçulmanos (gentinha atrasada), sogras (feliz foi Adão, que não tinha sogra nem caminhão), advogados (todos ladrões), professores (pobres coitados), palmeirenses (palmeirense é aquele que não tem classe para ser são-paulino nem coragem para ser corintiano), motoristas de caminhão (grossos), peões de obra (ignorantes), sócios do Paulistano (metidos a besta), dançarinos (veados), enfim, sobre tudo. Mas discorremos de maneira especial sobre raças e nacionalidades e, por extensão, sobre atributos inerentes a pessoas nascidas em determinados países.
Afinal, todos sabemos (sabemos?) que os franceses não tomam banho; os mexicanos são preguiçosos; os suíços, pontuais; os italianos, ruidosos; os judeus, argentários; os árabes, desonestos; os japoneses, trabalhadores, e por aí afora. Sabemos também que cariocas são folgados; baianos, festeiros; nordestinos, miseráveis; mineiros, diplomatas, etc. Sabemos ainda que o negro não tem o mesmo potencial que o branco, a não ser em algumas atividades bem-definidas como o esporte, a música, a dança e algumas outras que exigem mais do corpo e menos da inteligência. Quando nos deparamos com uma exceção admitimos que alguém possa ser limpo, apesar de francês; trabalhador, apesar de mexicano; discreto, apesar de italiano; honesto, apesar de árabe; desprendido do dinheiro, apesar de judeu; preguiçoso, apesar de japonês e também por aí afora. Mas admitimos com relutância e em caráter totalmente excepcional.
O mecanismo funciona mais ou menos assim: estabelecemos uma expectativa de comportamento coletivo (nacional, regional, racial), mesmo sem conhecermos, pessoalmente, muitos ou mesmo nenhum membro do grupo sobre o qual pontificamos. Sabemos (sabemos?) que os mexicanos são preguiçosos porque eles aparecem sempre dormindo embaixo dos seus enormes chapelões enquanto os diligentes americanos cuidam do gado e matam bandidos nos faroestes. Para comprovar que os italianos são ruidosos achamos o bastante freqüentar uma cantina no Bexiga. Falamos sobre a inferioridade do negro a partir da observação empírica de sua condição socioeconômica. E achamos que as praias do Rio de Janeiro cheias durante os dias da semana são prova do caráter folgado do cidadão carioca. Não nos detemos em analisar a questão um pouco mais a fundo. Não nos interessa estudar o papel que a escravidão teve na formação histórica de nossos negros. Pouco atentamos para a realidade social do povo mexicano e de como ele aparece estereotipado no cinema hollywoodiano. Nada disso. O importante é reproduzir, de forma acrítica e boçal, os preconceitos que nos são passados por piadinhas, por tradição familiar, pela religião, pela necessidade de compensar nossa real inferioridade individual por uma pretensa superioridade coletiva que assumimos ao carimbar “o outro” com a marca de qualquer inferioridade.
Temos pesos, medidas e até um vocabulário diferente para nos referirmos ao “nosso” e ao do “outro”, numa atitude que, mais do que autocondescendência, não passa de preconceito puro. Por exemplo, a nossa é religião, a do outro é seita; nós temos fervor religioso, eles são fanáticos; nós acreditamos em Deus (o nosso sempre em maiúscula), eles são fundamentalistas; nós temos hábitos, eles vícios; nós cometemos excessos compreensíveis, eles são um caso perdido; jogamos muito melhor, o adversário tem é sorte; e, finalmente, não temos preconceito, apenas opinião formada sobre as coisas.
Ou deveríamos ser como esses intelectuais que para afirmar qualquer coisa acham necessário estudar e observar atentamente? Observar, estudar e agir respeitando as diferenças é o que se espera de cidadãos que acreditam na democracia e, de fato lutam por um mundo mais justo. De nada adianta praticar nossa indignação moral diante da televisão, protestando contra limpezas raciais e discriminações pelo mundo afora, se não ficarmos atentos ao preconceito nosso de cada dia.
Jaime Pinsky – historiador, doutor e livre docente pela USP – gentilmente autorizou a reprodução deste texto, que foi originalmente publicado em O Estado de S. Paulo (20/05/1993) e no livro Brasileiro (a) é assim mesmo – Cidadania e Preconceito, 1993, da Editora Contexto (www.editoracontexto.com.br)</div>
</div>Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com0tag:blogger.com,1999:blog-4138642786235930947.post-19020539255969306072012-02-10T09:56:00.001-08:002012-02-10T09:56:13.084-08:00Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com0tag:blogger.com,1999:blog-4138642786235930947.post-63517042552904272022012-02-10T09:49:00.000-08:002012-02-10T09:49:39.232-08:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUraIKvwAbRW1RBbacMhCQU1_OT9aWuHx0QMyh74UqZEcXqeKtDKng-jf3QkeQS6qtHTYCdeEfeoaY_NBz1WxjM0wz5II0yRknYzBcVMJBmidvtSBFgxAu9jkUNDHId-dwBVCgn8nC2_yz/s1600/caricatura.jpg" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"><img border="0" height="320" width="235" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUraIKvwAbRW1RBbacMhCQU1_OT9aWuHx0QMyh74UqZEcXqeKtDKng-jf3QkeQS6qtHTYCdeEfeoaY_NBz1WxjM0wz5II0yRknYzBcVMJBmidvtSBFgxAu9jkUNDHId-dwBVCgn8nC2_yz/s320/caricatura.jpg" /></a></div>Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com1tag:blogger.com,1999:blog-4138642786235930947.post-59107484079494902212012-02-09T14:18:00.000-08:002012-02-09T14:18:22.709-08:00Alunas aprovadas no vestibular 2012 - Castanhal.Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com0tag:blogger.com,1999:blog-4138642786235930947.post-296866176030611412012-02-02T14:46:00.000-08:002012-02-02T14:46:41.055-08:00A família reflete a sabedoria divinaAlailson Leal<br />
Nós seres humanos somos muitas vezes cegos para o mundo. Não conseguimos ver o que está ao nosso lado, somos incapazes de perceber a presença de pessoas que nos amam – que quer o nosso bem, porém o sentimento não se manifesta – fica dentro de si. O silêncio toma conta de tudo. Estamos tão pertos, mas ao mesmo tempo tão longe como se fôssemos o sol e a lua. Estão executando suas tarefas, entretanto, não sabemos como tudo é feito. Todo dia estão realizando suas funções vitais para o planeta. Se um dia não aparecer o sol com seu brilho esplêndido, a lua com sua beleza inconfundível, a vida no planeta sofrerá, pois só com ausência desses elementos é que vamos entender a importância de cada um dentro do universo. <br />
A família, infelizmente, muitas das vezes,também é assim. Estamos próximos fisicamente, no entanto, cria-se uma barreira que impede qualquer tipo de diálogo. Como se fosse uma dimensão paralela – isolada pelo egoísmo, orgulho e indiferença.O pai em seu pedestal de soberania – o dono da verdade – impõe suas regras como verdade absoluta. O filho, mero mortal, dentro de uma cadeia de submissão incontestável. E o amor, o afeto, a amizade e o respeito - onde estão? Infelizmente esses ingredientes não fazem parte da família.O que alimenta, na verdade, o pai, o filho e a mãe são sentimentos maléficos, como a raiva, a estupidez e a ignorância.<br />
Onde tudo isso vai parar? Não para, continua – o filho procura alegria nas outras pessoas – ditas como “perfeitas”- O mundo repleto de prazer, de orgia e de devaneio – fuga da realidade. E o pai, pobre coitado, destituído de moral e respeito. Não teve preparação para ser pai de verdade, apenas gerou o fruto sem sabedoria, sem a presença do ensinamento de Deus. E a família, que é a base estrutural da sociedade, como fica? Indubitavelmente, sem a presença do diálogo, do entendimento e do amor a família será apenas a perpetuação do sofrimento.<br />
Todavia, o arrependimento, a culpa e a mágoa ocorrem em alguns casos. Nunca é, pois, tarde para sentir que é possível rever o que foi feito durante todo tempo, assim como se arrepender de coração, pedir perdão – já que a culpa não é apenas do pai ou do filho – ambos são culpados. O que vale nesse momento é refletir, analisar e pensar que o amor está presente em tudo. Deixe seu coração falar por você e aproveite a vida – use os ingredientes da felicidade: o amor, o diálogo, a compreensão e o comprometimento com a família.<br />
Dessa maneira, é possível perceber, assim como o sol e a lua que exercem papel fundamental no universo, com uma perfeição irrevogável; a família também tem um papel importantíssimo que é promover harmonia e paz dentro de todos os lares – a família reproduz, portanto, é a base para a sociedade – e ela que reflete a sabedoria divina.Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com0tag:blogger.com,1999:blog-4138642786235930947.post-15982982478955475372011-09-12T17:05:00.000-07:002011-09-12T17:05:54.605-07:00Veja a colocação das escolas particulares de Castanhal do Enem 2010<br />
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Meson - 1456º<br />
Darwin - 2369º<br />
MAC - 2894º<br />
Betel - 3484º<br />
Obs: O Meson teve a nota mais alta na redação: 689,29; Darwin teve a maior pontuação nas questões objetivas: 558,52. Entretanto, muito ainda precisa ser mudado para que a educação seja de qualidade em nosso estado, principalmente as escolas públicas precisam mudar a mentalidade retrógrada. O fato é: se melhorar a educação pública automaticamente muda a particular, visto que o grande público vem de escola pública para os cursinhos em busca de algo a mais.Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com0tag:blogger.com,1999:blog-4138642786235930947.post-15224640615798163202010-07-03T14:54:00.001-07:002010-07-03T14:54:23.493-07:00<h1>ser professor hoje</h1><br />
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<strong>Por: <a href="http://www.artigonal.com/authors/476139" title="ANTONIO ALAILSON LEAL DA SILVA's Articles">ANTONIO ALAILSON LEAL DA SILVA</a></strong><br />
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Ser professor hoje<br />
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Os tempos mudam. Objetos eletrônicos são substituídos, relacionamentos são desfeitos; algumas profissões são substituídas por outras no decorrer do tempo. Será que a profissão professor também será substituída ou engolida por um sistema que cada vez mais oprime toda classe?<br />
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O governo usa propaganda a fim de instigar as pessoas a serem professores, mostra que o profissional da educação é o maior culpado do desenvolvimento do mundo. Ele quer perguntar pra você se não quer ser professor. Parece que ser professor é como você pegar um uniforme e dizer: "Hoje você vai dar aula em uma determinada escola do Estado".<br />
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O que vai acontecer em um futuro próximo é não ter mais profissional da área, porque não há investimento, incentivo e tão pouco apoio por parte da sociedade. Pergunte hoje quem quer ser professor. A maioria vai afirmar outras profissões. Pesquisadores afirmam que ocorrerá o caos na educação pública, pois as vagas deixadas por professores que se aposentam, que mudam de função, não serão supridas por outros profissionais. <br />
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Ser professor hoje nesse contexto requer equilíbrio, tolerância e, principalmente, controle emocional. Deparam-nos por um lado com situações deprimentes: alunos intolerantes, violentos, sem perspectiva de futuro. Por outro lado, professores insatisfeitos, incompreendidos por uma sociedade que pensa em um professor perfeito, sem falhas, um herói, o qual não pode ter nenhum tipo de problema. Tudo à mercê de um sistema que prende as mãos e a cabeça. Nós, educadores, estamos sujeitos a situações constrangedoras, como sermos agredidos moral e fisicamente, ou até sermos mortos.<br />
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Embora a situação seja crítica, nós, educadores, não perdemos a esperança, já que todos nós temos compromisso com a educação de qualidade, profissionais qualificados e, sobretudo, com a educação de nossos filhos. O que precisamos, por conseguinte, é de apoio do governo no sentido de viabilizar nossos anseios, nossa esperança de sermos reconhecidos pelo que realmente fazemos. Parabéns a todos educadores desse país.<br />
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Alailson Leal - professor <br />
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<strong>Perfil do Autor</strong><br />
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professor de Língua Portuguesa e especialista em relaçao etnicorracial - cronista e contista<br />
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<div class="tracker">(Artigonal SC #2516874)</div><br />
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Fonte do Artigo - <a href="http://www.artigonal.com/ensino-superior-artigos/ser-professor-hoje-2516874.html" title="ser professor hoje">http://www.artigonal.com/ensino-superior-artigos/ser-professor-hoje-2516874.html</a>Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com1tag:blogger.com,1999:blog-4138642786235930947.post-64138387491412971892010-07-03T14:52:00.000-07:002010-07-03T14:52:19.759-07:00<h1>você é o seu próprio obstáculo</h1><br />
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<strong>Por: <a href="http://www.artigonal.com/authors/476139" title="ANTONIO ALAILSON LEAL DA SILVA's Articles">ANTONIO ALAILSON LEAL DA SILVA</a></strong><br />
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A afirmação é consensual. Não quero ser prepotente ou leviano nessa discussão. O que afirmo está baseado em anos de sala de aula, em vários níveis educacionais, público ou privado. O que se vê nessa experiência, principalmente no ensino médio, é o aluno sem ainda ter convicção da escolha da profissão, vive com dúvida ou ainda não pensa o que vai fazer.<br />
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Nessa minha vasta experiência, percebo o que mais me chamou atenção foi presenciar os obstáculos enfrentados pelos alunos. Eles não tiveram aproveitamento nos conteúdos. Isso acaba transparecendo a deficiência em algumas matérias, como Física, Química, Matemática, Redação e etc. No entanto, alguns alunos conseguem superar esse obstáculo – são pessoas que realmente dão valor aos estudos, vivenciam o conhecimento compartilhado em sala de aula.<br />
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A não atitude, a falta de comprometimento com os estudos é o fator primordial da reprovação, não só da vida educacional como também da vida pessoal. O que afirmo veementemente é que o maior obstáculo do aluno é ele mesmo. Não quero aqui generalizar, pois há alunos excelentes, excepcionais. Entretanto, uma grande parte se encaixa na afirmação. São pessoas que facilmente perdem o foco do estudo, às vezes são influenciados por outros. O problema é contagioso, e se você não for seguro acaba jogando fora a oportunidade que planejou.<br />
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Outro fato importante que deve ser mencionado é a desilusão desses alunos no final do ano. Eles se questionam e procuram culpados para o fracasso escolar. Enquanto que os outros estão comemorando a entrada na universidade, a alegria é contagiante e nós professores ficamos contentes com essa parte e triste com os outros.<br />
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Então, veja bem se você se enquadra no perfil do aluno dedicado, que realmente estuda, aprimora o conhecimento; ou se é o aluno que não se compromete, só atrapalha, conversa no momento da explicação do professor e influencia outros a fazer o mesmo. Caso você se enquadre no segundo perfil, eu tenho uma informação que pode ainda mudar a sua vida, que é uma frase muito conhecida: "nunca é tarde pra mudar", porque é você que faz o seu futuro. Se você pensa que o bom pra você é ficar do jeito que está tudo bem, mas não atrapalhe os que querem.<br />
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O maior sonho do professor, portanto, é ver uma sala de aula comprometida com o estudo, com a aprendizagem de qualidade. Isso seria indubitavelmente a quebra de todos os obstáculos – o sonho de todos: pai, direção, aluno e professor.<br />
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Professor Alailson Leal<br />
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<strong>Perfil do Autor</strong><br />
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professor de língua portuguesa e especialista em ralção etnicorracial - cronista e contista<br />
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<div class="tracker">(Artigonal SC #2475067)</div><br />
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Fonte do Artigo - <a href="http://www.artigonal.com/ensino-superior-artigos/voce-e-o-seu-proprio-obstaculo-2475067.html" title="você é o seu próprio obstáculo">http://www.artigonal.com/ensino-superior-artigos/voce-e-o-seu-proprio-obstaculo-2475067.html</a>Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com0tag:blogger.com,1999:blog-4138642786235930947.post-18222552622236526802010-06-02T12:10:00.001-07:002011-11-04T11:01:06.565-07:00veja os possiveis temas da redação da uepa 2012A Universidade Estadual do Pará apresenta geralmente duas propostas de redação em seu vestibular, sendo um texto dissertativo argumentativo ou uma carta argumentativa ou um texto narrativo.Os temas abordados giram em torno de eixos temáticos com cunho social - ou seja - mostrar o conhecimento crítico do aluno acerca de problemas sociais.<br />
1 - Divisão de estados brasileiros<br />
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A divisão do Pará em três estados será objeto de inédito plebiscito organizado pela Justiça Eleitoral. A questão é polêmica: se forem criados, Carajás e Tapajós vão custar aos cofres públicos pelo menos 9 bilhões de reais só a título de manutenção administrativa. Questões históricas, como a comparação entre a atual discussão e a criação de Tocantins, no fim da década de 1980, podem surgir. É importante estar atualizado sobre as características da região Norte, marcada por conflitos agrários, violência urbana e riquezas minerais.<br />
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2 - Código florestal<br />
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Meio ambiente é tema recorrente no vestibular. Por isso, é importante atualizar-se sobre o novo código florestal, que tramita no Congresso Nacional. Além de dividir opiniões de ruralistas e ambientalistas, o assunto não é consensual dentro do próprio governo e permanece nebuloso para a sociedade civil. Questões sobre a ocupação do território nacional e desenvolvimento sustentável podem motivar perguntas de ciências humanas e a própria redação.<br />
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3 - Relação homem x natureza - conflitos de interesse entre o desenvolvimento sustentável e o capitalismo.Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com0tag:blogger.com,1999:blog-4138642786235930947.post-38311000039776280172010-06-02T12:09:00.000-07:002010-06-02T12:09:04.276-07:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvXD_uo4hld6UwnTtHZd8q59r2kged6sC85NRfFwAJGgBqtMhGR0nzFNzNoYGJaoHvEGz0pVvlkiT-OVNDokzXy02GxQ_Ig4c6Z5OtkTEh-4kGOtspPUfj-qAJhMosW3hcP9csOGdLDGzr/s1600/images%5B10%5D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" gu="true" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvXD_uo4hld6UwnTtHZd8q59r2kged6sC85NRfFwAJGgBqtMhGR0nzFNzNoYGJaoHvEGz0pVvlkiT-OVNDokzXy02GxQ_Ig4c6Z5OtkTEh-4kGOtspPUfj-qAJhMosW3hcP9csOGdLDGzr/s640/images%5B10%5D.jpg" width="640" /></a></div>Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com0tag:blogger.com,1999:blog-4138642786235930947.post-8628491594537857592010-06-02T11:56:00.001-07:002010-06-02T11:56:49.612-07:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqmVCjpDubCbXbqzOfn-fvQZMmef_LeEtkoCAl349M2yGEx5Duf2EKRe9H43C8pQEEugU4H4RxBJrW2Bg3cqXZbPWhDl6jdizACXQryrJfsETopzE2mVPnk7Vu8FA80RUE3NcPzMQgMEjn/s1600/jujj+032.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" gu="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqmVCjpDubCbXbqzOfn-fvQZMmef_LeEtkoCAl349M2yGEx5Duf2EKRe9H43C8pQEEugU4H4RxBJrW2Bg3cqXZbPWhDl6jdizACXQryrJfsETopzE2mVPnk7Vu8FA80RUE3NcPzMQgMEjn/s320/jujj+032.JPG" /></a></div>Alailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com1tag:blogger.com,1999:blog-4138642786235930947.post-58708220490520968602010-02-16T18:13:00.001-08:002010-02-16T18:14:17.361-08:00olá, você é dezAlailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com0tag:blogger.com,1999:blog-4138642786235930947.post-66366469408142335212010-02-16T18:13:00.000-08:002010-02-16T18:14:15.973-08:00olá, você é dezAlailson Lealhttp://www.blogger.com/profile/08554388180650059999noreply@blogger.com0