tag:blogger.com,1999:blog-43036909664501805562024-03-14T10:01:15.911-03:00Roda de Amigos da Leitura"Educar é crescer. E crescer é viver. Educação é, assim, vida no sentido mais autêntico da palavra".
Anísio TeixeiraUnknownnoreply@blogger.comBlogger74125tag:blogger.com,1999:blog-4303690966450180556.post-15271586642000211892013-04-21T22:14:00.002-03:002013-04-21T22:17:16.467-03:00Atividade de Sondagem<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">Dinâmica: Vídeo: “A MENINA QUE
ODIAVA LIVROS”</span></span></div>
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<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"><span style="font-family: Georgia, "Times New Roman", serif;"> </span></span><span style="font-family: Georgia, "Times New Roman", serif;">Autora: Manjusha
Pawagi</span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">Objetivos:</span></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;"><br /></span></span></b></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font-family: Georgia, "Times New Roman", serif;">·</span><span style="font: 7.0pt "Times New Roman";"><span style="font-family: Georgia, "Times New Roman", serif;">
</span></span></span></span><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">Incentivar a importância da leitura como fonte
de informação, lazer, formação pessoal para ampliar seu universo.</span></span></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font-family: Georgia, "Times New Roman", serif;">·</span><span style="font: 7.0pt "Times New Roman";"><span style="font-family: Georgia, "Times New Roman", serif;">
</span></span></span></span><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">Aprender a questionar, coletar informações,
identificar ponto de vista e argumentar suas ideias.</span></span></div>
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<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;"><br /></span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">Etapas:</span></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;"><br /></span></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">1ª</span></span></b><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">. Os
alunos assistirão ao vídeo com duração de 10 minutos.</span></span></div>
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<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;"><br /></span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">2ª.</span></span></b><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;"> Depois
de ouvirem a história, ficarão sentados em círculo e socializar a interpretação
oral com as seguintes perguntas:</span></span></div>
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<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;"><br /></span></span></div>
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</span></div>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Cambria; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;"><span style="font-family: Georgia, "Times New Roman", serif;">a.</span><span style="font: 7.0pt "Times New Roman";"><span style="font-family: Georgia, "Times New Roman", serif;"> </span></span></span></span><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">Se eles
conhecem alguém que detesta livros.</span></span></div>
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</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Cambria; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;"><span style="font-family: Georgia, "Times New Roman", serif;">b.</span><span style="font: 7.0pt "Times New Roman";"><span style="font-family: Georgia, "Times New Roman", serif;"> </span></span></span></span><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">Com
quem vivia a menina?</span></span></div>
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</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Cambria; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;"><span style="font-family: Georgia, "Times New Roman", serif;">c.</span><span style="font: 7.0pt "Times New Roman";"><span style="font-family: Georgia, "Times New Roman", serif;"> </span></span></span></span><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">Como
ela se chamava?</span></span></div>
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</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Cambria; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;"><span style="font-family: Georgia, "Times New Roman", serif;">d.</span><span style="font: 7.0pt "Times New Roman";"><span style="font-family: Georgia, "Times New Roman", serif;"> </span></span></span></span><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">Qual
era seu animal doméstico?</span></span></div>
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</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Cambria; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;"><span style="font-family: Georgia, "Times New Roman", serif;">e.</span><span style="font: 7.0pt "Times New Roman";"><span style="font-family: Georgia, "Times New Roman", serif;"> </span></span></span></span><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">Por que
ela não gostava de livros?</span></span></div>
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</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Cambria; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;"><span style="font-family: Georgia, "Times New Roman", serif;">f.</span><span style="font: 7.0pt "Times New Roman";"><span style="font-family: Georgia, "Times New Roman", serif;"> </span></span></span></span><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">Qual a
parte da história que mais gostou?</span></span></div>
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<br /></div>
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<br /></div>
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</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 7.1pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">3ª.</span></span></b><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;"> Um
resumo escrito da história com ilustração.</span></span></div>
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</span></div>
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<br /></div>
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</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">Recursos
que serão utilizados: </span></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;"><br /></span></span></b></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">
</span></div>
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<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-family: Georgia, "Times New Roman", serif;">Vídeo, caneta ou lápis, folha
de papel, lápis de cor.</span></span></div>
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<br /></div>
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Unknownnoreply@blogger.com0Salvador - BA, República Federativa do Brasil-12.9703817 -38.512382-13.2180292 -38.835105500000004 -12.722734200000001 -38.1896585tag:blogger.com,1999:blog-4303690966450180556.post-64949308632674964652013-04-21T22:11:00.000-03:002013-04-21T22:11:14.932-03:00Dinâmica para o primeiro dia de aula<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><o:p>Dinâmica para o primeiro dia de aula</o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;">Plano
para o primeiro dia do projeto.</span></u></b></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><br /></span></u></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;">Dinâmica: A DANÇA DAS BEXIGAS</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;">Objetivos:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;">Valorizar a amizade, as características de cada
aluno e animá-los.</span></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;">Verificar a leitura e a escrita.</span></div>
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<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><br /></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;">Etapas:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;">1ª.</span></b><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"> Será distribuído
uma bexiga para cada aluno, juntamente com uma tirinha de papel e lápis/caneta
que deverão responder as questões:</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt;">a. Meu nome completo é
......................</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt;">b. O que mais gosta de
fazer...................</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt;">c. O que menos gosta de
fazer.</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt;">d. Uma qualidade que
fosse valorizada.............</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt;">e. Um defeito meu é........</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt;">f. Um elogio que
gostaria de receber............</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt;">g. Você é..........</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;">2ª.</span></b><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"> <span style="mso-spacerun: yes;"> </span>Depois de preenchidas as tirinhas, colocarão
dentro da bexiga já cheia por eles e através de uma música bem alegre, irão
dançar, evitando deixar cair as bolas, porém podem pegá-las do chão quantas
vezes forem preciso.</span></div>
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<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;">3ª.</span></b><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"> Ao
parar a música, cada aluno deverá estar com uma bexiga nas mãos e estourá-la,
ler a tirinha e em seguida abraçar uns aos outros.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;">4ª. As tirinhas serão recolhidas
para sondagem.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;">Recursos
que serão utilizados: </span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%;">Bexigas, CD, papel ofício e
caneta ou lápis.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<br /></div>
Unknownnoreply@blogger.com0Salvador - BA, República Federativa do Brasil-12.9703817 -38.512382-13.2180292 -38.835105500000004 -12.722734200000001 -38.1896585tag:blogger.com,1999:blog-4303690966450180556.post-1626820817005131552012-09-09T11:58:00.000-03:002012-09-09T12:38:17.867-03:00Redação para 8º e 9º anos - Ensino Fundamental<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<br />
Nome:_______________________________ Série:_____________ Turno: ______________<br />
<br />
Leia a coletânea abaixo e desenvolva a proposta dada. <br />
<br />
<b>Texto 1:</b> <br />
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<b>Saiba detalhes do desempenho de Tiririca nas provas de leitura e QI</b> <o:p></o:p><br />
Eleito deputado federal com 1,3 milhão de votos, o comediante Francisco Everardo, o Tiririca, teve de provar na Justiça que sabe ler e escrever, exigência da Constituição para se candidatar a cargo eletivo. O “Fantástico” teve acesso a detalhes das provas de leitura e QI aplicadas ao comediante, que contratou especialistas para se preparar para os testes. <o:p></o:p><br />
Os resultados mostram que ele errou oito de dez palavras em um ditado, ignorou o “s” das palavras e demorou cerca de três minutos para ler uma manchete e duas linhas de um jornal. No entanto, em um teste aplicado posteriormente, o desempenho melhorou e ele foi considerado apto a tomar posse como deputado. O Ministério Público afirmou que vai recorrer. <br />
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<i><span style="font-size: 7.5pt;">(</span></i><b>Texto 2:</b> <br />
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Baseado na leitura dos textos, redija um texto dissertativo<span style="mso-spacerun: yes;"> </span>sobre o seguinte tema: <br />
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<span style="color: white;"><span style="background-color: #93c47d;"><span style="font-size: large;"><b>"A política brasileira vive uma crise de credibilidade? É possível confiar nos políticos que temos?"</b> </span></span></span><br />
<span style="background-color: #93c47d;"><br /></span><span style="background-color: white; color: black;">Instruções: </span><br />
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- Faça seu texto à caneta; <o:p></o:p><br />
- Escreva entre 20 e 25 linhas; <o:p></o:p><br />
- Use o padrão culto da linguagem; <o:p></o:p><br />
- Procure dar exemplos concretos para fundamentar sua argumentação.<o:p></o:p><br />
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Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.094170700000001 -38.6703105 -12.8465927 -38.354453500000005tag:blogger.com,1999:blog-4303690966450180556.post-81948118597505670732012-08-13T17:26:00.001-03:002012-09-09T11:44:10.184-03:00Atividades sobre: Sujeito e Vozes do Verbo<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;"><b><span style="font-family: Verdana,sans-serif;">Leia minha turminha da 8ª série e faça os exercícios.</span></b></span></div>
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<u><b><span style="font-size: small;">Vozes do Verbo</span></b></u></div>
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<b><span style="font-size: small;">Dá-se o nome de voz à forma assumida pelo verbo para indicar se o sujeito gramatical é agente ou paciente da ação. São três as vozes verbais: </span></b></div>
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<b><span style="font-size: small;"> 1. Ativa: quando o sujeito é agente, isto é, pratica a ação expressa pelo verbo.</span></b></div>
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<span style="font-size: small;"> </span><span style="color: black; font-size: small;"><b style="font-family: Arial,Helvetica,sans-serif;">Ex</b></span><span style="font-size: small;"> : <b style="color: black;">Os pais </b><b style="color: red;">educam</b><b style="color: black;"> os filhos.</b></span></div>
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<span style="font-size: small;"> <span style="font-family: inherit;"> </span></span><b style="font-family: Arial,Helvetica,sans-serif;"> </b></div>
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<span style="font-family: inherit; font-size: small;"> </span><b></b></div>
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<b> 2.<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> Passiva: quando o sujeto é paciente </span></span></b><b><span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">recebendo a ação expressa pelo verbo.</span></b></div>
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<b> </b><span style="color: black; font-size: small;"><b style="font-family: Arial,Helvetica,sans-serif;">Ex</b></span><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> </span><span style="font-family: Georgia,"Times New Roman",serif;">:</span></span><b><span style="font-size: small;"> <span style="color: red; font-family: Georgia,"Times New Roman",serif;">Os filhos </span></span></b><span style="color: black; font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><b><span style="color: red;"> </span><span style="color: red;">sao educados</span><span style="color: red;"> </span></b><b> </b></span></span><b style="color: black;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">pelos pais.</span></span></b></div>
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<b> </b><br />
<b style="font-family: inherit;"><span style="font-family: Arial,Helvetica,sans-serif;"> A Voz Passiva pode ser:</span></b><br />
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<li> <span style="font-size: small;"><b style="font-family: Arial,Helvetica,sans-serif;"><span style="color: black;">Voz Passiva analítica</span>:</b></span> Formada pelo <b><i>verbo auxiiar ser + particípio do verbo principal</i>.</b></li>
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<b> Ex: </b><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">A escola </span><b style="font-family: Georgia,'Times New Roman',serif;"><span style="color: red;">será pintada. </span></b></span><br />
<b><span style="color: red;"> </span></b><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">O trabalho</span><b style="font-family: Georgia,'Times New Roman',serif;"> <span style="color: red;">é feito</span></b><span style="font-family: Georgia,"Times New Roman",serif;"> por ele.</span></span><br />
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<b><span style="color: red;"></span></b><b style="color: #38761d;"><span style="color: #38761d;">Obs. : o agente da passiva geralmente é acompanhado da preposição </span>por</b><b><span style="color: #38761d;">, mas pode ocorrer a construção com a preposição </span></b><b style="color: #38761d;">de</b><b><span style="color: #38761d;">.</span></b><br />
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<li><b><span style="color: red;"> <span style="color: black;"><span style="color: black; font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Voz Passiva Sintética</span></span>: </span></span></b><b><span style="font-family: Georgia,"Times New Roman",serif;">formada pelo </span><b style="font-family: Georgia,'Times New Roman',serif;">verbo principal + pronome <span style="color: red;">se</span></b></b></li>
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<b><b style="font-family: Georgia,'Times New Roman',serif;"><span style="color: red;"> </span></b></b><b><b style="color: red;"><span style="font-family: Georgia,"Times New Roman",serif;"></span></b> Ex: </b><b style="color: red; font-family: Georgia,'Times New Roman',serif;">Abriram-se</b><span style="color: red; font-family: Georgia,"Times New Roman",serif;"> </span><b><span style="font-family: Georgia,"Times New Roman",serif;">as inscrições para o concurso.</span></b><br />
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<b><span style="font-family: Georgia,"Times New Roman",serif;"> Voz Reflexiva: é aquele que ao mesmo tempo, o sujeito pratica e sofre a ação expressa pelo verbo. </span></b><span style="color: black;">É formada pelo <b style="color: red;">verbo + pronome reflexivo (me, se, te, me,nos, vos,voc~e(s)).</b></span></div>
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<br /></td><td style="color: black; text-align: left;"><b style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #6aa84f;">Agora copie no seu caderno e responda as questões:</span></b></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: red;"><br /></td><td style="color: red;"><br /></td><td style="color: red;"><br /></td></tr>
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<span style="font-size: small;"><b><span style="color: black;">1. Transforme a Voz Ativa em Passiva:</span></b></span></div>
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<span style="font-size: small;"><span style="color: black;">a. Os ladrões invadiram a cidade.</span></span></div>
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<span style="font-size: small;"><span style="color: black;">b. Pedro feriu o cachorro.</span></span></div>
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<span style="font-size: small;"><span style="color: black;">c. Os meninos admiravam o avião.</span></span></div>
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<span style="font-size: small;"><span style="color: black;">d. Os colegas estimavam Alfredo.</span></span></div>
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<span style="font-size: small;"><span style="color: black;">e. O homem feriu o ladrão.</span></span></div>
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<span style="font-size: small;"><span style="color: black;">f. Carlos plantou uma rosa.</span></span></div>
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<span style="font-size: small;"><span style="color: black;">g. Alice buscou as crianças.</span></span></div>
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<span style="font-size: small;"><span style="color: black;">h. A multidão aclamava a rainha.</span></span></div>
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<span style="font-size: small;"><span style="color: black;">i. Tu o acompanharás.</span></span></div>
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<span style="font-size: small;"><span style="color: black;">j. Expulsaram-no.</span></span></div>
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<span style="font-family: verdana;"><span style="mso-bidi-font-family: Arial;"><span style="font-size: x-small;"><span style="color: black;">2. </span></span></span></span><b><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Quais frases encontram-se na voz passiva. </span></span></b><br />
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">a</span></span><b><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> –</span></span></b><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> Os conteúdos foram estudados pelos alunos.</span></span><br />
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<span style="font-size: small;">b – Todos os comentários foram discutidos durante a reunião.</span></div>
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<span style="font-size: small;">c – Todas as questões discursivas do concurso foram anuladas.</span></div>
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<span style="font-size: small;">d – As crianças eram estimuladas constantemente ao hábito da leitura.</span></div>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">e – Os jogadores eram comandados por um técnico </span></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">bastante exigente.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">3.</span></span><span style="font-family: Arial;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">(VOZES DO VERBO)</span></span><span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> Classifique as seguintes frases quando as vozes verbais: (Ativa, Passiva, Analítica, Sintética e Reflexiva)<br /><br />a Antônio sentiu-se largado dos fardos.<br />b) Tu jamais te contentaste para a tragédia<br />c) O público apulparia o cantor.<br />d) Analisar-se-ão os trabalhos esta tarde.<br />e) Reformam-se casas<br />f) Deram-se as mãos e caminharam lado a lado<br />g) Os atletas insultavam-se.<br />h) Estava-se feliz com o resultado da competição.<br />i) O ladrão foi perdoado pela vítima.<br />j) Arrombaram a porta da casa<br />k) Arrombou-se a casa da esquina.<br />l) Enviaram um belo presente ao vencedor.<br />m) O regulamento será obedecido por nós. <br />n) Sua filha não se penteia para os homens. <br />o) Encerram-se hoje as inscrições. <br />p) Elas podem chegar ainda hoje. </span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">4.</span></span><span style="font-family: Arial;"><b> </b><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">(VOZES DO VERBO) Apenas uma das frases admite a voz </span></span></span><br />
<span style="font-family: Arial;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">passiva. Assinale-a. </span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">A) Gosto de frutas.</span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">B) Milhares de pessoas assistiram ao jogo.</span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">C) Deus criou o mundo.</span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">D) Este ano foi quente.</span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">E) NDA.</span><br style="font-family: Georgia,'Times New Roman',serif;" /><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">5) (VOZES DO VERBO) "O velho casarão foi substituído</span></span></span><br />
<span style="font-family: Arial;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">por um enorme edifício." Passando esta frase para a voz ativa, temos:</span></span> <span style="font-size: small;"><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">A) O velho casarão, substituíram-no por um enorme edifício.</span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">B) Um enorme edifício substituiu o velho casarão.</span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">C) O velho casarão substituiu o enorme edifício.</span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">D) Substituiu-se o enorme edifício pelo velho casarão.</span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">E) NDA</span><br style="font-family: Georgia,'Times New Roman',serif;" /><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">6) (VOZES DO VERBO) Assinale o item em que há erro na passagem da ativa para a passiva:</span></span> <span style="font-size: small;"><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">A) Ela quebrará tudo = Tudo será quebrado por ela.</span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">B) Ela quebrara tudo = Tudo foi quebrado por ela.</span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">C) Ela quebra tudo = Tudo é quebrado por ela.</span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">D) Ela tinha quebrado tudo = Tudo tinha sido quebrado por ela.</span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;">E) NDA</span></span></span><br />
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> </span><br style="font-family: Georgia,'Times New Roman',serif;" /><span style="font-family: Georgia,"Times New Roman",serif;"> </span></span></div>
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<span style="font-family: verdana;"><span style="mso-bidi-font-family: Arial;"></span></span></td><td style="color: black; font-family: Georgia,'Times New Roman',serif; text-align: justify;"><br /></td><td style="color: black; text-align: justify;"><br /></td><td style="color: red; text-align: justify;"><br /></td><td style="color: black; text-align: justify;"><br /></td><td style="color: black; text-align: justify;"><br /></td><td style="color: black; text-align: justify;"><br /></td><td style="color: black; text-align: justify;"><br /></td><td style="color: black; text-align: justify;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><table border="0"><tbody>
<tr align="middle"><td style="color: red; text-align: left;"><b><span style="font-size: small;"><span style="color: black; font-family: Georgia,"Times New Roman",serif;"></span></span></b><b></b><br /></td><td style="color: black; text-align: left;"><br /></td></tr>
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</td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"><br /></td><td style="color: black; text-align: left;"></td><td style="color: black; text-align: left;"></td><td style="color: black; text-align: left;"></td><td style="color: black; text-align: left;"></td><td style="color: black; text-align: left;"></td><td style="color: black; text-align: left;"></td><td style="color: black; text-align: left;"></td><td style="color: black; text-align: left;"></td><td style="color: black; text-align: left;"></td><td style="color: red; text-align: left;"><br /></td><td style="color: red; text-align: left;"><br /></td><td style="color: red;"><br /></td><td style="color: red; text-align: left;"></td><td style="color: red; text-align: left;"></td></tr>
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Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.094170700000001 -38.6703105 -12.8465927 -38.354453500000005tag:blogger.com,1999:blog-4303690966450180556.post-80759485629451082812012-08-01T18:39:00.000-03:002012-08-13T12:23:36.638-03:00Atividades de Português para o 7º e 8º anos<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"><b>EXERCÍCIOS</b><br />
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1. Sublinhe os verbos e classifique os períodos em simples ou compostos.<br />
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a. Amanheceu. Vimos os primeiros raios solares enquanto caminhávamos na areia.
A brisa do mar ainda era fria quando acordamos do sonho.</span><br />
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b. Lenon casou-se pela segunda vez. Ela era japonesa, inteligente, artista
plástica e vivia nos Estados Unidos.</span><br />
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2. Transforme os períodos simples em períodos compostos, acrescentando as
conjunções coordenativas adequadas. Depois, classifique as orações.<br />
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a. Vinícius de Moraes já morreu. Não morreram seus poemas e músicas. Sua
criação artística e eterna.<br />
b. Faltava dinheiro para o lazer. O jeito era participar da pelada aos
domingos.<br />
c. Observei o comentário do diretor. Percebi o meu engano.<br />
d. Olhou-me duramente. Foi-se embora.<br />
e. O marceneiro chegou. Começou o serviço.</span><br />
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">3. Classifique as orações coordenadas grifadas nas frases
abaixo:<br />
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a) Ele estudou o ano inteiro para o vestibular, l<u>ogo conseguiu entrar na tão
sonhada faculdade.</u><br />
b) Não deixe de estudar, <u>pois amanhã haverá prova.</u><br />
c) Fale depressa <u>que eu preciso ir embora.</u><br />
d) A desintegração do núcleo libera o calor; <u>logo fornece energia.</u><br />
e)<u> Ou você me conta a verdade, ou sai daqui.</u><br />
f) Terminou toda a obrigação; <u>portanto pôde sair.</u><br />
g) Queriam caminhar muito; <u>contudo não tiveram forças.</u><br />
h) Sempre foi atenta às aulas, <u>mas nunca gostou da matéria.</u><br />
i) Foram ao shopping; <u>nada compraram.</u><br />
j) Netuno é deus do mar, <u>mas Baco tem afogado muita gente.</u><br />
l) A árvore devia estar meio podre,<u> pois o vento a derrubou.</u><br />
m)<u> Pensou em mim; esqueceu-se de si mesmo.</u><br />
n) Não era uma beldade; <u>contudo impunha-se pela sua simpatia.</u><br />
o) Ela não estaria morrendo <u>nem de frio, nem de fome.</u><br />
p) O governo aumentará o preço do álcool <u>e imporá novas medidas de racionamento
de combustível.</u><br />
q) O governo precisa fazer a economia crescer; <u>deve, pois, estimular o consumo.</u></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">4. Relacione as orações por meio de uma conjunção
coordenada que estabeleça entre elas a relação adequada.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">a ) Ontem falei muito _____ participei de um
debate. </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">b) Espere,_____ ainda não estou pronto. </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">c) Trabalharam muito ________ devem estar
muito casados. </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">d) Trabalhei muito, ______ não estou cansado. </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">e) Não sei se estudo ______ se trabalho a
noite. </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">5. A conjunção <b style="mso-bidi-font-weight: normal;">pois </b>pode expressar diferentes relações de sentido: conclusão,
explicação ou causa. Identifique qual dessas relações está presente em cada uma
das frases abaixo;</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">a) Entre, pois está chovendo. </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">b) Não veio, pois adoeceu. </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">c) Trabalhou muito. Está, pois, cansadíssimo.
</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">d) Volte logo, pois estarei sozinha. </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">6. Ditado de palavras. Emprego do S e do
Z; -ÊS, - EZ, -ESA, -EZA.</span><br />
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> 7. Produção de texto – Transformar em Tirinha
e Desenho de uma árvore com recorte de palavras motivadoras.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">Arvore da Paz</span></div>
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<b><span style="color: #17365d; font-family: "Verdana","sans-serif"; font-size: 12pt;">texto:
Retratar a Paz</span></b><br />
<br />
<br />
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<b><span style="color: #17365d; font-size: 10pt;">Um rei
queria adquirir para seu palácio um quadro que representasse a paz. Para isso,
convocou artistas de diversas partes do mundo e lançou um concurso por meio do
qual seria escolhido o tal quadro e premiado o seu autor.</span></b></div>
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<b><span style="color: #17365d; font-size: 10pt;">Logo
começaram a chegar ao palácio quadros de todo o tipo. Uns retratavam a paz
através de lindas paisagens com jardins, praias e florestas; outros a
representavam através de arco-íris, alvoradas e crepúsculos.</span></b></div>
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<b><span style="color: #17365d; font-size: 10pt;">O rei
analisou todos os quadros e parou diante de um que retratava uma forte
tempestade com nuvens pesadas, redemoinhos de ventos e uma árvore arqueada
abrigando, dentro de seu tronco, um pássaro que dormia tranquilamente.</span></b></div>
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<b><span style="color: #17365d; font-size: 10pt;">Diante de
todos os participantes do concurso, o rei declarou aquele quadro da tempestade
o vencedor do concurso. Todos ficaram surpresos, e alguém protestou dizendo:</span></b></div>
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<b><span style="color: #17365d; font-size: 10pt;">- Mas...
Majestade! Esse quadro parece ser o único que não retrata a paz!</span></b><br />
<b><span style="color: #17365d; font-size: 10pt;"> </span></b></div>
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<b><span style="color: #17365d; font-size: 10pt;">Nesse
momento o rei respondeu com toda a convicção: </span></b></div>
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<b><span style="color: #17365d; font-size: 10pt;">- O pássaro
dorme tranquilamente dentro do tronco apesar da tempestade lá fora. Esta é a
maior paz que se pode ter: a paz interior.</span></b></div>
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<b><span style="color: #17365d; font-size: 10pt;">Paz não é a
ausência de agitação no ambiente em que vivemos, mas o estado de tranqüilidade
interior que cultivamos diante das tempestades da vida.</span></b></div>
</div>
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Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.094170700000001 -38.6703105 -12.8465927 -38.354453500000005tag:blogger.com,1999:blog-4303690966450180556.post-33688936744010512712012-08-01T17:48:00.000-03:002012-08-01T18:54:40.680-03:00Texto / Interpretação - 3º.4º e 5º anos<div dir="ltr" style="text-align: left;" trbidi="on">
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Texto / Interpretação <br />
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<span style="font-size: large;"><b><span style="font-family: "Arial","sans-serif";">Por que as aranhas fazem teias?</span></b></span></div>
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" 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" style="background-color: yellow;" /></a></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div class="MsoNormal" style="color: #6fa8dc; line-height: normal; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Elas
estão por toda as parte. Nos cantos da parede, em algum móvel velho, embaixo da
cama, no jardim... Seus fios formam desenhos que encantam nossos olhos. Procure
atentamente e você deve encontrar uma teia! Que elas são feitas por aranhas,
Todos já sabem. Mas por que as aranhas fazem teias?</span></b></div>
<div class="MsoNormal" style="color: #6fa8dc; line-height: normal; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A
resposta está na barriga da aranha. Bem na ponta do abdome dela, existe um par
de órgãos que produzem fios de seda, que formam a teia. Assim, ela solta o fio
e vai tecendo, com ajuda de algumas de suas oitos pernas, um emaranhado que
pode ter muito formatos.</span></b></div>
<div class="MsoNormal" style="color: #6fa8dc;">
<b>
</b></div>
<div class="MsoNormal" style="color: #6fa8dc; line-height: normal; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">As teias
têm várias utilidades para as aranhas. Caçar, proteger seus ovos ou mesmo fazer
abrigos. As aranhas que fazem teias para caçar são as mais observadas. Você já
deve ter visto algum bicho grudado em uma teia. É que ela é coberta por uma
substância grudenta. Assim, o inseto que voa desavisado pode esbarrar em uma
delas e ficar presa em seus fios. Se isso acontecer, já era! Ele certamente
será devorado. </span></b></div>
<div class="MsoNormal" style="color: #6fa8dc; line-height: normal; margin-bottom: 0.0001pt; text-align: left;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
(Oliveira, Felipe Bandoni de. Por que as aranhas fazem teias? Ciência hoje das
Crianças; Rio de Janeiro, n.144, mar. 2004. Adaptação.)</span></b><br />
<br />
<div style="color: #0b5394;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Marque com um (X) em cada questão a resposta correta. </span></div>
</div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: left;">
<span style="color: #6fa8dc; font-family: "Arial","sans-serif"; font-size: 12pt;"> </span>
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> 1.
Para fazer a teia, a aranha utiliza:</span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -26.25pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">( (A) a barriga e as pernas.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">( (B) a boca e os olhos.</span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -26.25pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">( (C) a cabeça e a barriga.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (D) as pernas e a barriga.<br clear="all" style="mso-special-character: line-break;" />
</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> 2. No trecho
“Assim <u>ela</u> solta o fio”, a palavra sublinhada se refere a: </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (A) barriga da aranha.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">( (B) própria aranha.</span></div>
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<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">( (C) perna da aranha</span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (D) boca da aranha.</span></div>
<br />
<br />
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> 3. Em “Assim, o inseto que voa <u>desavisado</u> pode esbarrar em uma delas e
ficar preso em seus fios.”, a palavra sublinhada quer dizer:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> ( (A) descontente.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (B) destemido.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (C) distraído.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">( (D) desinformado</span></div>
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<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0cm; text-indent: -26.25pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span>
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> 4.O assunto principal do texto é a:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (A) utilidade das aranhas.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (B) construção da teia de aranha.</span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (C) reprodução da aranhas.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">( (D) alimentação das aranhas.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span>
</div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> 5.Esse texto que você leu:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">( (A) explica as utilidades da teia de aranha.</span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (B) indica o lugar preferido pelas aranhas. </span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (C)
informa como é o corpo de uma aranha</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">( (D)
mostra o que as aranhas gostam de comer</span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0cm; text-indent: -24pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">0 6.O inseto fica presa nela porque ela é:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (A) emaranhada</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">( (B) fina</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (C) grande</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (D) grudenta</span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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</div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span></div>
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<br /></div>Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.967088984637448 -38.387603759765625-13.090877984637448 -38.545532259765622 -12.843299984637447 -38.229675259765628tag:blogger.com,1999:blog-4303690966450180556.post-28798051122838975612011-12-13T18:41:00.003-02:002012-07-31T22:02:58.233-03:00Atividades de Língua Portuguesa<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">Atividades de Língua Portuguesa</span><br />
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span><img alt="" src="data:image/png;base64,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" style="background-color: red;" /></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<b><span style="font-size: small;">Texto: </span><span style="font-size: small;"> </span><span style="font-size: small;"> <span style="background-color: cyan;">ALEGRIAS DO NATAL</span></span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;"> Natal, para mim, tem sabor de alegrias e surpresas, sabe por quê? Porque em minha casa cada um preparava uma surpresa para o outro.<br />
Naquele Natal, porém havíamos combinado que ninguém ia dar presentes por causa das despesas com chegada do nenê, mamãe estava esperando nenê.<br />
Eu já havia me conformado em não receber surpresas, mas quando acordei no dia 25, quase morri de alegria!<br />
Sabe o que havia no meu quarto? Uma cadeira de balanço, de madeira, com uma almofada de retalhos bem coloridos!<br />
Papai havia feito a cadeira e mamãe havia feito a almofada.<br />
Não precisava dizer que fiquei muito contente.<br />
Papai e mamãe ainda dormiam, e então chegou a minha vez de fazer uma surpresa. Eu havia preparado uma e estava escondida no meu guarda-roupa.<br />
A surpresa presente, isto é, para o nenê que ia nascer. Como eu não podia gastar dinheiro escolhi um calçãozinho da Madalena, a minha bonecona, lavei bem lavadinho, passei bem direitinho, dobrei e pus numa caixa. Embrulhei com papel bem bonito e escondi.<br />
Peguei então o pacotinho, entrei bem quietinha no quarto dos meus pais e coloquei o presentinho, sabe onde? Sabe onde? Bem em cima da barriga da mamãe. Depois voltei para o meu quarto.<br />
Quando eles levantaram, foram até a minha cama e me deram um beijo com gosto diferente, sabe? E eu também dei um beijo diferente neles. E não precisamos falar nada, porque já havíamos entendido tudo.</span></b></div>
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<b><span style="font-size: small;"> Cristina Porto</span></b></div>
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<b><span style="font-size: small;">Interpretando o Texto:</span></b></div>
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<b><span style="font-size: small;">1. Quais são os personagens do texto?</span></b></div>
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<b><span style="font-size: small;"> A) O pai, a mãe e o filho.</span></b></div>
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<b><span style="font-size: small;"> B) O pai, a mãe e a filha.</span></b></div>
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<b><span style="font-size: small;"> C) O pai, a mãe e a filha e o bebê.</span></b></div>
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<b><span style="font-size: small;">2. Copie o parágrafo que mostra que a personagem é uma menina.</span></b></div>
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<b><span style="font-size: small;"> ________________________________________________</span></b></div>
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<b><span style="font-size: small;"> _______________________________________________</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">3. Por que todos haviam combinado em não presentear um ao outro, naquele Natal?</span></b></div>
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<b><span style="font-size: small;">A) Por causa das despesas com a chegada do nenê.</span></b></div>
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<b><span style="font-size: small;">B) O Natal não tinha importância para eles. </span></b></div>
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<b><span style="font-size: small;">C) Haviam combinado em viajar.</span></b></div>
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<b><span style="font-size: small;">D) O nenê ia nascer no Natal.</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">4. A personagem acordou feliz no dia de Natal, Por quê?</span></b></div>
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<b><span style="font-size: small;"> </span></b></div>
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<b><span style="font-size: small;"> _________________________________________</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">5. Para retribuir o presente que ganhara dos pais, que surpresa ela lhes preparou?</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">__________________________________________</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">Gramática e Ortografia</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">1. Observe o verbo da frase.</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
<div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0cm;">
<b><span style="font-size: small;"> Natal, para mim, tem sabor de alegrias e surpresas.</span></b></div>
<div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0cm;">
<b><span style="font-size: small;"> Em que tempo verbal está a frase acima?</span></b></div>
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<b><span style="font-size: small;"> ( ) presente ( ) futuro ( ) passado</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">2. Substitua as palavras grifadas por pronomes pessoais do caso reto:</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
<div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0cm;">
<b><span style="font-size: small;">a) Papai havia feito a cadeira e mamãe havia feito a almofada.</span></b></div>
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<b><span style="font-size: small;"> _____________________________________________________________________</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">3. Faça a correspondência:</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">A) Venha comigo.</span></b></div>
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<b><span style="font-size: small;">B) <i>Sua Majestade</i><i>, a rainha da Inglaterra, chega hoje ao Brasil.</i></span></b></div>
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<b><span style="font-size: small;"><i>C) </i></span><span style="font-size: small;">Havia no meu quarto, uma cadeira de balanço linda.</span></b></div>
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<b><span style="font-size: small;">D)</span><span style="font-size: small;"> Esse</span><span style="font-size: small;"> livro que você pegou tem que ser devolvido à biblioteca amanhã.</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">( ) Pronome demonstrativo.</span></b></div>
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<b><span style="font-size: small;">( ) Pronome Possessivo</span></b></div>
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<b><span style="font-size: small;">( ) Pronome de Tratamento.</span></b></div>
<div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0cm;">
<b><span style="font-size: small;">( ) Pronome pessoal do caso Oblíquo</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
<div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0cm;">
<b><span style="font-size: small;">4. Na frase: Papai e mamãe prepararam uma surpresa no Natal para mim,</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">a) As palavras grifadas são: ( ) sujeitos simples ( ) sujeitos composto ( ) sujeito oculto</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">b) Escreva o predicado da frase __________________________________________________</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<b><span style="font-size: small;">5.leia a frase: Ah! Que linda paisagem! È uma interjeição de:</span></b></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<b><span style="font-size: small;"> (</span><span style="font-size: small;"> ) Coragem</span><span style="font-size: small;"> (</span><span style="font-size: small;"> ) Admiração</span><span style="font-size: small;"> (</span><span style="font-size: small;"> ) Aplauso</span><span style="font-size: small;"> (</span><span style="font-size: small;"> ) saudade</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">6. Complete as frases com preposições do quadro: </span></b></div>
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<b><span style="font-size: small;"> </span></b></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; font-family: Georgia,"Times New Roman",serif; margin-left: 61.7pt; width: 337px;"><tbody>
<tr style="height: 19.15pt;"> <td style="border: 1pt solid windowtext; height: 19.15pt; padding: 0cm 5.4pt; width: 252.6pt;" valign="top" width="337"><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: 0cm;">
<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;"> de sobre com para contra</span></b></div>
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<b><span style="font-size: small;"><br />
</span></b></div>
</td> </tr>
</tbody></table>
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<b><span style="font-size: small;"><br />
</span></b></div>
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<b><span style="font-size: small;">a) Estou _______ vontade _______ sair hoje.</span></b></div>
<div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0cm;">
<b><span style="font-size: small;">b) Saíram ________ pescar bem cedinho. </span></b></div>
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<b><span style="font-size: small;">c) Os livros estão _______ a mesa da sala. </span></b></div>
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<b><span style="font-size: small;">d) Estão todos________ mim. </span></b></div>
</div>Unknownnoreply@blogger.com7Salvador - BA, Brasil-12.9703817 -38.512382-13.117674200000002 -38.6549445 -12.8230892 -38.369819500000006tag:blogger.com,1999:blog-4303690966450180556.post-92140819025500075622011-12-13T18:38:00.000-02:002012-07-30T22:15:07.085-03:00Atividades de Histórias<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<span style="font-family: "Arial Unicode MS","sans-serif";"> Atividades de Histórias</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";"> </span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";">1. Leia.</span><br />
<span style="font-family: "Arial","sans-serif";"> Finalmente a Monarquia chega ao fim no Brasil. E muitos desejavam a República, porque o Brasil era o único país americano independente governado pelos imperadores</span><span style="font-family: "Arial Unicode MS","sans-serif";">.</span><br />
<br />
<span style="font-family: "Arial Unicode MS","sans-serif";"> Agora responda sobre a República?</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";">a) Quem proclamou essa forma de governo no Brasil?</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";"> ___________________________________________</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";">b) Em que local, data, mês e ano ela foi proclamada no nosso país?</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";"> ___________________________________________</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";">c) Porque todos desejavam a República?</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";"> ___________________________________________</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";">d) O Brasil se dividiu em dois períodos republicanos. Quais foram eles?</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";"> ______________________________________________________</span><br />
<br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Arial Unicode MS","sans-serif";">2. A primeira Constituição da República e a segunda do Brasil foi promulgada em 24 de fevereiro de 1891, pela Assembleia Constituinte. Complete com alguns dos princípios citados da Constituição, abaixo:</span></div>
<span style="font-family: "Arial Unicode MS","sans-serif";">a) Sistema de governo: ______________________</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";">b) O voto era permitido para brasileiros alfabetizados maiores _________________</span><br />
<br />
<br />
<br />
<span style="font-family: "Arial Unicode MS","sans-serif";">3. Escreva V (VERDADEIRO) e F (FALSO):</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";">( ) Na República Velha, a política funcionava à base de troca de favores.</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";">( ) Umas das medidas por Deodoro da Fonseca foi a transformação das províncias em estados.</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";">( ) Com a República , os pobres foram os mais favorecidos</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";">( ) Espírito Santo foi o maior produtor de café na República Velha.</span><br />
<span style="font-family: "Arial Unicode MS","sans-serif";">( ) A República do café-com-leite tinha esse nome, porque São Paulo e Munas Gerais, além do café, Minas Gerais também produzia bastante leite.</span><br />
<br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Arial Unicode MS","sans-serif";">4. A atual Bandeira Nacional foi adotada pelo decreto n.º 4, de 19 de novembro de 1889, quatro dias após a Proclamação da República (15 de novembro de 1889). Sua elaboração foi realizada por Raimundo Teixeira Mendes (positivista), Miguel Lemos (diretor do Apostolado Positivista do Brasil), Manuel Pereira Reis (astrônomo) e Décio Villares (pintor).</span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial Unicode MS","sans-serif";">Sobre a Bandeira Brasileira, escreva:</span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial Unicode MS","sans-serif";">a) Ela tem __________ estrelas</span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial Unicode MS","sans-serif";">b) Quanto às cores, o Verde representa as __________________, o Amarelo as ______________, o azul, o _______________ e o Branco a __________________.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial Unicode MS","sans-serif";">c) Está escrito nela a frase ____________________________.</span></div>
<div style="text-align: justify;">
<br /></div>
<br />
<span style="font-family: "Arial Unicode MS","sans-serif";"> Boa avaliação!</span><br />
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</div>Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.117674200000002 -38.6549445 -12.8230892 -38.369819500000006tag:blogger.com,1999:blog-4303690966450180556.post-92232734065205882572011-12-13T18:32:00.001-02:002012-07-30T22:16:53.734-03:00Atividades de Geografia<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">Atividades de Geografia</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">1. Ligue às capitais aos estados da Região Sudeste:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">(A) São Paulo ( ) Belo Horizonte</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">(B) Rio de janeiro ( ) São Paulo</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">(C Minas Gerais ( ) Vitória</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">(D) Espírito Santo ( ) Florianópolis</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> ( ) Rio de Janeiro</span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">2. Essa região é a mais fria das regiões brasileiras que apresenta clima subtropical com temperaturas médias mais frias que as do restante do país. Estamos falando da região<b style="mso-bidi-font-weight: normal;">...</b></span></div>
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<br /></div>
<div class="MsoNormalCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -7.1pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">( ) Sul</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">( ) Centro Oeste</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">( ) Sudeste</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">( ) Nordeste</span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">3; È um tipo de vegetação rasteira que predomina no Rio Grande do Sul</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">( ) Mata de Araucária</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">( ) Floresta Tropical</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">( ) Campos</span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">4. Eles foram os primeiros imigrantes a se estabelecerem na Região Sul.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">( ) Alemães</span></div>
<div class="MsoNormalCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -7.1pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">( ) Italianos</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">( ) Japoneses</span></div>
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<br /></div>
<div class="MsoNormalCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -7.1pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">5. O Gaúcho </span><span style="color: #333333; font-family: "Arial","sans-serif";">é </span><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">o nome dado aos nascidos no Rio Grande do Sul, ao tipo característico da campanha, ao homem que vive no campo, na região dos pampas. Ele é originário de quais povos?</span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoNormalCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -7.1pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">( ) da mistura entre espanhol, português e índio (Guarani).</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">( ) japonês e chinês</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">( ) italianos</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">6.Bebida predileta dos gaúchos </span><span style="color: #222222; font-family: "Verdana","sans-serif"; font-size: 10pt; line-height: 115%;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">composta por uma cuia, erva-mate, bomba e água quente.</span></div>
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" 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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> ( ) Vinho ( ) Chimarrão ( ) Cerveja) ( ) Refrigerante</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> 7. A Região Sudeste é a mais rica de todas as regiões do Brasil, por quê?</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> ( ) ela é a mais desenvolvida e industrializada do país.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> ( ) fornece o couro e charque</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> ( ) a atividade de destaque nesta região, é a agricultura.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> 8. As duas maiores metrópoles brasileiras são:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> ( ) Rio de Janeiro e São Paulo</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> ( ) Espírito Santo e Belo Horizonte</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> ( ) Rio grande do Sul e Santa Catarina</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> 9. Complete com as palavras do retângulo abaixo.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> População – saída – cidade - êxodo rural - campo </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">A grande maioria da _____________ brasileira vive na__________., o que faz aumentar a população urbana <b style="mso-bidi-font-weight: normal;">.I</b>sso se deve em grande parte à __________ do homem do___________ para a cidade, ou seja, o que chamamos de ______________.</span></div>
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</div>Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.117674200000002 -38.6549445 -12.8230892 -38.369819500000006tag:blogger.com,1999:blog-4303690966450180556.post-73179610322843079182011-12-13T18:01:00.008-02:002012-07-30T22:11:18.932-03:00Atividades de Matemática<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> Atividades de Matemática </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">1.Situações – Problema. </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Uma loja fez uma grande promoção de aparelhos de som. </span><img alt="" src="data:image/png;base64,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" 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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">a) Agora, calcule quantos aparelhos de som vendeu cada funcionário e marque com um (X) a resposta correta: </span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> </span><a href="http://www.blogger.com/post-edit.g?blogID=4303690966450180556&postID=7317961032284307918&from=pencil" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" 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" /></a><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">*Antônia <u> 1 </u> </span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> 3</span><br />
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" /><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> Henrique <u>2_</u></span></div>
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<u><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span></u><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> 7 </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> Antônia vendeu: ( ) 3 ( ) 4 ( ) 5 </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> Henrique vendeu:: ( ) 9 ( ) 14 ( ) 7 </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> b) Qual o funcionário vendeu mis aparelrelhos de som ? ____________________ </span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> CÁLCULOS:</span></div>
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<br /></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">2) Numa competição de saltos em altura, o primero colocado saltou 2,74 metros. O segundo saltou 2,68 metros. De quantos metros foi a diferença entre os dois atletas?</span></div>
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<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 4.8pt; margin-right: 4.8pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-anchor-horizontal: page; mso-table-anchor-vertical: paragraph; mso-table-left: 85.35pt; mso-table-lspace: 7.05pt; mso-table-rspace: 7.05pt; mso-table-top: 12.9pt; mso-yfti-tbllook: 1184;"><tbody>
<tr style="height: 78.55pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"> <td style="border: solid windowtext 1.0pt; height: 78.55pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 136.95pt;" valign="top" width="183"><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: 85.4pt; mso-element-top: 12.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> Cálculo</span></div>
</td> </tr>
</tbody></table>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> Resposta:___________________</span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span></div>
<div class="MsoNormal" style="margin-left: -42.5pt; text-indent: -.05pt;">
<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">3) Ângela fez uma torta e dividiu em 8 partes iguais. No almoço, sua família comeu 5 fatias, e no jantar comeu 2 fatias . Então:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> a) A parte da torta comida no almoço</span><br />
<br />
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> ( ) <u>5 </u> ( ) <u>2</u> ( ) <u>1 </u> ( ) <u>7</u></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> 8 8 8 8</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> b) A parte comida no janta: </span><br />
<br />
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> ( ) <u>5</u> ( ) <u>2</u> ( ) <u>1 </u> ( ) <u>7</u></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> 8 8 8 8</span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> c) A parte da torta comida no total foi:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> ( ) <u>5_</u> ( ) <u> 2_</u> ( ) <u>1 </u> ( ) <u>_7_</u></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> 8 8 8 8</span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">4) Fração Própria <span style="color: black;">apresenta numerador menor que o denominador. Então, </span>circule as frações próprias abaixo:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> <u> 1_ </u> <u> 5_ </u> <u> 7_</u> <u> 2_</u> <u> 9_</u></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> 2 3 5 12 4</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> 5) Complete com as medidas adequadas que estão no retângulo:</span></div>
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<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 4.8pt; margin-right: 4.8pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-anchor-horizontal: page; mso-table-anchor-vertical: paragraph; mso-table-left: 119.1pt; mso-table-lspace: 7.05pt; mso-table-rspace: 7.05pt; mso-table-top: 4.7pt; mso-yfti-tbllook: 1184;"><tbody>
<tr style="height: 38.9pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"> <td style="border: solid windowtext 1.0pt; height: 38.9pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 255.3pt;" valign="top" width="340"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-left: 119.15pt; mso-element-top: 4.7pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> LITRO METRO QUILO </span></div>
</td> </tr>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> a) Para medir o comprimento da sala de sua casa, Júlia usou o ____.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> b) Refrigerantes, leite, vinagre é usado o ____________.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> c) Compramos carnes, arroz, feijão por________________.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> 6) Leia e use as letras dentro dos parênteses para ligar: </span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> (A) É uma região plana ( CÍRCULO ) </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> (B) É um sólido geométrico (ESFERA) </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> (C) É um contorno (CIRCUNFERÊNCIA) </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> ( ) </span><img alt="" src="data:image/png;base64,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" /><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> ( ) </span><img alt="" src="data:image/png;base64,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" /><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> ( ) </span><img alt="" src="data:image/png;base64,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" /><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">7) Represente na forma de fração decimal e na forma de número decimal:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> a) 2 pessoas em um grupo de 10 pessoas _____ ou _____</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> b) 60 pessoas em um grupo de 100 pessoas _____ ou _____</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> c) 240 pessoas em um grupo de 1000 pessoas. _____ ou ____.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">8) Efetue os números decimais abaixo e marque <b style="mso-bidi-font-weight: normal;">com (X),</b> a resposta correta:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> a) 3 + 2, 30 = ( ) 5,30 ( ) 2,60 ( ) 2,33</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> b) 3,49 – 1,63 = ( ) 2,86 ( ) 1,86 ( ) 0,86</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> c) 4,03 x 3 = ( ) 12<b style="mso-bidi-font-weight: normal;">,</b>09 ( ) 12,33 ( ) 12,06</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> <b style="mso-bidi-font-weight: normal;">CÁLCULOS:</b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">9) Faça a correspondência entre as colunas:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> A) <u> 9 </u> ( ) 0,017</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> 10</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> ( ) 0,06 </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> B) 2 <u> 4_ </u> </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">10 ( ) 0,9</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> C)<u> 6 </u> ( ) 2,4</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -7.1pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> 100 </span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -7.1pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -7.1pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> D) <u> 17_</u></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -7.1pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> 1000</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -7.1pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -7.1pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -7.1pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">10) Represente através de frações:</span></div>
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<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -7.1pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">a) </span><img alt="" 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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">b) </span><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKUAAABUCAIAAABsh2AxAAADSUlEQVR4nO3cz0vTcRzH8dcug3npZA0CFTp8bu1QU1mKOmW5WbIiKRBvhQrrkh3awf9AO3cYdpE8OPrlKWHMQweJTBT6DkymA0cIgkqhm5rvDsMw+god+r6/xF5P3ofv7f39fB/4dZcNwqopuH0DTDV6V1d/ev8Q2dOafZEjxXV7Ikci+7+uS6XSnm77+6Xj48qRD0XKWqcu23tvbn4NBBqNCWtNuzGXjelQ3HjJmJaT60Br67Wwbm1trcYEjAkbY4wJap26aXx8zMZ7Y8MCQsCW1qwCV4B1xY0PgOWT6/Dc3Kst3RYXs0ALsAU8Ad5qnXpsZOS+jXexmKupuQ6I1nwHOoCS4sbTc9uy3v+b/4p/XbH42euNqZ/0eTI5fJZ3RPE+toF24JtL3vHl5Tll70JhyeuNqp80RW9605ve9KY3velNb3rTm970pje96U1vetOb3vSmN73pTW9605ve9KY3velNb3rTm970pje96U1vetOb3vSmN73pTW9605ve9KY3velNb3rT+//ztnw+zW+jHwNdLmEL0FcofFT23t3Ne7296id9kUwO2Xqv+3x1QJ/WxIFa4JbixtNzsaenvb+/T3Pi8YjH41c/6dVk8rGN98rKl1CocWFhVmfm51/6/QHgDTDrxoSAMfWlz4LBoNoTrszo6KNE4qGNt2VZ0WjUqXeZTYcNDZ3uvc/vAB/Ul65GIjcVn7CIyOTk5NCQ3fs8l8tFIhG1+yiXt+vq3Py8BsypL13q7NT8ixIRSaVSw8N2n9foTW8Ho7dO9Ka3iNCb3o5Gb53oTW8RoTe9HY3eOtGb3iJCb3o7Gr11oje9RYTe9HY0eutEb3qLCL3p7Wj01one9BYRetPb0eitE73pLSL0prej0VsnetNbROhNb0ejt070preI0JvejkZvnehNbxGhN70djd46neltWVYsFtO8lfp6N3+vB/ikvnS9u7tX8wmLyNTU1ODgYOX6N+98Pu/3+we06u+/6/GcA+4BA27MeaBLfemN2toLak+4UjAYTCQSNt4HBweZTGZaq3Q6ncnMZrPpbHbajXmXzb5WXjox8bS5uUntCVeamZlZW1uz8WYK7ezsuLid3tUVvasreldX9K6ufgKk9HECdNrVXQAAAABJRU5ErkJggg==" /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> <b style="mso-bidi-font-weight: normal;">Boa Avaliação.</b></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">E Feliz 2012!</span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
</div>Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.117674200000002 -38.6549445 -12.8230892 -38.369819500000006tag:blogger.com,1999:blog-4303690966450180556.post-89268005532089395972011-12-13T17:47:00.001-02:002012-07-31T22:21:56.052-03:00Avaliação de Língua Portuguesa<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:RelyOnVML/> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>PT-BR</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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mso-fareast-language:EN-US;}
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<div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> Avaliação de Língua Portuguesa</span></div><div align="center" class="MsoNormal" style="text-align: center;"><br />
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</div><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> </span></div><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-size: 11.5pt; line-height: 115%;">HAVERÁ ÁGUA QUANDO A GENTE FICAR VELHO?</span></b></div><div align="center" class="MsoNormal" style="text-align: center;"><br />
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</div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 2.0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">O meu amigo Marcelo está superpreocupado. É que ele leu que, do jeito como a gente trata a água do planeta, pode ser que, no futuro, quando ele ficar velho, não exista mais nenhuma gota de água. </span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 2.0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">De água limpa, pelo menos<b style="mso-bidi-font-weight: normal;">...</b></span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 2.0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Eu não entendo muito sobre esse assunto, mas acho que ele tem razão de ficar preocupado. </span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 2.0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Você já andou por aí e viu como as pessoas desperdiçam água? </span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 2.0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">É tal de ficar lavando o carro com a mangueira ligada o tempo todo, ou então lavando quintal, como se o chão fosse um lugar que devesse ficar limpo como um prato em que a gente fosse comer.</span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 2.0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">O pior é quando você passa pelas avenidas marginais e vê o monte de porcaria que as fábricas jogam na água, como se os rios fossem assim uma enorme privada, em que elas pudessem jogar toda a porcaria que fizessem sem nem ligar. </span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 2.0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">O mar? Puxa, há dias que você vai até lá, e o mar mais parece um lixão! O que é que as pessoas estão pensando? Será que elas acham que coisas como água nunca acabam? Pois acabam, sim! </span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 2.0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Essas pessoas, especialmente as crianças já grandinhas, parecem que não estão nem um pouco preocupadas com o mundo que vai ficar para a gente...</span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 2.0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Eu não quero um mundo seco e um monte de cocô no lugar dos rios! Já imaginou?! <span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 2.0cm;"><br />
</div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 2.0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Fernando Bonassi. Vida da gente. Belo Horizonte: Formato, 1999, p. 19</span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><br />
</div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><br />
</div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">1) O texto é:</span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><br />
</div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">(<span style="mso-spacerun: yes;"> </span>) Uma receita<span style="mso-spacerun: yes;"> </span>( <span style="mso-spacerun: yes;"> </span>) uma tirinha<span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>) Uma crônica</span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><br />
</div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">2). O narrador desse texto é:</span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>) um adulto<span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>) uma criança<span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>) um jovem</span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><br />
</div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">3) O que fez com que o narrador começasse a se preocupar com o problema da falta de água foi:</span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">(<span style="mso-spacerun: yes;"> </span>) porque seu amigo Marcelo leu que, por causa da forma como tratamos a água do planeta, pode não<span style="mso-spacerun: yes;"> </span>mais haver água limpa no futuro.</span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><br />
</div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">(<span style="mso-spacerun: yes;"> </span>) porque seu amigo Marcelo leu que o ar está poluído.</span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><br />
</div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">(<span style="mso-spacerun: yes;"> </span>) porque seu amigo Marano leu que por causa da forma como tratamos a água do planeta, pode não<span style="mso-spacerun: yes;"> </span>mais haver água limpa no futuro.</span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">4) O que o narrador quis dizer com: “<b style="mso-bidi-font-weight: normal;">Essas pessoas, especialmente as crianças</b> <b style="mso-bidi-font-weight: normal;">já</b> <b style="mso-bidi-font-weight: normal;">grandinhas,</b> parecem que não estão nem um pouco preocupadas com o mundo que vai ficar para a gente...” Se refere:</span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><br />
</div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">(<span style="mso-spacerun: yes;"> </span>) aos adultos<span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>) aos adolescentes<span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>) aos jovens</span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><br />
</div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">5) </span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><br />
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</div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4303690966450180556.post-24536231965274340122011-12-13T17:39:00.004-02:002012-07-30T21:50:38.253-03:00Atividades de Ciências<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Arial Unicode MS","sans-serif";"> <span style="font-family: Georgia,"Times New Roman",serif;"> </span><span style="font-family: Georgia,"Times New Roman",serif;">Avaliação de Ciências</span></span><br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">1</span></b><span style="font-size: 12pt;">. Agora, faça a correspondência: </span></div>
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<span style="font-size: 12pt;">( a ) Recursos naturais renováveis </span></div>
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<span style="font-size: 12pt;">( b ) Recursos naturais não-renováveis</span></div>
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<span style="font-size: 12pt;">( ) carvão </span></div>
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<span style="font-size: 12pt;">( ) vegetação</span></div>
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<span style="font-size: 12pt;">( ) as águas </span></div>
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<span style="font-size: 12pt;"> ( ) São aqueles que a Natureza leva milhões ade anos para produzi-los, não são repostos. </span></div>
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<span style="font-size: 12pt;"></span><span style="font-size: 12pt;">( )</span><span style="font-size: 12pt;"> São aqueles que podem ser repostos pela natureza num curto espaço de tempo.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">2</span></b><span style="font-size: 12pt;">. Complete escrevendo com as fontes de energia que estão no quadro abaixo:</span></div>
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<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";"><span style="color: yellow;"> <span style="color: red;"> Vento – raios solares – vegetal – petróleo – energia hidrelétrica </span></span></span></b></span></div>
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<span style="font-size: 12pt;">a) </span><span style="font-size: 12pt;">Essa fonte de energia está sendo aperfeiçoada a eficiência de painéis que possibilitam a obtenção de energia.</span><span style="font-size: 12pt;"> <span lang="PT"> _________________</span></span><span style="font-size: 12pt;"></span></div>
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<span lang="PT" style="font-size: 12pt;">b) </span><span lang="PT" style="font-size: 12pt;">É obtida através </span><span style="font-size: 12pt;">das águas, é a </span><span lang="PT" style="font-size: 12pt;">segunda maior fonte de eletricidade do mundo, </span><span style="font-size: 12pt;">e a mais utilizada aqui no Brasil por causa da quantidade de rios aqui existentes.__________________________.</span></div>
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c)<b><span style="color: black;"> </span></b><span style="color: black; font-size: 12pt;">Principal fonte de energia do mundo. Ele alimenta mais de 60% das necessidades energéticas das economias industriais. O mundo industrial depende dele para mover a logística de </span><a href="http://sassahcorrea.blogspot.com/2010/05/petroleo.html"><span style="font-size: 12pt;">transporte</span></a><span style="font-size: 12pt;">.</span></div>
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<span style="font-size: 12pt;">_____________________________________</span></div>
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d) <span style="font-size: 12pt;">Usados para fazer combustíveis como o álcool e o biodiesel. _________________.</span></div>
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<span style="font-size: 12pt;">e) </span><span lang="PT" style="color: black; font-size: 12pt; letter-spacing: 0.25pt;">Faz movimentar as pás dos moinhos que geram eletricidade. ______________.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="PT" style="color: black; font-size: 12pt; letter-spacing: 0.25pt;">3. </span></b><span lang="PT" style="color: black; font-size: 12pt; letter-spacing: 0.25pt;">Justifique:</span></div>
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<span lang="PT" style="color: black; font-size: 12pt; letter-spacing: 0.25pt;">a) Os combustíveis fosséis são considerados fontes de energia “não limpas.”</span></div>
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<span lang="PT" style="color: black; font-size: 12pt; letter-spacing: 0.25pt;">_______________________________________________________________</span></div>
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<span lang="PT" style="color: black; letter-spacing: 0.25pt;">b</span><span lang="PT" style="color: black; font-size: 12pt; letter-spacing: 0.25pt;">) Os vegetais e o vento são considerados fontes de energia “limpas.”.</span></div>
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<span lang="PT" style="color: black; font-size: 12pt; letter-spacing: 0.25pt;">________________________________________________________ ______</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="PT" style="color: black; font-size: 12pt; letter-spacing: 0.25pt;">4. </span></b><span style="font-size: 12pt;">Leia com atenção:</span></div>
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O fogo foi a maior conquista do ser humano na pré-história. A partir desta conquista o homem aprendeu a utilizar a força do fogo em seu proveito, extraindo a energia das matérias da natureza ou moldando a natureza em seu beneficio. Porém, o fogo também causa destruições ao meio ambiente, por exemplo, as áreas verdes atingidas. E para que ocorra um incêndio são necessárias condições para que haja combustão ( a queima )..</span></div>
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<span style="font-size: 12pt;"> Agora, marque com um (x) as respostas corretas.</span></div>
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<span style="font-size: 12pt;">( ) Para que a combustão aconteça deve haver calor, combustível e comburente.</span></div>
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<span style="color: black; font-size: 12pt; letter-spacing: 0.25pt;">( )</span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-size: 12pt; letter-spacing: 0.25pt;"> </span></b><span style="color: black; font-size: 12pt; letter-spacing: 0.25pt;">São exemplos de combustão: o papel e a gasolina.</span></div>
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<span style="color: black; font-size: 12pt; letter-spacing: 0.25pt;">( ) O comburente mais comum é o oxigênio, presente no ar.</span></div>
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<span style="color: black; font-size: 12pt; letter-spacing: 0.25pt;">( ) O papel , a gasolina, o álcool são combustíveis, pois favorecem para a queima.</span></div>
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<span style="color: black; font-size: 12pt; letter-spacing: 0.25pt;">( ) Um dos procedimentos que os bombeiros usam, além da água para apagar o fogo, é abafando-o para impedir o contato do oxigênio com o material combustível.</span></div>
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<span style="font-size: 12pt;">5.Com base no que você estudou, cite duas dicas dos bombeiros para evitar incêndios em nossa Casa.</span></div>
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<span style="font-size: 12pt;">_________________________________________________ _________________________________________________</span></div>
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<span style="font-size: 12pt;"> </span></div>
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<span style="font-size: 12pt;">Excelente avaliação.</span></div>
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<span style="font-size: 12pt;">Feliz Natal e 2012!</span></div>
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</div>Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.117674200000002 -38.6549445 -12.8230892 -38.369819500000006tag:blogger.com,1999:blog-4303690966450180556.post-72131386911922314802011-12-13T17:28:00.000-02:002012-07-30T22:13:30.203-03:00Atividades de História<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">Atividades de História</span></div>
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<b><span style="font-size: small;">1. Durante o governo de D. Pedro II, surgiram as ideias republicanas; pois os brasileiros estavam descontentes com a monarquia. Na república quem governa é um presidente eleito pelo povo. E a República no Brasil foi proclamada no dia 15 de novembro de 1889. Quem proclamou?</span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) Marechal Deodoro da Fonseca</span></span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) Getúlio Vargas</span></span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) D. Pedro de Alcântara</span></span></b></div>
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<b><span style="font-size: small;">2. Qual foi a atividade econômica de grande destaque na República Velha que os governos civis estavam ligados?</span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) Oligarquia cafeeira</span></span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) Oligarquia cana-de-açúcar</span></span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) Oligarquia da mandioca</span></span></b></div>
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<b><span style="font-size: small;">3. A expressão República café-com-leite, se deve ao fato:</span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) do café e do leite do Rio de Janeiro</span></span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) que na República Velha todos gostavam de beber café com leite.</span></span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( )que São Paulo, maior produtor de café e Minas Gerais – além do café, também produzia leite.</span></span></b></div>
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<b><span style="font-size: small;">4. A “belle époque” ou bela época aconteceu no período de 1880 a 1918. Foi um período de mudanças, consumismo, luxo para a elite brasileira e a França ditava a moda. E o que aconteceu com a mulher e seu modo de se vestir nessa época? Marque com x, as respostas corretas.,</span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) Muitas delas foram trabalhar fora</span></span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) sua presença nas fábricas e no comércio era cada vez maior.</span></span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) foram perseguidas no Brasil</span></span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) corte de cabelos curtos e a maquiagem imitava a das estrelas de cinema da época.</span></span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">5. </span>Surge uma nova fase no Brasil:<span style="line-height: 150%;"> A queda</span> da ditadura de Getúlio Varga, em 1945, a democracia foi restabelecida, e essa fase ficou conhecida como República Populista. Qual foi a característica principal dessa fase?</span></b></div>
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<b><span style="font-size: small;">( ) os governantes eram escolhidos pelo povo.</span></b></div>
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<b><span style="font-size: small;">( ) os governantes eram escolhidos pelo congresso.</span></b></div>
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<b><span style="font-size: small;">( ) os governantes não eram escolhidos pelo povo</span></b></div>
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<b><span style="font-size: small;">6. Quando Getúlio Vargas, em 1951 voltou ao poder por meio de eleições democráticas, seu governo explorou a campanha “O petróleo é nosso”, que resultaria na criação de qual empresa?</span></b></div>
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<b><span style="font-size: small;">( ) IBGE </span></b></div>
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<b><span style="font-size: small;">( ) Petrobrás </span></b></div>
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<b><span style="font-size: small;">( ) DIP – Departamento de imprensa e Propaganda</span></b></div>
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<b><span style="font-size: small;">7. Qual a cidade futurista construída em 1960, no governo de Juscelino Kubitschek e que passou a ser a capital do Brasil? </span></b></div>
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<b><span style="font-size: small;">( ) Brasília </span></b></div>
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<b><span style="font-size: small;">( ) Rio de Janeiro</span></b></div>
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<b><span style="font-size: small;">( ) Belo Horizonte</span></b></div>
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<b><span style="font-size: small;">8.Qual foi o símbolo de campanha do presidente Jânio da Silva Quadros que significava que varreria toda a “bandalheira” e corrupção do Brasil?</span></b></div>
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<b><span style="font-size: small;">( ) água e sabão</span></b></div>
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<b><span style="font-size: small;">( ) vassoura</span></b></div>
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<b><span style="font-size: small;">( ) a própria palavra dele</span></b></div>
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<b><span style="font-size: small;">9 <span style="line-height: 150%;">.Que manifestação popular aconteceu em 1984, levando milhões de brasileiros que lutavam contra o regime militar e exigiam o direito de escolher seu presidente da República?</span></span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) Tropicalismo</span></span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) Diretas-Já</span></span></b></div>
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<b><span style="font-size: small;"><span style="line-height: 150%;">( ) Canudos</span></span></b></div>
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<b><span style="font-size: small;">10 No governo de José Sarnei, a nova Constituição brasileira foi promulgada em 1988. Nessa nova Constituição dizia:</span></b></div>
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<b><span style="font-size: small;">( ) o povo brasileiro não podia mais votar para escolher seu presidente.</span></b></div>
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<b><span style="font-size: small;">( ) devolvia aos brasileiros o direito de escolherem livres e diretamente seus governantes..</span></b></div>
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<b><span style="font-size: small;">( ) Só podiam votar, brasileiros maiores de 30 anos de idade</span></b></div>
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<b><span style="font-size: small;">Boa Avaliaçao!</span></b></div>
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</div>Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.117674200000002 -38.6549445 -12.8230892 -38.369819500000006tag:blogger.com,1999:blog-4303690966450180556.post-74551042604197089002011-12-11T15:15:00.001-02:002012-07-30T22:18:43.612-03:00Atividades de matematica<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-size: 12pt;">Atividades de Matemática</span></b></div>
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<b><span style="font-size: small;">1<i> </i><i><span style="font-style: normal;">Encontre o resultado dos cálculos abaixo:</span></i></span></b></div>
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<b><span style="font-size: small;"><i><span style="font-style: normal;">a)</span></i><i> </i><i><u>10 </u></i><i>-</i><i> <u>3 </u>= b</i><i>) <u>12</u> + <u>13</u> = </i><i> </i><i> c) </i><i><u><span style="font-style: normal;">5</span></u></i><i><span style="font-style: normal;"> x <u>2</u> = </span></i></span></b></div>
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<b><span style="font-size: small;"><i><span style="font-style: normal;"> 11 11 9 9 3 3</span></i></span></b></div>
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<b><span style="font-size: small;">2. Qual é a fração que representa a parte pintada do retângulo?</span></b></div>
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<b><span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> </span></b></div>
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<b><span style="font-size: small;"> </span></b></div>
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<b><span style="font-size: small;">a) 3/2 </span></b></div>
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<b><span style="font-size: small;">b) 6/1 </span></b></div>
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<b><span style="font-size: small;">c) 5/6</span></b></div>
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<b><span style="font-size: small;">d) 4/8</span></b></div>
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<b><span style="font-size: small;">3. Qual é a alternativa que representa a <u>65</u> na forma de número decimal? </span></b></div>
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<b><span style="font-size: small;"> 100 </span></b></div>
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<b><span style="font-size: small;">a) 0,65 </span></b></div>
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<b><span style="font-size: small;">b) 0,065</span></b></div>
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<b><span style="font-size: small;">c) 6,5</span></b></div>
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<b><span style="font-size: small;">4.Situações-Problema.</span></b></div>
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<b><span style="font-size: small;">a) Luana tinha 24 ovos. Deu <u>1 </u> para sua tia. Quantos ovos ela recebeu?</span></b></div>
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<b><span style="font-size: small;"> 6 </span></b></div>
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<b><span style="font-size: small;"> Faça o cálculo: Sua tia recebeu _________ ovos.</span></b></div>
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<b><span style="font-size: small;">b) Ana dividiu uma torta de chocolate em 8 fatias iguais. No café da manhã, ela comeu dois oitavos e à tarde três oitavos. Agora, responda:</span></b></div>
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<b><span style="font-size: small;"> <span style="color: #990000;"> </span><span style="color: #990000;"> </span></span></b></div>
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<b><span style="font-size: small;"><span style="color: #990000;"> * </span>Represente em fração: dois oitavos ________ e três oitavos _______</span></b></div>
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<b><span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> </span></b></div>
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<b><span style="font-size: small;"> <span style="color: #990000;"> </span><span style="color: #990000;">*</span> Quanto Ana comeu no total da torta?</span></b></div>
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<b><span style="font-size: small;"> ( ) 5/8</span></b></div>
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<b><span style="font-size: small;"> ( ) 4/8</span></b></div>
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<b><span style="font-size: small;"> ( ) 3/8</span></b></div>
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<b><span style="font-size: small;">c) Eu tinha R$ 45,00. Ganhei R$ 15,00. Com quanto fiquei? _____________</span></b></div>
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<b><span style="font-size: small;"> <span style="color: #990000;">Cálculo </span></span></b></div>
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<b><span style="font-size: small;">5, Faça a correspondência: ( ) 1 <u> 2_</u></span></b></div>
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<b><span style="font-size: small;"> 3<u> </u></span></b></div>
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<b><span style="font-size: small;">(A) <img alt="" src="data:image/png;base64,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" /> ( ) <u> 4_</u></span></b></div>
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<b><span style="font-size: small;"> 8 </span></b></div>
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<b><span style="font-size: small;"> </span></b></div>
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<b><span style="font-size: small;">(B) <img alt="" src="data:image/png;base64,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" /> ( ) <u>5</u></span></b></div>
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<b><span style="font-size: small;"> 6</span></b></div>
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<b><span style="font-size: small;">6. Marque as alternativas corretas:</span></b></div>
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<b><span style="font-size: small;">a) A soma de números decimais entre 7,5 + 6,8 é igual a:</span></b></div>
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<b><span style="font-size: small;">( ) 14,3 ( ) 13,3 ( ) 12,13 </span></b></div>
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<b><span style="font-size: small;">b) A subtração entre números dimeis entre 17,8 - 5,9 é igua a:</span></b></div>
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<b><span style="font-size: small;">( ) 11,9 ( ) 10, 9 ( ) 12,8</span></b></div>
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<b><span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> </span></b></div>
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<b><span style="font-size: small;">7. Qual é o resultado de?</span></b></div>
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<b><span style="font-size: small;">a) 257 + 84</span></b></div>
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<b><span style="font-size: small;">b) 902 – 422</span></b></div>
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<b><span style="font-size: small;">c) 481 x 4</span></b></div>
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<b><span style="font-size: small;">d) 6 5: 5</span></b></div>
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</div>Unknownnoreply@blogger.com1Salvador - BA, Brasil-12.9703817 -38.512382-13.117674200000002 -38.6549445 -12.8230892 -38.369819500000006tag:blogger.com,1999:blog-4303690966450180556.post-8469520850051460542011-11-21T21:06:00.001-02:002011-11-21T21:14:56.910-02:00Texto e interpretação/Gramática<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div style="font-family: Georgia,"Times New Roman",serif;"><b><span style="font-size: small;">Texto: Aprendendo com as diferenças</span></b></div><div style="font-family: Georgia,"Times New Roman",serif;"><b><span style="font-size: small;"><br />
</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;"> Bruno Kraucher tem 11 anos, é um garoto alegre, de olhos claros e que tem muitos amigos. Mas nem </span><span style="font-size: small;"><a href="http://portaldoprofessor.mec.gov.br/fichaTecnicaAula.html?aula=21386"><span style="color: windowtext; text-decoration: none;">sempre</span></a></span><span style="font-size: small;"> foi assim. Bruno nasceu com um problema na mão esquerda: tem apenas dois dedos. Na escola, isso sempre foi um problema. “Fico chateado porque falam da minha mão”, conta Bruno. E foi por se sentir diferente, que Bruno começou a agredir todas as outras crianças da sua idade. No colégio Friburgo, em São Paulo, onde estuda há menos de um ano, Bruno não conseguia fazer amigos. Ele era muito agressivo e briguento. Até que um dia, os alunos, incentivados pelo colégio, se reuniram para falar sobre as diferenças. Foi então que Bruno ficou sabendo que as pessoas não se aproximavam dele pela sua agressividade e não porque sua mão era diferente. “Hoje sei que todos encaram minha mão como uma coisa normal e percebi que estava perdendo meus amigos”, revela o garoto.</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;"> Assim como Bruno, muitas outras crianças já se sentiram excluídas por serem gordinhas, tímidas ou muito magras. Isso se chama preconceito. E, sentir que você está ficando de fora do grupo por ser diferente é muito difícil. O garoto André Loducca, de 10 anos, fica muito triste com as brincadeiras dos colegas, que adoram dizer que ele é magro. Pelo motivo oposto, Renato Stefane, de 10 anos, já brigou com os amigos. “Fico muito chateado quando me chamam de gordo, baleia, cabeçudo ou não me escolhem para o futebol”, revela Renato, que acredita que o importante é o que a gente tem por dentro. Ele diz, também, que os gordinhos são os que mais sofrem preconceito.</span></b><br />
</div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;"> Para a garota Alice Passos Tufolo, de 7 anos, é muito feio ter preconceito.</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;"> Holanda, Ana, São Paulo, setembro/1998.</span></b><br />
</div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;"><u>Interpretação de Texto</u></span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;"><u> </u></span><span style="font-size: small;">Marque com um (X) em cada questão, as respostas.</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; line-height: 150%; text-align: justify;"><b><span style="font-size: small;">1.O que o texto mostra para as pessoas?</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;">a) A gente deve respeitar quem é diferente.</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;">b) As pessoas são sempre muito iguais.</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;">c) As crianças devem se afastar uma das outras.</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;">d) A gente pode ter preconceito com os outros.</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;"><br />
</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;">2.Bruno sempre se desentendia com os colegas da escola, porque?</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;"> ___________________________________________________</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;"><br />
</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;">3.O que as pessoas estão usando quando chamam a gente de “baleia”, “cabeçudo”, etc.</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;">a) Abreviação c) sigla</span></b></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;">b) Apelido d) Sobrenome </span></b></div><div class="MsoNormalCxSpFirst" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"><br />
</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">4. Por que o pessoal do colégio Friburgo incentivou as crianças a conversarem sobre as diferenças?</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">a) Precisava controlar a agitação das aulas.</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">b) Precisava fazer uma atividade mais animada.</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">c) Queria observar o comportamento das crianças.</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">d) Queria discutir o problema do preconceito.</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"><br />
</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">5. Na frase: “</span><span style="font-size: small;">Muitas outras crianças já se sentiram excluídas por serem gordinhas. A palavra excluída no texto significa:</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">( ) Acolhidas ( ) Afastadas ( ) Arrastadas ( ) assustadas</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"><br />
</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"><u>Gramática</u></span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"><br />
</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"><u>1</u></span><span style="font-size: small;"> As palavras destacadas na frase: “... é garoto alegre, de olhos claros...” (linha 1) são:</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"> ( ) Adjetivos ( ) Pronomes ( ) Preposições</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"><br />
</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">2. Substitua as palavras destacadas por pronomes pessoais do caso reto.</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"> </span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">a) <span style="color: darkgreen;">Bruno Kraucher</span></span><span style="color: darkgreen; font-size: small;"> tem 11 anos.</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="color: darkgreen; font-size: small;"> ___________________________________________</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"><br />
</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="color: darkgreen; font-size: small;">b) </span><span style="font-size: small;">Bianca e Débora ganharam o concurso de beleza. </span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"> <span style="font-weight: normal;">____________________________________________</span></span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"><br />
</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"><span style="font-weight: normal;">c) </span></span><span style="font-size: small;">Eu e meu irmão fomos á sorveteria.</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"> ____________________________________________</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"><br />
</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">3.Numere as frases:</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"><br />
</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"> ( ) Vossa Alteza quer chá? (1) Pronome do caso oblíquo</span></b><br />
<b><span style="font-size: small;"> ( ) Entregue-lhes estes documentos. (2) Pronome de Tratamento. </span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"> </span><span style="font-size: small;"> (</span><span style="font-size: small;"> ) </span><span style="font-size: small;">Quem os atendeu?</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"> </span><span style="font-size: small;">(</span><span style="font-size: small;"> </span><span style="font-size: small;">) A senhora</span><span style="font-size: small;"> vai ao cinema?</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;"><br />
</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">4. Pontue corretamente as frases abaixo com os sinais ( ? ) e ( ! )</span></b><br />
</div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">a) Como a praça está cheia ( )</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">b) Quem é esta menina ( )</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">c) Quantos anos você tem ( )</span></b></div><div class="MsoNormalCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal;"><b><span style="font-size: small;">d) Como o céu está bonito ( )</span></b></div><div class="MsoNormalCxSpMiddle" style="line-height: normal;"><br />
</div><div class="MsoNormalCxSpMiddle" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> </span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal;"> <span style="font-size: 14pt;"></span></div></div>Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.1218377 -38.7102585 -12.818925700000001 -38.3145055tag:blogger.com,1999:blog-4303690966450180556.post-1572057555395138482011-11-18T20:16:00.005-02:002012-07-31T22:54:43.332-03:00DIA DA CONSCIÊNCIA NEGRA<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Microsoft Sans Serif","sans-serif"; font-size: 20pt; line-height: 115%;">20 de Novembro</span></u><span style="font-family: "Californian FB","serif"; font-size: 12pt; line-height: 115%;"> </span></b></div>
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<b><span style="font-family: "Californian FB","serif"; font-size: 12pt; line-height: 115%;"> A data foi escolhida por coincidir com o dia da morte de Zumbi dos Palmares, em 1695. </span></b><br />
<b><span style="font-family: "Californian FB","serif"; font-size: 12pt; line-height: 115%;"> O Dia da Consciência Negra procura ser uma data para se lembrar da resistência do negro à </span></b><br />
<b><span style="font-family: "Californian FB","serif"; font-size: 12pt; line-height: 115%;"> escravidão de forma geral, desde o primeiro transporte forçado de africanos para o solo </span></b><br />
<b><span style="font-family: "Californian FB","serif"; font-size: 12pt; line-height: 115%;"> brasileiro (1594).</span></b></div>
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<b><span style="font-family: "Californian FB","serif"; font-size: 20pt; line-height: 115%;"><span style="font-size: large;"> </span></span></b><img alt="" 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aQyhz8q8vEPvBZw81rgrSt+gcHMyA4hN6QsizMmik9Lv3Td/1rgrauMoKsBQX29vTnt9V6PYvlz4y2dnf4Bt3d57tO33KZtZG60bYfHgWPBocxu3sDg7NiFtOidob7ccXFOUbGPfxBYuA8jyP/2vYml+bae7hPnLxlabtc1t95/7GRBSbF4cXpkTlpRXX30+GkDc+stxuaHzp0tr69hjwmPJ4Y6hvt7Rt1ObKgUL83kFBaev3TVxslV19RS29jczN7h8Klzyclpg1JxBb/3dGqEKzPAOYLhnRHHnhhhC7hhEZG7Dx033m6nY2yxxcjM1tnj3JWrCRlpA5OjWR117pGB0AJnZ6hvUEHa9NxsXFq6gYk1CklcWaST1bQMwmMTBgS8Inbzgdj7+ZwW0fREalrG0VPnzXc6ahtb6Jpa2ji5nrt4NTs/X7Q4nd3daHv3WkhlLl88cis04opf4LXAW9cCb13wuZFRWPRG9jEzN8/zwOGc0tKqwR55hLkwAw4n3C/jdY/OTiWlpB8+cdbMzkHb2FzX1HLHbs8rfoyKhoaxJ7Nh5bkuYQFurEBXVkBAXhp/YbK+o9U/8I6D5359q23aRuaGNrZuB46EhjK7Bvs6J0R+j5OcIvwPxN8XTI8lZ2Vf8V+uj49/IONecK9I2NzdffbcRRNrWy0DM5e9B9Me5wxOS7wz4h1C/cIqcocXJqtbmnwZt3bt3qdvaaNtZK5raum6/7APIyC/ppw3Iw0uzdgV7rs76mZqR83Yk7nHBUVnLnhbO7qAfWTl5HzmypWcgqLxJ3PprdUOIf5XsuIFY6PBUdGXff19GEE+jKBLN/zusaJHJsbj60pMgy7eL83mT0nzy8oveF/b5uKua26lbWRuvN1u9+Fj9yKYXfzBRuHA7shb2+/5XMqMFU+PsxISr/gFgI3y9mXcZ0XzpybKqmsOHT2pb26lbWy+99jJkvrqLunw8cRwp3C/yJqC0adzldW1l318bV099MystI3Mzex3HbvglZSeIZmfLulv2828efhBCF86GpOcfNmXAdbzsi8j4H7IwIgwt7PRPvQaszZfuDBdVl55+QbDYfc+UPm6JhYu+w5dZQSUV1dxJyR+eckbHWdXVuCRxJAaAbupu+Okl7eRta2mvqnnwaOPC4uevX6Z8OiRXHMCboVFvHj3Zm5u7i4z0nvl+cVrfokZWQtvXvGkkpCoWG9fBvj80nX/RwWF7YLB44lhLuEBeewm8exURmbO8TMXLHY56ZhY6JpaWjm6nLlwOSM3VzQ/WcBpdYsI+uqGwJ+IMCUl9OHDJ2QyWXJqOgJNxOGoywhTxe09erJtiOuVHnO3KGtqaZ5x/z6WpKa4GYFEENAoEhpFQiIIipsROJL6Vb8AzjCvbWKooaXlv/9LQUkRpayI2vQPVQpZs6izOZ/d3C0QbNvl8t//Z7OyImrzJrgqHPsgJbmBP9AlEZbUVBlYblNQQMBhODSSiEGRUEiiqjJGSQXj4LG3obmlmss+lBDcMyY4cObsr5tgSgpIZUWUwmYEEgHci4ra7uSupIBAIQkoJEFZEaVvaFZeXdPa2amrb7x5ExyNJKKRxM2/wg0trQcGuVkd9dvvX71bnCldmGNGJ5DVdRQ2I5BwAGwOCkFQUkCicJTDZ714I8JKbpczk7E7+mbVUM/AINd93xFlVYyKEhqFJKBRJAyKhIQDSoooJJHif/8ef0wUUp4DrbPsQ26w6grr6hvI6jpksgZ+dauRRsCrq2sbnfa50i3k5XQ2SWYnvXx9ERiykgISBSkWDihsRpDVdG7fD+WOihh5qcy6wqqWRjxVY9M/VJUVUcqKqP/635sOnTyXUVJCIWsqK2GS8vJq+KsIc2EFuDID89mtkwuz565fh6OJSgqo1fJhwK+/wAzMbZJzswTT41ezEu1Crp9NZg1OjZVX15nY2G3evL47lFUw25zcqhoah6bHjiaG7I27yx0X7fTcu+mX5fps/hWOw1Gu3b5j6+i2eRMchSRiUCRlZTRJS/txZVnZQNfRxFDulKSoqNzQYjvU3WB9YKq4zZsRdH2DjIJ8jkRwNi0yoqpg9sXS3ahIPFVDcTMCiQBWNEPY/AuMpql3PzpKND1+qyjzRn5SJ69Py9B00z9UwJr847+VtuiZtHD6YmqKTiZGjC7OJGdnamw1VvgV7Gsi2NfKiigYAth39ERnL7uQ3eYcwfDOSeAIh/TMraCiNv1DRUNL3y84xNDU5tdNMDSKiEYSFRWROuYWTeyulPZq37ykqedLiVmZajoGK7ZExKBIKARB4VcEjkC/dvvW8PhoQn35iZQIzqjAapcT1IObflEFiOpFdXW5nY1XsxImns6lZGXTNHUVNq9RDlwVt3kzXF3X4HFZWd+05GRS+DqKOTMDWNWPh0ZFds7uCr/CUQgCBkVSUUJr6xrdiWSZbrffvAm2rJn/T5murjf5dKl7cICipQc187/+9yZH970LH940cthausb/+G8l8Pn//a/NnkdONvH6z6SwmBX5k4uzPoFBaICqqIBYtSUEoLgZQaBpMW7e5YpHIiryncL/yIWHP44wZWX0wQNHZTLZ48oyNW0DDJokh7BT3aLhoOJ0zpgwMSUNgSdh0eTlBRGSiEQsF4LFUhQUEBd9fV9+ei8QCil0bRyWAgB0NJqkucUgt76KLeZ3DvFsnd0RMDy4mNLUNUovKXn69lV7b4+RtY2qKhbA0wACHYulIGB4LJZCIKgBeJrCZriZ9Y5+kSC2qaRrdOjkZW8MhgziAI+nEYnq2joGMBUMBAg8noZGk82sd+xy36vwK1z+ubIK5t690FaJYE/srXbhQElZOYBTg5wjDIqEgOOXS8ZRFX6FHzp6Sjw+fvlRrFdGzPDC5PlL1zZvQqx8NR2FJKKQBPC/GBQJiSSGxsSzJ8VHHoQ4MwNAhEU3lZYWl236h6ocv5YFAcfbeewZmZ5YePH0dmiYCgoHLeFRSAISQViuFZqsooIJjopqlww9bKusbm3W3GqMRi13EAKGdz94xHnvQaXNCDJFKyU/v3poFWHOTIZ3Vvzo3LTv7VvKCCwOLB9PRyEIUKsRcACgqReWldYJeh2Z/o/aqgXDw+bmdirKGDyeBhDouDXdQVdSQOobWXD6BpKaKvbH3xuQjuw+ehy9YjB4PI1C0dTWMVBWRK02GU9TUsYcPnWqYWQgtb2aIxo2t7BTVcYCAA0A6DgcFYkAIJNDqOJomroVzU3F/Z0DE5KE9DQUgQL9FZwyAYBOIKhhUCQVFI4ZG9ch5oVU53by+ky22aFRy+1CIgBTK7vmfk5kXUFJX3tDS4ua7lYEAgDwdACgY9FkBAyPx1EJBDU8nvbrJpjz7r3CaemN/KRLWXGcEb7lTkeoKByOqqauo6Gho6yIkjv7om9WRPrfvd0yxu0ZExZWVZA0tZFIAOo1BBzA42kEghoOQ1FQQV1jBA6Oj9wuz2CL+Q6e+6AeRKNJWjpGRQ31hZzWWm5vSXklkawBh63uOSBXbAwA6KrKGF0Ti0GRIKm9yiHMV+7AMciZGVA7xI5LTcNgyJALAuBpcDgeQ6Zp6xpBhSCRBH0jy6lnT3p5XF1TS6iZKsqYPYeOz79/3dzPMbG0hYY2TBV39NzFhkGOf0Eyb1LCjI2DoQE5WyWu2iqGrKSEDgoO4c6MHXoQ/K0zrj8PYcdkMllmWTFNa6s8wvYcPckeHc7nNA0IBaZm21ArDQbwtC36Jvqm1pC+MBgyVVuXzefNPlnauXsvCkkAH9LV9R7m50uW5qq62vTMrcDBg4QDZjb29X3sDx9/u3rDHwbD4XEgO2g0dR1jK1sKdQsIQTyepozABcfGtEn4I/OTxy9eghAG/pWupr3VyBLArQEEBk2mq+samliRSOrQy8pK6COnzlUO94ZUZQ9NiDw996NQRIiGmrqGhubb8Hg6+ASHoyLgQF5paWFPM7M6v623R0OOHQBA09Ez1jMwX12MK2PsHd17x0dulz4Cd9DsQ27ENJUWPi78P/97Ew5LJRDUoJfxOJqCAsLKyWX62aJQJFLX3IpZmRgAAl3XyFzPyGLVSlBEQyub+v4ezoy4orlBHmFYDGWriaW+qRUKSSCRNeUR5sYKdI8MzGE31Xa1YkhUUJkAnk4gqOkamelsNcZgltWLRBCcnXfzx0S3StK6J4bDwiJQqGVPHI+jUdW0ja1sKbTl7gAA+uZf4dcZQX3jI1ey49mjAnmEgZrR3KKvb2wp3164Ks7ewa2kt136bD4yOQlLpGFXeEokqhmYWGls0Ye6SVEB4RN4U7w0y58c1TY2hWiLx9O09Iz0jcxXTQ5N0ttq0t3HrhR0d3wNYfWcnqL+1sFx8dGjp+DQ/ISnqmltNbK0JRLVIatD4khpBY8L+9t9C5LZwzx5hIGio2eia2AGYnd5zCuhD548PTg1OvFs3tbFBQbHAcvzH019i76hqRVAWLYlLIZCImvUNTRU8nv6JcJdnnvXISyvroYzMdIrGd6z97CiwjIocXjaFn0TXX1TUFHLyt8EuxfGbBodOpQQLH+u4sIK4EiF5674YLAU+flyi76J7toN7j+AsCPnLjYMcnJ66vuGeLpbTVZtFaBrG5htNbbErtgGGk3SMTZrHeRE1xf/gZunfw7CjpzsGR3mz0jTC/JJJA3sClZwOKo/Mzy1oEBNTQeHpYJjHoOj3AyPWHzx/NDZC6AKMBgyla4d/ejR4rtX1W3NWwxMwc5DwPDWOx0HZyRDUomdgytMFQesuBVO+w4UNTe6euwDIQgAdCScYOPsypWIXn54e8TLS94LAwD6tcDAhzl5WjqmkB6xWAqJrOl7525STo6hsSVkLjAVrPO+A5W8nsaRgcquli06hlD/oVFEr8CA7KpKva0m0NhGo0kHz50bHBfl9DTm5RZs/hUO8VFTa2v0w4eRSclbdIxAdaGQRF1Ds+LGuoSmMvuQG+6RQTtDb4RU5jbVN5qab6fSdaCBh8fTSBRNS6sdfrfuTD2dT8zIQKNJ4FjC4agkskZI8sOYtHQCQQ38CA5LIRDV78XGfJLJSpvqNNeQlI7H0/B4GthkeYS5sgL3xtxpFQ3djotGI5dJjcNQKLQt4WlJ4dFRAEADH6JQxC3ahiUN9d0SQbuY63ngsIoyBuqOnR57CpsbPfYcRCEJ4EBCI4kGVtt7BTxWfVG3eEgeYTgclURS9711Kzkv19h8G/QciQDMrO1K29s+fpGdPeOloIAAVubwbTscsoqLvf0DiCR10JAQcMDBc594diKrtoJI0cRiyGAzMRjy1fv3UnOzNTW3YldMDo+nPcjMkD6d6xoaMLbZsQ5hVeyO4bmJqo42YxNrxMqYRMCBQxe8ChrqraztoBqikIS9J072jY7cq8zpEXDlEYbBkNU1dENjYyOTkrV0VtcocFWcg8e+0fmZ2r4uTT3jVXNFEI5d8c4pLzYxtcKsVB4BB+5EMIVzk8NTYzt371mHsOzqyqUPL8ubG3WNzEFk43FULIl+Pfjeg0ePdHSN5Pxu3J6jp7qEgsuZ8Y4rizU3VqALK5A7Jty795D8rIwH6IGRzIS0FBJJAzK/P4Kws15NvL7+cdHDrCxw7IOkBgj02/GxD7KzKWQNyFZxAC04JqZjlP8HLhv8iQibf/38TnQ0HqAvVxRHxeKoNZ0dT54/2+nogkYv9xMaRTp4+PizN68uMYJAZxiHo+IJ9Kt3736Sfa5pblLTNQQLh6liHd32PPvtbX1Ph76ZNeSLKimiLvsHyGSy+yGhOBx1RS9UFIna3tP9m+zz4QurCAPHbQdvcPHVc7ejx1ErhaBQRO2tpo093ZMLs857DsBX+AiH4Xa6etYP9E0+XUrJyaTStkAWBofjM0tLPnz+uPfQYTSajMcvm9cWLQOeRFQr7o9LTFZSRK6Ug7fe4Tj36tnwuNTOZTcchgO5RtPUyy4tSeuoswu57h4Z5BThfyopXDg9zpOMWts7y68OtI3NW3t6nr5+Ofdi0ef2bahFGAyZStvSJx6RToybWWVCU5AAACAASURBVG4DFQvgaXAEfu+xYzKZrKRxPcIAPB34KsKYAfvj7/WKBQdOncGgySB9MGiSmobe0IR0RCwyMrUEywenmbjszJfv3zV2d1hut4NsQ0kRdf7qdZlMFsZk4fBUEDEAQFdWxpRX1mSwm3pHBbuPrCIMgyFT1XQKqqvnni0dPHMempmQCMDU2q6B3fPi3duDR04qK6Oh8q8EBH2UfSlpaFDX0gfLQaOIprb2I9Kxm+HhWPyyDeDxNBSKWNLQ8PLNaxd3z2WTw9GwOKpvcPCLj2+7+YMbEVbZ3b70/mVmeamGtgGkNGUldFh8gkwm87p8BYMlQ46Smq5+D28wor6wWzAojzAUkrDVyLJ9oE80NWHr5A52N4gwx90H5l88T3iUDpA1IE9HRRkTnZr6WSY7fe4C1LMoJPGE95Xp50ujs5P2Hp7rEJZVXfFO9ltqajoaSwZnYjSKpK5jWFZX8+Lju50uu2GqWMh4TLfbtw/2+eavbuq7sQJdIwN545JtVvaIlVEA8r2xlz27MGdquR009T+MsOah/omn8/6hoVgcFY+jgqOPSFJv5w5Oz81a29pDtopAAvuOHhuclDhG+P9omNifiLA379+cv3Ydi6NCzgIWR63t7Fh4tuS09wBoeXg8HYUierrtfvP+TWhcnKoyZvlNPO1SQIBMJsstKoRhCWD7lZUx7p4HZDJZXmkxRVMX+kYlRZQ3I0gmk4XExOCJatDiRUUFU1hR8Ub2Qd4Lw2IpZLJmG3dg6f2r8zf8IUagUEQdA9Oqzo6F9y+PnbugooReg7B+ztP3r4PCwvAEOjgmQYRll5b8Jvty6Ow5tBxQ6Gq6Nb1dPbOjobFxcuXgt9s7Tb961i8Rb3N0U9gMR6GIMFUcQNHILSvNYjfuCL4GKtwhzPd+WVYbb2CHk4c8wnRNLBt6umKbygZGhw+fPrcWYdp9IqFkUmq1ywkyL5gqzm6Xy/svn8ua6tcjbGUkAAA9+fHjGj4bRJgLM+BAwv3hMZGHxx70iuePQZPUNLfyx8dGJGKzHTvB8nFYCp5AZ4SGymSy/OoKNR0DDGq1Oy5cuyGTySIfPgRI6pCfq6qCjUt/lMFpHBwf8ThyTB5hdHXdgrpayeLc4bNe8ggzsbRt6utdePfK8+BRyMtTUkRdC7r1WvYpv66WQtdRUcGiUERVFYyB1TbhmOS6rz8GQ15e6+FpKBSptLHh+esXHkeOrpgcDYOlHD5/4c3n9z2CryCsvKvt/ZcPMUlJAFkDuzKGlZXQ4QkPPsu+eAcEQAMSHPCVrc3JnTU9w1xL+zUIMzCxbh0c4I5L7FdmLBBhOz32zT5/xoqMxuGp2BW+qyhjYtLSPso+nb9+HYNbXtah0aSdu/dMP10Ym5+y24CwzKqKTzIZixnz64qnj4ADltvs2gfYc+9eO7h6rkGYrT1bwPUvTN2IMBtLuzUIA+iNvT3zTxZ2eqz6fX8AYYfPejUPDSw9XzrmdRFaqGKxFCJJo4M7ODk3s8PVHSofDsfb2zt3ivkHE+7/aHTFn4UwtmT43cf327c7IJCr2sHhqLVdnbMvlpz2H4QQhkaTXJ1cn755lZ6Tq7Sy9wmH4x2d3GUyWXp65mYFOPSNhw6dkMlk4RFRCoqrYRxKiqgrATc/yWTBcbEAUR1CGEwFl5yb+/zjm6NeF9cgjKLZ3Nc7+fyJly9jFWFIwlZTy7q+roW3L09f9oF2YeEw3E4XzyZe/7tP7728fVBoEuRyw+H4zJLi918+HVyLMDV13Vp2l2BxSh5hCARgYrGNJxkRzky67DkI4Knqaro0yhZdA7PSuprMngYIYTtDbwTkp9RzenY4uq9DWE1HW3B1Hnt4yNjQco0XQ9PuGxWOTEutHZwh84LD8Na2DgvvXpWv3Qtb7g4sBYMhU+k6aYWFkBfmwgw4lBjCF4v0dIygGRiDJqlrbh0YE/eLh0222yHheByWisNSlBRRe/Ydkclk6VlZOAIdQhXkhbESE+URBlPFxqSlVQ5z+JMSdzmEodEkzS2GbUP9ovmZQ3JeGBpF0txqnF9f/fzzh90HVhGmoow5ce7i4tvnlW2tWw0syGQNdXU9Kllzh6uHaFzq4b4PDl9WGujjF9XXzb584nr4CAoBgDWHwwEDQ4uPnz+yh3lGX0OYTPbF2/u60orfByIs4kHiB9mXy4GBaxCGo+VUV5YMdfUKeRZyCIPD8FbbdwpmJjjiETtnDwhhKATBaJudYELqfemaslz5oBf28vP701evotFELIaMw1JRKCKJpDE9MzP5ZG4jwnKqqmQyWURE1C+/qII7A3AVnI29U5eAN/P6+a61XpiJzQ42f/CrCFvvhQH0+p6u2cW5XXIHCH8MYa2CwaXnT01NbZBQbBCIMN6gdGFmh5vH6lIXAVjb7GweHvTOjvvRK8B/LsIszG2h3YTlhWRH+9LLF477DoC1B3crXHbvefLhdWlZpeIKmFRVcfZ2TjKZLDU1A9xOwuGoWCzFLyhIJpMFB4dv2gSTR9hl/4AvMllIXJy8FwZTxT3MyXnz8e0xr0trEabVxGGPLcxdkPPCEHDA3Nquf1w88erpmUvrEdY81P9Z9mWP5yHVlQEGIiyjuPjNh7cHz5zFrEVYDbtL8nwhISVNaSViDoelYgCK3/27b3/7MD07OzoqEY9KxOJRyZj0yYtnEVWPwb0w98igXWG+NwvTGvrYX0VYeG1Br5Cvp228FmFb+kTCsZlpSzkvDA7DW9k6LL59WdPcpLFhLwyNIjrs3R+c8KCdz0trrwbtBkTYkFikqa73VYSZ2dqDJ6p4PE1JEe3hvl8mk0VHxysorJlRzl+98VkmC4+PB8hrEBabnt4s5g5PSdwPH0XLnRhu0THql4jWIQyDJlM1dRNzcz7KZIeOnVJemQywaDJFU+dxRdmbd+/GxydHRyVisUQsHp2YnPrw22+2to4wGE6umaSi+rqZl0/cjxxFo4hgzREIgp6u8efPn7+NMNmF897Q7huwspD8LJN5B2xAWFVl6yiXIxyysHeQV/52e6fx50u9YqE8wtAokpahGUfA97pwRVFuGgYR9uLz+zPXrmGwZNC/w2DIeBx1Zvr3EMaMiPrlF1XQP4CpYK3tnPpGRxbev5JfSIIH7g0NDTdLM6DNpn+KsJ279/6PIExfz2wtwtTbBwemlxZsXdzlEWZpY985wr9VmOr4g6EVfy7CrCztIIQBAB0P0G1sHVxc96hrbYV8GQyG7LR738zr5y2t7QBxeeMMBsPv2OH0/P3bYFY0uJ2Ew1IIRLWbzHCZTBYWyoKcZ1Avevqm7u77jEytAWD12iZMFZeUm/v247uvI2x+dh3CLG3sedNS6asn30CYzN11n4rKqlmACHv9/s0GhOlVdHeIX8wXlpepoJaPTQGAjsGSSRRNv8Cbz9+9lMlkNcK++ObyB43ld4seHUy4Dx0nfw/C9HVN5YMSCEQ1u12ujk4eNDUd6GgJRNjS21e16xFGQ8CJPlcZ4slx7sRYcU/L5YxY8NshhG3R1JdHmIbm1p5hvmhCynr40Pd+CCM0nBEa7nP7bkpOnkwmY7Fi1s0oKwiLW4MwFWxsenr31IhwRvo1hI1+BWEaurGZGTKZ7NKN68owLNQ0FIaoZ2CWmpUhk8lefPmQzW6Ka6qIqs6fWJxz3OW+BmFoUn5N9czTpYfZ2b7BoWDNb9wLDo1LkMlk3fzBbyHsopePPGKwWIqRqbWH+z49fTM85MniqHgcLbe6qmOU9wMI0zfhDPEuXbyqpLQab6GqjIlKTll68yqnuMQvOJQREs4IDfcLDg0Ii3jz9q30awtJEGE5+YWm9rt2eu7d6bnXxsXtzNXr4wuznfxBQ3MbaLMYAOjKiuiayupbZZl/PcIMDSyQcgfEAIFua+/s5Lybrq4LdSiIsG6R4G5h2r81wsC/KiuhoV1M8Fxs75FjE08Xuzm9WwzNwHIQcMBm+66Jl0+DQsNBmmDQZHUt/YS8vN9ksvCwSHmEEQhqaBRRUREl32d/AGEWNvbcqbHxbyPMw33/dyOsfWBujCPkm9vtgr6CAKgh4ACRqOZx9HBWVTl/YTKzs86dFWR3/6ozk+GxovAfRdjyGFDBKitjIA/0dxCGRBKMTa27+jiVAs613IenkyJ2Ry4n//wWwrS0DGp6u4s4re1CXrdQ0DY00MYf7BDwWod50ueLsTEJ8t3x+whjz45+A2HiryMsI/23L58elRZT1HVWKYynw1RxW3QNz173qe9j8+ak98uybO54c8ZEbk6e8gjDYMhZFeUV3O7Gob4e0TBY83b+YKdQMDAl6eT1G2/7LoQRCGpIBEFRESUfNgEhrF38I16YgSmHP7QeYSrYqOTUOmF/7SC7RyRs4w+28Qfb+APdI4IeqZA/LrbfcCKZV1s9sjDFFvHb+/uaOGzeMH90Yryht+dWNNPO1Z1I0sCtzJ1g+bXVNX87wuRsFY2Vs1UIYXcK/u0RhsVQwAh1UNBIIgoOHDh6TLwwMzwxtstjHwKOBwA6EkEws7TlT0/cZUWCNEEjiboGZo8aKxc/vmGGR8mPGVD1aPRqsaAobkYmZmf/LQir6e0q5XX0z0giomNgMCyEAwJBDYMmq8Cxhpbbb4aF8sdHiwc6DsTfk78m+ccQhsGQ0Wubr6SAMrOyW9yAMJgqzmXPfvYI/1puotUdb0e5FOzfQpi2tlFZd7t/cYpffsrt4oyggtSggtRbRY+8M+NLhnoexid9P8J6ZsQ/hLAHmZl9k+L+CfH+g0dVlVcdMdDuETjSTrfdKbmZovmp8JrH3EmJi4OHPMKwGHJWeVlYbd61vMTbxZlgzW8WpvnlJYfV5HcPDWyMC/sqwgCAjsVS12kYiSCgEISc6kr2tIgz8q8iLCY17UF7xZWcBEjDQQVpQQXpjILUAYlw14bQ1uLG+qL+Nq/M2IbhfplM9vzDm0eP84+dOk/X3qoKw8onXwAAuooKtqG+4XZ51r8DwjBrIYBBkZSV0Kbm29iSkeDy7B/NIvlXI0xHz8jAwmarhTUoeuZWOqaW565fH52dES/OHDx3XlUFCwB0FIJoZGpd1dXpzQgCjylRCIKxqXV+d7PoxTxrLcLwOJq6uo6hufVWuZK3WlirbTXKLS97/9s39sL+TIQ19LETWyvCax4PiviXb/jC5ULngRUnAoElevlcF06MZXbWy6cA+wMIIxDU9PRN9C3XNF9d39jt8NGX79+sQxhcFefkeaBhoNc3N3GdufwOwirYHRcyo8xuXbS4fcnizmWLO5ctbl/a6n8mtas+OSHlz0NYam5uelttZnd9c0ebo8ceJSWU/OyNw1KVlFFUTZ2oB4nC+cnnb1/b2zmvQ1h2Rfnt8gzLO5fMoJrfuWwUcN4750EPf/A7EYbH0zS19AwsbORtTNfMSs/Mqqy5iT05whnh/YsIi01Ni20ptbnnbXbrIlRPk6ALBxPuD0iEG6PzS5sa09prLqRH90yIiioqTnpdom3ZqqiAxKBISBiAxZDl44RVVLBNjS13KrL/HRCmu9XYYO1Q1TA0dTtwmCsdDS7N+vdFGLjjGBQSUlRXXdnUWN/eVtfeVtfWVtvW2js0tPjkiWBu6tz16ypKGACgo1BEfSOLpOLi416XwRAtBAKwsravHeL0zIij5A6SQXPx3H84r6qsrKG+tq21Diy5va26pXlqdvr56xdH1saF/QUIa+zvTWyrdAz3z+iu506Ig4JDyTQtmAoWL+fbY1AkFVVswN3goSmp16NoyH/+UYThcFQyWTMsLraorrqquam+vX2l+S0dHM7nz5/KGtcEVcBUcbv3HWke6rua++D7EVbW3XanLDOyqiCpseJhQ/nDhvLkpoqAwtRiXvcPeWE/upBMy8tLaCjziL7VNMptHeg9fOocAkVAwtfsGCBU8XiSek5J2WeZzM7OaR3CMsvLWA2FoeW5SY3lYM2TGitCK3PDah53fbcXBofjT124mF9bVdHYCBlYXVtbXVubZHK8itvFHl5/IvkHvLCkzup7JVkPG8qW69lQHl1bGFCc1i8Z3oiwgvra2iFO98RIcVXVFj1jEF4EAh2BJmxzcdE3ssDIhderqGCbGpv/doThcFQCUf1eJKuotrqqadVWa1pbOvs44unxa9kJTv9WJ5IbEVbV2fFW9nF+aWlgWMAVCrnCYa5weGp2em5pfvTZwq3gUDDpBQZN1tQxDElKPHPpCogwOBzYbm3fzO+vHObERMbKjxlFBeS1m7dfyj6/fPtKIBYPDg9zhUKuUDggECw9ffLs9fO/HmENfeyEhtKdwddOpYbXCnonXiwlJKdY2u5UReCxaDKwMj0iEQSqhm5FU31WZ+OO+9f/GMIwGDKNrtMl5L/58tvM/PyAgL/c/GGBUDL65cun0rWhrSrKmJNnvDrFQxceRTuGfxfCtLYYVPR0VA/1js/PDUulQqlUKJWOTIx3jvDGns3HRv/AXljnxLBweuyHEPawvsz2vo9fftLgnHRoXMIIuq2hZ6QKW50PCAQ1mArWytF5bGbaxXn3RoRV8dni2ZmR8XHhuFQolQrHxzmSkf4p0ffvhSkrolhJSW9kX569fMkbGRkUDq9Yr3Bqbqac2/GvIywqJbVW2CeYHhdNTIAaFo6Pc8fE3WND/AnxV6LzaypnXj3p4g2YWm6DDr4RMLzFdvuSribnPfuhL/0rEYbDUVFI4rcQhsVSiGTN5sH+N18+zi4urEBAODAsGBkbG52Z8MmK/zsQVl7y/QgrbmrkzUyEJz4wsdtp5ehi6eBs6eB0l8XsGxVOvXkaGRWz6RdVAKBjMRS6hp53UMC+I8fAL0UiCXt272vmcXJ622Ij49aNGZ+AoNHnS8WNDY77DpjZO1g5ulg5uhhu21FUU/Puw9sNcWF/LsLU1fVq2F3ZbTUxNQU5fc0F/R3CJzMymay0rcXtyBEcgY5GkZadfDxdQQUVzmTV8PscwvzAZCN/AGF0uk5jf2+/dPRmRISxrR3YfCNbu0PnL7x+/7amac1CUlkRdeHK9R6p8GwSc92VtG8hTFNLv6G/d2R+qqyx8ZTP9UuMoEuMoNNXb8QmpcpkMtbaGeWbCFPFxqant34zqOLrCEvOzW0a4sQ2FOX2t5Txep58fPNG9jk685GF/U4kiggdX+BxNASe1NbV6eGxf812PpqUXVEunJ9sH+y/4OsP1vycr39gSLhMJuv57hNJFSV0WHyC6OlCZmnJdld3i12OVo4ulg5OVg7O1W2tHWJur/BfXEhiopJThhem+sUjPjfvePkHXGIEefkHeAfcfPnyxVdPJDOrKz7IPqanPUJjSdiV2wgwBBAd9+CN7PMuudDWvwxhcFUcgaCmo2essBlx5BsII5E1q7u6Bial96KjjXfYg7ZqvMP+0Nnz3DHx37Odn11aTP++uDAcjlrS1Midmbx2+y5MFYvFUDAoEgZD9vL3bxQMSJ7PpadlqMBweDwNh6PRqFoehw7bOLqgUSTw4NLnhm81ryeztzmWFbfuFN8nIGjsxZPMigp1LX0EHMBiKFgMRVkRlZiT8z+4nf/9QRXlXe2cKdHo5Hh6YWFWaWlGSUlaYWFNZ8fQlPS0z1Wi3O0zRQXktWuMupG+/XF3wWQVIMLqerttHdy+My6MTtdpGuBwpJLTV66pKKHB5qsooc1t7Ddu5ysros57X+uRCs8mfxNh6+LCNLX0G/t7BYtTtyMif/1FFY0iodGkXzfBXF08fyCoQhUbm57eIBoQ/AjC4rIyP8m+tHF6IU2mFBRwRgQN7G57191g/BTYHaqquNaWNje3fesQllNZIVicelRcpKqCRSGJaDRJRRm7Rcvg46ffficuzOvCFfm4MBBho88WY7KyCAQ1FJK4cjBFzqmq/LGgCgNTDn9oXVwYiDDB4lRlRxtAoCPgABpFQsABNIo4NTn11biwrKqKzzJZREQ0pHwMmqSma1hSW73ugtFfgzBji+0wVeyBw8cS01LJZI0DJ88tx4VtNVuHsJrurv7JcS9fhqrysq2qqmDMLG3/lqCKIzKZ7FFGJoFIl7PU5QtGb397t33bro0IG5qbvHH3PgIB4PE0HJaCx9Ou3r/bMNTfPyasampQ1zMCr6pg0CQjc5sdzm5oFAmPo+IBekBIaEl/Zwa76UH0g3WxlD4BQdKXT7IqKzW1DVErEYyqKtj/waCKT1++7N3zldDWr3phJe3NvPnxovzizZsR4B1XVRWs9Q6H+Tcvx+bnHDz2QealrIjy8rnRIuGfSAoHXehdYb5BBamtvIFdrp5yoeryCBsyNrDYiLC+CclZnxswVRzYfJgqznL7ro1BFf8UYXyxyGCr6UaEDT+ZuR8Vo6iAxONpeBxNRQW9x/OgTCaLiUlYd1niWwiLSUsr4HXwJsTyF4z+GcIyZDLZ+XOXFRSWNamwGXElIOjjly81nR2a2obQtSEYDN/a2r7/wDH56HwQYcNLM1llpUgEAYej4nFUJJJgaGj+/t3rbyHsi+yL9+Vr8l7SMsKeL8ZlZ5PIGmB3Y7EUHJaaW13V9oMI6+Xzrl31V1HBQCFmy17Y0nRNdyeZoolBk8HKk0gaE9KxiaVvh7YyoyEXGIUg6JvblHe0zL55sesvRNjCh9etg/1G5ttRKGJc0kPJpNTOwdnz6MlWweDSsyemJjYbETY4PX7JPxAOW7ZVOBxvYW3XLRLc+YsRdmD/EZlMFhLK3Cy3jgCT7bQN81+8eXnwyAn0yo0cEGGlzY3iJ7O+90KQSAKwcgP8dsj9Wl5vnaCvurtd38IGvHaPwVD0tppYWNliMGQslkKmaqUWFWb3NKS2Vedm52IBmvyNFh9G0PS7F3m11VorNg380+j8H0TY+0/vL3pfXXfBCETYoXPn1iGstKOla0pU8Ljwl19UsVgKFktRUcLY2DryZiYkz5dOXLgExZorK6Iu+FxvXoswRl6yaGHmwLHTKit3UECE1Xa2B1fl9gwPurjJ3WHEkGl0nZbBPv7sxNmrN6AWfSs6//cRBt6R9NyzX/6OpKaWfgt3YPTZ4q0IJlhzPI6GxpAuXb0uk8keZWXjiOsuGN34LJNFJMQDlDV3JOMfZaSz6walIz+KsDOnvTZtWtbk5k1wH0aQ9OXTXonI0NgKTPaAx9NgMFxra3vgrdtYLAW6I4lGk/KqqsZePEkrKkQhl+c2NJrssnvfbx/fsQXcryGs/TfZb/eCQ9FyWbRAhE2+efYgN5dM1gQbBcaFZVVV1Iz09f4Iwnq4g/EPEnEADbojqaqMiU5JHXv5pKK9lULRAsvHYMhmVrZz8zPjizPfgzAEDG9l79g+xJ1+/ez7EWZtseNfuWDkeejYs8/vWgY5RhbbVZUx5pbbL169pqqCOXzWq4U/sPB0wd3zABotl2SBpFHH7hIuTF9mBCFWJhsEArCysW8V8nwfJ/1ovp1/KWvrieNnv3z5cvrSFSW5vG4wVZznkRNtgqHFN88v+vnJX/PG4aiV7a0L71753g8BgwxAE7kbGlw1yE5tr+oY5trJ3W0mEtVIRHUAoGMxFJqaTlZdBauu8EFLRWltNX2Lvvw1bx9G0CvZx+LGBs0tqwhTUcak5OW9+Pg/sBfWMtT/8tObgND117yzSkvffXx/4NSZVYShyVu0DJoH2fmDHcWFJZC3CIfht9s5Dc9PTb15fuL8GoRd9LlRM9J/5MFyLicQYeKluUMnzq5FmEVbHzu+taJLPHTsvJc8NGl07S7B0OSLp2eu3li9UQzDWW3ftfGO5O8gzJUZcCD+HndcdOjMWflMFRqaW9lCwdjC3OkrV0HE4LAUgKgWGB4uk8nyayo3XPP2lclk4XFxeJIahDBlZXR+aUlSa3mvmC+fbOd7EHbh/GVo2aWkiLoaeHPm/YuB8dF1CGtqbGTGx0HJUUCEFdTWLLx+eTcqGtyRAK95H7146fWnd1+95l3R1f7yy7uY1GQiVQu65q2ihI5ISHwp+5j0+DFJDmE4LCWnqjK7r4kt5Fl+93Z+z+BASk4OgaIJxXirKmOiU1Ofvn+bmJNLIKqD9UejSQ5793/rmvdGhKGRRF0Ti5qutuefP3z/XpjtNof117w5PQtPF+3dPb8TYW9kn4uaajX0jMBJgkTWUFHGHDnr1Tw0MP184eRlb/lr3iSSRnN/7+zr55fWIszaZmc9v/9MGvNHfwrkX0KY14UrtbUNaCxlNeXjshd2qmGQI1yYYCbGEVbGPHjJsai+9sX7t2euXgddLRyOigNoYfHxQ9PS28WPuseHDxw7CV3oBQ0OHKUamvrV7K5bJRmhVXnNnE4zq+1QZZSV0OeuXvvw5XNmSQlVTQdKhqOsjGloaP6wIdnOH0LYwOK7l1HpaWSqFnYlNRgCDiTn5z5/9crScufqgMSQTbdt7xrqT2itbGxsJqzcc0YiCEYWNv3jI0svn+/ef0R1ZU9NUQHJCLhVzu91Zy1n0HcI87ua84A7N3H4xBkIYRg0WVNbv6W9benNq7Gl2aCQ+6stwlAoVK3Wgd75F8/2njiFXFGLqirWyWn3py9fStbmC/s9hLEC9sbe6ZTwbzFZ6JUcUiAim7q6Fp49OXjiJKgxMNkOMy115uXzmu4OI8vtUOCbshL65KXLn7988fb2g8OX04fisVQ0kVrXVB+1IV/Y9yDs9p1g5EpKRVVl7GGvC4sfXrG5XB09EzChJh5PU1HBNjc2FtTUkMirfYRGkVKys19/eOd/+/byDgOOhsVRr927J322+NVkO1XdHROvFvOqSrR1jVByY/UOi/nxy2fmw4cAlJQNRwUAekcvJ7WrtkfA/V6EGZq29XQ1sXs0dVbLh6nibodFvPv0W0xSIlQyCkk4fvkKb2p8ZHrc3mP9ieRGhGEwZApdq6i09PXnT/bOHv8UYS6sAK5UdO7KVQgx4N5iVUeLdHxyyxZjaPpZRRiXq2NiIZ8NxdHV8+nrl9mlJSQ1bXD9i8VSVvKF9Q/PgyzisAAAIABJREFUjd+LjMBil9MfYbEUAlG9tqv9yeuXh895QTYDg+GdHNz50+MH4n/4d0D+OMKwWIqOjpGRkRUCAcgH0Skporx9A8p4Pfk9jWUtTRSqFrSrgsfTdu319A4K0tIxhLKdAQS11LLC5pHBMymstjHB8TNekIcCCRpN0t5i2CngeufGXcmI7R0Teu4/snrvF0PWNTG7cvumvZMHFru8v4uAAza7nLv5g8/evzryL3thbQIuZ1qUW12puZKgCizKefe+K9du0Khb5Kd9/+CQRkHfvYqcniGe5Y7l3UAclkqiaR2+7OV11V9DQ385DSSOpgzDsKKji/vbd4QsB1U4hvtffhTdOyGSRxgeTwMAmoub562wiCevXhTV1qBRJPk0cu7Hj17086er6YI+LxZLAQjqN5nM15/fl65NtvM7CHNjBbpHBeX2NpdUVaGQUBo8KgDQPfYc9fL1U1NfzsKIRBCMja2aeX3ZvY1NvD4Xt72qUF4ENMnEYtsNRqCp6Ta5eFq8y75D7JGhW2UZPaM/4IXFPkp/9/ljav5jmrou+BEshqxlaHzpZuD+Q6eIBChtHhVFoHR0dUgmJ9TU9VaD5rBU2x0uPjdv6RuYrY4iQK20qaF2pL+lj70xLqyW3dUh5jZwe6237YQqg8WQTbbZXrtz28LGDpqwUUji7sPH2gWDwdW5PcNrUh7+DsK2GJrWdbYuvXpubmELbdthsWQT0+1Xb962tNkBufkwVVz648c1I33sEf6u3euztoLJduKSkpTgGGhzA4uhuLvv9fH13yKXa+R3ENY7LvRmBGBXTkVAv3v/0ePnLl4GVnIRLyPM2HLy6WJXH0fHZNULw2Ioalq65/1vuO47hMGspn4FEdbI5dTzex/XVC2P9JWUis6HDl5mBKhrbl1en2EpeDztTgSzcbjfOeIvTDxNIKih0SQ4fA2/cFgKDI5Pf5RV3N9+OT2GOyE5c+EiEgFAbcMSqESaFpSFFo0mqevpcwSDIZU5rszADqnwxlWG/EkQ9JruFqMhyeixh+GeUbeaRriP8nIpFM1VmuApRJoWbjU5JFUJjmE9fFAj7B2akZy4dPlfQpirZ6eQB2Zwd3R0l09MTiCqk8gaUGZhLIaCp6k39HTENBafT41kjwlPeXkr/IpYxRBFg0DWhLIAIuEEbX3TiubmB41ldisIc45gHHlwv0MqOHn6gsLmVVXgcFQUmkhV15memZ1YmvfYdwCqPB6gYYk0IlULsxJ0hkQSja23NfLYTZKBypbG70SYe2SQM5NxvzynXzhkYG4jn74Zj6cTKZpoNAlMDItCEW/evdc7IdqfcLdLIrxzOxgGw0Fjm0BQI1M0CYTlIYHHURVV0VGJD2pFfadSmX0S4fcjLCEzUzAtre1nG5ttg44acXgqiaaFB9Sg0DC4Ks7Bc9+gVPTs7QsHz33yfYTD0kg0LSjFJhyOP3L81IBUHFFX2NjbvRFhjX3sjPaaJiE3Ijoah6NCIMDiqSS6FhZyWLBUOJaYU1ac3lVzNS+RLeR9J8K0Dc3KWhq/yGTHL15CoAiQ0rBYKommBRkqDIbb6egyKBIy6wtbef0bQ1uzqiue//Y2p6qcqr0VWsXjcOC9IhpebmH0dYRFBjozGfXDA9FZaXiAJn+7lkhUlz+gAxFmYGw1MjvNnx5z2n8QprIacYbDUwGqBg5Pw2Io0JUmMHd+I5cTU1vcJxk5fPwk9BMTAEDHElZsdWUm0DUx7eD33ynL+NGgsB9AWN/Gn8JdKzgcFY0k/qoAc/TcIxmXMsvzHML8SgbaOwd7Da1tl38YAqDjcdRVfqFIcCwh6uEDnlR8MOH+9ntXG4SDMcxYGByPk7sKB7o2Lk7uQ1Lx3ti7u8J875Zmiecnzt+4oQLDLe+I4WlYNBm/MiErKCF3HzkyMjEWXJnTOTp0yvvKRoRJfwRhPSOCO6UZjYL+gpIyPFUNAQeAFcd79eQORVJCYAJD7nMmR44nh+8K9X3c29zN6duiY6SwGQEt+qDtFTSapKyC9WEEDUyPnk+Pgmjixgp0CPMt5XblFJbgATX5mH40moTDUPlC4eC8tLK1QUPfBLo2iMNSoZJRCAKWTM/If9wg4MQ1ldS2tWxEGFs6cu4bCDuWGNo7NpySlUkAaEi5XRKwfByOqqKCcd1/aHB0OLq+0Pqud0Z73ZBg2HSbrZIyGvIgIIXjMBQFJYTbgYODEuHN0kd74+4Ojou+ijDx/OxGhKXk5ma01TaLuMlpjxBIwnJ/4WlYNBkadQg4gMZTHxUU1I5wmoY5FY312jqGcBh+GaD4FZPD01WUMcZWtm2cnozOmhv5yR3cr+TObxnoi6orDKnIEU6Neh47rqKCgZalmJVtaRyWoqCCPHfVZ3R28mJmzMWsuL61P/8BIYzzNYQV1deK56cbezstbXbAVLHQ4QNUvqoKVl3HsLy+tmqo+3xGdM/I0EaE5dVW8xfGW8VD9k7uUGgrgaCGgOH1LWy0thpjfzc63z0y6P9n76yj2sy6Rv/vXfd+33u/9xspEuKOS1ugRoV6i0PQQqm7K5rgJCEGwR2Ku7tLIAQIhAghCS61aWc605Hm/vFASFs6bzvyznx3da29Zs16Go7ss8/vOec8++ztwghmNpX2T4xabt+jCoENNMPc0mrPvoPqgaet9hwamBQtvHpOpEZv0oKpbBKDNoQgcDsPH91qaaWqEUBY+xjv7qPEqtG+9oE+8z37dbRRG9gqXBeB1097lMuVi7ziI35DHraPRBiNK5Ncvu//f/+hoaEBe182bYLg9Ez3HLN9EBE2MDrUwB84wY5woAVezWL1ygX1ne2e3qcQCLzmJqgOCAUFY8Ag9Fdf6phZ7IpJTJycn46qynOiBx2Nvl/F70/PydXUQX71pY564V9+CfI4dWZQLPCKD3diBLvHhuYNtA5LhQGkMFMzS81NUJA2EqKDhuhgNDdBoTDc+dt3uOP8yqFeL3Y4Rzrhfenyl1/qbNoE0dCAffWVDkgH3TzYP7WyePbmnX/85yaglv/7Dw3z7XtGp2WKl099L1753//rn8Dzf/zn1/uO2PZNCELLc27lsCfm5Mk52buP2WhCkNoacDAIDQVjtDURGtow0x1WEQy6dFbBqi93pgfbUf2vZ8UOz0w2tLaeOHsBpIPS0oBBdNBQCAYMQmtqwPRNtgZGR41LxUmdVUDmc5XO7akBQSVpY7PyxKzsQy4ECAavaryONorHHyM3FPYrJsrqah2c3SAQjKYGbE2xqK+/1Nmx92BiTrZoTnErh01vKqtpbUXrm37xT22gR//7f/3z7OXrnVOCi+m09xEGZJONqswVz04lZ2Ru3WO9SRMK0kJCIRgIGKOlCYfCcCfPXhjgjzSLhnwSIxxpgWeSyL2S8YbONpdTp8EYvKbmamN0tJGaGjCUgfGFW7eHBfzqYQ6BEXIyKZonE9m4e37xxWp7vvinNhZvPCgRChamCSfP/Od/fA08//ILEBiJT8vLS2qtIZZliuYVabm5+487fP0VGKSNhIAxUAgGpIXQ0oRvtz6YXpA/Ni19WJR8I4vFnxaXVVcdsHfSAMG1tRAQMAYKxmhpwkEgpI2DS2NHO3dWfCaF7F+S3jvCM92x+4t/agE1/tf/1dhsubuVy41rqnBhBleP9fWPj1y/c09P31QDsDEwBqKD3vQ1GI0zuksiCqSSnO4me2rA3YKkAQHfYu9+VVH/+M9NO/cenHq61Ccc33PI5h//+fV6Z423VDY1pXfUtU0MNXe0OXn7akFR2hpwwDZAWggtLfge6yNFFRWCRcXtvPhzabQhidDa1kE1gl98oY3BGRc0NFSP9LeKRysa6g0tLDU2QSFg9KavIQYmFvlVFTb2zipNamjA/s//+aqlqSWqvvBthJHOpFDGZ6ZSc3INNm/T3ASD6KC1NGDm23bHpaY6e3mrB57es+9I2xiPKxfxhOP2Lu6bNkFB2khtLQQYjLp2+04QPQala/zFf4NWu/8fX3ucPt/M517KYFzNYnGmhVXNTQT3EzAYVlMDum6rX+hY7NwXm54mnpsOKc36s5KwuTCI3gmRDaMD/f0DaQlpWalZ70tmSmZpUWldRzt3WlwvGLiQEgNoypEW9KAguVcqGBzhpWdkEsOj7wQEnbx45dK9e+FR1Mq6OuHibGJrpSM9kMAk2lL8E9oq+cLxnKxHGckZaoVnZSRntLZ3Vg50q+bYycTIEm4nXyour6iMotD8QsLOX7t16tp1/5Cw9IxsvkzaMD7kmxBpHxPQIhjq6OzOSM7MTMnKSs3KSM7MSc8Vzyl6psZ7ezmpaz1KS0irKKkYn1eMzEi7u3qT45KB56kJqbXV9XzZ5L28xCNR96k1Bfw5WWtPT1JKGik8+tK9+ycvXQ0IiWAyY8vra0Zmpdk9jR6MUOCrihMt0D8/aXhGMiIRZaTnBJDCLly75XX64tU79yOjqWWlZTyFuITb5cUOc377K4wrM8SVRWI3VwzNSVu5nNy8RxkpmauNT8uRzMh9EqMCS9IGZaI+LicpOTUoPPq2X4DPhctXH/pFUWj1ra2CxRlqTeGhyHvB5Vn8SXF+XlF60qpKk+OSe7v7GscG3VkkAmODl54Lk+hMD2Y1lozOy+pbmxkM1v0gove5y2eu3AgMCc/OyBkVidrEI9eyWAAB7aj+N7Pj+mRCDn80Ny8/MjrmZmCg98XLd/yCyBR6XlHhgGS8Ucg9n0SzpwZ6J0R2i/lNTa0Za+1JT8ooyC2cfbw8KBO1tXWmxqcCzzOSMnKz8gZ5Q9TqfBuyX3xjmXhltovDiWUl3PMPPnPxmvfZS3f8g5j02MbWlpG5KVZTqRM9yI4aQCrNGJwVt3N62eyEAFLYqUvXTl648iCImBSfMsgbHlSIA4pTbSl+17PjRqbEpaUV6UnpqzaQmFZWUsGXSoJKMo6RH1xIi6kfGxgRTxQWFYVFUR8QQ85cuX7m5s3gsMjc/ALBnKKU2+UZG2pD8buSxeRNiSoqqlRFpSakVVdUK54uc6XCmqq61ITU9c7mF3P5I3dy469mMLrl472jvJSUVFJY5NlrN0+cvXQnIIjFZPf09o/OTkVW5znGBJ5MiuZIBLV1DelvaaxgTCKOrsoPKkoTLM3UNNYHkMJ9zl2+c9+/sKLijfKXzpb2JHaKahKlxKfOyKYDStLVEebKCnGmB1NrCiZmZRWV1Xf9A32vX7sbRKyrqZPPzdqf8FH/Irln35FOwXBifXnzxAhncIAew7x++8HNOw9i4xJEskmJXJ6dmasa09T41Pb2zgpel09ilB01IKAkjSMT9g9zU1LTgyOibvsH+ly8cuXBg8jomNqmponFWWZDiep2yh+PMFdmiCuTFFyc1iXmD85KB2YmN5Qe6XjNKCemJt8jLtSRFuS+vicKvJzGKOS09c+IuHNTg9OSOl5fi3h4YG6yUzpOri5wYQQDE96ZHnwpnV7O7RyYkQzMvl3+7GTX5PjDghQCgwhEhnGmB3uwQmMby9qlfO6clDc/1To+VM/n9CiEA7OSnJ7mU0lkIGteSHlW1+T4eoGzkwMzkwWc1tDyrG6pQNWjwVlpv0KU2FpJqXr0zvM+uTClpconPtKZHuxIDyKVZDaOcQemJbxZaYdktHaob3hGOj4n65jgRVblujCJqv28K4vkHBN4M51RNNDBX5zuV4ja+UOV/V0tAh5HIeqXCOi1RQQG0YWxwf6fwCS5MknEsszK4b6+KYF64zO66txjQ+2oATez4sp43ZxZ8dDc1IBcVDvU2yYZGZibbBWPhJZlO9KDnGhBp5Ki8/tbOdPrKh2clXZLBVFlOY4fzhbjwiA60YNIZRntwhGuQtwnFdQM9DQOcwbkwsEZSclg99lkimNMoCuL5MYKcWeF2McEXM9ilXA6OQrx0IykXy6s4fX2T06MLcgHpYLk9mqfhEgHWiCQ2YFck987NaE+IpxpSTGnnVZb1DM1sW5js5MD05LCvpZzyWQnerA7LZhUmNYs5I0uTfdKBU08TjWnu1PC5yrErWO8h3lJwBxwZZIcaIG3H7HrRwe4cvGAbKJ+qL92sJczJRickdSPcW9ksR1iAp0ZxBPs8JT2mn6FWF0z/QpxVketT0IEgUl0ogf5xEemttd0ywXcuamhOWnT6GCjYLBvRtw/LU5uq/aKC3ekBxGYJK+4sISWyn65SL2oPrkovb0uvqmiTy5S7xRHIU5vq/ZhR9hS/S9l0Mq5XVyZeEAhbBoZqOL09E2Oc2ckrWK+f0GaQ0ygC4PoHhtCbyjukwnf01jb6WSyIy0wvCynXzLWMyWo5/YNTE10ycbLh7o6pePqs3VwVlrB7TmTSHZ+29gITJIjLZBS+WhQJuyXCxsnBntkQvHy7NSsws7T6x2E9YvHw4ozzyRTakf6x+ZkXXxez/jw6LysYqSnaqRv4B0bmxonlqUTmEQCk+RAC7yWwSrmdvbPirnzUwPTojpeX6tkZGBW2i7hR1Q8cqIH/YYMkh+LMECc6EE2FL9fF1uqvyNtA5S6MIg2FD+v+LCAolRGQ0l8a0VMfdG1LKYTPdg+JtBV7fcuDKIt1f9D5b8TVNuVSbKLCXCkB97MiSXX5Me1lsc1l/kVpnjGhdtR/VUacaJt0HI7qr/jRs/tYwIcaIEbPle104kedJz80C02JLgoNbaxNK6lLKo851omw4nq70B7qzuAODOCban+J9jhgSVpcS3l7LaK6Jr8a9lMFxrRIWaD36t30IkWZPeeQlSReZwZwcfJficTI4KK05mNpfGtFZTa/EvpdEdaoAMtEIALgUl6vwQbip8jLchtLdLhh8SRFmhPCTyTTI4sy2a3lsc1lQYXpbrGko5THr7vvOPMCLah+jvQAm7nxjFqi9itFTHV+ffzEtzpRHtqgPqXcseNNGxL9d9Q83bUAAKT5M4KcQXaExNwNoUSUZXLbq2IaykPLc8+l0J1oAa9syN2ogfZkQO82RGk4rS45jJ2S3l4WaZ3Qvhx8kPVHHZlkuxjAn59rAlMoi3Vn8Ak3s2Lp9YWslsrWE2ld/MS3FkhQMPW3lUhGxdFDXCI+TVzcmYQ7SgBHqww/4Kk2MYSdmtFdEXumeTo4+SH6j3asBA7qr/KC8c1Juh+fmJ8W2VEda5HbMgx8sMNNfyhZY4t1d8tNiSyKjehtYJUmnUnL3F4SnjI0UXjK4gOCKUDQn39pc5Wc6se4Vh05SNbqr8DJeh6Viyl8lF0Rc717FgCg7jhhFXvgjMj2Ibi550QHlicxmgsiW+toNYVXM5gONGCHGICPzVr0W9BGDBO/1J+5c8JTJILg+hMD3aiBzvTg1XrqY+v5UPzXFWsEz3YZaNiP1Tah6r4mKpdmSRnBhHoizNQ70d032mt+xu28yPVvlHJwU6/qthPGqm3/5BEYJKcGb+m3g8Nx69081NH5O32rJfvzAgmMEnAYvD9KghrY+S09svfoN7f06mPqcL1nfI/up2u77UQaB7Qtk+dnsD5jBM92D4m4FxajGB6KjAswtHFi+DhQ/DwcXD2uHbzLlcmfliQ4kwPcmWRXBhEZ0awM2NdGx9T3cfY6qfKJyDs9wswWq4fsLnfVzJpreS/pDt/eff/rJJ/a0//xMZ8Uns+teX/ulO/e8r9ee38vX++hsIT7IiaoT6+YpIzJV4TEX9O3i4a9mZHqhbUn/Qu3Kinf4wm/60I+yyf5bP8/YXAJHmzI0IrMuObK+OayuOaytnNFazGslu5sb/txP1Plc8I+yyf5bO8KwQm0Z0V4hkX5hEX5hEX5hkX5hEb+uctq3+PfEbYZ/ksn2UDITBJBAZxXZh/wLnVnyGfEfZZPstn+R8snxH2WT7LZ/kfLJ8R9lk+y2f5HyyfEfaHCYFJAnyR//KWfJZ/KYC/G+E9L4S/54n1Z/kV+YywP0BcGEQHqr8bg+gZG06gBdmSH9rHBAIeofaUQJtoP3vaB6/yfJZ/swA3kFxiAj1jw9wZJHuKny3V35ke7MoKcYgJtCMH2FD8PjXq3p8h7qwQZ3qwDcXvOPmhSt6/o/JZ/kYIU92nsaX621H9gf+xpfr/hhBC/05xYRC94yPj60uaxgYaxMPtopG8vtbAkjRnZtCJuLD09rpqXq9/YYp9TMCnRtR9X4Abbe+oyI7q/3cza1cmyfG9obT7GwylK5NEYJACClKrB7saRLx2yWjtSH9MfdGZFLIt1T+sLLt6uD+hucI9NvRTc0r/seLOCnGICbyYRkvprHvEac3ua87ua8npa2E3V15JZ274ZdCZHmxHDXhn7mx44+23CYFBtI9ZLx+o4g+x6t8pfxeEubJC3FkhlzMZoRU5UVX5kZV5kZV5kVX5EeW5l9Lo7y/4/yZCYJI848KzuhtmlheaW9seFRQ2trRwBPzBGXHFaG+TYEi+MDs6MTY8LYmofOQZG/Z77MmVFeIZF3rrETui8lFkVZ5KRSElmWdTyH8f/biyQtxjQ65ls8Irc6PU2hlWlnMpjeb2m1y6/yhxYQQHFqWNz8n542P5RcWV1dU93EGuXNQxxc/ntCtWFkYEY+JZ2SNO25lEyl94JuBCJ3qxwyv5fTzxRMcAp2tosGOA09LXK52bTeuocd3ovOJ8agypOHPdMCrzIirzbuWyPePCfv/u2JVJ8o6P8C9KXZ+blXmRVXkBhaknE6P+WmeLT0CYC4PoSAtyiAl0oK0KcCn6DxlpJ3rQpXR6CadtYFI4JJ3kSiWAjE3LcjoaTrDD/3LYb9xsWlB0Zd7Mk0V2crrh1u2aX8PgeH1b7xOJOTmjY3yJVBpOpe2xdyirqxmflj3MT/nN1/EBFQUUp9aP9nGlYpV+uFLJiHwyua3SIzb0b3IM50QLvpUbVzXUNTgpGlJr56hiKr+36WRi5F81lI70oHNJVO60uIczaOvqqa2NAIFR5vv3+0VHdfT2TE5NNbW07rN3DIyOks1MZ7TXu8eG/lU7SvuYgPiWcvGs/MLtu3uP2x10cN599Pg1f3/JtCyzq+4dFy1XJsk9NjSzq44nFXFVc2dSMiyTtkwM3cyO+50KBy4SRVTk9kyOD6mVz5NOcoRj1JqCT02b9sfKJyDMmx1xNYN5Ozf+Vg77Vg77dk78vbyka5mxXnHhvx/DdlT/qOp8Dn8kKpYdEEUJpsQEU2IeRkSll5S0jQ1dy2B+amqmf4MQGMRTSeReyVhBcRkea4aA68KgOCgEi4DhEQhdc2vr4wR3I2NzKASzfbc1V8Bnt1T+HmOypfqXcDtbe7qJMfRAMhVQkV9kdFlrS59k/FRi9N+E8jYUv6T26v4RXhiDFRBNVQ1lTlXlsHzy+lqUsX+zuDJJTozglLbqcbHQzs4dooOBw/BQCBYOwyNgeLzplqOubjv2HEDCdSFwXHJGZveUwDcx2nmjOEh/tjjSgk4nRY/OTcanpaNxRjAoTkcHbX3waHVTHXdafCM97p0A80DSFq5CVNnWFBBNCaLEBFNiAqIp0fEJ4zMySnX+79y/E5gkL3Z4/dhATXdnQBQZKD+QTA2mxjS2tzeMcOw+HLXp3yAfhTBXJskjNiyqPKdppL9TMNIxzusYH+oaHxmamuwWjj3IT3b83QcHthQ/dmtldWuzqcUu5Fq+P4gO2tX7TO1w/+28hL+W9BuKMz04suaRZF5x3M4JDELh8CYW2/du274XizOCQrBAwmc0Sl8HhNpva8uVTIRV5f4eythQ/JqFPFZqKlbXBI3SX80hCsE+CAkfmpacS435m5yIHSc/LBhsL6qu0jcxV+U9A+ugT1+5MTItvZuf6Ej7C46ZnOnBZ1Ioo4syGisWDEYjELomW7bvtNpvaLwVBsPBYDggXSkMgoXj9HPLSqrHBzzjQv/9bwVXVogd1T+usZwvlxxzIYC1UVAI5sARu/qu9i4p/2wK5f1RdmEQfRKixEvTYRQyAqELZCFCIHS3mu/qHOWx6op/5zvDhUE8mRg1IBOGxNBX0wkDaYBxRpFMZqeEb0f1//cPqEo+CmHOjOBzyZR6Xn9lRwctNY2VmcXKzGJkZCbkPhoVCVPaa20oD9fHYD1ySBAgzozgDZdpa1FcgpzoQUej7se1VFS1NpuY70RAcRi0IQZtCNZGEk6cegdhH1/+ahWrcXiCnOhBnxrl5t2K3v5zZ3owsTyTL5dcvnodhTI47OiSU1XxqKzk9IXLWyys9PTNUGh9NNbQzGx7Zn5B68TIifgI9Vv+a0Fj1gv/9W2mDcWvWcSjJSbCkLoQHTQMioNBcZqbYLcDiYMK8bnUGCdakEqfzvTVmC0EJtGFsS7OjGACg6iKSaAuQNQawnvP39GYKyuEsB7dSKWW9SE4Tn5YwO3IryhH6xrraKOAdm76CnLi3CWefFKFsPfGMdiZHvxJGzfX93qn6shaXKN1rTrTg08lkzulY9m5uVu2bNc32hoeF1vR3BgcEb7X+oi+0VYs1giJ1sdgja5cvz0iFQeVZDqooVYt4tDqeH28IX2SHQK5C7okY9HsWE0IAgxG79x9oKmrkzc7eTsv3pEW9P5fuTCIPgmR4pXZqDg2HIZDo/QxaEM4DLdl687OUR6ztsiO6v/rM2WDOUVfj/mjQlhQNEVbEwGFYGFQHASMgcJwoTExnZPrCNvYqpn/Ig7V75SPQpgTPehKJrNjbPjKvYdYrLGJ6TYT020GBlu37thbWFWV1dt0jHx/dagYRFcm6UR8hG9S9Olk8ulkyqkksnd8pCsz5J2IWoBh+SREAj9zYQSzWysrW5vNLK1Q65m7MG4+b63CCAyiGzPE+93yI4AxeGdUCAyie2yoT0LkqSTy6WTK6WSKb1L0ifiI1Xb+K5sjMEmecWEnE6OAPz+VTD6ZGOXFDndlkoCZ5sokecSF5XU2TMqk/mRK2qNcxeOFiempb168aOL0BkZF2To52/n6VDY3C2anAgrT1IPtERgkj9hQVeGnk8m+idEecWHADNywSTYUv8YJbnxPbp6JAAAgAElEQVRmpsnm7YaGW41NLI1NLPF4k8BIco944nQyxYke5B0feSqZfDqZcjIx2j021IVB9IgN9WKHq8Q7PsIzbvWrgldcuPo/ecSGujJJ7/zeix3uGRf2llaZRI+4sPe1CgyBKyvkOPlh3kBbaV3tlu27DfS3AO3EYo0u3ro3IBHdzk1woAUSGERXZsg7duKTEOkRG/rxd/Heb+0JdrgXO9w9NvQEOxxonm9StGdcGIFBcmWFONGDAwtTxQppYXX1bSJJOiMbkYmfPn8uVEwxMzNOnj2/z842MoEtmZFndTe4s1aXYK5rtuodH3EqKfpUUjTQ2hMbWd2GjSQwiB7v2GHiuh2+9WMWyYEWyGwo4QsnbF09DPQ27z58pL6nc3hm8mYO24ketKFtAN/EJ5/Os7IzgGUvkCLE3MKqY5THqi/2jAs7nUw+lUz2SYgEAq69Y+quTJIXO9w3MRowntPJZJ+ESKBkoI8nE6P6pYJIVpyenpmRsYWxiaWhkbmxqSWVzW4XjwAIA+5UegBTZm1MTyZGecSGEdZypP6VCLuRE9ctGD11+bqWBhyJ1EMi9aBgLN5wc05Z2SNOmw3loStrdaiCClNreD3D05OixWnJ8oxoabphfDCgIM2duW6dBCbJg0EMLUzvHB+WLM2Il2eqR3qbhMNlTY2/gjACg+gZF0YsSq8d7h2ekarKr+dz/PJS3ZmhLkxV9DWSC4N4KonMqi3qFA3zZ2Xi5ZmJBQVXJq4c6SVVZHrEhf3KkseVSSIwSVcyGFnttRzphGBeLlmeGZ+T90kFeZyWO3nxrozVuFEuDKJPfERaZ+304yXZ8sL4vELxdOnVLz/+8OP3z1+8WFhaml5a6BHxA/PTVR9Vgfx9F1JpKc2VvZNj43Ny8fLM5PLs0LQ4ubX6TAL1Q+NtS/Ur7muXTc809vXV9nbX9fbU9fbUdHfxZdJu4ahPfOS9vKSG8UHR4szkyuyAbCKq5pFvUnRsU2nhYFsep/URp6VwsL1ZwItrLj+bTCGWZOb2NRcMtOZxWvM4rUXcdkZT0eV0OqOmsIDTmrf2PH+gNbO99mZWnOvaUuJiOi2ls7pTPMqfkYmXZ4QLiiG5uHq0168w1Z0VAgTwTGiqmJ1faOb01/Z0Ae2s7u4cEglHZZNX0hn2MQEecaFBhWkqOxEvTY9MS1uFw3EtpWdSyM4fscAhMEkXUmOSmspVXXjEaakc6q4c7KTVF5UPdY1PT02uzPGmxSltNafZlNVlJpMUWJw6Mj05+2RZtDAjWpx+/sN3r395/fLVtyuPH88vLU7MylOaq7zjIl2Yq/xyYRC92OHhpdmNo5zR2SnR4rRkeVa4qKgc7r2bk+jGCHH58CoDGOszyZTY+pJO8cjYnEy8PDMxrxiUicqHu4ll6e6xoep2CEQhT+us+emnnxTTMzKZYmZu7vsfvx+dlYaUZnswwzbkuwuD6B0fIXu6kJqbq46wreZWbaNDNfy+dgFPtDgtWFC0Ckb8i1PUHbCBJdK93ITi/tYhhWRiYVq8PCNZnu0QD0eUP/JkRRCYRBdGsFdcWPv4kEAhq+3pruvtruvtqe3tbuzrEStkZdxOe2oAEALsYhIlsaWqWzwuWFAAU6ZXOp7aUnUxjUb400KtfVT6jxPsiE7R2OLzZ6eu3lDPkWVgalFQVfX8++/YzeVuTJJ3bFTRYPvM06UBwXhySVEkOy4yNjYh/1Erd2Du8VKrgHsmheoQEwjcek/rqJauzDd0t1Pj4yNjWdXtTa/f/Fzf0a6e2l4dYbZU/1Nscimvc+bpcv8YP6moIDIuLjI2NrEgr53HnXu81DQ2eCqZ7AgkEWCS/IvSeqbGZh4v1vV2M7MzI2NjQ+n05IL87onRqSfz1bz+M8mUDwWtPxEXTqsvGl+QT85NFzbWU1OTI1msMAYjr7aGKxNNPp5Laa11X/sCaEP1O59KXXj++HvlL/WDHNaj7GAGLSQmJi4zs08o+OHn17LlhTvZCY60QCDMm3NMMKk0a2ROKluYK2ttoaWnRjCZManJBQ11E9Ny6cIMtbbAgRbw/njbUv0Kulu+efFy6umK6MmSGJDHi4vfPufJReTqXOnSbAefx0hLCaPTc8uKx2enRudkkytzw9OykRnZ8MzUyIxsamWpRzKe29MsnFWMz8qBhyMzsuFZGX9O1jExOjY9NTanUH8uXZrLbq91Z4XYUPxuZ7NFCwr506Xqni5Wdhag1aS8vM7xYcXKXO0w52wS9Sj5QVxd6TcvXsqerogfLwLtFD1Zmn/xXLo8dyWDcTqJXMxtn3m6NDA+llxcGBXPDmMyqElJdf09wiX50LTEPz9VFX10YzSwQpzowfl9LdL52dFZ+WpTZ6bGZhUzT5fnXjwWyCZTc7NJtJjsinLJ4lzdKAeY/EAM9KqhbqVSOSyfyqiuCI2PJcbERMXGVnV2Lnzz9IeffkhpqVVto5zpweeSaDX8/tmny128ocSi/ILaGmpSQlJRfvfoyNzjpSpe94n4iA1T7xCYJDdmSFBJer9coFhZrOnqZGSmAxpLLSrsEfKlT+fLuT2q7zAEJsmDGZbaWTv7zYpsfq6wsYGZmUFNTGJmZVR0tiuWFzhSwfWcWFXY8bdmaHyE4vlSbnmp6qwKgdA127JjWCp5+t2Lksa6yHg2NTW5drBH8ng2pbnSg0EE3tMezLDUjtqpx/OjUklmZXl0QnwEixmbm1XX2z29vDAgFdzIibOl+HnGhrbyB5e/+0a8ZniiJ0vSJ8vffPdtFa/XlupvHxNIrsmXP14UzSjy6mqpKUkRTCYtLaW0pXlqYXZ0ThpVnecZG/ZnrMX+NcKc6EGXM5iyGQU5jm192GY9TzLGUFfXzPfCtaLK8u7xoYcFKSWDPcJ5BTEyysaOYGm132jLNsPN27bu2HvoqMPdB/4dI0PcGenDwiSHmICQ0izFi6WYpMTdew+ZbNlutNlyr/XhqChqcsEjCyvrdxHG67/5iO3NjqzjcwWzssCw8OO2zhZW1kabtxlt3rZ1597Dxxzu+wd1jQ1zpiV38+IdaYEBBanCpZnmvu7zV65bH7LdvH230eZthqYWlrusjzsQrty72zE21Cvhn0qKen/76coksZvK5U8Ws0qKPb1OW1kfMbXYaWhmaWhmaWV9xMHFI5hGFszJivpbCCyiIy3oZm4sZ1rUMsi5eOXG4eNOFlbWRlu2GZhamFrs3H/Ezt3Xt6i2miuXXM1gOdODCExiWGmO5PFiaWOdz6nzew4cM7PcZWhmaWK+c9e+I56evml5eRNLs9m9jV7x7463DcWvls8pqqpy8Trp5Orl7O7t7O5t6+jGSkuferw4PjeVV1Rw+LijqflOA1OL7bv23QoMEM8oiiqrbB3dCB4+BI+Tji6eZy9dL+poljxZ6OMOeZ0570TwBCILH7NzScjMfvbTD60DHJ8zF50I6xGHU/PyG4c5Xuyw0IqsyWeL5XX1J33PWx+23bJ9j9HmbQaAVu1drt+72zfCq+dz7akBWd2NLV1d7r5nHVw8gXbaOLiG0ujCGUVoaVYNv18wLQ2OiLKxBexku6GZpanFroNH7T19T2dVl04uzwSXpDl9+IjTlUlyZgQPyCaSsrKd3b1d3H0IHj4u7j7O7t4FdXXV7e2uricstu/WNzHftmv/pTt3uNKJlLZah5hAT3ZoPqdlfH46kkpzcPHYZX3EZG1wd+47bOPsGk6PEUzLYhvLnGhBLgzihVRau2hsdEp8zz/o8FGHbXsPBlBiLKyst2zfc8zGKYgUxhELuqcEN3JY7xuSCz2YWJwhXp6t62w/e/HqvoM2m7dZAXa4zWq/jaPrNb+HPcKRTuHwycQIJ3rwCXZ4dnfz1JNFSlycrb3rtt0HjLZsNzC1NNu22/qQ7eUrN+t6OvlL0xGVOe+sxVwYxBPs8NlvH5c31WtpwqBQLAKOh4Axppu35zfW3Lvvv9v6iNGW7abmO/cdPR5CjlYsLcRUF9pS/b3Y4dldzVOPF2kJCU5Onjv2HDTeusPQbLXGS1du1nV3jC3NhJVnn0iI6JGMpeYX2Dt7OLudcHb3dnI74ezhnV1U1CoaPhxxn1pTOPV4PrekxNPrlNWaVs0sd+3Zf9T75LnCmirF8+XIijx7yh//JeejEHY7L2FkbMzYzBKva4LFrSepxWGNcXiTYwTXzuHBNtGIQC67euM+Gm8M0kIgYHgUQg+F0EPA8TraSBhS94idS3tPT6do5HQiuWWCV1JfgzMw09ZEIBF6KKQeSBupq2964JidkYmFKhExgLAaXt/1nNjE5srJmZkLl28hsYYg7XfLh6P0jju6dvVzWgVD3gmRDRPcrq6+g0cddCBosA4aCddFIfVQSD0EDK8DQunAMK4nT/UMDeb2NhMYbwXAdaIHX81iji/IMzPytlju0dZGQCFYJGL1z2FQrLYWAoE3vBdMHJGKoqrzPGPDm/gDvHG+nbM7GIIBg1CrDUPqIRG6EB20Jgixe//h5oHedsmoIy3oQkrM2Jy8rLxmx+6D2iAkFIwB2oZE6MIgWG1tpOGWbaFRFPnSfHh5jiq/twphzSIeNT5eB4LW1oDpgJA6IOSX/w26+jBg+dWLMZl05+792ppwJFwXhdSHQrAovKH3mfMu7ic0voYAP9b4CmxkbJFYUTLzcqW4qhKONdRc+6d//MdXN/0Cv1H+lF9Xh8Eaq55/9YXOXVJYw8jAw/zk0enJqvoGyx37gKydSLgu0FMEHK8DQoGgaK9TZ0dnpOyWiozexrzyMjhaX/NrKFDOf/+Xlvupc0NT4sqRnnHZ5JUrd9A4NTsB1AVGa4EQ5rv35pYUd0v4F9JoHzppAhA2qBBd9wvQ0oSDNBE6ICRIC6EDQvlevHTY1gmkjYTD8CikPgyMBSOx98JIvGmJe2xYTHXB9MpCSCQZgzcCaSFgULXBhWC1tBFovCGZFSt5Onc/L8mG7FfY3zYxKfX2vQBH6WlpwrEYQyo7wdjYAgrGgLQRSKyhi4cPlz9aN9Lv9Pay0YURfDIxqn2S39rate+gLQj8lh3CYXgdEBKMwHqdOdc3MpTV3WBL8Y8sz5EvL4aEkvWMtmhrIeAw3Kpm4LpgHTQYirXaf6S0qnpsZupsMkX9IyOw1Z16PD85LS+oqozPzCKSY+4EBd24d/cGKdhyjzUKZ4CE6yLhujraSBTeMDU3u1cmcKQFhpfnyJYXQ8MoekZbtbUQcCgO+XaNu/YfKamsGp2WXstidUv4/hFRX38JBmkjdEBIbU04SAdJJJObhEPnk2Iml+bSHuWYWu7S0kLA1qYMEqELBWO0QUiLHXvjk1KHZOIbWXEOf7QHxschLD9xaGQUAcWrcvCqBAbFbtt3sJU78OrHV7HxiXCo7nrOYYQuDILFYo3weBMsxlBLA2Zr58IXCTM763lyic+Vq9oacDzeZI2GRjraSJAWAquWxxtAWPVQL7E8Y3RKFBuXAAXjkEg9HN4EhzNGwnVhECyQwRiDNtTcBHV09uCLRemddWPzsos372p8BcWu5mc3RsB14TCcKr+0tjby6p0HYwvTt3LY6tZgQ/FjNZcNTwn3H7bX1kQAKbuxWCMYFIdA6OJwxnicMQKGh8BwyTm57dIxSlWeSD7lc/IcYN84vDEWYwSD4lQZy3FYI5A20tnTe3Jh5sajuOS2SpFIeOSog5YGHNAMBmMIhWBQSD1AFRAwGoHQzcnN7xaPecWGuaidvNpQ/JqEQ6zUVJyeqXoi63shYU+/+yalIB8Gw6tyLONwxjAIVksDpq+/WfUEidDdtsM6tbpc9myhrKbKcPM21NqaWlsL8YAU9uyX18WNjaabd6iew2F4/8joppGBov42Lm9kxy5r7bU85xiUAQyCRaNX3zdolAEIjCZGRnIUwrKR7oKqCgNTC5UeIGCM7+XrXJlY9nwhuSAfAddX2QlqtZzVHoFBqO27DwwIBfFtVR/MEQOswuTC+yGhaIyhqtd4vImJibm2Flw9kTUMhtu172C3cIRYnNEnGc/MfARH6MKgq1nckXBdOAyvsjooGIPTN23p7iwc6ryQHjM5Kw+PiAZpodFoAwzG0NBoa/KjXCOjrSiUPg5vgkYZaGnAfE+dFyvkD/IS1ZOBOtAC7xUkCRcVpy/f0PgKisUa4VftEK+yQzRKX1sbcScgeHRecT2H1S4Yqqqq1sWbwaA4HM4YhzdBIfWhEAwGY4jHm2CxRlqa8G079w3xRlLaqgkMourVCyBM/mxhVDRBiibfCySev3br5LmLBHcvix17DYy36hltxq11UAeEsnN1657i3y1IaBNwq6trdHU3QyFqNYLfrnH73gEuL7enqU86ToyhI+C62LU89li8cQSD0STk5g+09vVztu7cDdZBr81HAygYg0YZAFatrYkwMDVv6e0qHOr4Ff+BPxFhdwqSBga5Gl9B4DD8OnRwxjiskeYmqJHlzg4e9/HLZwcPH0fAdVXbTKtDxxw8fQAEAP8F66DZOVnTz5dGhYIDtvYqI8ZgDA2Mze29vK2sjyBg+LcQ5n2mcrA7m9PEFY8fOHhMlfAdizHac+S4vbs3BmOk0ikUiksuyFt6+YzD4+lvtgCACywbrQ8dO+boqqtrCvwYBsHtsDrQwR+KaymzUztcsIl+UDncm5WXD8es5rvHYo309UxtnFz3HTyOwxoB3NHWhHufu9Q3NcGblpTU12EwRqqc9bpGm+3cPLfv3KuaFRiMIRqpX9bcXMTtaJOOJKWmQWFYINU7BmNgZGbp6O27Y/dBJFwXGH4tTbg9wWN8WhpSlmUXs+5x8yGEPQiJePbyxf2wMDTaQDWZsTgjqwNHbQgeWH0TVUveRlj1RyLMLyKqR8gfmZ6MZsZqasDW9G9otm2XvbuXqamFqlIIGLNnz+GW0SHh49nsspL3EcaTS759/Z3zCR84QheHXR3HreY7Hdy9zbZsV9kJHIpPfJTbMMEFksh9PMKwWCPL7bvt3U4Ym1qo99rcwiq/ub5lfGhIKnIieGlpwvF4ExzWGI0z2HvU9oitk67uqpbweJNNX0Hu+xO7pILs/kbO2PD27XuAwxMMxtDAYHNuTYWb71k4fNVK0WgDNMawvKmherhH3QnDnupPqyvqGeDomW5dtUOsMR5nvP+I7VF7gqo6CBizd//RNv5QEa+dqxCdPnMeCsWu2jPawHL3fiefUwaGWwG+4/Emmhqw0BjakFx0KiladZILbCRnvn1cVF/9xX9ra2shIDpoKAQLhWLNLa2OObrp6ZmptAGH4vYePFbF6S7ktg9Ni86cvfhOjc7v1LgJFhxNmViQjy/Igygx7yCMRKONLUwNTE0EBJK0tZGqcszMdzr7nt5iYbVuYGDkDT9/rkJyPTv2j/Xx/NcIc6YHX85kjgkFfn7EXXsPqYwSgzHE65u5ep6MS0ieXppr4nQbmVioqISA64ax4zqGh/buPYRaHUIjJFLfzsPrjVLJHxk1NtmqevEi4Hir/UdaR3kx8YlorBFGfSPpfaZ8sKt3SlDSVGcIvP1wxlisEQqpT05Oah0c2LXLWlUOEqXvfPKUUqmsq2vU1IABizUUUn/zlh2Pyksrmpv2HlyFLAqpb7x5W3ZZ6aP+FtV+jcAkuTGJHeLRMGLE11+DVe/wI7aOrf297IxME7NtQAMQcPzeo7YNnJ7vf3l9nxSCWWszGmWw4+Chuq52MisWcOlcHWycUVAMTbQ4x5UJL926DdJCrgEIe9DGoVswRoqIQiJ0MZjVlzNG37SmsSFvsN2W8i8Rhn0QFvHk5Qs371NIpJ6qRhzemJmZWdvdtePgIdWS5Lch7GF41JBMLJ1VOHv7ro4v1hiFNnA9e7Z7eOjCtRurqwacMQqhb7Z1Z0px8fe//JRRUvQuwi5dH59TrDx7YmG+S4UAJELvIZHUM8w7d+0mWjW4KIMb/oHdIr4nO/zjEQb4W94JDGob4HidOa86tEUh9cy27EgvL1t+9aympWXLtt3AixCDNsDom0SyYxu6OvZYH4avvTthUJytm1c3f1SwOJ1RVggUi1s9/DVp5fQ1dndv3rINWH5isUYIlN6VO/cmFhRua7F6CKwQF0Zwdm9jWUmFxibo6qYBobfVYldRdVVJfb3VvsOAHSIRembmOzPKiqXPFhu5vXusj8Agq8qEQjDXAgI4EwJHZ3e1vujvOWIjUkzdzU9W+bgCx/ny50vZxcUIxDpi8LqmxGhKQ3fnMQeCam0Bh+H2HThez+kbm5c3D/Xu3X90vUYw5qq/P0cocHbxUK9x18GjivnZ2ecrgWTqOwgLolKev/62mz9sT/CA6KBXy9HBOHv7DogE127eRSBWV7hIuK7FHutB/mhUTb7tH+oK+68RRmCSPGJDK4a6V159e+7mHfBaQ4EvkiX19Svfv5z9ZiU+K13PcDN6beUCg+HKGht/USp91IwJidQzNjJ//u23HM4gCIRcX71DMEftXX5QKtv7eky3ve1U4X2mbLBLujLHSk7S1TNTlY9A6NZ0dPz4y88ePqdU5SMQuuZbdr384fu8slJVO+FQ/G7rI/Mvns4+XnI/fR6igwEwoWu4JTUvr5TXrfLLdaIHn02ldssE9x8GamvBVXP7/I07PyuVPSPDO/ccQsDxAAssdu9v7OtWKt8Q3Lzg8NVxQsB1Pc+ee/zNk+7R4VWUrE2t83fuPPv+W55w3N7VXTXnwTpogpevUqmsrKnRN96qmvBffwWOZSZUjPWru4x+CGEPwyOXnz3dud0avmamaLSBrp7ZoEiw/M1TG1cP9a39b0PY8PSkRCLear5zVf8YIwzWiEQmv1Eq4zKzQNqrW0s0ykDXYDM5KUGpVGaUFL6HsGuTSwvCabmF5W5gVw7YSWlz089KJTU5Bbl25QCFMjh74+aAVPgbEMZMz/jmh+9INLoKSQDCcutqflD+nJWZDYPjgHFBIHS3bt9d19r8g1JJOOELBqGwWCMMxhAGxVrs2d/OHXjx+lVAeDgEgtEBocAglKYGDARCjo4Lnr/4Zv+R4xpfQ8FgNBSC1dgEtd59eEQ+eTaVCrhcEZgkL3ZY2WhvalaODgi1OlIQ3P4jtiuvXsqX5p29fKE6GGAS6ZuYJzzKef3Lz/mVZVssdqoGC6SNpCenKJXK+wGBKLSBChwohF7PwEBoVa76Ksw7PmLq6UJSTo7KqQKN0jc0Ni9vb3n87Tfnb98DqgPevtus9hc21T/7/mVhdcUWy13qNdKSkpVK5cOgYBRmvUY4FD/A4618+yLoPYQFUsg/K9+0DvRbHTym2j+BtBCXbt9TKpVJqak4XZPVNyjGSAeBqW1sZLZU/LEXkj7KL8yRHng5g9HO5529dkvdqcLQzPJReTm7rapmtC+ETFEtRgDTLKyt/eGXn30uX0Ui9YCtOAqlb2xqOTYt53AGIWCMOsKO2Dk/ff1dbWuzieWudxE20DX7YuVeMBGNMVSVj0Doljc3f/fja/dzF9QRZmG5e/b549yyknWEwfBWew9PLs2Pz8ptXb3++V9aIBBSUwMKQeBTHuVWjfYfJ68j7GIavWNKcOOeH2jtxAekjTx35cbzX36o7+8x3rLj6y91QCDkpq/BBlu2tw70KJXKAwdsoGsHK3AY/m5gwOzzx439ve8g7Iqf32vlTz28Acs9+1UdBOugnT18flQqy+vrDcws1YESHBFdPNJzIj5cdRz26wjbbXXwHYR1jfAkC9PHCG6/E2EPwiPH5hVCsRiDNlzb/xridU2TsrOe/PQ9PTlFB4RUIUzPaAszM12pVKYXv4ewy9ckS/NDUslWCyugSVisERyGL6iufvLjKxKdqaEB1dZGaGsjNDSg3hcvjUxP/gaEsXNypp89DoymqCPMxGxbalnxz0plQnzy119DcGvr6wOHbbp4gwuvXrh4+IB10Ab6W0xNLYxNzB08vIZEYz+8eR1AoRy1c3FxP+Huc/rEybNnz18RSiefvnxxLzSM4HmS4OFj6+hmffD4idPnW8aHbj6KA7yXCQziCXZE+Wg/Ky0DrEIYFGd9yEb+ZHlULj1k7/Lf/6UFAiE1NkGhKD12bpZSqWSkJOP1zdBofZXhUeITlErlvVCgj6uax2IMixrrKQ1FKq93wLVV8mSenpmmQhgKpW9sZlk/2DO5vHD2+m2o2rTVNzFnpqe9USpZaanv1EhmxyuVyodh4eo1olD6ZS3NC999E/zeRjKAHK1UKitravVMzFFrB+UgLcSFm3d+VCrjMtLwBptVmwCQFjLjUX5qT8MfkgH30xDmRA+6lsXqGBt+H2G5ZWWJ7TWt49xbN+6qFrEqhL366bXPpSvvIEwwo3gfYUftnFdef1vR2mT6PsIGu5ZfPjl37jJcrXwAYS9/eOV+9vw7CFt49qS4olL19kMi9baY72rs7lj69puHxNDDh2ydHT2cHdzcPXwa2trKeN3qCLuQRuuUT9y676+tiVhrG9bWyVUypxiTSU+euXj8mIOLk4eTHeHMxavj4ok3b97stz6mA0KhUQZolAEYhL5DCl347nnLAEcdYSiUvu+Vq78o33R0dOgamGHWjsABhP2gfFNaW/s+wlrEo2eSySqf/r8KYQ/Do8Qri0KxBIXUQyL00CgDJFwXizVOKij45s2PzNQ0FcIwaEOsrklULOtDCJtcmh+VT201X0cYAq4bRo15/tOrnLJym+NOjg6uLk4eTg5uFGYsf0bqEbexJ9GGCMNgDDEYw7KWxrmXzwKiyCqEAWvD8AS2UqlkxyV++QVobbCQ1odte8ZGl3/41sXzJFgHs2Xzrr17Dhw6anv28uUR4dhPP79mpqVHxrEzi4uKmuobOzsHhnmzS4vffPeyrq+nuKkhu7SYmpQcEBEezmJypiaIJZnApyEAYRX8/viMLB1t5LpxbtvTNtC78OLZHb+gI4dsnZ08nOzdPLx8K5oblUplSFgEHKGrOkUBEPZGqbwXEvIOwkqbm9K76lV5eVcvGKAXR5cAACAASURBVC3PRLHiVIcJSKTe5q07hybF0vcQZmBiEZeTpVQqwyOi36mRzI5/o1Q+CA17B2EVrS1Lr168jzB/cpRSqUxJTle9GHA4Y21N+JU795VKZeKjHF01hIFBqNi09JLhLq+4jd9Mfy7CrmfHfghhSR21nWK+t4cvGLy68AEQVlBb8+LVS+9Ll5FI/d+JsCffv3S0d4VAMKryEQjd8uamZy+fu585t75RReiZm1stPFupa2kC6SBVP4Yjdd1On5LPzvz85pc3SuWTF8/nnqwsPXu68GyFVlekuuHlTA8+mRDZOy0MJoVraqrOrY3gWD0iOfrps2dKpfLHn39aevZk/snjpWdP5SsL337/6vhxRwRKT9dgs66+GQKl5x8Z/fLN67qeLuwawnA4Yzgcv3v3AaVS2dDQpLW2vltFmOfJV29+Kq6qNHgbKEER0T1TgvMpVNWRx1+IMMnK0qR0SlffDKdnqmuwGYs31jcyz64of61UUuITVAjD4Yy1tBGXL11XKpVpG20kxYtzs49XLLfvQax9lkGjDMx2WjV0tL/64XulUvny++/mnqwsPn2y/Pxp3Wi/6wcuKvwKwmo6O+a/fe6vhjAM2hCnaxJAISuVyuSkdE0QUg8YLKTuITvn0anJldcvHdy8wDpoPM4EjzfB4010wOi62jqlUrl372E02sDAYIuB4RY9PTMjY/ORsfGF5QUHLx8czsTAYIu+/mY0yuDAIVuOZCKqInf1GhyT5M4KKR7pyi8p0V7bZWOxRnAk3vvihdmFhV/e/PJG+ebxmh0K5+TPf/z+7u2HmppwlSZB2khKfOJPyl/uEolo7DpQMBjDsuam/L6WtxEWJVpUhERHv4MwrkS0IcJis7OUSuWd92oks+N/Uv5yj0RSrxGF0q9sa33206tg6sYIS03O2KSGMDAIdfL8pZmZ2SgmC69vpjqq1gGhYtPSG8e5PvF/ZMClPwxhJ9xP/qkIc7AjfAzCtpjvnH6y2D/MxRiaqPCPxRrBEbrOrh4DfN7Ln1/XjHHCKx/55SdfTaWpB4RzZYU4UP2bxgeTMjLACJxqrQTYza37D+SLs0vffZPd10Qsy76Xw76ewRLOT0cxmL43bpy7e/fygwfn791LLy6aWpwJIlPQGMP1z0Bw/K5d1gDC1I3mVxAWGB41OCe9lEFX+Xz8hQgTzM9OL8xfvH//zO3b5+/evXT/wVV///rujjGZxOv8JTgMp46wixeuboywy9dHpqUvv//umAsBjlj/7oxC6ZtbWGUX5b18/Wp4borWWOJfmHY7g+UTH/khg/xtCPvlzS91ra1el6+cu3v34r375+/eC6JSx2WSqo6Wbbv3A6ecwGGcpga8prpGqVTu2LEPAsagUPoopD4QzYI3yl9YXjjq4gYFY1EofTTKAALG7Nl7mCsT0xqKgFivrqwQx5iAxObKtu5ulL4RRs0OEQhdNy+fIeHoi5++r+T3hVXmPsxL9okN7ZQKAh8EfxTC0Iblrc2lw92AHlYRlhglmJc/CAn9JITdvvXgj0FYSsamTVBVOViskb7B5q1bdxoZW6ge/g9A2N9iFYbU27x1J18+qXiydOLcJbAOWlUFsHfYtndfSCxzYl7eJRm9nEZ3oL4bNteG4pfaUds/xt994BgUglVpH4nUw+ONDzo4pJeVTj2eLxpo94wNs6X4pXXWjimkwhm5fHHu6bOnsytLaSVFdie8DE3MVZ44AMKsrPZ/0iosMDxqcP5vgTD/iOjOiZHWCR5fPimcVcwtLzx5/nxCIYuIj7O2tdXT36zuyqeljbh08dqGCDt1+fqQXLz47fOYlBQMxlD1cgZG09jMwvfm9c5Rnmh5OqIi14kWuOGtnd+MMBKNJlya6RCOTChkkvmZ5ccrK0+ftnMHLvrdN9+1B7fm+rOqDW1kbU2tUqm0sjqg7j+Bx5sM88cWlhds3DxVWoXD8Pusj6ojzI0VYh8TEFSSIZyddj91DqyDBjxIgCmAQRtst94fmRgvmle0i4YvpMZYh91qEY8EPSR+AsJGet5B2MTc1H1//79mFfY2wvB4EzTaAArFqkItAQLSRrJS0z4j7F8gbKuFVQd/eObFSmF5mYHBZtXpJmDKMATe0MTC1de3faBvaEZyMzfunehLTrSgG9lxE8vTYZFRKJQ+Ss1DEoXSRyB1N1vuuu7/YEImrR3n+CREuseGPihIES3OvFEqq7vafM9ftty+F4kxUG2UVAjbvfvg/1CEBUZRmkcHLqTToqryn716+e1P36cUFTi5eplu2QFH6q478QII00JcuXxTqVSmFRe8h7Ab3ClR7Xg/VzR23MZBNRmAAYXD8Ri80d7Dx5Jzs6dW5hmNxa4fvhj8yQjTMw1nMOtHOCcSIksHu5RKpXheERgVfeCQra7hZtU3SvVeNDQ0/x6EOdODfZOie+QT+cXFunqmKrKo7NDIzNLjzJmeocEBhdA3KapROPx7EHYyKXpsevLyjZuqufYXIgwYUGA41EVbE8FKTeuYGvdN+iPDc/7/hjBzi91to0M1Yxzu1ERyTo6hiYXKDxsQBFwXAsMes3fp4PR3iPjqXs5urBBXZogzg8hqKh2XiR+QQhFIPfUpisUYQaFYBFr/7OXr4hl5WkedK4PUIOD2Ckav3ry7Y89BOFIXCsGiUQaqLvx/gLCAKHL9cP+D/KTB2cmKlmZPn9NmlrsgUAwChkcj9d9H2NUrtzZE2OkrN4Zk4uDSjKrh3nZO7xEHF/VlMg5njEYZgKEYs63bY1PTZCsL17PiPhQ09TcgLILBLON0RlY9Ei7PMRISj9o66RpsBuugUUh9FELvfYQ1Nra8gzAM2gCPN+Hwh+c/AmFuq4HC0/kKCTs9Tc9wi8qTBoczxmGNEXA8BI6zd3Lv5XHLhrqbhCOBDz9lI/k2wnyTokcU4pMXL6OQ+sCK7y9EGBptYL51py3B7bi7p7rss3Msqq5um+D5JHxehf0qwrrHR9ktFSGV2YIFeWl9/e79R4A7EyoVY9AGIBDSy/c8b1IcUZVr/7aXijMj2I0ZktnXJJpXMJKSDYy2wqE41UYAhzNGwnXBEEwomdY/OVE53MeXT3r5noXCcFAwBosxwmAMDS22nb939y2X6N+GsIW/BcL8I6PbxnmdkvHOof79h4/q6KCAKzJIlP5eW5uTV66o3Cb/JcKGFZLr2bFnU6hdU2ODAv6pS1eB7YY6PqBgzGbzXbXtHSXcTgJr44XYb0AYkULlTUl481NxKam6+mY6ICTQNjha1+vqpYM29si3e/EhhPXyeR9EWONbCHNhEh1pQZT6QuGivLC6eueegxAwBqtmh2iUAQiEPH3haqdgZOXbb+7f8fsEhI32vo+wExcu/R0QBtFBe50618PnjUlEYrlsUiGXKOQShVwkm3r27FlRX8uHPjR/RtgqwjrHRthtFefTKHmclqnny939nNNXb8CweijE6uVKoPFwtF5a/qOGsSGbaD+39YVYKIEe7BVLelCY2CjkKp4tl1ZUH3Em6MAwGLQBcN0SjzeBQ3GG5tvbB/t/+PknciwTCsEA8wGLNULA8TGJCZU97bp6Zm9/kfw0hAVFRPcphBfUwkn/hcf5A1KhYnH20s1bcAgOsGwkUs/U1LK8vZmRkabyX/kIhE3eyY7zYofS6gv5S3KRQhZFYxpabINCMerLMSgE433p0sScwjsuasM4rr/lOJ9MfvX6dTe3f9vOvatOf3hjsA7K2c2rXzrh7ntG5Vz+6wjr2xBh+48NTArJ1XnqV2cIdKI7g3gtm1E02C77ZqWjp8f7whUoRvctO0ToIbEGCbnZSqXy5o17H/tFsqWpkNOm/kUSQJj3n4mw5x+NMG1N+LV7D5+8eT3/eLmho6O0vq68saG8saG4tnZSNlU52OnFDvu8CvvgF8mt5laDovHh2cl6Ea9BNCxYmf1FqeQppMExFKOtO2BQ7OodT6yxJgjx4GFAt2ScoBYo1ZkWRCpIaRwfaJKMNItH5149f61UNnH7z925jcIaItWMTwMEzy0oUiqVzi7uKitHofS3WVlPz892D6975/9mhPVIx88nf6xTxa4d+zdE2HG3P8A7XzA/PTkpsdi+x9BsGxZjhMMaI5B6Xr5nf1EqWWnpbzlVfBhhpy7f4MpETWOcGsFAo2ikVy76XqlcePUytaTwgIMjFIJdv9WI1Nu2c8+oRHQlk/WHIYxCUSqVWRnZEAhmbRIaIND6KemZPymVzh4+4N+HsH6xIKo8B0CYKyvEhR58PY1RPdzTJBlpFI0In8z/olQOSiX+0ZEGZpZwKE5111hTG37ngb9Sqbx58/4nOFX0NP07EVbR2rLyw8sP+YW9gzCQFuLK7XuTz1Yq2lsPO7qYbrMy321tvttaf4tlWn5By194nN82yjt95cYHEDbm5ebzZyLsW3tbl490qphamplWTIdEx0TSWaFUmn94VEJ29tyLp3GZmVstd6smFUgbeeHi9c7JsXOpq5ggMEku9KAWwWA/ZzA4MjqSziRRYh6GRVQ0N8mWF+4Fk/T0t6jYoa2JiE1OUSqVBw4cV3nnI+C6zqdOzzxebFVzbVVHWH19o8baTelfR1hwRHSreORMEvljELby/PmRo/brzlZoA109M+6kcPnF04M29mr6+RcIe/ohv7DHSxNCsb6h2WaL7ViMEQZjhMEa3Y+MePXmR0ZK6kcizPfytRH55OufX8enZoRRaOE0RnA0hUimjsmn2vr77Fw8VR9PkEi9rZt3tg0N+pemHYm+r8porcrE85v9wthxSV99BVZpw9Ry1/9j762jo8qyhu//v+/9nud9Zqa7IVruFockBIegcSdBAsEhSLBoVUWJlMbd3d3dqiIVKUlVxT0QvKGF7vr+uMlNEWimu4eZZ3o6a+3FYlXuPbrP78g9e++i+pqX77+zPXXmkwgzMTn4axB28NCJrrFRenGqzTrCbFl+iS3l45OT9McRISxOQATTOygkMTtn/tUzdmKi3o7dYMuoqsAvXbulUCju3n6orBufQVhxY0NqR80/jrC7dzbn+BmELb75xO38jautX23cCwMQNvFytaCpcYfhXg01JAJOQMAJ277WZCckNvxvIcw9ndsrE9/29FG2kQQR1iYZunT+CjiSP4+wTxoYfR5hT799ecrxDGT9/tHnETb3YqW5qe2//2ubuhpSXQ351V/V9XaYyJcXV797e/HWXXDXo66GuHDVvXtqzD09EjhvApqVNycL8X/8//4/fwFe/+//7xuX85e+/em9cHpqv6kZeCirpoKISkpSKBTHjlooGxhdvv9g4tlyQ2/PJxHW2NgMhW24dvkcwoJCi0e6z8QGg539GTPvZ69fA7aoGya+OG1mbHxeQZGunjFYjL+LsJc//1DS1KSj/4nb+eIxqZ6O4S7jvWg0GY0m4XA6oQnxT354+5sQJpmZefvtt7o6Rl//TV1dDammCv/qr2oZJSXvFYrkwkIEgrhmHIMg6untahnqL+hri6jMY1blRzaUMGsKrqWw1hyL/16ExcYkgusFOBS3+9Cx6p5O0MDoY4SZHjEDJ4bPIOzQ4ZONowP3cmOA+caBQ7fl0HIH26rKq//r/3wNKNLf/qJmuOvA9LMnK2/fnLl8DTQ8UlNFnL/urlAofH3oaupIUDd+CWGAgRGzscj+H0aYtxd1U46/hLCSpsalTxkYAQhLT8tUV05HBX7D48Hkq9Xilibj3YfAo1LgXljt/xbCbqSwJcuzQUw2aDwIICynrCy6ubx2qMfHj45EEZUNjACEnbt58wOEaRuOLy3w+f2fRFhpc8MnzbwXXz25de8BYAa8CWHOl698gDADk+U3z1pbO9b2axgtKAS77+Cx/gnZ+Munj2j+oLsrdTXEhSs3OybEN9PWglTac+g2TL8W6UjEY8babWOMlqoK/Ir7XenqknBx1szKHrwspqoCj0lKUSgUR5UQBoVgb/tR514/a1CykVxH2BGFQtHZ26Oz0wQc2CDCiqsqyQbGIDhUtsOCw5m5A62OStfTfxFh/kHP3r5+FBKk/OUei9EiEnfo6u8Cr1/9XYR5+ge+U/ycXV1B0TEES7iBMMmYnv4u4z2HUCgSGkXCEXSisrKe//S9so3k30WYcGbqzbdvdhkfgEKxWMDyAYLLLi+feL1a0tyIRBIBGCERRF0948Fx8fyLJ/KZGdnM9PzqyvLr5wmtlcDS44sgDAbBHDhm3jY0sPRuM8JUVeH19Y0KheK02yXkOlgBhPWOChafLFo4n1ZGmKmpeYto8GpyxFrEEA7dhumb3FFbU1235p4IowXRxBw+ai6YnpC/eHLrQyPc89fcf1YoONGxKAwF7Fk1VUR4TPyPip8eBvh/gDAUubylKaA8HYyn8zsQBhgYMbhcFPaDHAGEPQoM+ABhCEJtR9vyp1ZhgI1kcXk5gaKPUrKRvH73wcK7l+UdbUZKCNNQQ3KSkvMHO1yig/6RmNC/E2HXU1ijS9MBEUxlhJG0d5RUVzXLhjvGR0IiuVi8trKZd2F97fc//ejkelH5roqOvtGbd296e3hqqsgPEGZp91rxvq6jTWeT7/wzbiX8jplXK37h4aDJDoCwyraWtz+8s3E+94GnCqM9P/z8Y2dnt6YmGuhLwMx7dH7q+c/f3fOhqiqpzuVrt5rkG7H5HLj+FmGe9cJ+LitKZd1ThZoqwu3GreUfXk8+XzlubrOBsO3wyKQkhUJx9Ii58kbSwe3ik3evOkc2n4Xt23tEoVD0iof3HtvwqqahjrJzOfezQlFYWo4jG4BK8M02SFx8Qh6v2TLcGwwt8Uv+wu7TA5ffvixprUdjyCCSgA6CQDBoJS+7f3cVplAoOBmpOKIuaNiwjrBlsXhMX3/Xnn2mgPM/FIbsGx6qUCii09LVVTdO9z6LsFuCmfHXb98c2H8Utn4VHgbFZVaUvVa8L21sABGGQBD09HbNLi+MTEi9H4dRI5h+4Yyanq7CgXanyIB/CGHRCd98vYYwBIyga7Snqr35B4XC3sV1E8KAe2E3vL1RoM8GFAmH0+aLR54+Xz1iYQdqHRSCPWlmPTgpceaseTdz4PpbMXximsoa6ps0NJCAHkIh2ANHzCTLc6vv393weAiOI1UV+MUbt39SKJJyc4jaOzZAsO434vYjbySKtLGRxJJ7BvieOXHKznZ+O8IyFApFfG4WSXunco6MuDiFQnHH00c5RwSKODgiWHr17GNPFT5hoT8pfq5ubzbccxAOerxQgd/wePC9QtHA69256wCo7SrboInpmcnddZ+58ffPQpgti3o5mcGbkyojDIUi4fBa3KjoheXllTcvEvNyCesmnYD5bmxmmnRiwsTYFDRhR8AJR2xsvvv+bU9PDxxBBEc4FII9eOSkeGYiLz+fuO6xRxlh4iezkWlpeIIO6GwHgSAk5mWLxqSGO/aD6cPhhJOOju9/+mFoZFRv59pxAxJO0DPcXdbZPDE763Lukub6gZ2KCszj3qPGsSHluGcnQh8VC7ry84rQuLXZCaKBPmHvODQl6+7v373XFDwZ2a4CS8nMUigUR45uIAyJJB46cmJULC5taNhkI7lv35Hvfvyhf1xi43IW5CBEA33S2m5qeeFxCFNDY92pLIoMx5ELS4tTOmpPKvmeBoKwfYywe7SAmRdPZPNTds5n4UgCFIKBQXFQCBaDoew1PWZiegS0lFpDWEXp5IvFoooKZcNyTQ2U6+Vr00uLfo9D0VgK+AqAsLGVRbFEYmyy78jRk0gkETBcv3Tl2tLyciCTraH+iS+SSQWfRJj8zXdvT7teBBaMwFTkx4lYePKEExMHrncQCIKBgcnL1y/yqyo0NFAoFAmJIARxo/L7WoEIcr8fYbGJ32yDgAqMJ+gkJSfPLi+b2ziBh7xrCKttePfz+wAuF43Z8M+BxWoV1Vfz+wcoZMM1LcVoweEEtxs3BickNiwqON9YRHiH1uTz+vp19I2BRkDA8QYm+2p4HfLpaftTZzU1UeuKBL1z/9EPip9z66oN1t0QAdObd3Dw/PKSlYUTSAEkgmh08LBAPOKeEWnzDyAsOivj9U/f59VX7zDaqzyhegUGzS8vW1meginluGPfAYl8bPr58if8hYWHP/vhddsw38LaQWPdn4+mOurUBbeZleXU/AKKruGajz80RROCratvSuqs/WQ0zH8ywthUt/jQNvlIYARTRen8D4Ui7di5x+bM2WGJZFA4qqtnvHFwgCZb2zu6nHUFHaVi0BQEghCRkDD9cnlgTLj/hDlC6WGK1g5Hl7OHj5xQvioJIKysr7NS2FvW1KCrawROfRg0xfS4haPzGTB9NIqMRJE5aanjqwuCCZntmbV5FYOhYPFapva2DmfcyMQdGAwZeFgThg1jsWpHeCfCNuL4moV7JbRVtfB5RnsOwSBrmx2Ctr71edeTlk447HpeSBICTymvrVYoFDZnz0DhuDUfpBgtHFbbzsH52EkrQL9BhB08cGzh+dM22fADT19VlQ3XDtq6RqfOuu4/cERpd4k0tz/Fl4mCKrKU4ySbh3tVDvNYCQm4j1Zho/MTspW5Ponw1IWLO3fuNdq138ho/4Ur15sG+R5+dPD8DkBYclWZ9Nl8YW21lsEucMGLQZPJ+oYOly4a7jqg7F4ccLYzPDshGZeZWluZHjMDNBKNJuvoGjqfcd29z1R5r6qiAne/6aFQKOJys8m6hsgPvkjeGpySzb186s9mI5BEYJLHoMk79h9wvnLN2OgQ6HwVDsObWll/++N3GSUl6moIJIKAgOEeR8f84whLy8vRRG6450YiiQcOHXU6fVZbxxCkNoCw2toG4dO57LJSAkEXvT4xY3Faji5n7JxcMBgK0LlIJAlP1M0qL6sc6rFh+YEIs2T4+BalCsallk6nARd1GAwFS9A+6mhvd/oCiaC/oYcIbDiHM/l8qYbfdfTYxqEECkXavc/U5ex5be2d4FyooYHyCX7Mm5C4JYbbsn8/wuJzsoeXp+r6uo8ftwQn1I0cdT7I8VFA0NDcuHhp2i+c+ZHXVoZkaapNOuzh6aOuhlwf6WSiroHdRbd9h46DuqShgbY+daZLNORVkKR8e+5fhDB7Dt0pkl462h2bkKyyHYZCkUADQDSarKqGaGxqef/TT06nXaEwHOived+hYxQtA9CXExyGN9izr2O4P6uvqWts2PniFYjSvIfFaqHRJDTmg0vSgO/8ioHu0Oo84dT4KedzUBgOg/rgmbURiKHAYXijA4d6xEORTcXNEkEIm6umitiw9MZSMFgtsDBQCGbX3sN1XV3xLZXKPiStmX6PsuP6p2Rnzl9WU0Wg1z1zYnBaGIwWyGJ1NaSDq1uHaHj+5ao3IxyJJoFdDphWYHAfFA8Gwx05dHJoUlYy1F1ZWY3BacHheGUjyjXBaCERRA04JpjN6JoSnlU6y/8cwmgBc8+fzD5befHu1ezSYttgf3VPV8/g4MuXL1e+fXGfHgBV2uea7Duc19nQLh9pFQ8ds7LVVN/oAjSGjMKQscqOxYFVWPDjvgnJyJTsVgDd1Nxa2V04GkPBfljTzyOsf3KsSdRf1tZCoeyAr3/WQGMoWJw2eh0rKCQJgSSFx8W9UfyQVlQE0cSg0WQUkpheUpTb0+S0HmXqt15t9QkNffXu24qu1h17DoJ/wmLWfOpuqoWaKqK2pj5f0DksGztpbguDrVEPh9PW092Nw+mA8ygUhjtsbiGYHPMtSlbuLFsW9UpiRKdcSA+NUFWBr+shZZMeQjTRew8dr+vpSWip5k2O+XjToHCc8pSgrOEIOAGnpVvX0ZLaXeugdOn3dyAstSC/sL+jd1zi60v/VI4UMEeslk5la0P+YOvwlNyfwd6EsEA2u1U6nNXb3NLduXvfYfBmDBpDweC00OuOi5EIIgSFT8xKrxHzT0UFfNlQbL8KYY5cfwuGN6u+eEAiPmZht6ZVKBIgX3+lUVtT//Td65rWFv3de5EIIgpFQiFJx82syBQDJIKIQpORSBKGrJNekNcqG7qawmqQDCZkZ0LRBBSSCGgeEkHEknR2mx7V0TVCIAhAyuqqCPvT56sGe+7mxNQP9zW0tWkbmQDpAwVAIoloNBlIH6etl11S1CIbsufQWXVFk/Oz9k5nNDVQKBQZjSKjkCTlvNBYCvVxqGBOfi2VpWwmCZxi1Aj5XXy+kfEBGAyHQpHQKDIKuZYpGkVGwPFkHcO88rIqUW9ef0tNb7eWjiEcjl9LHEkkEPXs3dyASR6oiKYm2vTgif7xMWpx2tTS/G1PT00EFoUEEiQhkRs1gsJxzm5uo1OysJq8TZOVWbhXvXiAnZCIwlIQcDyQsoY68gE9cPXVq+DIyPuBAVRGhFd42IOQYD9GxNt3365+++LWgwfgKgwKxR40PdkuHo6sLeyaFt/z9VHXRK/VC01GIYgkvR1mzi5krR0IxHrJNdCeQSEd4qE2+UhpW8txKzsoBAs8D4fiDPcctHQ5A4NgQWX45hvI9Wu3FQpFYkEuXssABsUBv6upIlyvufdPjgVXZIoXZ8JYXAScALQter0fga6Ewwkn7RxHJqSzb54n5eVpaqCBshXU1aR1NTh+iLD7NDpgBIZCkYAIzZVtrQtvXngGh2pqoIGsEXACCkvxCw0TL0z3TI25XrmhqgIHDfegEIyZo7PJwaMw6EYttm+D1tbUMxtL2sSC4soqvK4BEklCochoNBmDpgAdh0KTkUii1k6j8oa6aiEPOKRT7i/LCJ+4lkr57LSljaOmBhp4/UM9JGBwWsEs9sCs7FxcSFZnw7BIdNDMHA7Hrz0MtMzai0QYhhgayRmclV1P4ygrLYgwl0tXYFAcCklCoUhQKFZb1whA2IWbd9RVEUDVYFAcnqyfVlCQ3FmX1FI5LBYdMreA/WKOhMccdv/0WEZ3/fzKol9g4IcI0w5ksWtG+NfT2KKlSVZyIp6kj0QQgGGCRBDRgFYjSVAE9vr9+5OLswGlrAgoPAAAIABJREFUGZb/+ghGgNiwqG4J4S1jgi7BwE0/H22T3TAYDg7Dw+H4r7/SqKttSOmq7xwbqWlrsXF1ReBIUAjWwtGZom0I1cTAUPiDVlZ5leXyxRlqfqpluG9IaY5sftrLjw5H4IGYLmgsJYDFSszL0dIz1lRHw+F4OByvsg1q5+Ja3tt+M41zLZklmJJVNDdZnD6DwBLhMBwSQUQiiHAYHoYmmNrYFtVWSxemfXJTLCJ8zsaEVA31iifkAUwWgaQHhWCQCCLgMgUGxe3ctZ+TljyxOMesK/jYCs+K6Xs7I5I/Ke4eHLh0xwMGxSHgeOB1BJwAh+GPWtqUNzcI5ybuZkfdyoiSLS9EpadgKDpwGB6BIEAgmBsPPZs72oFQRkBF1NQQh/YdFc5M2nJoKa014ulxOpOpY7IbCsMh4AQkgohEEGAwHMFgxz06XTwpq+jvPsUN2vTh2Tzcq1bYx4yLR6BIUAgGSFlVBXafHvD8zesLV65iibpELQOyzk4SZYeWnnFrT/eobMz0uDm4FIJCMMeOWg5OSG9nRqZ21IlkUltHZ8DEBwLBauvsSMrI8A0PR2E2Sq6uhvAMCikb7IppKlt49dyPGaEBxyDgeBgUi8ZqxaSnpWVkfv2VBvAwHI7/29/Ur1+9BazCsCRdTY21rty+DXr2yk3++NjtzOiI6nzZwkxOWdn+o2bqakgkgoBEEpFIIgyKw+G1rz18MCwbqxPyWyeESXl5muooNJqMgBNq29o4zSX2bJoD19+BS7dlU7vkwru+VCgMC4Pi4HA8FIqFQrHlrS2TL1YeBYaoqSGArKEQLBxF8o9g1A/zSwe7+cLhQ5aWmhA0AkHQVEcZ7TNt4/eeP3/5m681wVp8/ZVGfW1DSE2eeypXODtRUF111N4ejiYAXYxEEOEwHAJDNHN2rmlrFs5OeKTH2rA2K5INi3o+LrR2lD8ql1JDw7F4HSC01boeYo33HIzJzhhfmA2rzrFi+LjGPm4TCzoG+1xv3cKQteFQHNAyCDgeCscZHT4Sl5kxuTzHqiqyZX4QBMieTTsXH9onlzi5XdLUQAOjUkMDRdHe2S+VyBbmXK/fVtkGBaqmqYHGEnWTc3LTO+vt2LRWsaBrsP/8rdsf52h42DQ2I318cSa5o3p0frKsvnH/gRPgeg2NIuEIuqHxseWCbrNwz7DqXPHCVHpu3pHjZlAoFg4MGQQRCsFicNrU8AjJ1ERmZ70dm/bJu8r/CoQ5cv1t2VSPrJgaIX9oWtbX39/b1cvr4vG6eV3tXTMLc7czo+5mRndKR0VSaWtre0ZBYWxpPpXBTMrOra2tGxgVdE0IQyqy7Vk0WxbNke2f0FYlmpIXVVb5hoZHpiTXt7RKZienlhb6+wZ6O3t43TxeN6+no3tMLK0Y6DgbG2we7u1TkNQtF4mk0paWtoyCwsDoSK+Q0JTc/Nr6hgHhUOf4aGB5pj2L7sCh27KoVxIiKgc6xuZn+Pz+tLz8YAb7HtU/mMvNKy7u5/f1TYhjmytORQV88n6KDYvqlR3XMTY8Nj3Z0toRl5ZBexx+jxbASkysqKweHhlul474l2basvzs2XRufcnY/ExbZ0dodKxv0OPcwuKJ+Zkffvyur4ff29W7VpHOnlHByOC41DzC2zkyILOnaXRyfFAgKK2ois7MeBgSHB4TV1RW0d3dPTguLhhouxgfbsvaXDDLCJ+4loqJmWl+D58HptzRPTU19fq7bz38/GBQLAJGAOyWUUjiCXNbGztn/LqpJvD578qV60NT0jNRAW6xjHrhgFgsLCopC2NzoxOSW9rb5p8tT83N9XbzeEoll01ORDeVnI0NyeO1ymamKmrraOHMoAhWZX3D0zfPX7543tnWCTzM6+Z1tXVJxWPShRmBXNLH6+/tXEunu6NbLhtvHO0/F/fYnkWLqy8ZnZ8YFYmLK6oY0bEP/YO8Q0KTsrPbmluHZeLigc6rKazM3sbZpUW3yzfU1ZDGxnv7R4d8C1PB1YcNy6+A3zo+McnrXtNDXlcvr6v3ybPVdunw1PRsz7oW8bp6eT18sUQcWV14LYXdPSEZlQhTc/MeBYZExSd1D/T/qPhxQibvbOvaqEV719LComdu4vHHDwNKM/njEqFE0tjYnJpXQOeyfcPC0wsKGxsaB0XDrfJhv6IUO+anPSnbsPyuJzGqBd3S+Zne3r6UnLxABuse1T8kKiq/pHSgr58/LopsLHOK9Ldn060Yvu5p3EbRoGhc1tXdk1tUEp4Y9zAoODYjq7K6pk8wwJsURzaWnOJsVlp7Dv1UVGDDaL9UKgMbvLezd4A/IF+aH5qWycfkPR3d4O99vD75zFRoZe6RkIc307gNokGRXL6eY/zDoODYjMzK6po+QT9vUsyuL7qXEzP3dNnB8SwMqvy9m0DR2ZlWU5baWQuc2DJrC/vl4sGRoeKqqqTc3EAW2yssNCEnu6WjQzI3nd3bfDo6yJrl5/RF+fXbELaGhmQmo7Ywras+m9+axW/N4rdk97Wy6gpPRwdZMnzuZETFNlcWDLS3SofaxkfqR/u6xkWNov60tmqPnBgblp8dm+oU6W/N9DsVFRjZVNooHW4UDrSOCcpGu8Oq8sIr87J4zdl9rVn8FiDl9O6Gh7lxDly6PZtmzfTzyIyJb6kqHGhvkw21yoYbRvu6JkQNor6Utuq7WdHWTD+wd22ZfhdiQsIqc8tGeuvHBtskQzVDvHphX7WQl9fTQi1IsWNR7X7ZEYId0/d6EjO6ubxK1N80JmgRDdYM8epE/RUjPWlt9bfTI62YvvYcuj2b5hQZ8Lgsu3ygo1rIbxUJ6scG4tsq2fVFWfyWbP5GRTJ6m3zzkx04dGum7+mY4Mfl2Zk9TTVCXteEsF7U1yoZ6hgfLeW3hVXlnokNUQ7npTzZXk5ixDRXKKecxW9JaqvqnhSll5VCoVg0cuOgUFMDra6OVPoqiifrG9a2NJUJOm0ZvjYM6pVkZmp7XfOYoHmI1yIcqBH1seoKN6Wf3dea0FZ1JZlhzfQ9FxsaXVdSNdJbO9rXMTZcIezhNpREN5fn9G0UJqevNam91is3IaKmIIvXotyVaV0ND3JiHbh0WxbViU3zzkvM4bXWSgZax4bqR/h1I/xacV/JYCenuuhMdLAlwyels1YyJT9p5/A//7XNPzBEMCu7lMgEEWbPobmnc5Paazb0kN+azW+Nbiy7nx2X3F67kTW/NYvfEt1QcjE+zIrpeycjOruzvkbIbxD2t8uGc/pbmDUFyZ112Uq1yO5r5dYVn4sJsWH52bKoD3PiEluriwWdHbKRFulQg7C/a0JUN8pLbK64mcG1Yvp+ZmVhy/Rzi30cXpVfPsJrGBtslQhqhnh1wv5qIS+3u8UnP9mWRQWV1orpey2FFVlfmtvX2jQ22DE+WjfK75QJm8cEOZ31XgWJdmya7UfLPQeuvwOHfj8nLq2rQbnBM3nNIRU5foXJaR11yr9n8Vq4DSXn48Ps2LRfyHG0ZUyQ01nvXZBkzfS7kx01uTRvvGMPFLxbjqVoaqAsrez6xsUP8+KBKtixqJ55iclddTWS/q4pSZt0uF7cXzs2UDzUFVaVfyYm2Jr55fn12xAGTixm4V4nwjyPhz4C5WSYJ3BEZ830PR76yIbtdzudSy1KoZemPciOvRAXahHmZcXwAWcqJ66/LZtmzfC7msyilaQ9yolzjg44Ge5lFu6lnCwg4JGQA9ffiul7PPSRLZt6J51LK04F0neNC7EI87Ji+m6aCW3ZNLNwLzs29WYah1aa5l+e4VWQdCkpwprhZxHh8/nPug5cf2umn1m416nIAI/sGHpZOr0s/X5O3Nm4EItwHyumL/jtyY5Dswj3cmLTHuTFBZRnXk1lmoV7nfioFsdDH4GBW+zYNKANL8Q/9spN8C/L8ClIck9j27Oo5uFetr9w68+J62/Lop78sOWPhz48+vhBUEX20KTs/NXrqhAkRB39gYMgDAUOx6upwClaBtGJiaOzk/ey4oFdjzXTzzLc92oK0zsv4X52zLm4x5YRPh8X+0SYJzBsbNlU8zDPczHBPkXJtNK0c3EhJ0Ifndhcnkcnwh5ZMHw+35X2HLpFhI9lhM+FhDDvwiT/sgxqSZp7OseRSzcP87Zm+jpHBZYLe1MK8//nK1XH0+clUxNp7dXK1qxA+T9u5xNhnlYM349/P7nesFYMH+tw72spTP/yjId58XZs6vHQR594PszTnkMHTrisGL7HQx85cGn3MqLoJWm0krR7WdFnY4LNwzx/TUhEWzbVLNzLnk1zz1jTQ8/8xIuJ4VYRn9BDG5bfibBHlgyfGyksamEKvSzdMyfuUmK4VbiX5WeVFijkJjEP97L4VJ+eDPO0Y9OcfjnHy+s52rCot7KiJhbmDHSM//ZXdTUVuMp22Fd/0zA1s6praqgZ4TmtO8xw4NAtInzMw73cEsIe5sbTStPppenuGVwHDt0s3OsLXsf/RxH2a8SBQ7dh+VkxfK0YvtZMP9v1a8QfYYJuy6ICz/ym27oOHLq1Uvp2v5A+OFpsWH5WDB8rho8V09eWRVV2EPZ3BVj9WTJ8rBg+63l94nV7Dh147ONJ8jNiy6ZZMX2Bgtmw/H7flxp7Dv1sTEgRv00kGwtkMcxdTmvv2KWiAv/6a82vvtKAQNB7Dh5xvXYzuyB/bGGaWVFgy9xoLgcu3YZFtWL+/WYExY5Ns2L4WjE2O7z9PXrCpduyqVYMX0uGjxVjowXs2TSX6MBqEb+uvcPT069XNFw+0nshOtjut7TtZ/P1t2VRLRk+1h9Ne59vZ2smoEi+yuv9X/86qIfWf08PHTh0GxYVaOd1pf0CFf9cm/xCjnZs2qX48OnlRSY3+r4PzZMWQAsI4UZwm9raeTNjd7KiP1Z4WxbVGtBqhs/v1upfL/8UhG3Jv1hsWdRL8RE1Q73Dy5P1Az3Z+YURIYyQgNAgWjAzjFlaVdklGuZPS1h1hQ6sT8fH/rcSBw7dgePPqCwYnpQOTI0VDXacjg7+5OZ6S/4FfXGa41/Ea+XPyvpmx3tnZB3jIt6kpEbQey87xobl58j5Xy7hFsL+Q8SWRbVm+foWJlYOdg/NTUpW5iVP5iXLc0Nz411yYVpz1cXoEKsIH/vfsgL9XxR7Nt01KpRdnU8vTVc+LdqSf704cOhnY0Ie5cUHlmTQS9JupnNsmH7mEd6/acPxz5MthP3niAOHbsem2bD8rJm+1kw/ZbFlUf/9F18fVweA1xc0RtmS390XdmwaIPYcmgOH/s/e2P562ULYf5QAH6fsP5I/KAUcOPTfdHC5Jf88Aa7j/Rt2xxbCtmRLtuQPLFsI25It2ZI/sGwhbEu2ZEv+wLKFsC3Zki35A8sWwrZkS7bkDyxbCNuSLdmSP7BsIWxLPieAVY1FhPcH8iWsi/5Y4vDJdojwsWH6WTN9N/1u+U9uH3sO3YqxOVOzcK8v6w31jyJbCNuSXxQHDv10TJBvcXJMU0Vcc2VsU0VsU0VccyWnpvByIuMPd1f2H2kH5+hAz4KE6MZy5XaIrC2+lx1DLUmNaaqIa9r4nVWVfyU54p90F8+BQ3eJCgoszwRLAmSa1d0UWJJpx6Y5/mn6BZAthP2BxZZNtWT4WDB8LBg+wH/MI7wtGT5fCi7WTD96SXrzaB9fKuFLx3hjEkBGpieia0ucuP4O3D/FWsya6eeZl9AwzNvUDkOT4y0SQfNoP29MzAd+lEr6pGMj0+MJzeWOXH/7f0Jh7Dl0dk1hh0jAl47xpBKwMDMrywMTsj+EDeyXlS2E/VHFgevvFh/mnZtAL06jFaVSC1PoxWnBZdkPc+JdooO+yBLAPNwrn9dW1dR0x8fv5iNvd08fd0+fq/ceZldUlA90nosN+eIeOP89xSzcK6mttrm7+x6VfuOhF9AOVzwexOXmrrx+kV9e7u7pDbbPjYdepc1N7ZIh56jAL04ToFv5E+LUnNwbD9dydPf0uXb/UQiTLV+YO8X98pn+m8sWwv6QYsemnYkJjq0v6RQNdYmHO0XDHcKhLvHo8OQETyZ6kBP3Rfw6mId7VY3wGHFxCBQRoomGw3BwGE5lG8zDl1Ym6DqfEPonORE7GeaZy29Nzc9H47UgGiigHbZ9DXG9fuvJi1Xv4GAoDAuFYAAX6urqyEA2t2dCdDom+Isj3oFDd4oMGJiWXr3/QFMDDYNigcKoqsIP7D0inJl0iPT/gxqT/W7ZQtia2HPoNiyqDcvPhkUFBQgxCTgCA9xLgUoJeLxU+v0TemPHplkz/QB/WJZrfqZ8f2nY27FpgJcl8GGbX3ajZs3yu5XGbRMK0kpKfULD/VkcfxaHGsEKjY4VysY4dcXmSgEo7TkfFMOS4WPD/EUvTrZK9ToW8qBiqIedmIgl6ADhIzEYCkQT84AWoIyw9Wr6KKf/SwMJMN4Gs7Bc85X2a63Q171ubbz+95rUT7lJf72fL+X+NQ2+n93bnF5YSNAyQK5HwNRQR7nduvvkxeqjgAB1DZS6GlJTA62hjlLZDvNnsrvkQhBhn6gy0LmfqjLot0u5fWxZVNCtoGNkQK9c7BseDoQRAQoDhWIP7z8+Oj2+hbA/r5yKCjgfH3Yh4QNxiQ5y5PpfSWbezY7xyI69nsp2igywZVNtWdRTkQHXUzke2bEe2bFXU1hOkf7KYwMIseMSHXQlmXkrI+pudqxHduztzOhrqazT0cE2LD/l+dmeQ7NlU09HB11LZd/JjPbIjr2bHXsrI/JyEuNUVACovspiyfB5kB3XOjLgeNYNoonB4rSxOG0kgqhruKeyuZHTWHIi9JHj+uA5FRlwJZlxO3OtGHeyoi8nMRw4/jZMP2WrXQeOvx2LejY6+GYa1yMn9m52jEt0UNUIj5WQgCPqopTCvj2kBwIIs2VRbVlU58jAK8nM25lRHtmxHjmxd7KiLyUxHDh0G+Zmr352bJo9m+Ya+/hmGvdOVoxHduzd7Jib6Vy3hHBHLv3jUCzK4sD1t2VTHTn0iwnhtzIi72bHeOTE3s2KuZbKPhUZuAma9hw6ULCryczbmdEea+0fdSWZ6RId9Hf9dtixqKejAm+kcoASukQH5fFb0woKlKNta2qgL972WH7xNCI2xmSfqcnew3v2Hdm9z3SXycGo1PRmkcAlJtieQ7Nn0+w4NNe4xzdSOWDnumdEXkqKcOD627A+6AJgyrwQH+qezr2btVbBG2mc8/GhgJIALiJ6pMLo9Awg3B8Y5e/kMUuBXLyFsD+jAN4d6MWpFcPdVaO8ypHeypHeqpHeypGeuKaKxxXZnfLRieW5qacLA1Oy8OrcU9GBpyMDI+uKhucmplYWJlfmeFPikKpsBw4dAJM9h27D9LuazEjoqOqUjwrnJuVLc+NLs6LZyZ5JcUJb1bUUtoOSu14Hrv/NdG5aSzV/UixZmJlYmZMtzgzPjDeNDXIaiy4khH/scMaa5RdYmtk7JrQ7fX4jvhYEq73DpLqtJaOn0ZblZ8+h27FpbokR3NqizrEh8fyUfGl2cmV+fGW+WSIIKsl2jQ21ZW8MZjs27Up8WHpLlXBqfHJlXr40UznUPbwwFREX90mEucY/tmb6XUqMiK4r6ZKOiBemx5dmJ5/Mj6/MNYoGAoqyzsU8Vk7fgUM/FRV4PyuuqLdlaEYuXZyZXJ6TzE8LpuWVIz2B5Rmno4N/aYnkwPW3Y9HOxIQElWY2jPBG5yflS7OTy3NTT+Z5k+LIutLLCQx7Lh14HfDVcTmJGVNf2i0bkSxMjy/PyhdnR2cmOuTD8W0VV1NYdmz6L1HMjkNzi3kcX18yNC6dWpkfX56tHeH1z44n5+UpIwyigXa7dXd6dWn+yTJPKu6RinvXZfrJUuMw3ykywIblZ8+mexUkFA229U+NjS3MTKzMSRdmhmfGGyQDQeVZrnGhyu3jEh3kW5BS0d85PDsuXZydXJ6TzE0NTEtLBR1+xcmnIgMBZ6qt0qHo9EwQYUBw9Rvut/snJfbcP6pXkt8tWwjzt+fQnbj+XaJh2ex0t2QUkC7xSO+YaPn16sLqcllbi2dw8IOQoJK6OtniTEZ3fT6veeHZSlVj/UN//zs0amVv69STeXZ1AeC/35ZFvZrM7JOL51eflHe0hcTFetBo7t7ej4JD8uprhJMyydxUUGmWPZtmx6ad4gaEVOQMzsom52dzq6t8mYw7fn43vbyCo6OrezpkS9Ot4uHb6VHKkUpsWH6Xk5jSxTnZ3Kz1qTMbUU7hBO0dJlVNTS/fvoltKnNg028mR7bJhmefLNa0twdER92hUu9QqUGx0dUdHYvLS21jQ1dTWUDKdmyaW2JYh3x4dHoiMSvjlo+PZ1BgbXvz2++/YyYkYAk6HyPsTEzIrZSojvGR2ZWFytZW/6jIO1S/uzRqcGxMXWfnwspSs2TgcvJawA57Dt01NjSuuVy2MjcskcTkZN8PDrrl7XPTy5ubkd423D+xMl/Iaz8fH/bJmCz2HPr5mPCigfaZp4vdgoGIlGSPAPptH18/FjO3unpqfnZ0Vu5VmLS2IeX4+xYkd02MziwvVDQ30yM5d6jUm17e1AhGaWuTeH6CPyH1ykv6pKNtOzbtbGxwnbB3bH4mrTDvrp/ffTq9pL762+/epRcWEj6FsIWnK/3jUv64tG9dZldXeuWiU5EBlgyfkLLsudVl4fRkWnmZDyMC6NzQuLg6fvf00lyTcPBaCtuORbXn0C4mRGT21E8+mR8QC6OyMh8EB9328b3t65eQl9ctEoyvzKe117tEBdmyqXUjA9zUNGWEoVAkDx/f/umxP65jpd8tWwjzt+fQXKKDRmbkXv6Be/cf2X/w+IFDJ/bsP3LSwq5HNBIaGbnTaB9Jy4BA0Tc02udDo88/XZ5amH7g5aOvv4tI0ceT9PR37Q1khMuX5rzyEs0ivB/kxopXZht7uh1PnTHadVBb35hA1seT9EhaOwyN9x8+YRafmS5ZmPXKT7Ji+AaWZkw+XSyqqba0ddqxcw9ZZyfwsLaescnuQzZnzlR2t47MyK6lMsEViiXD16cgeUwuu/7gkZHJfuT6oMKgyQS8nvOFq8k5me3CAVpRWpdc3CMcPnvxipHxfi09IwJZn0DW19IzMjLef+HK9fq+nuGFKa+CRMCzYAG/VbQw4XLhkpb2DjxJj0QxMDTcGxQa5hP2mKS1QxlhD+iBxQMd3vnJ/ElZ5/CA8/mLhkb7tHQ30jc2PnDxhnvzIF8wP/EoLw5wT5zUWjWzuiyanrS1d9E1MAFqSiDr6+/YvWef6UWPO4Pj4vqRXueYwI+CjNHOx4VWDPaOzc/c96Pu2XNYx8CESDEgkPTIOjt37NxjY+ecXVUhe7rIriu0Zfndz44TLU419XY7nXUzNNpH0TUCmpSiY2i86+AJG9v0qhL50syjvLhNGQHTT1JbtXx17vKdu1raOwlkfSJFX9/AxJtKD47i6Bjs2ryRfP6UGRe399CxvQeO7j90fN/BY7v3msakZ/SPj52ODoprKZt7tRqZkHTY1MzAcC/YuTr6u0z2HHa+cKGNz2sSC05HBzlxA/J5LZNL8wFM5v6Dx3V3mBC1DAgkPQJZX3/nnj0HjrhTvSXzk4W8ZsdIemlfBzclFYPRUkbY3S2E/WnFnkM7HRMsmJaevnxVVRWuqYGCaKI11JFoNPnSzVs6Brs0NVBAXE+IJoZM1n/MZEclJ6OQRA0NNBDWVF0NSdLZ0VDfWC7ocY4MbBYOdPJ5h46aQ6AYiCYGCHaLAgKgQrDqGigdPeOc6nL+rPRSUkSLbKimttFo1yFNKAYKwSARQGRcIgJOgGhiNKEYU3Or6taW8sFuMF60JcMnoCK7s7MbjiJgcR9GrsdooTFaFs4ufMkof0rCHx62sHSCIwmaGuj1mLtEBJygqYFGoEgHTE82tLW3i4esGL4emTHChSmvgAA1dSQUggVKq6GOomjtMDTZj8frAMEoAYTdowWUCbpbxgS8QcGJk3ZQBB6iiUZuSh9NOnzMoknQ2yQatIjwdk/nCmblr7598/z1q5rGpri8rOAYzg0PD2sHp9279kAhGAgCd+7yVb5oJKapfNPxnxXTl1tbNLmwcOPGfTROS1MDhViPtIpEEKAQDASG091hkpSWKZ6bvJbCyutv7e0fND1iCYV/UDDgYQ0I2njfoezi4lbJ0HmlfZwj19+GRb2czOyeEodHR2lCMBBNDApJRCGJmhpoAknPaPcBAlEXbAcAYSsvVh8FBGpoojTUkRBNtKbG+nG+bNS/OF26MBOdkIgn6mlooGBQLHJdExBwAkQTrQFF2zidHpqWprTX3sqMkq3M0WmhOJKehgYKDgMrSITDcBoaKASGdPP+wwGZOLQyt7SvI7e6EovT3kAYmnTby6dbLtxC2J9RQIS5ud8GvrsBOorDaeNwWpoaKCyWohQBlKitZ6y3c4+6KlIZHCrboFR6cL1UEFaeJZ6ccHA8o6aCWDttxVDgMDy4VsJitDTV0ftNjw/Kxak9dSOz4+euuat8AwPzRSAIcPh62HcUWVUF4XrpunBpxjM/wYbp5wggrCqnrbVDZTsUPNAFBaqJPWhmNSiTvHrz8sEjLw11NHp9AYWEE+Aw/Ho0ZrKqCtzC0l4yMe6Vm8CoKegcFZgcPqapjsLitMFlnboaEgrBfpA+BOtB9e+QjiysLNzxeKCmikKjyABJEUrpo1AkVRW4zanTkqmJ+5kxnIbiHtHQtbv3e3r5vrTAU+fdbE6dPnD4uKHxXj09IxxOGwEjqKkhwiOjeXPyS0kRNhvxIumnY4IGJsUZ6RloNAUGw62ljyTBoDgMhoLDaWMwFHVVhI6uUUdXT3Ff29DcuGdQ8Eb7Y7WQSCIchsOgKVisFgZN0VBDHj1pPTQ1HlqVa8Pc2LdaRvjQStN7pcJjNvbqqggc2A4YioY6CqKJUW4HEGF+oaFo7MaeDoEgBHMjeydENcO99Y0tBJKe5vpOH40iwWE4sFQGZgAHAAAgAElEQVQoJFFNHUENCOqeEhcNtjf29RgY7ddUR21Ez1NSGwQMrwnBJGfnNcmHq0Z5Fe0teJzOWqZoChpDfhAU2C4a2kLYn1F+CWEYDOXQ0ZNOrpdxGB3lHxFwgukJq9MXr2hpGYDqqK6KOH/dvVLU2z0uLKytweG1gWCOGDQFr63nfPnq4aMnNxJBk2FQXHJhoWR1saevD0vSBbYnGAwFh9Uyt7F3On+JSNIDnodCsIbGBxr6euJbKyzCfRy5/pYM38DK7Kb6xv/739uQCAI40oAUtn8DMT58bHRKLp6U6xnsQq6njMFQzE+5uFy+Bm4JUSgSEkHMKC0qGWiPba2ob2rUNjBGINYiNqMQxJ17Dl68d9/QeD8CjldCGMaD6i9/ssAbEejo7FwbYxgtLFbL0uXMKbcrYBRLJJKIRpNzqyqK+a1Ffe3pGdlfbdNMzs3RNzD5+m/qSATexun0MQtbFJoEkEhdBWHnco4/LvYpSrZcN/ezYfp5FSaOzo87OJ6GQDBAm6CQxH3HzNzuelC0doLVUd0OexgYNPtiZWZhzsBkP3K9IlgM5fCxk2eu3NDWNQReRyKIBKJuXm1VYX+r8gU68whvRm1hTx9v5+79CPh6OyBJeoZ7Ltz12HvgGByK+zUIC+Bwxcszwvmp+7607dugOJw2FkNBocnGh0zPXrmhp28Eqo2GOtL0qEXDUN/Td68DQ8M1oBgMmozFaqHRZG3tHacvXT1iZo3BULAYLRxOW3U73O3mnd4JUZNkoKylGY9fQxjwLzs5uUU0+CcMNbCFsE8jDIUiEUl62aXFzTz+7kMnwPGARBB0DUyyiksauzsPmJ4AFwUQDbTDuQv1o/1Pv33p7R+IxpABxUIiiMaHj7TwelJyc3HrOgccXtyh0l++/76qqnb7dii4/tLfYVLR1NDK5x0xt4FBcUAKZJ2dqfn5+fxWs3AvR66/FdP3fk6ceEwSzuDsPngUHGxoFImkvcPjoVdlVe2TV8+yK0rQ6ye+aDQZjaGklBV3CQZ3mewHhj0GQ4EjCK6Xrg1MyXL4LTnpmTClNYKGOurstetjc7Me3n5IFBH8HQrB3KcHLL55nlaUj0KS1tJHkXE47ayayjY+z3DnHjB9GBx/6eZt4cJkrbAvxD/0q6802JkpJnsPqanAzazt+0QjWSUlejv3ANxEwPAmh4428bofV+UCMe4duf4WEd6JLZXtg7xdew6B0aQ1NVCPgkMks9OOTmcQCAIGu8a1nfsOLa8+GZPKEHA8WDACQSc5N6dfJHRydQP6C40mY/HaIVxunbDPkvEBwriNJXVVVQB8wZ61dDotnp0OjGAi17v18wjzZ3OmXzwZm5QfsbAG6I/BkJFo0qV7HqNy2RX3O+AXGAQcr2e4J6OiXKFQXLnsvn0bFEzc2fXiiHQsJi2NrLUThSRhsVpwGP6IpW3bUH+tqK+oqYGghDAcXjsxL79utH8LYX9GARA29CHCkEiilo6haHb62bvXZ27chELWNhFwGM5k35He0ZHF188czl7QWF/2QzTQts7nWkaG3v3wnYvzOXCwwaA45wtuS8+e9MvGiCQ9cGwjkcTz7re+/em7zMJCcKMBhWL37D86/+r5/LOnLpeuAYmjkEQ8WS8hK6tM0H0y3BMosHNkQPlg99zLZ46uF8GtBxJG0DXa09bPlz9bnng6788Ix2DJaxtSNBmNoXQIBG/evbVyPAVSDwrFHtx3rEUoqJX0x3Bjv/5KE1xlqGyH3fX2UygU0WmpWKLyF0nMfXrg8stV6uMQNJqMxpAB4uPwOn0S8fNXL0/a2IPpQzQxpodPDs9OtE+JHnlTVVTgdHaEkcn+bV9D3G7e+VGh4AlH9hw8DoPgsFgtBJxgsHt/c093RF2B+TrCToZ5lvZ3FlVWaOsZgStENRV4ZEqqQqF44OuHQpGAHSIaTUbA8CKptGd4EPxah0KSyBSDwXHpq+/feVDpQFOj0WQ0VosWFt4qHd6EsKjWiuL8om++hoDtoKYKP3vpmkKhyCsvI3x0L+yTCKOzOXNvVkdGRghE3bVioMg4gg47PlahUDyOjFbdDlufEYl4in5ybs5Pip/Pul1VV0OCje8ZEKxQKOq6uzYQD8fvPXqyc2igYKgju75mE8LisrIrBrrtOFsI+/MJgLD+SclmhGkb9opH516t3njoBdFEbyBs/5H6vt6lty8vXHdXU0WACLNzcW0TDX3/83tLczvN9echmpjbjzynn620DvZvQti1hw/f/vguITcXRBgMhtu911S6MCeanzFzcP6v//P1tm3Qr/6mrqKJis1IrxrlnQzzBMpswfC5mxndPNTvcOaC8qUKXcM95U2NoTX5LcIB9/sPkSiiMsKaeL1PX7+ydDkDIgYOw+3bf6yY194zJ42PTfrmm42hq6oCv/XI+0eFghEX8+GlCswD/8DVF8/dbn6waMXhdTqHBEvPV084bCASBsUePHyiUzo6uDh1x9NHVQXu/uCBwc7d27dDXS9ff/bju3p+L0XP+H/+7/Zt26B//YsaRku/pbeL1VisjLCaUV5ccjIGrw2WQV0VwYxPUCgU92h0FJoMIgyDpvBHRzqHBpQRRiIbdA0JZl+uut32+O//+mbbNujXX2t+vQ3qFRjUNSG0ZPiAmmAe7hXdVlleUrF9HTFYrJa6GuK025V3ip9S8nMJWga/CmEszvLbl0OCYQgEu77zJZEpOzJLClffvwtgsNRU4CDCyLqGOSXF3yl+cj5/CUSYqgr8ng/1leKHgoZ6JIby17+qbdsG/etfVHRM9naPDOQLWqu72ol4XSWE6URlZOT1NtlxPh1t/j9YthAGHBgHd0uFF9xvbUJYj3BkYmXp2v1HIMKgEOzBY2Y9MuHC6+eXbt5RRpiti2vP2Oh7xc9mJ21UVWBIBAGJIKipwN09feZfPe8aGVJGGAJBcDx34e0Pb9OLijTU1pdRSKK2jmFhTeXLH98xo+LOu16+dcPj9o279zw8u3i8ksFOEGFWTF+vvMS2kcFPIozbVNYrGXE5dW7js8A6wp68eG7pfPpDhB2tGeSJnszFxSRuQtjtR97vFD+Hf4SwhwFBqy9fWts4gemvI2xw4enKCXunDxF2kieXSJ8u3PP2U9kOczzrqq1rpKmBPnTUbFAqnFpZ8vKhX3S7dvvmvVvX7/pSA6ST46HVuSDCToR5NokHQ4PDIFAseJgIIOxnxc/3qFRlhKHR5L6RkUHhKAZN3jgnwmlHJie9/um71Jy8C+evuN+4e+fmvTu37lfW1LXLhi1+BcLOuF19o3iflJ9D1PpVqzB/Fuf5228FgmENdSQCjkciCDAIBk/Qyygvf634MZjNBRGGQpHQOK2YxMQfFT+fuXBlQ500MZYOp+QLM6LJibv3PC9funHH/d6t63cCQ8LGZiay+pqGREISYU2d0GgyAa8Tn5OT3lNvz/nEZbf/bNlC2BrCeHLxZoTpGHaPDssX5pURBtHEnLCwFS/PTb16sglhNi7n+sbECoXC3ukMEkch6+wk6exEYimegcFvFD/U87oJhI077nA4fqfB7u+/e1vd2Kimvjb3AodHx23tBCMjCoVCoVA8e/dm6tnKwovV8aW5x+XZ4JLh7yCsuYwnEx83NQf3swDCGnt7lp4ub0LY3v1HG4b6xp8txsYk/GqEBT95/nzfXtON74MoEg6v0yEYmF2cP/kRwrrGhHNvnvmHhH6zDXLSzJJCMUCjyBAE7vq9ezNzs0BNF189m37+ZOHF6uCU9FZ6pPX6KfuJsEdt8lGv+z4qKkpYUUUwExJ/VLz38PPbhLBewaB0agKNo6BRwOdgLQSSaHTgUGNb20+KnxQKxasf3k09W5l/uTr9ZCm2qdxa+Tj/SyLsjUgoxhB1SNo7SDo78WQ9PaM95S1N3ysU3sEh6utqg8VqbdsGfXTfS6FQXLl5W0V1PV8MBYYheAcGLS4vAe0z93J15vnT+edP28eGQipyBUIhibiOMBSJSNAtrq1J76r/5H3d/2zZQtinj/M/jzDR0uwnEcaTiN798F10WpqHv/+j4GBaRASVEZFeUjQgGb3vH4DBbhi1weH4nTt2//jduwHhCMFgJxJOBHUaCsHuP3SstqVh5dXzKiHfvzTjWiLjLDfQnvvBVam/i7ATRyx+FcL2HWkSDs58uxobHf+bELZ/35Ffg7BDpidbxEMzr5+m5uZA0YSd+sZEgi5oMX7a9ULPcP/U6nI2r9kzP+lSXJgz1195EAII837g+2sQhkKT2/p5S8+e7DI9ApYBi9WCwXD6O0zS8rPnVpdb5SMhVbnXU9iuUYGbjo2+IMIWn69OzM54hoQ8CA7yehxCZzACI7kNPZ31PR0nbR3BdsNitbZvhz2476lQKAJZTE0Efo28WC0MhgKF4q7euiWQCmVP5lO6ah/kxF+MDbVnUd3TY0bEItL6jIhCkUgk/bqersTmyi2E/RnlSyHM1sW1d0xUL+7rkI5MPVl6/vb1t2/fTC8uxmZl7jc3x+C0wH0QgDAjw72rz57Knyxev/9QQw0JjEMsVguDpmhqYpycT3NSknuFw4JZmWdewibL5D8WwtrGRnjTEv6Y+ISlvaY6ErveDmg0GYUi6+/ZF56QIF+YbhT1X0li2LB8lcnymxCGRpOr2ltXv38TwGRDIRhwwsBgKCgkCUvSPuPu3jk0IFmaDi5fM/BS1oQvhbBATuTgjKxc0DUyMzH/YvX1d2+ev3o1IBbepdN0dpmAHQ0izMvT98ef3tf39e49cAzUNCxWC40io9Ak48OmcTnZE8tzZQNd5+NDLSK8r6SyRyRiLfIOEGFkskFNT2dkY+mfxP2Rsmwh7EsirH98LKAs43IyUzAtf/3u26yqMjNbRzLFAIUmKV+tAhC2e9dB6exUvWywpqnByHgfHIYHfKeg0WTV7TC3m7cdzl7YuXd/SU2NaHHKpygZuNcKyB8LYb3jkuSO6p5pcXRcHJGkB56gAQVDIgl4sp7j+fN9o8Ndk8IrKUzlmv4mhGEwlOLGBtnqQu9Qv+nRk3A4AbzWi8FQEEgiBqtluP9gUk7W+Mp8RE2+7T8HYSGR0V3y0TOxIRHV+auvX0wuztOYTJO9hwlEXTiCgEISlW0qtm2DBtCChpYmuyfFgSEhOJw2AkEA2weFIiGQRAJF/8Ktm8JxWYNk4GxsyIWkCMnEuOlRM+BSHoCwyq72sNq8LYT9GeULIqxPJmbUFDSPCdoEA6fOnNfRM0agiHAYHoUiKV9ABRC2b/fhoXHpnewY3oS4uLbGaM9hGAyHwVDwBB2oJiaEzb1+9+F2Feju/UfK6uv6p6TOkYGgi54/FsL6p2SPq3K8C5JFsxOM2Fgi2QCBIGwsRjAUBJwAg+Es7E4JJKKivnYb1oYvrd+KsJKmxmoRv0k00NTTaWpuA4Vg0WgycPMWi9VCIUlQGE5HzzguI0O2NHcpMUJ5zH85hEW1S4eDy7Nlq4vxWVkHDh0nkPVgMBwSQUCjyZs0Yds26OOA0EoRn1acJpod930cisVpb7piDYfj4Qi88/lL0pmp+JYq1/hQyeS4w7nzwGULFIpEIRtUdLVRS1O3EPZnlC+IsJ6xUf6UtHds1NLGCQrFAhYwaDRZd/eeB6FBFMoO5bOwfbsPj06O23FongWJw/Pj7f19FnZO+w8d9fD0ZKelTSzMD8tlYXHxbteuXbxxu2tkiFtfbBHxG47z/60QFlqdax7mxWkolq/M55ZXGJkcQCitxbBYLRSSqKGOcr/vNTApe5Abb/Xhcf6vR1hZa3Nuf+vNDG7XhFAgGzt7+RoCWPhgNoipqYk22Wta39WV2dWgHPXny20kuUOz4wNzEzllJWStnRAIBgEnYDAUBJJg4+Z6yeMuVMlWaQ1hwr7joQ8TO6onnizEZWXp6BsDr4CPIREECARDDQ7rkYu9CpJGx8ecLlwE1rMIBEFba6dALH6Yl7iFsD+jfEGEdUlGXn/3JozNhsGwCMDACKsFg2JjU1ObBHwyxUD5i+S+3YdFE+MXYkPuZkelddWOPZ0Ty2X+LNYhC4vDxyzzK6tiUtKOmtvsP3AUS9KNTEpokQybhXoDt36+JMJ+7xfJX4uwI2a8ccnjkvTTUf6+RUllgu7plytdPL7TpctQFA7c6GFxWggYHqOl29LdGdtUbR4OXqr4jQhraSoYbHfPYMc0lQ0vTk3OzTzmRBINdoLGm1isFgZN1oRg7lP9BNPjNowNv4xf7DifzZl8vjw1N2Xr6Ky6fn8CBsOZmBzslYwGRW5cqgAQFhIQWi/sd+T40UtTa0V9sy+fNLa2m51ygSCw4Ok+FqcNh+K0DHf1DA1GNlb0yYR2585DIVgUkgSFYClEfZFMdjWVvYWwP6N8QYR1jo28V7w/5XgGAl2bZpFIotH+w5MzU30SEWH9KziAsF3GB5afPOmSj7bKR1vlwtHl2deK98Nz08zkBDiWfNH9rtO5i1/9RQ0Ow2/bDr1z90GnXOjE9Qf2kl8WYfUCvvzp/D8LYaYnO8ZGqgVdbdKhtnFhm1w0+fLJC8X7XqnYNyIMT9GHw/Dg2dB2VWhGRlY2rwXwUOr424/zaztbp58vtcmFLXLhwNzEK8WP8tXlzIrSgxZWEAgGt56CJgRtY+s4MCE9F/cY3J6bh3vFtFcVF5R89TcNcLv3OxBGZ3Hmv30mHB3B4Tb84SCQhJv3HigUikAmexPCqL4BKy+f14v728aF7ePiuTfPn/30Q8eI4A6disZRQOM2NJoMR5Eqa+rTehoGJ8du+VGtnE+fOu92/vKVe96+srmZc/F/lmgGyrKFsC95qaJ3TPiTQmFmZquhgQIZYXnm7PjibNfw0CaEGRrue//+/fjk5FV3j9v3PW94PLxw4xYtNHzh9YvMomKvwCALK3soFIfFaqmpItwuXu8YF11NWfMgCCCsZajfzsX1lxB27LDZr0HYvgNHqwd6Rpan4n4jwvbuOfwrEdY8OihfXWhobL547dbt+57X7t53vXIjKSdn5c2riJg4io4R6I9BdTucFRVbNtJzOiYIGI0nwh61jQs973mDlqSfQRgKTW4b6H3x4oXHA2/3e49u3nt4yf2uh7fv+PJiC7/3hJXDhmUVBHP8uHWXdPR+bqztulcM83AvTmPp4KBAW9cQCsECFPt9CHvy9pVAMKypiVn3OELC4rX9uey3P/8YqHQ7H0CYlxf1/2fvraPbSNLF7d9/9+5d3h2MY4oZZBkkM7NFFjNLlmSZ2ZbF3S1mcOzYYXDISRy2w8yZMMNMYGhnZnnv7rd7N98fih1nktnJzM5OnIzOeY6OT7vU3arufk5V9VtvPXr0aOXqdfXN7W09/Y0dPUJ58/rt2z/8/Dc6i236tomPT42KTF6yZt2mi8cu37/TrdOl5xTmFVcUlVYRqMyLN68FFfYD5TtU2OnrV//56BGRSA+fEc0v7ey++ZuPD753djo6f1phjx49OrD/4E9/8tacd+eFzIl641ch6Rl5Vx/c++TPf/ItWZyTUxjojYbOjRFJG4+9f6N9hZ/i1jJ9IMmlUawefu/uTUlTW9jUrJSAwjbv3ePbu/nk9UsMKjvwfuBfK6ysHL3h5KEj968Nf4PofNPnv/99bS3lS9H5X6WwiXOnb3/xsdXk+O//+mXInKiQOVE/+/GbDK7ot//fX298/GFNLXk6j83ckGibf/7E1XOiIeu0wvZfP2cETGHhcU9F53+Fwg6dP/X+vXtz50S983ZEyJyod96KiIiM33/2zJ8f/dPo9U/PaY2MSEBhyUdvXtGMLZ1+AYq3Ky1bVv/t739bOroKmVUQGCz/1qGt589fnK7/2BgYDJ41tGb083/871cpTC5r+Z8f/TpQPz/5nzeauvv+/H9/P3PrZn5R5XQvOCw0dnDlyskrZ+9/8cmp06cXDIyMDC0amj+yZGTpg4/ud43O/9frD7yWBBX2H1ZYeIK8p++D3/7m0LnnK+zQoSNz5kQFDjpvXmJJGerM7eu3fvcp5PJERibEx8MfK0zWdPjO1Zbl3mmF9a4auvP5x11KzZMJd1HJiLzi7Qf2OSbHDlw+09zRNf1zphX2yeefkPnCpxRTgd129ujktTMLFyz+ksI6FOq/PPqnffhZhRk+//3vxA3N0U/PkTx87uyDjx/iWdyZjR00irD78tlTD255nL633gqfdpCkse365x9d+eQBicaeniUaUNi2y6cEQ+YphfVPXDo1ODwSl5A6PTAUGhLtGln090f/6AWfmiMZG5Ny+sqF+w8exMfBH8dMxaTAU7P2nDl15w+fDSxdNj0JMTIiAY0lH7pxSbl+4UyFmbeM/v3//rF208bs3OLArwidG82XNP7p0T8WrV8NS8t5QYV98azCUrNGxtb//p9/g75CYa2t3e9MZaoImROl0IG3fv/pex/cLq3AzJtK8hMeFje0cuXh2xfvfvzg7OVLF2/euHjrxsWbNy7evHHzgzu+3RuCCvsh8p0rjDBjmnfUvEQCm/PpH3977s4t2DMdyUePHh0/fjJyKhvfvHmJBSVVlx6+/+dH/+hW6+ZMDSrPDYmWyVv33bwoGbEFHmySS9O9avDabx52KFQzFZaeXXDwxNFj966fe3BLYTTGxT+VqeLQ+bO/++Pvq2sp0ym9IiITMFjC4SvvrTt9YHhg+M03w55SmEr96NEj38KRmVOsA9O8P/3d5116fWxsykyFnbp2+dPPPy9H4adTSoRHxBNJtMPXz2++eHLh4MI5c6ICbwZDQ6L5ssbf/OPPD//wRS2JPq2wkDlRnqHhte8dYg9AgQXocLb+rRdOrNy4AZaePX3ac0OivUuWPHr0qKmjJ3qGpmMSUm6/f+eTTz5JgWdNKywFnrnv3Om/PXrkXbjoicLCE3A4ysEbF1uW+6Yfe7xd6dm16fy595DZBU86kiHRgUwVo5s2JMMzv0Er7NzFyKl5nXGx8PjENKPP86VMFTMV1tenDpkbPaPyNX949PcbH90rKq2ZVljY3NjFa9Yef3Bjz8njVURKKY5QgSeV1RIriZQV45tWH98bjM7/IfJdTjC6fuWfjx6RKIzwiKnxqVhYYWH5/oMH127blvT0HMnc3NJ//vOfF69dyy2uCDycMdGw9My8Zds2nr14ic4WTHev5oREdXX17rtxgeJ6PMhNdmnblvvOfninQ6GeOWc4GYbwzx+8fvvOZ3/6nWfxorgZK0TExcFHVq/au/8AHJYzne0zKjpZ3tl58PJ7S45OLlu6PGwqp2DgEeVKZJevXetTKANZCZ8oDDA8/N1njgULYmNTHqfoi01JTExfvmHdxK49SYmZ0weNiklu61fsu3x62fG9W7ZuT0xBBhQQGZFYgSfsPXt8cu+BwqKq6Y7SO3MiV6waXXx0F3lqUTW8XbXq+N5tB/Zn5pRMFwsPj+vR6S5eu4qqJkVNtfiio5JLsLX3P3rw2W+/QBMfazqQxcG+dMHlGzea2rojp16zhIfHUWnMk7evsv1PphnhHSrf3vHN45tDZ3RaI8Lj8DTm+WtXLRZbfMKL5Qtzez/7yx8vXLw0L/pxRzswPaBe3nj12rX2fvV0fqSZCvMMLohPTAvcIZHh8QQu99iV82PjWxHIgidZhsJiNu/Yvu/2pXV7JuPj4FFRSTExsKiopNg4+OCKlZtOHQxmqvgh8u8obPqV+XRQxd/++Q9RS9O86KSZ02iqULjisurArTytsLy80j/88Y+X7t/lSOVzQ6IDCZTjE9IKUDUoIj0pETE9EhwZneT0+3ZeOIWdylRBdWsbFjmP373a2ad6d0bvLzY2JR2Ri6bS79y7d+LMmWQY4sniIPFpJRWoGgw+IT51+jcmwjI2TE6sOLZrcP+WHQf3ZeQWRc978v4LgSzAESnpGbmBlHvTCuvRQ7c+frhz377EqdZZYIdllagadO30b4yJhsFSM7fs27vs6IRrYuzIhXNFFajAy4f4+NSElPRKMrm0sjY+7vHXY6OT4+AZE3t2+3Zvms5UQXZp9ePLjl+5gMaQpp0eFwfPySvFESkp8Myp7N5poWGxJp///MPbVz/8oFOrezzsFZ8WH5+aWVqGpbFSYNmPhRIHj4xKbOvrO37z0sxMFQSHyrZz3aGzp/LKnlg1Lg6elpGDJVCyplLgfq3CALf34R8/v3zzelp+4XSrLS4OnpqWjSWQEJkFM9OFv/NOpEYN/v3//rF+7y5kTnGgwRUfn5qUiqih0wuLUQlT9RMdlQzPzjt04tjOa6fX7ZlMTkwPtIJjY1MSEtOHVq7aGFTYD5N/R2GhYTGBgIAphV368E9f2BaNxMWnxs5Ilh8TA0uCIRJmhGUHJhjdeXB/343zg0uXRYTHT3cWAk2nqYctNSw0trwGt//s6YHdm6dzmdI9epYfnLh+xun2z5kTNTMMMjY2JTwi/uLFy3//x98ZHEFEZMLMSTaBDIUBM0ZExhNZ7PMfXG9Z6TVtHT14/kwVjhgW9mSOXnwcPCo6KSExbWZAeSB3/sk71z789GMqgxsRGT9zZvL0/mNjU8Ij4+kCwYV7N1tX+pqXuE+/f6O9WxESEhVoUwQKTz/McbEpc0OihQ3NJ29e6187QpoyC92r5wwYLz24azLZ5kUnRUcnB0Lt42csBBsfB4+ISEAWFh88e3z+gc1rju/dNDkZsO10I+hJlcanRkbEI7IKx/fsWXVs78zE00SnWrNhybFrF0gsXmjok7UR4uNTo6KT4hOeqod/HRd2+7MPL92/w5LVh8/YT1wsPC4enpSCnJ4tEFAYqDNd//TBgWvnBaL6uSHR07nCZ9ZPbExK6NyY9n710RtXVp7au2Hfl7K2ZgQV9sNlWmHCxubw8Lh58xKjopLCw+OSYIijF8/f+uihrKN7zruRUVFJUVFJc96dV40hXPn4/vt/+ExU3xyZCItNgM+blzjnnUgCg3f8+uXDdy7tu3C2pAwVERkfE50cEwOLmpcET8uWdhYVtwoAACAASURBVHUHwlwD+wkNjcnPKT1786p9Yt0Hn37U3NYVF58aHQ2LjkoOJBqLiYFFRyVHx8DSkXnOoaHT967LFtmfmg3jUM3ft+X01StEGic2LiU6FhbYc2RkYsicqFOnz9z97ccTh/bnlVfGxadGRSdHRyfHRCdHRydHRydHRSfHxcMLq6r3HTuy6dwRilvbsNh99v5t0GGbF5scWHUiOio5Ojo5t6yimkBOSEiPnDrzkDlRHRr9tvMnTt29tmP/3uySstg4+HP2n5BagsYcOn1i/ZmDdC9Qa+tff+rAxevXagm0uPjUqKik6MdfebzoUUxMckFZ9eZdk9svn+BMDYQFILk0Sw7suHr7FpnLjUtIjY5JDtTS42NFJcfGpsCROUvXrD5+9xp/yNy2YuDeF5+AJmtiUkZMbEpUVNJTVRqdnAzP7NUDFx7c6hwdmFmlVLdOMmI/dueqf/Gi6ISUx/UQnRwVlZRZVIIiU5JhyOl6ePedSFFz26e/+1xlMkVGJQa2z5uXGBYWC7g85+7fOvLB1eGVqwKFY2JgMdHJEWFxaBKNLq6bOycqsD0qKumXvwwx6EybL54cO3Po6OlT5RWYZ+onOToqOSY2pQKD33fi6OipPc7d6zfu3xMbAwscNDIyIToGNrB8RVBhP1Cm84U1dfekwJBpqdnpaTkpMGReXunxKxcvf/hBp0qXEJeanpaTnpaTEJdKoXMvf3jv1hefNnf2FhRX5OQUp8GzE2JTeXXy49eu+HZtOnX3xtjkjpyy8qSkjKSkjKTE9F49cP7SxfzcUjgMGdhPclIGuqr20t3bvCHzyqO77nz8cGjlyryC8qSkdBgMmZyMgMGQMBiyGoNftnnD3U8/hLasmA5fCkB16yQLbfuvnzt55UKf1VRQXZMKz0pPy0lLzYYlIU6eOWufWH/s5qW9J45xGuSpyJwUGBIGQybDECkwZCoih9PQcOS9U++9f6NlsY/i1lJd+qHJLdfv3W1q60xKykhKRiQmphdXojbt2eUcGUZkFsBTMgNnnhifpjFZR4/s6hkdOnP3+uTRwwypNBWRnQLLTIYhk2HIFBgyLTOX39J87MLZ07evNo54qG4dxa2VjTj2Xj175e5tlcmcmpoNgyGSYYjAL4WnZNL5wn1njl+8f6dlhZfq1j51gTx67oBx57kT565f7dBqkQXFKTAkLOVxLaWkZqLp9LGJ7bc/uQ+uX05yauheYP6e8bufPly7fVtFTW1ifNqTKk1GFJdUOZeMfPCbjwf2bpoOag3A8AFUl96+ee3Nh/f6NfpkGCIxKSMpMT2nsGzV5k0L167Oyi2ZvoIJsaktvcqHv/8MdDlT07KnKz8lGeEYGt57+bx/9/idTz9SmKAkOCI5CZGYkJaVW7x5966VK1ZFzUsM7CQ9LWdeZKLL4t566aRgyHzs1uVzN6629qtgyYjAOQdIS80WNDSeunrpxO0rkoU2zfiSrYcPIDPyAwdNhWchMvJG1qxZcSyY8vAHCcMLMHzg+NnDH3788c2bt27dvH3r5u2bN2/duX332kcfbD137ONPPr1x42Zg+40bN+/de3D8zpUDV9/76KOP7955//btO4HtDx5+eOL6pfpFLtW6xRfu3bl8/eqisTHn0PDkgf0ffPrwT3/7853bd5/s/8at9+9+cObmVYpbJxwwLdu/7eqD92/fvbt1/76h5cshr39wdNXuQwdv3rhx7PpF4+ZRph98Nic6zaNvW+7f+N7hK/fv3rz1+AwDJ3/j4fviYVvrCv++K+/dfXD/3MWL2/bv861e4Vi0cNv+/WfPnbv2/q1tl453rpxPdesZPpDuAVheaMWxXdfv3dm8Z49jZOH43l0Xbly78vDu+x99eOvW7Zlnfv/jD/27N5Bdmp7VCw5cPXf3wf2z5y9s3bfPO7rMtWjx9gMHzp07d/X9W1suHGtb7qe5dIGHiurWtS52bzlz+PaHDy5du75+xw7vokUG78DSTRuOnDhx++7tiQsne1YvoHl0z/5SilsrXejYeObwzXsfXL1+ffLQoYXj681DQ+snJo6fPn3jzs2DN84B48voboDuBWhegOuH5u8cO3/v1t1793YdOTIyOmr0DniWLd2+f++1K1ffu33VM7mRO99Ie+ZAdC/A8ABD+7def3B35+GDjpGF6yd3nLt25eqDu3c/enjr9p0Z9XDzg4cPLty7dffB/emaD1T+Rx9/NLx3C3fAuPTwrrsfPjh06qRr0ZKRlatOnD/3+V9+98Xvvrh+7cZ0+evXb3z2yW8W7tuGtvT1LPfvunDy7ocPzl26vHrLFtfwQqN//sqt4ydOn779/u3xs0daVwyQXJqGhe47nzy8fevOk+Peuv3g04/1mxYHgyp+oDC8QOMSt2XbGvvkmH1yzD4R+FyvWDPcsNht3rbGEdg4MeaYHLPuWNe+YqBlqceyfY1tYr19Yr19cswxOWbdvrZzxQDTB9K8QM+qoYV7N288d3TflbMbzx02bh1VrV8cKBnYj31yzLZzfeeK+QwvQHPr+AMGxZqR4YM7Npw7sufKmR0XTmy7cGL05F7fxKaOFfNpz2S2mj5tmkcnXWjXbFhq3b72yZlPjinWjjB9IMWtbVrigTavGjqwdefF47uunZm4eHLX5dOjx3abx1fIFjln5oSguLWCIbN7csOWCycmL57aduGYf//mrlWDuo3LpirkcQ0YtqySLLTTPHqqR9e81GvYvGrBwW07L57cffXMxMVTuy6fXnV00rhphXShg+LWTvuI4QNobl3dkEW/cfmSo7u2XDy+58qZHedPbDl/bPnxXfat6+QLnRSX9qtWr6C4tZJhm3ZsqXfPpvH3Du+9dnbnxZO7L5/ecOage/valuW+mbVE8+g4XrBz1eD8vVvWnT20+8qZnRdObj9/Yu3p/fN3b1GMjjC8IPUrAtkpbh1nvtG6Y+34+eOTF0/tuHB86NC2ntEFmqevoGNyzLh1tHPFfHB8xZP6mRyzT44ZxlfUDduobh1/0GTcsHzlsV3bL57Ye/XMkmM7NRuWAOMrHJMbHt8GE2OOyQ3GLaPSYTvVo6O7dbJhu3HzquXH92y/dGL35dM7zp8YP3d06dEJy+Y1kmEb2aWlewG2z6Bev/ipg06MAZuW8waNP7S1P5hBhU1Ddmlr7covQXConrud5NSQXJpntxOdGoYPoHsBokNNd+ual3n61g5LFtoJDvWzhWvtyulE0jSPnuBQUd066UJH1+qhnrXD7SsHRAssZKeW6NT8i/uS4QMpbh3BoXr2zBlTvwtn66d5dY2LXd2jQ92rh5qXuLkDBqJdRXm6v8b0gRS3jubRyxe7elYPNS52Uj06gkOFf2bntXZloFfL8IFklwZn66f79E2B/Y8ONS1xcweg5+5/+mwZXqBxqbtnzYKeNQual3m5841Eh4bs+nL5Z0+v1q4kuTSyEXvXyvk9axa0LvOKFphJDjXpmVqieQGCU012acTD1s7Rwd61CzpXza8bsVHdOqJDQ/+XjzrVo6O6dbKFzu7VQ01L3HSvHv8V9UB0qvHPu7KB+qF6dES7ij/f2Dk62DU6yBmAnnsbBMqz/BDDB5JdWoJDxfZDzcu9gfppWurhDBiIDs10fTJ8wLMng7cr6T+82UXMoML+c9C9AMWlJTk1XxrD+hcwvADVrSM5NSSnhuzSUD1Pkiiw/NC/A8MHUjw6sltLdmspHh3dCzC/uiTVowsUY7zwcRk+gOLRkd2ar91/ALoXoLh1ZJeG7NJQ3Fq6V8/0B44Ffh0QM3CGLi3ZpSG7tYGW11d8F2L6QJpHHzgQ2aWlefQMH8D0g18LwwdQPFqSS0MONFRf4CtfdVlpHn3gmr74BEaaR092aQPfori0P8CZjy9OUGGzHZYfonsAglXzIpCsGqpVO6uxaSk2Ldmppbp03wkUp+7F90Zx6egugOkC6Q490wkyXd8dTpDp/lciC/IfIqiw2Q7LD9Hc+hqg72upBvowgIII9BNmM/p+MqhkOnUEq5pgVf37kG0ahlP3goXxVhXVqmPZoLoBK8sOMa3gd4YFZDqDCnsJBBU22wkoDAUqvpYaUIEF+0mgkjiLIQD9dJNGOmgh2NTEfxuCVcV06SWDFoJV9ULlbWqqVce2GzTrF3GdRoYVYNrA7wZrUGEvh6DCZjuvocLMuoZFLoLthaTzr8FbVSwvKF/kxH8ThXEdxoGJTQK3Oaiw14CgwmY7r5nC8Pp+lg3oWz30gu2mr1GYRckfMHWPDuItyhcpj7Moa40qugXYcHQ/xwERDWqaWc+wBhX2ChNU2GznNVNYrV7Bdxotm0dfsN30NUoy90sW2I2bVuLM/V9bmGTXsLyG+iFH39LhszeuqVcuahh01fltHKfhO7BYUGEviaDCZjuvn8KETqNv2/rvSmH1CxzOLauxX6cwvEVJdwHqdYvXHNlz+vrVP/3lf9+7eX3tkb2mLavq5ltpZn1QYa8oQYXNdl4zheF0fVKPdeWByVqL8t8f0ceaFQ2L3AO7N2FNihdphdFcer7X1LzAe/zKpY6FA0KPhe82sexQsCP56hJU2GznNVMYVtdb73NsOH6o1qL890f0Maa+9mUDq47sRZv6XqR8rVVFMKmZNnD9kX1cp5Fs1NAtwbGwV5ugwmY7LD9Ec+owii6MphcFKVCgAg0q8KDyuRC+NxmZ1UTLi6AKQJgCY+yTL3BNnDmBM/fjrUqCVUWwqQk2NcmmoduAmTBsAM2m+yoZEWwqqktHsKt6VgyNHz9cre+lWwG6VU+3TQM8HyvAcRi8OzYIXKbv6o0k2aYhWdVUp44VVNj3TlBhsx2WH6I5dNieToy6Z1phJFD5XL6/9pTlhVpJBJsab1XVWpU4Sz/W3I8xKSrALtmw8+DV85VQN8rYizEpsOZ+nKWfaFEFhMKagm2HaBYd2qBAG/rRhn48pMRbVHirEmPsr9L3Vup7MGBfpaaje/ngrgunyjWdFJOWYtJSzXqaWU+3AIG2FesZGFaQbYdUa0e+w7gwok2Nt6rITm1QYd8/QYXNdh4rrPcphb30/uALKkzgheoXOntWD1nGVw1PblpzdN/WU0fP3r3+27/8cd+ls+MnDq86tNu3fT20cXnnqoHWJR6+C5rWCssGUq16vFlBMavIZi3VrpMM27tWDajXL7FsWTOye+vqg3u3HT9y4f6tz/70+z0XTm85cWT04G7/tvXmTaOa9YtbFrm4Tui5kmLZQJHP/N0MgdlApg2g25Q0q4Lu1DD90Eu/YX5oBBU223mlFcZxA8JBS9MSj2J02DC2zLVt/fyd41vOHH3w208X79vu37HJsWWtbu3inpVDDYud8gWOL0mHYQeZDj3HAbLtEN8DNQ7bu5f5NKPDlo3LPVvWDewYG5nctOfimQeff7J8746hHVvcW9aDa5b2r1rYuXx+/ZCd4wC/qp1Ft/zbryBnKIxl07KsGqZTHxwL+/4JKmy280orDG9V1VqUOHM/2tSHMvZWQ93FujbRfOvei2dKdO2VYFe1oQdl7MOYFHizkmbRM2aqwQ7SzXqiTkmCNBSTjmHS0k1qmkFFMSjJUD9G3VOlaC3sqm8fGdhz7kSNpr0WVBEMKpJRQzFpqSYd3QIwvjNJfS0Q0woFh/NfCkGFzXZeaYU9PwxixLX99PFai3JmgD7Zpvlyd88OUc1agrKTru5lGPrpZjXNrKGZNXSzhm7RUiEVWafAKbsUw/7NJw6SjL1M23fVMfxWBN9IviSCCpvtvH4Kkw071h8/OB1UEXgj+bTCIIYNYlghlgOsc+tlVq3EoZW6AJkLlLmhOo+hzmOs90JSv1HoBoBlQ2uP7KGalUGF/TAJKmy2M/VGsuNlKgx4hm+rMJy5v27Itmzf9kBoK8mmIttUJJuKYlUzAuayAQy7jm3Xs2x6vhNsHDDJXCDPpOFoepnd7azuVnx7A6pVzuxr5hmVEicIjI6M7tnOMKnpUzZhBIRiA1m2x58sG8R62jjffR8zqLCXRFBhs51AXBhO0Y3V9GIgBQZUYL5nhUFKokFJhJ7mhRVGsmnIM8BbVKIBi3vr2lqLCm9VMewqll3Jtis5Tg3bDrDtANuqZlsVIqtCZlNKTSqRulPQ0UKok9by+cUEagG6Nr2gKDovNx2NqmJyqDJZt824aOM6oUHNshsCYmLbIbbDwLADdOvjWDCaRU+36Bk2PdP+OG6DbQdZ9qDCXgeCCpv1+EG6W/9S+4wqov1btrlINvWX2js0i14yYDOOr0Qb+gkmhdCp49qUYlt/vRcUW/pEVkUdpKjTK6TqjhZFX2NLK5/Hp9EYuFqSAFdLxOGrKmtKCiuy84pzKkoyc0oyCopYIrFz8eJWUFtnA5l2kGUHBS6I7zVR3TqiXUOya4h2Dc6gJJrUVLuK5daynJDAAYpdoMAZVNjrQFBhs57XS2EMKyD0mttX+FFAH9OilTg1YqCzTtMp0fdJ9d0Sg6pJq5Spuppb5HwuT4TFSbFYCQZbh8HI0ChxTXlNRRW6sASNQGAyEbnpGSkp8Krq6o7eXoqQJwH7RHa9yG3g2ACWTc10ggwfyPCCDB/I9IJML8j0AQwfyHeDYhcoeq7C/p12WVBhL4mgwmY9r53CeG5T/bCTaFDwTEoJ1F+n6WxU9HaolHqHRev3gQ5bj1bV2iBH4UnVFaWNNSX1qCoZFitHVYgKcknZ2czcHCwSgUMi0EhEeXpacXExkUwpKCrGi4R8dU+71dBiNYicANcBMmyP89kL/Vb+gIXpA6cVJnSBXxodY3pApg9kuoMKe8UIKmzW85opzAZyHIb6AZPQ3C/Sd8tVPc39CrUBNPh8Q2vWzF+3bvXo8tWDPgjSyyViMR7Dzslk5WbLqqulWLSsspiTiaTl59bV1BDLK6tKy1HFpai8vNKSUkRGdk5ZdQ2VKuns6jIbWxxGnlNHMapoFiXLoWR7IbbfQPPoqHYdyw4KnSDHMUM9rkAbDWT6QaYnqLBXjKDCZj2vl8KYNpBlU0vNmm4zqDLqVQbACoG+If+60WXja1ft2Lju2LaNx8fXbVq+aI3H5e3tZuXmUhGI+soSKRZTj0E1VJRLqkqbMVg+BssuKcHl5NRmIkszEemIvMysiszsvCIMmi6qq1cr62xqvkPDd+gFTh3Tq6c71ES7mmBV02yAwAmy7SDTCjIdU40v/9RnUGGvGkGFzXpeO4XxLX31uh6D27lgcGCpx71+ZP6ujWsOja/dvXLJiQ1rTm/fdGr7pmNbxs5uG987PNRWXcPJRDRUlDZj0F04PECna5kUvYCnZtEba6rZOVk4JAKFSK9AZlUhc8szMtIRiPzCKgKVzpKIm/RKuc8i8hgEbpDj1FKdAM2qodu0Aif0WGFOkDnwVFUHFfbKEVTYrOc1U5gdFJkVncqeRT73ltFl25cuPLhhzdXtmy9sGz++bezMzo2nJ8dPT45f3D5+cdf206PLtVSKJD+/n0gC6UwTi+NtkHlbmwaVCndLYx+ZJCsqxmUisZlIXDocm5ZSm4kozSsoQuTm5ZcVVldTpRKuqk9k6JO6dNIBs8Bt4Ng1HLtW5IJY9udJJ6iwV5CgwmY9/zmFPRuw+lyepzCCTU2wqb4Wok31TCsMEFuUfUZwxfDA7jXLdqxednTL2O3dO+7s2Xnj0K7bh/bfObT/+oHJq7t3Xp/cfmbVMojFaKuo8olEi1sahmSyJT0tg11t89s7/c3NWgpVnJOLhsMw6WnojHR0eho6E4nNz6fk5hUXluXkZsFy89LRKLKYLzcrGuYbJV4jx67m2jViF8R1ggwryHAAjGcUxrCCbDvItk+FyH6JoMJmGUGFzXr+QwozKIkm1QthfY7CKDYt1aZ7Eb6kMJYNEJgUfRbDxPj6fRtXT6xaemZ87NaeHXcP7rp3aM+9I0fuHzn64PC+y0f2X98zsX94SIMnGIjUFc3yta3NQxLJYKPEIuSpaolqAqm5rIyTmlqTEFudlEDISCMikUREBjsTKSzIJxUUoHOyYGmIpNycfBQKJWaTu5r5RpVsyCTxgSKHXugEuA6I5zFz/EaaR8/wAoGqZnpBlgMUOkFBYMj/2VW7gwqbZQQVNuv5TygMUBJNKqJDTbS/AM/rIdJtwLPZBJ/Ll8fy7SAX6tUZwOuH9pzctf3YutGb27fcmtx27+C+e4f33TwweWXvxI39Exd2T5zcPLYG0jeXlDtYrKXN9cskciuPp6ZSOmpqJHkFoqwsLhxOTYGhkhOqk+IIsERiWio5NYWbncXIzqIjEdTi4vxqVF5VJaKiNDEvJ7O8Cifm1RnVUodO4gbEPoPIDQm9Vr7PSHJqaG59IFshwwdyPY8Dx8QukOUHmV/iq2LHggp7SQQVNuv5zyns245wBRT2LceM7CAf6lVr1Se3bTq3Z+flbeP3Du59cOLQR8dPfnT8yN3dO85sGtu/duXeJYu2uxwj7a2d1TUmFm2gTjwgkRoYjM4alCQ3T5ydJcjIYMBTUMnxVfFx1fFxlbExFTHzKuNiUGmpaCSCkokUlBSjKsrzK8ozK8oyMtLh6elZBUVlWDyzs7XdZ+kYcghcINuuE3ohilNHdeueVZjIBbKevRxBhc0yggqb9bxeCmM5ID7YI6mTrPK6jm/bdGHL2P0D+z85c/L+gQMXN40dWbFs24Bvjcmw2gitBYERRb9fLHDxeTauwMrlgwRKS2UVPxPJSIEx4SmYpITKuNjyiKjyiOiSuWEFb71ZEhJaFReHykgjZ2XKSwvkxfn04pKCykpEbk5GanpiEhyeiUSzmI1ajdLtlDgBjl1Z5zWz3Qaa5zmtsKDCXgmCCpv1vHYKExp7+WKRsa9785KRgyuGL42NXtu84cSCwSVd3f6ONn93xwqlasxq2jU8uN1lXdwotVAZvdWoHhS6B41pLCphItIr42OrE+IqoqLLw6PKI6LKI2NK5oYVvvVm4TtvlYVHViUmEJEIcV6uJC9XnJuDKS0rLC3BZCJzEIjM9HREbm4FiyXS9LVbIIldLfSYxH47x2dg+ABmUGGvIEGFzXpeL4UxbaDI2i/taVY11y8G1Wtt5u0O8y67YWV7s08sWdAkH1J0jxqhHXbDpMO4XttroJOby8r4iPS6nBx5cYk4J4eUmFQaPq88ImomxXPD8t55u/Ddd8rCIivmRVfDkmjZWbK8XGpWJgqJqM3KFOblMLKzsIh0RFIqPL8AJxF3GKFWm4Fj13NdJo7fGFTYK0pQYbOe10xhdrDOqm7uamtnMy31sgWKntVK1Zb+vjUdzePdPeP9vVvNuq0m3dreVo+QrSURu9FoSUGhODdbkpsjysvFpqWWP+Wv6LKwyKJ33s4OmQMLn1sYFlEZGV2dEFeTkkzOSK/LyqRkZ6ERGThEBiETWZuehkmKQybAYhPSCnBEaW9vmxlkgf1Us57lgabtw/CB/CmLvaDCGNagwl4aQYXNel47hUnsmpb2trry8rbKCguPv0zWtLatZVTasFbavLK+cVFTw6IGuU/E1eNqW8sre3G4pvIKSX5+XW4ONyO9Mi6maE5IeUT0Uwp7+83MkHcTwkMLwiNr4uPQGen4jHQ2HC7MRPKQCEZqKg6WxEpLo6TAahJjc+Hw+MS0zJxySkODzKLl2gG6BWB6wJkK431DhQVbYS+RoMJmPa+Xwhg2oN6pVxsAflUZPT29qwYFkikGCtVJ4/i4IgBLbCkvby4rba+sbCurbCwuleXni5CZlFQ4LiUZm5xYFh5ePGdOeURUVWxsZVTMlMLeypzzbkJoSH5YRE1CHAqRQcpE1mVniXNz6nKyeWlprBQYLzWVlwonpaaikBnI9PT0jOxaFlNqUsqHrGK3geUBGTPqnOUD2V6Q7X3e5XhaYQwrwHFALUs8rODyHy+JoMJmPf+mwgAl0agiWlRUi5Zu0T/GrKdb9WSbhmLTTX1qKTYtxaadsRr2v+L5iZvdINMzheNxLPuXS7rAOheotpt7ertEJDIrJxufDKOmpTUVFzcWFEoys3jp6dz0NEEGgo9EEuFwdHQcLj4enZxYlRRfERVd9M47xSEhlfNiS8PDi+a8m/6LX6f//Je5b7yBS0oWlJaIi4pkpaWSikphRbm8sqi+qkheUizKziEhMvDpqfjkRFxKMhqeXJmSlJGeXkbAS4z9DQMGscfIdZsEfgvfbxH4LVy/ieEDGL6npPYEz1PQ3QDPbzKMr2R7IIYHePl3yw+PoMJmPf++wkwqokNNt+vZdog1jQ2i2wCGDZzxCTC+bcDqY3xT8Z8DINMJMq0gywbynSDXMaOMB+TYgWaDTmm3dSj62RRqCSKrIiG+NikOExNVEx5eExaKCg/HRcfg4uLLIucVvPNucejcsoiwsoiwkpCQwnfezn3rrfRf/Dr3rXdKIsKKouZhExKZ2bmtFVUKArEXj++urW2pxcmx1TJMjQyLktdUSArymNnZGCSiOiW5OiG2JjEOnRiXHheTT8DUWfslboDrMvE95roBh9hvr/M7eH5zYGj/qy7HTOhevXCBZcn+HZwB6HGIf5Dvl6DCZj3ficLsarpN/5Xq+a7wPjnnaYWJXaDQ+XQZFyC26BqdxlafpctkkLS206hUXHlZaXZuSXwi8u03k3/1i9S33oT/9OcZP/tF7hu/zPj5z2D/82PYj38C/8lPc379q+w330CGzEHFxTNzkeLy0m4sVs9mKcnERlRFM6ayubJKXlkhR5VKMSgJBifFoOorisS5ORgkAoNAoGCJNUlxBTHz4GFzq2txDXa92A1yHAa+xyIesIv8NrHf/jUKm4LhBahuXa1dyfYbtp06QnJqSC7Nc8bOgvyHCSps1vPKKcwPMr0g0/6VCmP5Qa4X4vpAns/QOeTqX+jvsloaevvkLa11IiGpFodC1aBqqrHZWbVZSHpmBikpGRWfgI5PxCUkMeGpHCRCWlnegcMoKLV9eLwCj1dRSa346vrKYnl5iaygsKG4pB5VR6/MrAAAIABJREFU3ICuaMZgZRiMDFMjLS2gZCLRmUhMRjoalpgeERobFoan0Jo9ZoEHZDnAb6owuhcQLjD3rl7g2Lpm/dF993/zyerDe5RrRihu3cu/YX5gBBU263mFFOaeGs+eGghj2UCe4+mOpAtk+kCGHyDY1DijiuuCZAscXR5bhwUCnNZ+m7nTZFBZzBqLuVep6OtuB8Q8A4ulpdM0NKqWToOYDD2FoqOQIRYDZNCVeHw3BtuBQjWgSuWVJfKiEll+oby4RI4qbUXXdGGwzRiMBIOtx1RKivOJmUhsJhIDh6VHhIaFhZEFgoYhC88LMpzfRmHiYYtmbPGC3Zsn3zv56W+/2HnmOLhhGcWtffk3zA+MoMJmPa+QwgIWcz2VlIZh/fKIPssHsnwQwarG29RUu55pA+ogVYNJp3Daey3GNiOkNBt1gKatr6e7o91WL3VLpWY+F+IyAQZNS6epyaReDLarBt2FRvVicUpcrYZA7MFjG1DlTZUV8tJSeXlJM7qqA4PtwGA6MZhGDEaKxTRUl3KyszBIBAYOSw8PjY+N5bc3NgxaeG6Q4Qb53icKE/gtLB/0tdeF4QVoHj3BoebNN+08c4zi1pGD/noZBBU263m1FPYMbDvIsYMsG8iYguWGhANWjt/A9kNcJyR1GLocZrXDBlrNnUplY2dHR2dnR6O8s0HaI5GAPIGNwwMYdB2N0ovFNaOqO3EYBR7fXFFVX1XShkH1YnFKElFJJnWiMV0YbDO6ohFV0YHBTNOOwdRj0fKqEvaUwjLC5mbl5sgMCvl8C9cDMnwg328R++0ivy1gMa7P9CLDYUwfSPfohUOWFQcn2P7gcP7LIaiwWc+rrDCWDRS6QLEL5DseL0DLtoNsOyTwWURug9Cpb7EZOkCgWafp6esV8fl0NlfKovfwuD319d31Mg1fAHEYGgq5v7ZWicd34bANNaXdRIyeRu1EYxpRFe0YVAcG01qD6sZgNESimkBUEQk9tbVdWGwnBtOGRrej0G1otAyLlleVcLKzMEgkFg5DRkXmVJS3Wg2S+eZA8MS3V5gX4A2azFtGWUGFvSSCCpv1PKswSEmCVCRI9VxnBf71BFBFMqlJds33oLBnYy/YNlDoAoVOUOwGRW5I6AIETlDohPgOUGZR1wH9ckUPX1SHJ5AxVSh0RTWzBtWAwbTQSAqeQMURgEw6wKKDbAbEYYJcJshk9GNxahJRR6P04LCdOGx/LV5JILSh0N1YrJ5J1zGoeiZNR6P0YbE9WFw3vraHgO+qxTVg0fVVJcysTAwiowaWlJGcXITDtJhBgRdi+EC69/kKY/mgr4XpBXkDhs6VfrYPCr6OfCkEFTbreUZhJKuaYQPoli83zQhAP8WoYdpAhhVgWIHpPxjPxpf+ZxA4QeHUBGmRCxS6QKELFDhBjh2U+owyv4ljU7Hs+nq/uc0CtYM6aWtLbS0RVVHNR6MlKFQbGqPA4hS4WkUtvh9P0OCJQC1RTSZZeFybVGJrlNmEIh2NqiGRIDYTYNEBFgNkM208gUMs1nNYXVhcd22tikhU4Gub0ZUKIsEhEzmaZACb0YlDiyuK0Omp6OSEnKjIyPBwhlTaYTXyPSDTD5KdWo7HGBgLm6kwgd8i9Fu/FpEbErshkQvkeb4iGjbIf5KgwmY9z1MY0w5+lcJYdiggFL7HPP3399Rt9IIc7xOFBSzGtj9uhYndkMioFjqAhgGTtL9dKJHS2LyqShSruqaVTu7AYnvQGB2JBLEYIJMOMmgWNg1g0g0smoPPtcuk/p5OR1O9VSK28QR2gdAhENoFQlu9xCmXLpBKBxpkVnmdSSJyNUnNEqGWQTEIuBaJ0Mhj95EITTVl/PxcVBocnRiXFRkRFjqXLZd32Exfq7DAlq/BDQmdgDiosJdEUGGznm+lMJYdkg+72I7vVWGBuLDA7EK2FxS4QZETZNtBkRsS23QiSNlk1DX5LS0WkCUSYvBkIp0tYtGbmZR+vkBLo/ahsWoyycJj2gU8q7TOJq+zy8TzRUK/XOJtk49B6uXK9lW9vYs7Oxa0yJd1NS7ubVrR17Wwp3l+a8Nge+P8ziZ/R5O7RW4XiwEGTU+nqWnULiy2GV0pLswjINKrE+IrI6Mzw8PCw0IZDfLmAct3pbBAluqgwl4KQYXNer65whhWgO0wqNct4jgNgR7l96kwxhQCNyh2gQInKHJDIqumAVR3mA0dDrNM3YUlUklken9Lg6qlvl0mNsplFolQR6fqmTSITbdJRN62Bk+7fKijebSrZ0VPzxp1z/5h/1aTZoteuUHbP9rXs1HbOw71bdYr16h6Fiqa3O0NrnqpVcQ38NhqEqkFXdlaVtlSU1VfViwtzCdnIqsSEyoioirCozLDwt4JnUtrkDcNWXg+DdMPUZxahhsQ+q1Bhb2KBBU26/lWCuM6jdYtq3ku4/evsGnYXlDkhkRek8gFCR3qJrO2y2JqUCvJDdKKagyTyTJq++06BdRUr5dIoTqpmcsF2HQ9i24RCAbaG4f6OlYq2zcDqq2QdsIKnR9ft8dr3QL0j6mUGzSqrZBqm0G1DVKuVHcOdzR6GmS2ujobl21g0/twuKaaSmlJoaQgT1KQR8/KqoEnV8fHlodHVUVEZYWFvREWQm+rb1xgYfv1TD9IcWppbn1QYa8oQYXNer6twtxb171chTF8oNADSf1miRNqsgGtFqDLZhY1N9fUEsrLqkgYXKdcZtf1uVvr+9hCBZ3pkkkgNhNisyxCka+rc0jZt0bTsQ1STlj1ezzWazs27XWb1vS2L+3pWN/XMabtXK/qXNnfMdxS75PwXSKeWcg3MmgqErEHV9uORUsrC0WZmSIEojY1pSoxrjI6pjIyuihiXmrY3LfCQhhdsoYF1kD1BhX2ShNU2KznGyqMbTcwrCDfaVq6ZxvfZaI/T2Es239mjOx5CqsfMEkdUJfJ0GkxtoB6hkxWg8aharDM8spGMtnY2ujtajNIxFo6ZaRF7uYJnHWi+W0tSxT9SxR9SxSt63Wdm0DluEF9YWJ8PaT2S0UDctGyRvlws3yoQeyQCm1cjoFK0hDx3XhsB6qmsbSsoaKsCV0pKypgwFOIyYnopPjKmJiSkNCyuaFZYaHJYSFvP6Mw6jMKo/v0QYW9EgQVNuvxg3S3ngD0T0O0qgIKm7mRAPQT9P0ko5pq15GtGrYL2nD8oMBtflZhDBsQyAv2rIMY1qk4jCkCG6f+CwT+pluBx9OGrFM5l60g0woyvAB9KryT4QPY3scKqzcDTZC+zQBKOzpwPD6KSGUTCE0UUh+HZ5LVLezpWaLqHW5pWt3VtrSxfkln67hBN2E2rFP2L2hvXNTbuKy9ZWl78+nJzcN97QYWw8FjDYgFDjYXolK0FJKCROjF1bZUVEpLimTFRfyMDHFeTjO6srG4iAyHVSbHV8XHlYSEFr39Zv6vf5329tsp4aFvhobQW2UNQ5bAeZIcGoYHFA3YphXG91k4PuO01L5OYWBQYS+RoMJmPX6Q4QYoRs0TrFqmHWRYn95o1JANapJZTbFriVY1ywXtOHNC6LHQLU+pimUDGTaAbNPQnhfpynEauC4T12XkuIxcl5HjMrHsENthYNlBll3Pcxm5TgPbDgq9Zp7TwHGALCfEcRmYTpDpBBlOgOs3ihdYWR6I6Qa5Aya+XSe1A61us97nsY8Mqk1GtlhSU0uiYPFyHLaXzTRK6lytjau0mg1265hGs7KzfUVrw6qO9vUa5TqtYlFDo4vPdwmFdibbweac3j7uk0tURALIpDm4DCORpMTie3G4DgymHYWWlxSLsrIkefmS3NyWivK2WrSgKJ+QmFgRPa88PKI4ZG7u3DmIt95KfvvtlPDQ8LC5jAZ547CD4Qe5g0a2z8hzG6fnSE6L7IX85beJPEaRCxS7gKDCXgpBhb0KeL6mB8ewAjSLnmTW1JqUZKMGDykZVuDgxXNMG1QLKklGDdmkpZh1NLOObgEY1qmchdYvzccGeG6T0GcVeC0in0XotdQN2DhOk8BjYToAhlUlHbAI3QaGWdcwZJf6TDwnwPYYeD4T0w8w/SDHb6gbsEsGHXUDdrHfxvOa5VawzQD02iyjm9afObx/vtNKpTPIeKIEi21GYzREglnI83a0LzfoV4P6pW3tPi7fzxcO8AVmFrufSOipqO4sr+qtrGkuK28uKT07sRNgsloKS7rRaCWutrcG3VFV01RR0VBaKssvEGZmcuApsqKiTgxWXllOQqblz4tCvvFW1q9+lfPGG/lz5qaEhKREhqeEh8LC5sLDQ7lNDc1LfHQfIB6yyoc9IpdB5DWJ/Fa+3yJ4wcbXUw0xo9ht4HmhoMK+f4IKexX4lwpj2SG+xyQbdMiHnE0j7t4lQ4qlw8b1K298dN80tqpv6XDP0qHOEX/TkFs26BD5LJxAsJgdZDpApuM561mw7CDPAbJtgNBj5LmMPK+JZNdSjMo6F8i2avF6BduqEbshjh1kWkGGA2B4AKYX5PvNLKeRYNLIR9yyYQffBmj8HoXN2gbqV6xadmLHZqirRVRV3sIgy2uxnWiMhkQ08zhWicjVKPGIhEYGG6gl6rAEEEfQkygqGr2fTNGz2DZ5vaul2d/dfe/K1VUWq7+lxd3QYBKLAD6vj0RuKisTZGRw4HAOHC7MyqwvLxLl5RWFhyf814+if/Tj2J/8NPUnP0v+n58k/ejHyT/9eUpoSEBhKeGh3ObG5iU+hh/k+oxi3+PxLKHPwvCBHJ/xGzTBpnjxXIlBvluCCnsV+GqFMawA12VqWuQxjq/07hhbsX/HxNmTR69cuv7wg7/8/a/XP7p39Mqlne+d3LBv9+COjaYtq3pXDYq8RoYFYLqmcnsF0hPan+xweuc8ByhygSwPSLarWXaV2G0QuHRUk5JuUQpcOoETZNlAqk1HselYbojhBYgWjXDAJvBYWGaNwu+0LhjSOh1ccV13b5+hr5taUUZLT2um4uU4XCcaoyYSITYTYtMVOFx7dU07Gt2JwTSXV7RXVII0hqu5ZbFGOWa17Fw0fHzHlttnzvz1T396ePXauT0Te1cu2+S0Lwe0vq5ODZ1al5fHDSgsM5ObkV4ROQ/+i1/Cf/bLvLffLg8PLQ6Zk/HrN+A/+yX8pz9PfvONlIiwxwprqH+sML9J7DGJnIDIBQUV9ioSVNirwNd1JNkOiOs0sl0GtgsSeSxCt7lxyH3u7s3mYa/AbRZ6LAKXmecycZ1GjsPAsoNMK/hEYT6Q6QeZbpBpBacz67MdUGC2I88BMmwAw6Fme6G6+Vap3yR0AkInwLKpmDZ9YOWxx9m1HCDXbZYM2rtHvP0Ou3G+z+T3Nfb0oNE4LIGMLS3FpqZg01L5VVVyHK4dg+nCYHRUipZCri8sFOfmNJWVt9XUNBSXSgvypfm5oqwsUVYmOyMDC4MRkGmC3Jxz+/eqaFRxZiY3K5OJRNQXFMiLizgZ6bjkRDYczk1N5aWlEWBJNUkJKFgSCYmUlBRISwupWVkYJAKdlFAUEZkSNhcWaIWFzWXw+c2L3EGFvQYEFfYq8AJjYXQrQLPoqRYd1awjmzRsh2H/+fd4ThPJqKGadbTHaxc9fsn4XIUFxsJEfpvQZxV6zdOTHFl2NcutE3j0Iq9a7ILEDk2dTUE19tOtKrbDIPTbRH4b229gOACBw9hmMSg9TsP8gT6jQdbSgqcyCCRas1ggZxDVIm4bmUTMzW2g4Dtx2HYMpheL68HhpIUFdbm5DcWljSVl9YVFfASCA09hwpJRCbEVUVFlEZFlMZGEuNh9W7Y0VVZSY2IYSUmctDReejoLBqsMn1c4N4SQnCREIsV5OdKCwpbq6m4MphmDkVdVySurJGi0BIUS5Odh4PDc8Ijk8LnJYXNTwkJxAn79kJXpB3l+E89l4jsAsTuosFeSoMJeBb5OYV+CbgX4LvO208effSPJnB7If47CQL4LEnsMIrchMDYUgG1XCezKOqtCrGsXG3rFDqUY7BQa+0RuQDpgffzoOkG2AzIsGlEaDN7FC0WdHRgKRWc21snqW2WSBSZold91aPPYqN1aV1IsRdV0YLGtNTWNJWVNpeXSgnx5UXF9QRE/PYOfns5LTSMkJ1ZHx5SER1RGhLPhcGYKjJ+JnFy1vKsWJ0AiRJlIfloaKSW5Miq68J13K8IjeAiEvLC4uaJCRSGBTLoKT2hHoeXFpQ0lZQ1lFU1lFeL8fFxGWlVsTFZ4eHJYSEpYKEbIlw5aOH6jaMDOcQF8hzaosFeUoMJeBb6Nwkzrj+5/blzYlxXmBRkOkO0AhS5IZNHWGZV1RpXYqJSZdW1Wo9QJCSyqOquiztIrUjY3G5Qqn6vfadXYDB02Y4vDUOfUCF06nhOs8xrbIaCxp1fc2IgsLswvLu3qaO9qaTSA2onVy68cPfjZ7VuXD+x2N8tkxUU9GGxbdY20oKAuP68uL1daUFCXmxsYlefCU5nwlOr4uJKwyPLIebTUFEFqGj89feuQr7sWy0tNpcNSqmNjSbAkWlISA54qzs3vr8Eo0LguNAZg0rUUcgcK3VRW0V6Dai6vkBcWNxaViPJycUgEGp5SGR9bPG9eelgYRsgLKEw84OS49EGFvboEFfYq8M0VxnMaV05sEzwvOv9xBh47yHBoGA4dw6nlOwGxUyP16iR6RV1vd52iW6rrbtOoegxQh9MigxRNFl2jUdvQ3613WpZv2Di6Z0JttTQrlTJ9txjsqjeouxd77WMra4V1eYWV2Tl5dY3ylq7OqgpsfWPjtrUrLh3c/emVi//74cM/f/LhgZVLW8pL1WRSFwojzs7hpqXW5eZI8vMEGRm81FQhElEXWII7C8mEwfFx8eURYZjoeFxiwkIjwC8pRMVGl4XNq5oXxUcge9AoA4Ph4PKsHK6SSOxGY/QMmo5O68Vgu2vQfbjaXgy2vaamobpamJeLQWSgERkYRFpNbBwiNBQr4ssGLSw/JPBbOS49b0ph9KDCXjWCCnsV+IYKC8yR9G8Z4z89R5LnAJlWgGxQU0w6jk0n9ujrBswNDlBs6KO3NdRKhXi+gEShUzk8vlzGEoiZYqmouUXQWN/U3qa3mJYtmL90yL9k2LN0ocdqUmn7uxv6Opq6WtsgoMNhauxTlFai8QSKxmQwu92l5ZXJ6bmLh4dvnT5y59yJL65f/+uDh//86/++f/RYNxrTjcU2l5WLc3J4aWn8jHRKGhwTE4eNiauNTySlpvKzkHVZWeSU5JqIiJKQ0IJ33i0ImaNvlBCzMkiwZG5WTg8GoydTrXyBTShwiYROkRhgMdUUkppMAlh0PZ2qp9PUJJISi+vG4WRYjLiqkltSKiwoFBUV1iYkxs+dW0qny0ccTD/I9ZsEboPEA9X5zCK/lec3v+i8oqDCZgdBhb0KfHOFcRxG4/gq7gyFMWwg1wHSrQAe6KdZ9QKrqsUJdTpNDV2deDa9BIMtq8KWYUlVNbiaWjKeTC8qq8zPyqmurGmU1EF9LUv87n2b1mxbsnCZ3TQMKBca+73qTnVLc0dDfZuyX9DaVoUh1kllzZ0dFq8XRyD913//mENnXjiw94PLZz68cvGP73/4108++ccfvrhz/HB7TY20oKAuL68uP1eAQLJTUmoS4koj5pVHRReHhBWFzkVHReKi55VFhue/G5L1xpt5b79VGRoKiPntNTU9GDTEZNiEfJe4zi2UgCwGxGY6hGK3SOQQCgxMFshigFwmxGXqGTQthayoxTWj0VJcrRyNlhYUsnOyMbFx80JCsjDohkVu5gDE9ZtEHpN8wFz3dHR+UGGvCkGFvQp8G4UZNOsXcp2PFca2P17MkWPScCy6eruh0QY2AnpRQxMeT8wuKikoq8SjazlkMpNIouOJdGwtpqgYk58rplA9/b3r/datyxZOLl10cOnIvkXD2z2uhZoeX3ezWS7tl0kN3Z263q6GurommQSFwabB4D/+r//OToVPrF514+SRDy6+94c79/762e/++tnnf/voo3OTW+UlRdz0NEl+vrSggJ+RwYHDUUnxFXGxqOSEsvDw7F/9KuMXv8j4xS8yf/Xr3LffyXnjTVxsnLSwcEFP91Cd1CsW20UigE03cNkWHg9kMwwclkMg9ool/jqpTSiEOEwDnQ5xmGYBzyLia5nsHmxtIwYjq6lmZSErEuIrIqNiQkKzaiobFrqmFVbvN9UNfBtzBRX20gkq7FXgGysMZDugtsVutgMKzMfmOUGxG+SZtWKLptlu6DYZeiB9U1MDCl1bWlqBqapikEgiMqmDQ20k1kpKS2UoVC+DDrS3LnFYN7ldEwsGJ5Yt2jU4/+TCwROLBiZtxqXdLQONMkjIVzBZRmkd0Noo4TBzYmNT54b/7P/9v/A3f+nVKO6eO33txJHPr9/664ef/O9vvvjTvQ9/f/3mmTWjbRUVrBSYtKCgvqhYmJXJgcNJsCRccmJ1fHzFvMj0n/8i/kc/jv/vH8N/9svyeRHSgsKeGoyFy16u0ww1NroFAiODoadRDDQayKIDHAbEYVp5PBOHY6CzIBoNpFD0OIKJznTKZE6ZBOKL1FRqDxbXVFPDysyoiIr6/9m7q+g2rHXR9y9nn7PacJOYmWOWmWWZLUaLGS2TzCAZBSaZ2WHmpGFo0jA5jI6ZmVFy0rT3IWnX6j5r77vaNcZtvK/G+D94yK8evzHn1PT8Qo3NLA0MPcHhGsL+Z6QhbDX0BwkjKWXkMhmrqpBc9mULSa+QcSplnOJcYZk8ubQwPj83ms+nQ2Go0HBsBDgeh05mEpOYxHgiOhocyQkKTCNENedkHamuOLur6dqeXVeam87VVV9vrL3fXH+9ovRkdtYRUXwzj5eHwcSEhjKDQWHunmbmFrZ6+sEmpoCtWiIq8dXNy60P73S0PFweGFIPDS92D46/et53+8b9XTtzESgqACDwDxCFhkcDA5nu7mx3NwoAEGxs5qejC1i/wWn9Ru8tWmg7h9jIsJo4QTVfUM/h1cTHl9IYclxUAQyZDUfKEGh5VJSciJeSCTIqMQeLzoTB5JioYgwhB4lS4PBKDrucxy2ikuUUYjYKLQKDKZ6uoZaWYcbmloZGnuDwmJ1VGsL+B6QhbDX0xwkj/cPUIqJSRi2Tsapk/HJ5aklhYpGMmZIIhSDAQSEcMFiIgCdSo0RErIgcFR0MSoqMzOExG7PSTleWHy9XHi4tunNg37XtTccLpdcri2/VVV7Iyz6eJNrL5dfRmVIYKg4URPJwc9PR2fJ//hbsYB9uZ0P28Tm7fcf4m+ddLfdmurpXRscWuwcnW99037jacuzI+ZpqBZYQ4x+QAYXmY3BpEWC+vz/Xx5vm5gYyNHbfvNlXWwdmbcPz8ZESCDXC6Iak2Co+r5TOkBMJcjS2EIOToTBiGCITBpfB0QpMlIJCllPJeVFRMiK+gsep5PNK6bQiGrmETq9kc4sZtAIiPgMGF4SH4d1cQ8zMQEYmFrp6npFhwu3lGsL+B6QhbDX0pwj7XWUyTrksqVSRWCgVpKdHMTlgMIwRESIARwhQiEQSLh4O5wQH84GBxQLusYrS76srrjQ3nmtqvLRz+8ND+3+oLDkuEZ9X5FyW5R9LFu3l8qvpZAUKK0Vi08AQirePu5mp3foNIBPjEAN9GY3aeunS+MPHI08ezbS2L3b2T71513fzx1fnT19vajgukdSyueVEUg2boSRRc+Aovr8/zdmZaGcfZmIeaW3D8PFKh8EUVIoymqfkc8oYrCIatYBCkGNxUhJBRiXJiYR8JFqMREjRmEIKuZLFLqUzimi0eg63KUHYkBTbyBfUc3lKJktJZ8pIpBQYlA8MpHh7Rjo4BukZuBnoGW/Y5BUaxKsv0hD2PyANYauhf4+wzxvJhDJFSomCnZsBozPCoWgaPioegxIiEIlUQhKdJIpCkP19WJDwPbKcHw7uubqj6Upz49m6mpYjB281VJ3OyzgqzjyckXIoVtjIZCgw6FJilBiOSIZAE8PDcI6OLt9ttv92bbCBcXxIyPnqysFbN0cePhq+/6Dn2g9Dd+8PXL/+4tjhe3t2XsrPuyAWX8zNPZmeuZPNkeLQ8aAQhqsrzRnAdHFhe3rGhYbmRGGVDEY5iy2nkmUU4ufkFIKcQpRTiFIyQU4myikkGYWkoJIqWKztfH49h1vD5jYLBI18fgOXW85kl9DpORh0KgQSHxzC8vaGuwAi7WzCra2D9A3dDPSNfiWM+CthAg1hqzYNYauhf5+wcpmwrjhJWcgQJYLhyNDgMF4UMZ/NKxJwS4T8bBojAw6PjwgX49CnFXl3dzZdaWo8V1u9r7DgbHnhnoyUfUkxh5MTGrmcSiZJSSCIQMHZEFh8cIggIEDoD4RbmDutW++5eTPL3f1SWVHbhTN916+PPn888ujRwK07HRfPvTt08E5t1SV5/ilx1r2ampaG+u8z0iuotFggkOrkzPbyFAJBKVBoAREvIxNysdgCQpScSvqMl5RCLKERKxikciazjEGWE/HlRHIdj1fGZNdxOM18/qGkuH3xwn2ixL2ZqZVcTiE6SgxHiCIj2Z4ebE8Pprsb2MIq2MQ8xNQ8xNQ8zMTC09jIeMNGrxAQv76I3KD48m/eNcXsP3udQkPYX5uGsNXQnyKMWSFjVHx+jaeQVllIKZcnlChoMXGI0HAOApYvYO1NTjiYHNcoEJTQmflRuFgQqIxBv1pbfae54WhJ8V6J5Ig0/6g0/0BSwsGkmMOiuJ0sbikpqgCJjg8OjQ0M4vn6cX19+T7eoYZG1n/7BmNnV0DCn6utfHXmZN+1a6PPn4y0POq+cvnt8cO3qysviLMuyHLv1FQ93b79h7LCKiYlHQLj+fpyfXyFYUGJEHAKHJaFQuagUGIEQoxASFBIOYWkZLCUDFYNm93E5TTyeI1cTh2bvUPAP5wct0MY3cjlbufzDicnnBBnXCzK/z4/q4JEFgWF8vz9uP5+THc3urMz2sE+xNQ82MgnoyWoAAAgAElEQVQsxNg8xMQ81NQi0MDAYe06Tw8PUXmRYEcZtbKA88UgpaDhz1xq1RD216YhbDX0xwljlMs4lTJOpYxWJqVVFdEqi4ilsvhiOYVGR/v6pmBRSjZjR7Rgl1BQxWCVYPAFaAw/IEBOI12uKLnbVH+uWHZQIjlaWnxMWrA9mlPNItdxqNU0shyFTQmPjAkMEgJBXB9vpqsrycnJS0vH5v98Q3F1S8XAdspzX549NXDn1sjDlv57t9pOH3+yo/lykfRctvhWTfmzHTtvFBYeFMTKUZjkiMjogMCYwKCYyOAYSHAcODQZAk2GQjNgcDEMkQWHy8ikKjankctr4PL2xsUcSow9mBh7MDH2UFLc0dT43bHRjVxuI5e3Kyb6WHrSkbTEHUJuLholDAwSBACjgUCWhwfd2RnhYBdsZg7U1QXpGwQZmQD1dAN1tJ3XrneyA/CyxbGNReyKfPavQ3CFjSXChhJ+QylLQ9jqSUPYauiPE8as+EIYvVxKqyxi1SqZlYqEYjmFTMF4eaVg0YVUUhmd2cDlldPIcgRaAkcmRITLScQzBeK7jTXXyosvlSouVZWckUlruYwSCrYYi1NgMBmR0JjAIL5/gDAQxPP1JTk4hpuYuW76zmX9BjIAQPL3qU1Penfp4vCDez3XrnZcvvD+xNEfK0vOySQ/lpc83b79YXXZiXhRDZlSgECLIiKFwKCYwKDoCJAAHCgAg+IhYclQ2GfF8vE4JY3RJOAdFMXsTxAeSoo9lpF6LCvzmDjzaHrKkZT43bHCJi6vmcdv4nPrWLSSKEI2Bh0bGszz84sFBceAgtgeHgxnZ6SDXaCRgb+2VoCONlBXN0B7a5CBIUBXz9zcAs/iJFQUsqsVv20hYxpLYhpL/tyhmIawvyoNYauhf5swbn05p740oUgOR2NDvbwycLgyBrWKxWji8+tYTCkSkwNH5sGQdUzGmfzM61UlF4vyz0jzz8rzT2Zn7eNH72Syi5FRMgQmOTwiOgAUDQzkB/iz3d1Jjk5+ugZ236712LyV7OXGAgVWieKeHj8+fO9u9w9X2s6dfr5n16m87EvF0ue7dz7bs/NcRvouNreGyZAiMaKICIF/gMAfGB8RlgoDJ0MjEyCRqVBYOgSWjcHIqKS6WMHBpPhjWenHMtOPZqYfF0uOZ+ccz8k9npVxMCGmkcuqZlNrOZwaJq0AgRQFhcYEBTE93NneXgJ/f56PD97JCe/kgHK0D9DX/UxYgI625+bv/PUM3UxMDLdsCQ4Li1Pmc+uLWTUlnxXj1Zdy6//4w/kawv7SNISthv4NwhjlMnKlnFlfKmgqSyiShUIRfp6eYjyhhs1o5LF2RAtqWXQpEp0JhcvRmH0i/nm5+EJh7snsrANJoj0Jop2x/GYOs5HMKEFH5aMwqZFgIRAUCwrmeHrSnJ3gVtZeW7barVkPt7GVkYn7Jak1mUnHSmWtp44P3LnZd+P64+3brypLnu3b2Xb0yK0q5W6BoInLa+TxcuDI2KBgvl+AEBSUhUYVEKLysLg0CEyMQhZERUnJhGIGvSk57lhWxjFJzvHsnONZGXvTk/eIRPtEot3x8TVcjpwYVRSFLaFRi6OiUiIi+QEBgoAAmguA4erK9fXh+/qRAM4kJ0e0o32QiclnvwJ0tL23bAbqG7kZG+utWWvr5MDOyYitKuLUFHLry1h1yj+xf9QQ9penIWw19O8RRiyT0muKY5vKRMWyMCgS6O6RhUaXMqnlFHIVmVoSFZUJg8VFhhdg0ftE/DN5aWdl4hPi1D1x/EoqpRAfpcBjsiIhKSFhiaFhotBwITAwOgDIcHVF2mzz09F1XLMmyMCohEpt2b27+8bFk7VlTdnpV6tKXx07MHjrTuvxY28OH+g8c/Lxrh3H09Maedx6LktJJInCwmNDQhMjI7Mx2CImo4RJl5GJeThsAREvp5FkFGIZk9mUknBcLD6RmXo4NWVnXGytkF3NplcyaVV0mhSHT4fDc2DIfBxWAkcJQSCWhwfb04sGAFAdnQT+AfFhYQI/P4oLAGq/LcjExF/7C2FAHe0gfX1XI0OzLd8Zm5shuZy4SoWwsZj3p86/NIR9DWkIWw39O4RVyIglUnpVsaCxTFQsh2GjAl1cU8LDFRSCAo1VQNFFOFw2Cp4GiVRSCAeThKeyRd8XpJ7KEe0TRSvx+FwIsgCKigEGMTzdub4+QiCI6+3N9vBguLgEGxp5bt7ssXmrKCToXnPj7Js3k62v3l04f7Wp8WxV2bnSwtcXzredOfX2yIFHDbUnMiX1fF4dh1FOJhRAEImh4alwmIxErBHwqhNiynhcKYUop5JkVKKMSpRTSWUsVnNawqGM5B2x/Douq4hMURBwCgI2H4+V4zA5MEQqFJYcGZkcERkbEsz28KA6OlKdnGhOTgw3t4Sw8GQoNDYgEAdwCrW2AunrAXW0gbo6XxTT1nI1NLCzNDcwMQlAw+PKC+IbSrn1GsJWaxrCVkN/ijBulZxTJWNWfFmFcRoqEksKcWRKgItLHDCwmE6uoJGLcbgaNrWRzahj0A6mxpzOSTyaGXcsM+54evzBuLhqOl0ZRaggUjIiIDGBQEEAUBgIYnm4Ex0dcHb2QB1tX20dvJ3TvpTE4Xt3Ztvah58+GLp7u/fatWenT56prrh3/vSlyvJT+dl74oS1BLqSTCqnEEox+CIcIQeNysFiKjnsnclxzWnx1TGCIhpVRiHKaSQpCZ+PxxXT6Y1JsdtTYqQEYi4+Kh0GSw6PTI0AZ8DgmTB4NhyRDkfEBYfy/QKY7m40JycGAEBzcqIDnPl+fikweFJ4JMvdE77NNsTUzGfrVs/Nm723bAnU1QHq6gC1tVyMDLwBzsZGxm5hoSJ5rqi6mNvwn3eRf1Q0DWF/VRrCVkN/4lJFpTyuWcmplNLKZMRyKb22mFOnTCwpJNAZoa4uQmCggk6tYtMqaIRdMYIjaQnHMhIuFaVdLMo6mZl8NDXuQFzMdjqngkKuYdEauRwljpAFg8cGBseCgrle3tBt1r56Br5a2lhH50IK+dHuHbNt78efv+i792P/g1sj9x72X7/2+Oihtoe3j0uldWx2ARaXA4bngOHicHAOGKZkMIvp1Eo2uzE+dm9SbFN8dA2HU0alyyjEAiJegkZlweCyKHwxnS6jklLCI5IiIoQg0OcbGAkRkSkQSCYMlhQRGQ0Ecny8ac7OFCcnnIM92clJEOCfEBYuiohgeXlBzMz9dA19tbUd1623W7POZeMm7y1bvDZv9tfW9jI2Btnb2hgY2Hv6xmfnJNeX8Rp+d4rPqVdy60s5GsJWQxrCVkN/5rEdRdaRRm55LrFURiyV0quLOTWFotJCenQ0xs1VGBSYjUAVIbEVNOK+1NgD6fGHkmPPy1KvluVfVUjO5iYfTImropGL0LgSQpQUicqFINMiwTGBoOiAAI6HO9rG1mndBrjNtioB/+6+PSOP7s10dUy8eTH64tHI05b+GzfaL5zpvn5lsa/77dGj+5OS0sMiOb5+0QGBdBdXlqdnMYnawOcfz0w7kZW+M1ZYzmLLiQQFBpcXhU2JhCRGgjNgsAIkOikSzPcL4Hh5cn28ub4+0QHAz/fR4kNCE8LC+X5+dBcXloc7AwAgODqA7WzI7q5JERHJYDDFwx1kYuyycdO2b9faf7v2s1++Wlud1290XLvOX88gzMzS3djQ2lB/m52TQJSUub06urGY8+tdCladkt9QGvsHb1doCPur0hC2GvpTTx4qvt/Hq8gjlko/E8b+lTC0mxs30DcJGpEPR5fRiE1JMXtFMTsF/JOSlFP5Kccl8WdlmWcLMvaJYho4TBkelxweIQoOiwsK4fr6UF1ccDbWSAvLSDOTEjbj2YG9fT/+OP323UJf//jbF8P37488bBm6f6/71tX+Wz8uDQ4/O3SwlEUT+PolRYQryJR0GJzn65sPQ+6KjTmdl31Omr07LamSy1GgcFlQeEoEOBoYKAQGiiIiksAQYSCI5eFBdHCku7lyfX0+n8TFBAZ9ju/vR3cB0JycaM7ONACA5eHO8fNheXkSHR2B+kYOa9ZZfLvWau16wPpNzus3+GlrAXW0A7S1gNraQYbGoabmQSZmTgb6ThaWFBY3qUEpbCrRELZK0xC2GvoThFUUVp47wq/M/0JYVTGtsjC+pJApjIa4uuA93KODAkTQyAIioSGa3yCKaeBwd4miD+cmbk+P35+VcDgrvi5G0MjlltIocgI2D4YQBoJQ1jYgQ0MfLS2PLVoKNu369qbOixfGnz5fGhxcmRie7GwfaXky19k929sz9ubV4IO7i5NjD78/pRRwKwTcm4313deuXG1ulJJI2SjUwWTRWXn+5VLp8cykHQK+AoWNDQwWBAA5Pt5cH59oYGAMKIjn4413dIywtY5ydOB4efL8fIXAwFhQsMA/gOPjxfX1Ybi5Up2c6C4uXF8fvp9flItzoIE+YP0G+zXrHddtcFi3wVtXL9TMAqinF6CjFaCj7a+jDTQwAuobBBkah5laeBsZm5hYoLGU5Ori2OZSDWGrNA1hq6E/M8GoaO+F76Mr8z9PMCKXyUll8oTSQqYwGuzmigEA2B7ugrDATCS8gkEpixWU81nldMKh9IT6xNgyFrOEEpUGg+XjsIV4fEZEJNfTE2plHWxsRHB3y6PR9kqlL8+dfHzq2IvvT089f6ManVJPji71DCx0DixPTauXFlTzs8szUx8/rMxPTY50tA23ty6OjK5MjI49e3qloX5faurJHMkPFUXnFNKjqUk7o/kKFE4IBHF9fZge7ixPD56fL9fXhwxwjrS1RjjYUp2c2J6eXD9fnp+vwM+P7OGGcbDjeHpyfX3oAADVyYnt6UEAuAQaGAI2bLT9Zo3Tuo3BJqYRDrZgJwewnU2oqTlQR9tHR8fRyMDJxNBbTzfE0CTM1MLP2ERf3zg4Ai4uK01prmD/eqlVQ9jqSkPYauhPEFZZdOLWVWFVwd+HsJXJE0oUjNi4iAAgFuDMdnfn+vvGBgVnwGF5+KhCBjUPjxMFB/O8veIhofnEqNworJxILGYy9mUkn5UXnJHJzlWW3W1ufH32ZP+d2x33bz+/fr6z5f5i38Di5OTcQN98V898d99cf99kR9vosye9d28ujI30vHw6/vTZ/PvOpYHB8VfPJ1qe3N6/f2+O5Jw853pV0TmFdE98fDWLrUDjEsMjhMBAvp8fx8eb5eZGBTiDbW0iLa2ozs50Jye2pyfPz5fj4810dcE5OSDtbDmenjx/PxoAEGluFWlm4aut7bh2vcPa9Q5r1vlqaYdbWEGc7MCOtuFWViB9ff+tW52/22xnYuRqqOevrRVsZBJqagE0MbPW1Qn09RUrClO3V2kIW6VpCFsN/alp3mdb7gqrpf84zVtUouAnJUcEBkFdAXQf31ggiOfry/bwiA0CJaEiRZDwIH1DtKNdY27W8+/PtN+8+fb6tXc3fhx6+njy9auxxw+G790ZvnNz/FnLxOsn7+7d6n/+YHG4XzU1rZqfXZ6fXZ6YWB4enO3oGLx95+357x+ePjrR3TXU8njg5s3Jly8XOvtmW9vn27pu7N9XHBN3MjfrgiLvgCSjJlpQHEVUoLDpEFhMYHB0YCDTw53m5ERxcgy3tYbZbmM4A2jOzgwXF5arK83FBWZvi3Kwozk7M11dmW5ucCsbP20dpw2bHNaus1+zzn7Neq8tmwN1dfx0dF02bfbR0Qbp6/vraAMM9Z30dP0M9INMzIKNTEJMzMLMLEKsLC11tby8PMVyhYaw1ZuGsNXQHyasgFFZ8uPzx7HVUnxJAenzI9Rl8qyq8rj0dHBoONgFQPH2jgsN4ocCUS7OCCcHtIcz2tEBaGySG83tevTo0+TELz99/Glh7uPkmGpoeKG3f66rc6b1/fjbN6Ovn/W9fNj36ulMZ/vSxKhqbm5Ftfzhg/qDanllcnTi5bP3F889P3fy1ZkTU93d0y/fTLx9PdnRvtg9uNjbP9/ff/vQ/sp44e70pFM52XuSkirZ9EI0NheBSoVAhYEgjrcX1dmZ7uxMc3YmODmSnJyYzgC8oyPcYRvS3hZmty3EzCLSxhplZw82NYswMnLfvNVp/Qbbb9d+9sv9u+8CdLSButqemzdb/8c3bhs2AnW0/bW1vPR0fPX1Qo1Mw0wtQ0wsQozNggwNI7dZOerp27u4pOblp+2o1hC2StMQthr6bwkjlsrwJQVRxfm4ojxMYS5akQOXifElBQ9aX1GV+TCpGKPIQRRmY4rF2TWVcdk54HAwzAWAcHOLiQhNR0Bpfr7BFmbe2lo2azdEOrveOn3y4/zcbH/P3NjQh6mxlbHB5aH+pYG+ua7u+e7e2e6e6Y62oXevRtreTnS2z0+Mfvr4UbU0PzcxsqJeGu/taLvz49NLZ97fvD54/fp8T9fE0+cjLY/HX75d7huZ7WrvevrgRHVFeSxfyWUcTE07kJRczSAVYrBiKCIuJITj7UUDONOcnHCO9lSAM9vVlQpwRjnYwxxsQ62tQi0sQywsQ0wsQk3NfHX1ABs2AdZv2PbNGttv17pv3Oi4bt22v63x1doaYmQcbGwSbG4CNDcLMrcAGRiBDIyC9A2DDE1AhiZAXd0Qc7NQMwugni7Yxspb3xDg5JyUnZu+q5r96+1WVp2S31CiIWy1pCFsNfRfE0YslTKrFKLd1eIjOxSnDtZdOr3r2sUjt65fef5oYmH2yovHR27/2PzD+eLvD8qO764+dDBXWYbH4SA+3iiAE9bdLRUKjQ2PpHq4w8ytDP7X/84Q8Kc7Oz6qlmbGhhfGR1bmpldmp1fmptVTE4vDw0uD/Yt9vfNdvTOdXePt7yc72+anx3769NMH9fLywszkcO+r61ceXfj+4flTr29c6797b7G7c/zdm/EXr6bevJ1pfT/ypOXlqaMHc3LKhLwyGqU5Jnp7SkItl1VGImRBYTGBQdGBQIaLC93ZGW6/DWxuBjc3R9jaRthtC7UwCzY0BOkZgAwMAw0MPTZvdVizdts3a7Z9s8Zjs1aEqRnF0wVnZ++rpQPYsMntuy1AfYNQC4tQKwugkaG/rmGQqXmQhXm4pSXEwsJfTzfYwizU3AJkYBRhaRVgagywsY9Jk2Q2VnErpYL6Uk5dMbWmSLi9MqaxhFP7B15A1BD2V6UhbDX0LxAm+UzY5dO7r106evvHq89bJhdnr758fOz2jYZr54rOHCg4sTd3X1NWsZRAp4JBgSRXl0gbKwEwIA4OiQmPwDk7exkbntq34+fZmY8r6g8f1CuLiyvLSysryyvqZfXiompmZmVseLFvYK6ze66re7j19WRH++LIiHp+5uOK+tPySvfzJ4++P/bk8rnnNy6/vvPD0NMnywN9s309U29bp968GX54v/3Mmafbmy/IC/amJh2MT9idKNqVkbw3MaGBx8rDYZIiwLHBIQxXFyYAgHSyBxoYBOjogIxNffX0PTdvdd+4yVdrq7/WVsC69fZr1rtv3uq6aau7lhbcykoA8pPg0NkIBN3NI8jAyF9LG2phjnFwxjk4Ye1sqR4erMAAuq8P2983OiCA5OGBc3QE29qGmFuGmVkEWpraGJny4kSF1RXRJWJhQ1HMdiW3qVTYVM5tKGLWFmsI+/rTELYa+oMbSYRMjC8puN/6mqSUwaVipEICLRJDCzOjSjI42UkIEik0wI/i60Xz8aR4erCCgfQAf5CZaSwO8ermtZ+Wln755ZeV5SXV5JR6bk6tXlpRLamXFlXT06rh4YXOgbmu7rmu7u6Xj0fev13uH1geHlpZWlwYGW29ffPlnatdT1uG3r0Za3013dm+PDw8+7594M7t/ps32y5dfLS98U5d9Y3a8nOy/EvS/FO52Sdzck9kpe6KiS6iUTLhCK6XN9HREe/gALG2CjIy8tPW8dHSsfqPv1n/7VuHtev8dHSABnoumzcHGBhi7B0xjgCCh7vAzzcFFpmPj5JTSHkYXEpYREIQKAMCycfhpHRKEYVcwWVV8liyqKgCDFaKi5JA4bERYZSgwEgnxwgrS5C9rY2lBYXFKK6ujKuWCeoL0/fXiQ83savktBoFQ7MKWw1pCFsN/ZHjfIJSii/NZ1YWX3/+lFVdgi8pICtlOGU+UpZFKJLw8jJRZLKvrw/d3ycVBSb4+cBcXND29ggnwMm66vmuzpW5+Z9++riytKiaml5ZWvr4cWVleWl5ZkY1NaUaHl7o+kLY4JuXYx2ty0P9iwPDP6nVPa0v75073v28Za6vZ3lgdKGra6L17cy7juF793uuX3p27ND1pvprFcV36qoeNTfdqCm/Uiw7nS0+lJy+LymukcOWEQgpEZE8Ly+coz3Q2MRr8xb3jRvt16z12brFZ6uO9+atQXr6UGtrtKsz1t2V5u2ZGBYqRqNzcfhcLDYPh5VRiaUMZhWbV8vlK1nMajavOUbYnJbQGCdsihXWR/MVJKICjVXgosRQeCopKg6Lxnl5Qp0dItxcXRwdIlBocVl50vZKXp0i/8iOyrNHaOVSSqWCUaMhbBWkIWw19C8TRlHKcMo8XGkes7L4TMs9VnUJoaSArJTjlPmwnHS0VMwtyESRyX6+PlEA5wwkLCE8FOXmArK2TCJFddy9vdw/sDQ29kGtWllaVM3Pffy48vPPP6/MLyxPTaumfyOsa66re767e6K9dbl/UDU29UmtevzD5TO7myc7Oj7OzyxPTI21vu69f7vn5q33F8+/PHHkQlX5iSLZ/cbaF3t2P2luul1b9X1W1sGExHoaq4RCLECi0iLA0QFAmrsb0trGZeNm22/WOG7Y6LllK9rBPiEshO/lxfP0ig4ISIJHZqCQWSiUjEgoZ7EqWBwZmVBAjCqiUSvobCWNUcvlVjLZSgpDSaXXCflV0fx6Dq+Wwy2mUooxBBkalw6DZWMxCUgkG+gP93CDuwACbLd5+/il5OUmNpfTKvOKTuw98OMlnCKTVJFHr9FsJFdBGsJWQ39gFSbFKvNwpXmMyuJjt68xq4oJpVJymRxblAuTpGHlYq4iE02h+Hl7RFhb0P29UhBQXjgI6QGol4nH376c6mhfHO7/+dNPH1bUK1+2kPOqmVnV9IxqavIfCVsa6ptsfbXQMaAan1qZnbl14vjB6sqZwcFPH1YWR0d7nj56culcy7mTD48cPl9debhIerW2qu3UyfbvT96oLLlQmLtfFFvLppfgcRIoIi44lOvrQ/dwD7OyAOkbum76zk9bGwNwSokES6lkpYCbh8VmweASFFJKJsgoxGI6rZLJqWBy5BRSFhwhQSIL6dRSAkWGw5UwGAoquQCOykYii6iUUjqzmsVu5PGaePwqFqeMyczHR6VBIUIImBsRDPNwQ3h4ALfZWJuZxqck5R1oTNtbc+jG5TuvXybtqElsLo9uKtcQ9vWnIWw1VC0jKqX/r+GVUrQyB6XMiSrNZ1QU7bl4lllZ9JkwZFEORJJGLBbz8jNRnwmzsYxycBBFRCTgUfFo8JmmytHnD0daXy0OD/zy86dPnz6tqBZX5ufnx0YXJyfV09Pq8eF/JGx5eGCyo222o3NpcHhhdOTWqeM7iwsHXrxQjwxOvX3Xe/3685PHHh49fLup4bgk60qp9N354z3Xrz7eu+t4Rsq+eGEDh6Uk4fMRKFFoeHRAINPVDWe7zVdra6C+YYS1NdvPr4zOOpmTfVScVkil5WAwYhhCSiQoqKRCGqWcya5gcgqpFAkKlQqBZiNRMipJgY+SR0XJqCQpmSBBInPgyEI8IQeLzcNhyxjMei63icer4/KK6fQkBFgQGcQDRyA9PBAeboH2dob6BiyBYN+VM5efP+gdGZ6Zn7/16unuGxezj+/kNJSxav+l1/Q1hP1VaQhbBRGqpRhl7j+Ug1bmYJQ5v/8wF63M+Y0wWkVhxdlj9MpCYqkMX1YALRL/jjAvd6iTPdHFJdo/QBAWmE0h3Tp6sP/J3YF3L5eGBj6qFleWF1UzM1/WX9PT6vER9djgfyJsvrd3rqt7vqtntqf77Z0f9yhkF/dsbzt7qvPS+fbvT788vPvejvorpYoL8pwXe3d3Xb307tjRSzJZs4BfgokqRGKlSExyeIQQCGK5uZMcHIB6hi4bvkPbOySGhRVTaIczMk7n5jbHx6VCYRI4Ih+PK2Ox6rjccgarnMEuYdBzMOhMKEwMR8jROBmFKCMTfxv9LSUTpGRCCZ2WGxWVA0cqyEQFjVzD5jTw+GVMRhIGyYNCEqFQupcn1NEuyN3d1twsNCQspbQobX/Drh/O3njxRLS9LH5HFa9RswpbBWkIWwURqqWfefpX+kJYeaHy8AF6eSFRKcMX50FlWZHSTKJS8pkwHw83krebABTA9vKCWNtkMxivL5wZenJv5PWT2c4O9fiIemJMNTP78cPKxw8r6slx9digamRoqWfkN8IWe4dUE5NLwwOzHV3LgwOjHW/2KmXl8cLv83Pv1le92LmrZUfzFaXsRGbyo8aGzovnW0+dvFNaeixGVE2niGGwBFBoHCiI5elBB7hQnZ1DjQx9tm4NMTQShYdVspj7RXE7kuOLcITkCLAYjSqiUKpj+HuT4ppEsUoms5hOK2HQszHoLBi8gICX/wNen1PQyEomq4bDVTJohRRqGYNVzmDWC/g7k2L3JMWKOdRYMi6JhGN4eoZbWAQCnOzsnFx8/Zji1JRqZdGJPYfv/sCuUwjqCtl1f2CakYawvyoNYV99dTJCVQFaIflSaTamLJdQJsWX5P/9w88VStDKHHRZDrowm1wqy62vo5Up8MoCTFEOTCqGyyQkpZiXk4KhUB0BTkhH+xRwpCAUBHFxzhfy3/9waer9m9nOjom21vme7pXZ2U8fP6wsLarn5lRTU6qpKdXI4HxXz3xn//LAoGpkYL6nd7F/QD0+tDTQv9DTN9X+7u73R8p5vGo663Ra+t2G6gfNjffrau7XVLcePfR0547L2Xl7BPxKIlTnYVUAACAASURBVCk9PJLj7cXz8cE7OoaammNttnG9faJBoISAQLa3lxyPP5iSsiMuLikijO3mHhsYlIPFlLMY+0Sxh1PjGpNjqxOEDQnR+xOEdbG8ihheLY9TyqB/WXxRCCV0ehmTVcfhNHB5zTxeDZtTxmTXc3kNXF4lm1PH5+9KjMsVMOLp+Bg0kuHtGWFl6WNq6mRvb7FtG0koyKmtkh7d0XD5JL++6I8OlNQQ9lelIeyr7zNhUsmXFBKMModcJieWSP/+4a+/Qitz0OU5KIWEWFIQV1dCLZPjlQXoomyYVAyRidF5GZzUJDyZCvT2DrOyZri68/19Ya5OBXH8tmuXJzvezXZ1j7e3TrS/X5lf/OWXn9Vzc6rJadX0rHpifLl38Mv6q2dQPTo839s919m93Dc029M13dE53901+ODBgRRRMR5bSaIez8q6Xaq4Wya/X1F0s7TobGb6bipHjsamgsFsD0+yoyPMyibUzByyzSbeHyjF4mvY7B08Th4EXhxFquNHF9KoXF9fmouLKCxMTiJVCrgH01OOZWY0JMU2RPP3JMafzBYflYgPZiRtT4yt4/KUTFYJiSIn4BU0SjmTXc3mVrM51SxuKYNeymBWs7lVLI6cRi6h02r5glwSUYhCCELDMG6uYWYWPoZGdtbbjExMoTRqSnlJ2v6a3GM7hBrCVk8awr76PhMmk/y9wmxcWR62JPd3H8okaLkEXZiNLsxGyyVYRQ61Uk5SyrCFOQi5BC6TwHIzwGnxhBghkcqIgiJgtrZhpiYYVxeoo32hKKHt1g/j71/NdPZOtLePtr9bnJ74+EGtnp9fnBhfnhhZGRte6h6a6+qe6+pa6OxXDw8v9g4sdg4udAwMvXs1+O7VXE/P7Pv2m1Xl1XhSXFCIDIU7GBtzSiQ6HSdqorOqyJQCJCYOCOJ4eiG32YabmgF19dC2djHBIXVc/pGM1GNZGXtFCXlQZCOXfTxHfLYgf1diXDoamRgW3sjn7k1JPJErPlMg2Z+e2sDhNvAE+xMTd8YlNEULawSscgatGE/KR2NzkCgZFldEpSho1GI6vYLFLSZSFCRiIZ1WSKXIsNhcLEYWRcgAQwWBgQRvr0gHuxBDE28DfTtTEwszaz8oJFohTtxTHdNcyq2W8+pKOL9O+dYQ9jWnIeyr7/8mTCZBFUpQhZL/TJjs1+WYTIKSirGKXFxhLloqhkvFiMJseEEmOE0I47ARGDwNhyP6egaZm4Q72MKdHWoz0zse3RhvfTXf1z/Z2dH35tnkQM/Hjysfl1VzY8NzY/3Lg8ML3f2fL7XOd/Us9Q2pRiZVo1NLgyODb192v34y09W10Nv39tTJQwmieGAQ19MrJSS0kkQvQhMSA0AJAYFML2+ohWWksWGQkQnY3AJvb5cdGbkjTnhJWXKtouhktuRgWvpRifhufdXrk4d6Ll9qv3z2UJ6kkEA6kpZ6OjvzUkn+1TLZCYmkgccrJJMLo6KkuKh8HL4Ai8lEIpKDw5IiIlJhsGwYMheDlmNxhXhCCYshw+GlKIwCh1fgonLhqBQwJDksnA0ERnl4QJwdQi3MQbq6nno6Dkb6jtvsHH39iemipIMN0Q2lzPICVpWC/a99F6kh7K9NQ9hX3z8j7Deq/ptQUjFKKsbIJHCpGF6SjSzKhmclRQmiQyAILALGDQuC2tkEm5tD7ex25WT23bs5+vrVwkj/RFdb5/OH410dH9Xqj8vqubGRmcHe+a4vfn1eiM139qonxtXz8yvzs1Nd7f1vX0x3dsx3dw8+uH23rrIIi6E4OyNtrXNIJKqnF0hPH2pmGmpo5LVli4+OFtLWPtrPPweJPpSYeLNK+WBH4/Wq0sP5uefLlJ1nvx+6dWPg0a2J168WOrueHT6wKzX1ZE7Oqdzsy4r8S0WyY5mpZQxaNhqVCYVlQWFZMHgWDJ4CgcSFhokiIpOg0HQYTAyD58NQ+UhUbhRWgkLmwJAFcHQ+HJUGg8WGhPB9fNEA5whnhzBr60B9faDWVg99PXtjAxcHOzNHlzAKOXVnbezOSlaFlF0pY2v+wWg1pCHsq69ORqgqwPy3Wv03YWQSeH4WolCMLMpB5WQyk0UgMDQ8ODg2JBTtZO+nqxtqZNyckthz9crIs5aF/r7prq7O54+G3r9ZnptZWVycHx+d6u6c7ej6B8K657q6lwb61FOTHxbm5gd7R9+/m+vtXuwdmG59++bYoTohX+AfgLbbViKKA1tb2/yv/+25eYu/lla4oQHG0SEDAqlgMA9lpN5sqG7Zt+tBc93VqrLzVWUPD+7rvnpp8u3LuZ73S8MD6v6RR0cO1Yri94gS9yUlHU5MOpiUVB/NlaBRSaHh6RBoJgKRAYNnwOFpMNjncSFpUFgmFC6GIzLh8Cw4QgyDi+GILDgiAwZPg8ETwsL5fv4MFwDSbluYtWWQgVGAthZQW8tHV8fZUB9gb29kYeUeFJxYWhi/u5pdKdMQtlrSEPbVVycjVBXAZWLkn1NMno3IyUAWZMGkGYjsZGZmAigsMtzPLy4iLMrZ0d/IIMTctDoh5tn50/0tt+baO+e7+3pfP+t61TI3NvxhcXF+fHSs6/1Ue/t/Imy2s0s1OqSemloY6J1qb1cND6oGxuY7u9uuXDhRrChm0JPDI87uahKCw6CWFjgXF6avbwoUUkSnH0xJvqQsfXJo55tzx5+ePPxg747rO7Y/2b+n98cro08fLg33qifHlgb6hl8+P1SoyMZiK5nsRg6nnsOpZbOlUfg0MDQaCIoJCkkIjxCBwYkwaEJkJN8fmBwSkYfC5GDQuQhUDhwpgSOy4HAJDJENR6bAYAnhETGBwXxfPwYAgHKwDTE1A2prfxnurbXVXU/H2cHByNTEytWDmp2RuL9WUFfEqpBqCFsVaQj72iPXyfFVBRBZFkIm/qdrsf/8ofz3PytyELkZyLwscHosLCWaJRYFhoPDff0ScYhoUADB05MKBNaLM26eOdrVcnu2s2O+u3fk/dvuly3TvV0fZucWJsfHu9tG37+d7uiY7eya6+z+3EJPj2pibGVuZnGwb7q9c3Gof7F3cK6za6r1deeN63f27LlY1zDY2Xb98IFDpYVHSxWnSosvNNbfPXbo2fHDb86d6793s/fG1Vcnjz46cuDZiaNdP16d623/MDm2PNw78f5N3/1798+cqEpLzkSja1jsnUL+Th6/mskpwuLyMOg0ODQ2KEQECk0DQzNgiDQIVAQKzQbDSilEOY1UiMPLkRgxHJECheai0AVobAoUFgMKjgkMEgaC2B7uaCfHUAtLoI5OgI52gK4OSE/P3UDP2cnR0MTU0NoWKhIm7amNbi5jlRdoCFsVaQj76vunZ2G/HXjJJMhfQ8kkSKkYmZ+FlIq//Co/C1kgRuRmIgvEofF8BI9DSxQGB4WEe3nx4dAEGCQbjZYSSXvl8jtnjnY9uTfT1TnX3TPy/m3Xy5bxjlbV+Nj82MhIR+vw+7cTXW0LPT3zPT2zPT2zPT2q0WH17Kx6fmaur3uys2NueHBucGBhYEA9N6+amJzv7pkfGvz08cPK3NzUYM/Y21djLU8mXj6f7GibePd6rKVltOVR59Xzzw/ufHPq8OD9W+Pvns91to08e9Zz54f350+3nD52af+OXfKcxqT4I2mJxzNE+/nCZg6vikWpZBCLCLhsJFKBwZZgccUYXBEKV4yNUhLwFXRiEZmoIBIL0bgsOCIJChVj0BIkMikS/HmGriAggOXmigYAQiwsAnR0/LW1AvX1w0wtfUxMne1sLU1N9E1MQrCEzNry+OYyZnm+hrBVkYawr77/mjCMTAKTiSNlWeDPybOg+ZkISTosPxMhl8BkYkR2BjI7HZGbDs9OQ8bG0AUCFo2K9PKKsLMDGZqQAa4yJqU0mrdPJm05e6Lr0c3x929murpG2951vHjY8+rJdGfHZEdb96snQ+/fzI0OrIyNLI4OTo8OzI4OLE9NLU9Pzw73z/T1LIwOqCcn1EuLK+qlleWllZnp+YGentdP5ybHpvp7+t88HXv3crqzfalncLl7ZK6re6L11dT71veXTrYc2Nl158flwd6xl0/eHDl4r7Huwa76hzvrrjfWXa0pu97U8GjP9mf7Gy7JsnZGC5q5/CYet5xKUMAxJfioCjqxgkYspxCKsLhyOrGYgJchsXIkVoHESuGodAgsCQKJDw0TBgZ99ovn68v08KAAnGFWNgG6ugE6WgHaWoH6+iEm5iHGph5GRj7GJkb6BrZOrlk5OXnNFazy3D/2jWStkl5XpCHs//s0hH31/ReEYWQSxD/6JcuKlGYiFNmkUilWkQOVZiFlEkJJAVGZB8mMw8QKE7LEhcWFpWkiRlhoiJWlv44uzs5eEBIQFxpSl5F65+zx7t8T1vv66Vhba/+bZx3PHw6/fzM7NqSemlocG5wZHVgaH1JPTS9PTc+MDEyPDCyODX4hbGX5g3p5eWF2qr+75+Xj6aH+qZ7uqYGe3+7ELnb3z3V1j3e0Db189urkoaf7d3ZeuTD04F77+XMtjbU3K+VXlIpbNUUtTXVPD+xsPX6k/eTxN4d2XSvMO5os2s8TNnG55RRCARyVj0QVo7FFaJwChZXAEWIEIh0GS4JAUiCQFDAkLigkFhQUDQQKAoAxgcGfp39zvb0Jri4QZ8cwcwugrt6vhBkEGRkDdbT9dbRdjAxtDfScray4CYl5NZWx1QpOw798tbW2lFMpp1fLiH/5X8v//9IQ9tX3zwjDyCRImRj8D36BZVmRsiyYTIxT5GDk2SiZBC5Jg4lTIJmx6OSY1Jzs6uaG7w/vbZLmMsJCw7bZBhuaRNpYgwz1Q4xNyhOTn5w/1fnoxkzH+/nu3tG2d50vHnW+eNT1suXzD8Pv38yODqlmZlWTY6qJMdXUjGp6ZnlqamZ0YHqkf2FiVD09o15a+LCi+vnTTytLiwsTo2Nd7yf7e2b7+pYnJ5aHhpc6h1QDQ6qxoaW+4dmOzq6bl29srzmjLLzbVPtoR82NquJrsuzLOeJbpfmPdle/PXaw/dzp1qOHn+/Y8bCx7kxe5iGBcAeXV8EgFaGxBQh0FhwhRaDzEKhUCCwWFMT38+P7+/F+jevry/P14fp6C/wDYkHBMYFBfD8/hrc3FOAcZmUVYmL+Zb63tlagvn6oiUWgnn6AthbAyMDBUN/B0gJJpWYUKuJrS/4gYTINYX9JGsK++v4vwlAyCVSWBfm9X583kpC8DGRuBkaejcjJAKfEIIQCYnJ8akXxkXPnLty4fuXk4ap0EcXHGw0AICxtgkzMndZucNu8pT4t5fnFc12P7822fyGs/emDN3dvvrl38/Xdm21P74+0vZ0dHfryasX0tGp69neEjY+tLCyuqJY+qJd/+eWXTz/9tDg7OT3cOz3SPzMyMDc+NDc0pOobUk+OqWam1eOjS90DvdeuXSpXNKfHHhJnXpRl/yAX/1CQcUOe/2LXjtYTh9tOHXu6u+52ifRibvbJ5OSdfG4ZgVCCweeiUSmRkJTwiGwEMhOOEIWF8/39Ga6udACADgDQXQB0FwDa0Z4KADBcXBguLgxXV5arG87TA+7sALW3DTW3DDExDzGx+B1hppaB+gYgAwOXzVvsjYysLO0CQGEJErGoXqkhbFWkIeyr75+twhAyyd/Zys2AStKgkjSoJBWem4HMy4JlJUamxZCz4tKLiqr27Ll853Zrd/fLlntndu/IYjAwbq7cIBDWxQ1kYOKwZkOQsdlead7zHy51P74/2976mbC2pw9e37r++vaNl7euv398b6Tt7dLYZ8JmVFMz6oV59eysanxkenRgbrRfNTGuXvw7YT///Ek1Pzc3Pjwz2r8wOjDR1T7f26seH1XNzKhm5pYHR6c7uydev3529MCJnPTmaP7pzPQfyxQPa6ue7Wh+d/jw8z1Nd8pLTicm74+N2c7jlWMJhWisBIFMDo2ICwrhBwQIgUBRaKjAzw9j5wCxsoFaWSMd7SFWFmEGBmFGhiBDvTAjI4iFNcTCGmJhBbGwCjIxCTTUC9TTBekbhJhYhJiYBxuZAHV1gwyNg41MQ0zMg41NQ0zMABs3ORjoWxmb2bh4MZKTkxrLNIStijSEfe19vlQBlYuhcjE8LxMhSUdkpyOy06Gfy0mHZaXCMn9NkgxNjovgsUmJsYXN9ecf3Hnf0zMxODje3d567fLxyvIUIpXu5RUfGYb38Qi2MPfcupUOBF3Y3vD25uX+pw9mO3sXuvvG2t/1Pnv48uYPL29dfffwTt/r59OdnarJiS+ETc+olxbV0xPq0cGlsYHl8RH11JR6cWFFvbSiXvrp44dPnz6pFxbmx0cWRgdUE+NT/T1zwwOq6Wn1woJ6Zmqqs7Pv9bOJtlcDd2/cLFNWkalVBMqpxNS7ZcpnO2ruVyovZomPC+Mb6PQCLC4tEpocEp4YGi4KDY8BBfN9/dhubhQXF5i1DUhPz3Xjd4CNm102bfbR0/PR0XZat955/QbA+g0uGza6btritmmL26Ytrpu2uGzY6LJuPWDjJh8jozATixAT8xAT8yBDkxBTiwgb63AbqzALyxATc4C+noORgZ2+ro2dHSE+LqmpnK0hbDWkIexrj1wnx1fkQyRpkJx0qDgVlpnya7+ylfVb6eHp8RARj5mWWtTccOfp4+GR/oXR0emO9pHH9x8dP3y0IF9GoUf7BwhBQJwHAG5nQ3B0KBHGPDh++NX1i73PWhYGBhZ7+8bbWofevnh95/rTqxfeP7k//P7N7EC/amZWPT//RbHZOfX4iHp0cGV8WD01pZqaUS8urKiW1AtzH9SqT59+WllaXJ6ZUk1MqKan58YGlyZGVNOzqrm5lcmxsfa3fc8fjrxqGX12/+GBvfU8gSQCUoDE1rFY+2IE21msOiKtNoqqJBDig4Lprq5sT0+2hyfHw5Pr5R3lAkBa2wQbGAA2bLJfs9b227W23661/WaN49r1zus22H2z1v7btXbfrjVds87027Vm3641/XbttjVr7b9dZ7d1i62utqOJEdDYLMLCKsTUPMTYPNzaKtLOOtLBJszSMsTI3NvQwNHIwN7Y2NZqG57HSa8tj64vYf+Lj1VoCPvr0hD2tUeuk+MrCz7vFn8PViosKxUmToNL0qGZqeGpiWGJccTUxOzassOXzz/teT8zObE8MDzZ9m7k6ZOBmzfu7G46KhYXksnCQBDP24vk7ER2sBcEBR9Slj44fezOuVO9z5+pRocW+/tG378bbn/37sHNxxfPtbbcHWx9NT3cp5qdXVEtq2bnPp/lq8dH1CMD6vER1fSMem5uZXnp80OvXwhTLakX5tXTc6qZmfnRgZXxEdX0nGpqRjU5NT/QO932dq6rbfLdy/abV69XVpQxaDGhoXwf/xhvv6Sg0IxwcEZYRHp4ZEJwCMPdA2Fpjba3w9jZwczNQcaGrt9tcVyzbts3a2y/WWv7zRqXDRuc1623/o+/WX+zxmbzd3abv7PbvNn823Wm367TW7tef+160zXr7LZs8TE19TM1czM2cjQyDLaxirCxDreyBNvbQlycwU72EdZW4VZWQH1dJ0N9BwsLWzsnHIWcoSyJqyvWEPb1pyHsa+8zYeC8DGh2+j8SBs1Kg2SlwFITwhKEyMxEXnVxSnV5476995897hobWlYv/TQ9Pd/dP/ru9cjjh10Xz18rKzmcnpKPxzI9PHDOjlh7O6yjYyIWfXbPzsdXz985d2zo9fPlocG57u6pjo6h1tev7/744sbVrhctY22tC2Mj6oX5FfWyenlJNTOrmpxQjw2rJ0bVkxOqqRn13NyKaunjhxX14sIHternnz99WFGr5+cWJybmJ8bGRwYXx4aWJqdUM3Oqqaml8eH5wf6lgf6J9+9GXz7ovnr+el3lbpGoAIuhu7mzvL2Jrq4IOzu4tXWUowPCxjZAR89PT99dS9tz82av775z2bQZsGmT09r1Lt9tcdfWAZuZwbbZRlhahbs6h7m7eDk4elpbemhp2azfYPTNGoM16/XXrHM1MvI3NweZWgSYmDkZGQZbW0IctkXa24AdtkFdARBnB7C9TcQ260ADQwctLUczE8dtNjgSKb2kKE6zClsNaQj72iPXyfHl+bCM3y2+oFmpKEkaOiMBzGODBdyE6qKD96/ceP3keef7vomx4Ymx+cnx5cH+qbZ3w48f99249uLgnjO5uYdS4gvwOIKzU6itVYSDbbizkyJWcPvM0Td3r7+4eXH43YuZnq7pjo6Fnt6hty9f3rre+ujOYOur2c4u9eT0imppRbW0ol5Wz8+rx8fVX073Z78c8C8u/PLLzx9WVB/Uql9++eWnnz6qZ+fmRoemRvqGRwanRvrnx4ZXpqZWxkcWRgdmRvune7onWt9Nvns19urZ4P1b7d+fuN1QvT02tohGiw4Boe3sQwwMArdu9t+6xVdHy/W7Ta4bNoJ0dMAmpngnZ5KnG8nNjQn058Mi0qPQOUy6LJovS4nL5XGiSURqWDjG1xNoY22/eYvumnX6367z1NJ11tF21tVzNzHxMjYB29hE2ttE2tlE2FqHW1mGW1mFW1mFWVqGmlm4bt5ib6i3zdgEgY1KLZTHNZRqCPv60xD2tfeFsN9vISFZqVHiZEZKPILHTy8pPn3/5sv+zu6pkcGJkcHhwanRoYXRwZnOjpFnj/p+/PH9iWO3a8qOZKTtihPmYTEkF5dQK4tIB3uEh0uDPP/tzSsvfrzY+ujuaNu7ifa2qY72ma7OvtfPXt68/u7h7YF3L2e6u1VTU78StqReXFBNz6onxlRT03//jnJx4dNPHz+ol34jTLUwPzs+PD3aPzs6MD06MD86sDw6uDQ2qB4fmZ8YnhkemOvrXejrWx4YmG5vHXh8v+/6tf7L558dPXxBWdocF5eNj8pEIVKgUEZQADMYGBcWkhwenocnVEYLmjNStueJdxdI9pYWHKgsOlRVcrCu6lB99eHK8t2FBeVpaTkxPBEOg/TzdTY0MPxmncWaddu+XeuwYaOdqZG3iWmkpXWknU2kvXXENusQU/MQE/NQM4uIbdaRdtYB+nquRoY2hkYgUGh8TnZ8o1JD2NefhrCvvX9GWBo4U4RIETISRPHS/BM/XO4fHRmamZqan1Et/D/s3VdUVNm6N/yrb7zndLd227aKEczaZtsOdpuzJEUMUCA5R5VcVeQqYgGKRHNGwIgoKEElKDkXVM5hVVxrVVqrQPC7KKAxdO/ee3/nNPv9ivG/cMjQC0p/Y85nPvOZEAjwtAq5Xi5VcTmy3m7h2zcDD0pfZqVdD/InObtGHLQ49v33uxYs3L1wkfP238qvXeA3vmmtKGO0NcsYVDGVDFD7xVQyveNtb/3L/rd1/P5upYCjA8dWYQbF4NGK2ETC9KhWj2gG9cj79++Hh4bUiFopF4NiHgjwx6MEeIabSSDAVwJ8tUSASEVqLgcg9wmb3kj62mQ9ncL6enJ5WWNRUXNFWWf546orl15cvfz86sXnVy/WlxS1VZZ3PHvysqz05aOS2gfFNffv1Ny/U116+0Xxzcrim4+vXXp4+cKt85nno6MSAwLc9+1ZOW3G7C+nmH45Ze3X36yZO/vX+fP3mS7cv2yZ+bpV5utWHVi5fP+yZQfXrDi4esX+lct2zp2z3XThirkmmzf95BsVFVyYYSRs8sdI2GTPZwiLCrEOD7AM8nY8c6bwYUk3jy5QyIRigVoOaGC5SgagIISAIKJQ6rgiiMEQNjd0F99+HBt13t0dZ2lpt2bNLrNF2+fM97e2eVt2j/emvu15ObujHWQyxFSymNovppCZXc3U1jf9TfV88ucIU6k+Jkyt+pQwuQL4iDBIItAplAgIQhLB6G9KBDCHDXS18hpfintaQdoASKOIW5pETU0KJg0RC9QstpLBkNIGpDSKjEZVsTlyGpVNbqe1NfW/qSPXV/W+rGh/Ud745H5V6a2qklvPi29W3rlekpdzNTU5yddn19o186ZMnf/llO+/mrryyykbpk3bMnPG7vmmlhs2WG7ccPD7FQe+X3Fg5fIDK5fvNlu4c/ac7WYLF86dvWbNep/QsFMXMo2ETf4YCZvs+YgwS2yoVXiAS8gZ56DgiJTkt73dQpmUxWGDgFAnFYEinloiQeUgolAiCgUiEqlZfAWFzH1d/Tr/XFFYcLrDCZdff91hOn/rnNmJQf6tLx73vqroa3zF6W1XMOhyJl1CHRBTyIzuVkZnE72ziU/uVvLHCNNp9LpRyBAY+p0wJYgoQb2hu1WPvB8ZGR4a0iBqCaxQjFMF8JUATyOXoSCk12q0CjkI8AyowVyOtKdd2NIso1K0Qp5WyJeRu6U9HRoeB5GIVSy2isWG2WNhsjRcrloqALkcKZUiHugT9bQyu1sorY1dryrbKh5Vl96uvHP96cXCO+ezLybHe1odXPz1tDlffLXgyynzv5gy/8spS7+c8st3M3aZLtxtumiP2aI9ZosM28nts2fvmD17h9nCpfPmLF+22i34zOmLRsL+A2IkbLLnQ8LCLSKCrML9XM6c9gsLy79yicxh8cQiIZ2KalUIBMJMjpYj0nLEiFis44ogJktC7ZN0tHFrquuuXiqJwWc4O7v8/OsP077bv3TxjczkrpfP2p6Xkd+8pnc2ixkDMCCA2CyARmHQBuhdTdy+TjGFrGQyEIVSr9MgSmhstWVoofhQMRDU6zR6RDs0ODj8bghFtDoYhgChEuApP0eYEuCpAQEqESKAAGYyJZR+FYejl4hQiVDFZkF0OiIVI6ACZrJgJhsW8CCJABLxYAYL5nEgqQCSCCAOW0qjSKj9AG2A39/d31Tf/bKiufz+i5JbT29euVdYcCf3XKSL8w/fzVzwX18u+2rqkilfL/1q6rwvp5h+NWX1V19v/HraNpNZO+fN37twiYGw7bNN9pot3rzA9Pslix09PE7lkzzy/9oLIEbC/r4YCZvs+XgVFhViFR7gdCo4GIcttBTibAAAIABJREFUfvqIzGayORy5gKuHIa1UruZwUECIiIUoINSyBCCdIaZ0A23NnOrqpmuX76Um5wT5+W3fueaLqc7bdjQ8KGI2VPfUPu2pq6G3NgG0AaWQAwECCX2AT6ey6VSAQgao/RLqgBYQoiCEKEBUBY8eSmrVo4QpQFSlQmEVogBhHQwjqneD+uF3Q3pEq4dhEBDyRAKhSKCSiXUKJaJUIkoQASFEoVADfDUg0EuEqESoEwsgFlPFYqnYbBWbrWKx5TQazOWopUJEItbJ5IgKQrRqnUKOigUagG8wERTzDXM1pDQKv7+nv6m+6+WzzuonzeUP6h+XlF27fCcnOzbAe5eZ6eovp+xYYLZv9co9y1f+amKyesrUlV98tW7K1O1z5uwxW2To198+Z86u+WYHFi/bvmzxyrkmh62tArJTPP/ig95Gwv6+GAmb7Pl4FRYZbBXu5xQcfDo+4e7zir7ebiWLBXO4Kg5PzeUiEjGiVCJKw+O1Qp2AD9PZII0m7emkPS17VZB7mxCb7OpkvnxZgocbu76G1viqt666o+YZu70NoJABDhWSCiV0CkDpF9EpALUfoPaLKWRQxEMUClQqQuRSVKtBYRjVTCBMrUJVKp1CCelgHaIeJwyFYaVYwOZyZGKeSirWq9R6Q1uZAtQp5BDABwG+TiJQAwKYy5HSKFLqAEDtV9BoEJ+rFvF1UplaKtEAAj0M6lHdIKrT6zR6NayRS5TAaIlNRqcCFLKUTuF0d3S/et5V+6Srtryr5unbx6VlueeLM9Kyw07b/vLTnsWLXH75OeSQVegha79duxw3bdoxd/6vM2fuNlu0a4HZttkmuxaY7Zgzd/eChQeWLNuxYsnC2bO2bt/lk0nwLMz6S4Tlkjxy0p1zjPPC/oYYCZvsccgjnsiMtQwPsIwItIwIMg/3s4rwd4oMikqOryl/SGmsFbU0SlrbVQyWVsDTCvmoTIIoFIgSQpRyVKFAJVKEL1QymKLO5vbSu4+zz+acDo45YXc/N4vR9Lqv4VVPXW1PfQ23qwUgd8uZNDmLAdAGxFSyjEoB6QwFlwWLuDpAgEpFqESEyBWoWvXxRhKEULUa1aoRRKPXaYYG0ZGRkaFBPQpBSrGAw2GDhoE8EIzqNKhOg2rVqEqlkcu1MkAN8EGADzOZIJOh4LPlfJZSwAEBvkoqRGEIVcE6hVyvMxx3agcRLQrDiBJUScVKMQ8E+AohR85jiSh9jM5mSmtDX0NN9+uqrpdPG8tKn10qfHQ2Mz88xO23X+3Xrz998ADW5kjskSPJmBNEzAm3nVvM16zat2z5znnzt8z4bu+SRXvMFu0xXbR/4ZKtixYtmzt7yy+/eqfFe17IdMxJcs5JMbwp6ZST4pb7+TmIHrmZxqmtf0uMhE32OOQRT2TGWIT5WIT7WoT7Gghzjg6KSYttflxCfVnBef1C0NCgoPSpOByQzdRLBIhchighRAkhIIRCICqWKWgsCbmjo+Jx+ZULl3DYAizu1YMi8puXvfWveupq+9685va2AQO9IIMhow6Iqf2G9ZeSToeEfLWIrwEEqISPSgFECSEQhKpUekSDqsfOJeUgqlXrB3WDiNZA2Pv3798NDY4TNjZTDEI1ar1ea/AIValRpVIlESoBnpjPE3C4EokQkghAiQCS8EFAgEAQimhVWrUO1Q4iWhTRanRqRAGiSkgtkxoIgyQCiMcV9PfQO5uYPa39TfU9dS+7ap82Prn3/OaVJwX5F6Ij/bdvdf/55zArK9yhw1HWh2KO2uKOH/bdt+vQzz/uX7F8t+nCHbPn7Fu2eN+SZXtMF+8zW/yb6cJV82b/8vNP7mmxXhey7HIST+YkGwhzyElyzf38NGrj4Om/K0bCJnvGCPO1CPcbi/8x7Knw1Jiyu7d6nz1mV1dw6mrFbc1ScreSOaCXisYIAxElhCqViBCAGBzJQG/366qX9+/czz33MDu7+cm9voaa3vqXvfW1lNYGbl8HQO1XMugyGkVM7Tc0iIE0OsTnQlwOxOWoJXxUBiBK2PA367Wa0e4Kw0IMhlGVaqyc/zFh4ETC0IktsqPrKRaPR2Wx+AIeLOGDAF8s4CpEPI1cotWoFKhKg2gMhEE6FaI0ECZRinmghA8CfDmNKuztoHc1M7pb+t/WjRNWef3yk4sXriTgg/bs8tzya6iF5Zn9BwJ27vDessXzt80uP/1ouX6NgbCfp3+3a/HC/WOE/Wpqtmr+nA0b1rkk470uZtnnEMYJczQSNvliJGyyZwJho4qZh/tbRZ45lRJz6/b15nt36U8es1+9EDW+FbW+VTLIvxOmGCVMJxSrmVwpjcpqetPx4umroltNxXe6qsp66mr6Gl5RWhpGx0zTBmR0qpQ6IKb2y+lUJZ2hYrFBMU/BZsIMporP1UvFqFyGyqVamQTRqPWoTq/TjLeGGU4tDVPDRoaHxwljc9gSMV8tA1Al/IeEsdg0JpPN4cgBAQzwORy2QMCDAYEWgpQTCIM/JAwScEEeRzzQx+lqHies+9WL3wnLy70cExm4e6f75s0Bu/d4bN58fNUqqyXLbJavPLxi5f7ly/cuXrJjzpyfv52209Rs3+Jle0wX71u0ZPeSpRtnzVplttgpEet18ayRsEkeI2GTPWOE+VtGBltE+FuE+5qH+1tHBp1Kxt28cqG26Ebng3us6kpBQx2/sV7R34dKhKhcgihABIYNhSqdSK5h8+QMiqi9te9ldUvx3fbyB92vnna/quxreGn4zy8g90hoA4bWfDmNqmKwYBYbFHJBmVDKpMppVBWbrZEIdBIBAghAgKvTwIOoTq/VfNAaptMYymRDenRoEEUhCBQLGGwWV8CFpSLd+FixTwhjsth0BpPO4YjEQljC53LZTAEfkgi18B8TBvBgNltFZ4kG+uhdzYyuZlZPS39TfVft044XZY1P7lXeuFJ2LusSLiz44B7P37YE7d7jvWXLse9X75xvtsVk7tbZc7bPnb999pytM2dsM5m5a4HprgVme0wX7V+6bN/K5T/MmLnSdNFJI2H/CTESNtnjkEc8kRFjEe5vFRVqGXXaItzPPNzPKtzPLyY8g5R27+qFV8W3ex8/oNVUsGtfAG3tKh5XLxEgSgWq06IwjIAQAshQMaBg00U9bT0vqxqKbreV3e9+9bSrtry3vobR2cTrbZdQR88fpTQKzGRBHA4k4IISPiTmS+gUMaUPZrFAEQ+WCGCADwE89FPCFGOETbiHBAICBovJ5bJBgKeWSfQ6ze+EqVSoEjIQxudx6Ww2i8OWAgJYwudw2DwBD5II/gFhHDZIZ4gG+gxj/ukdTX0NtR1VT1qfPnzzqLTy5pXH2Wcv4cJO2xwI3rsv/tgJ/BHbkP17MBt/OLh08X6zBXvmzd0+b872uXO2zZ49eiJpumj/4qVbly7+fv6cTWvWuBFxxo3k5I+RsMkewyrMPMzXMvKUFS7cMiLQPNz3UFiA5+mQM1GR+ekp5dcu1ZUUNT2611/+kN1cJ6fTNHwuKpeNnhsqIVQmRRVyBZsl7u3oqH1RVXSjvfxB96vyrtrynvoaZmcTQO4CqAMGwkAGA+ZwDGUmUMKHuRw5jSqlUUA6HWSxDBeGdBKRXqvWozpUrR4/lEQg6HOE8T8gTK0e/ZbhDyqUsEQEAjwQEPCEAh6PA0n4EMAX8DlyEU8tFWtV8J8QpmQzJdR+4UAvvbOJ0dk80NzQVfusteJhy+P7r4tvP79+uWyMsDNWFufc3c+7u2S4OiScxOCO24QePOC1ZcvRHzfarF1rtWzlvoVLfptlsnO+6T6zJb+ZLfx+nsmuX7d4pyd4XMg0EjbJYyRssmdsFRZohY2wwoZbRgabh/sdigh0DAx0cXNLPBV0OzPj6e1rL+7caCwpIr98LhnoVtLpiFig12r0Ou0YYTIFhyWmkLvramtLbrc/f9L98mlXbXlPXQ2zqwUYO4IUU/pBOgMSj10JkvAhLgdmsCAmU0wlSykDEJejkQr1CoVep0U1akRhqIKBqEat1+sG9chHhEESIZ3J5HBGCUOVkOGW0gdVeYAPAXy5WCAS86HfL1QKEBDUIVoF8ilhsFomAQG+lEkFqP0iSh+ltXGguYHS0thVW9H27GFDaVHlrauVhQWPc7Iv48NPWe8POLgrzckuw9mOiDme6uly3tMj/aRzzIljwfv2e27ZcnLjRvMly9Z/PW3rrFn7zJb+Nt90hcmsQ9aHAs+nuBdkGAmb5DESNtnzO2FjI6ctIgIsIvwsz/gdc/fw83TPjMUV52Q/u5D//ObVtqdlvJ4WJXVAJxIgoBLVqAyEIQqpgsMSUfoG3rxuune3o7qi5/XzzponPa+rJxImpQ2ATCYk4htYgSR8iMeFGEyQwZDQBqR0KsTjqGUSRKHUazUIBCMgZOgOQ9VqVKcZHhrSo7pxxVCVSitXsNkcPpcNAjyVDECUoF5raHD9gLDxS+DgR4TptCCi0n5IGKJQqmUAKOZLGVSA2i8c6KW0vRlobhhobmitKHtTdu958a3nN6+UFeQVn8u6EHkmYPdO182/nD548Iy5edCevf7bdwbs2BWwY5ffjp0em385sW7t/mXLds5f+MO06Vtnzdq3cMlvJnMWz5jj4OZ5uiDDLT/dQJh7LsktN91I2CSMkbDJHodc4omsBMvI0xYR/hbhhvgdDPe1CQ9y9vP38XQPD/DNxUaVZKSX5OdW3rza31AjpPSATKZKzEdkAAJCqFymkQggLofd3dr29FHrw9Kul0+7asu7asu7Xj5ldjWPd+Gr+GwVwIc4bFjMRyRCVCJUA0Ipkyqh9kMsJijmgWI+CAhAQIBo4EFEa7j1bbhdpJKKkYkDLUbbX0GlWKAcW9Zp5XIUgvSIVq/RfEgYD5aKNDIpONZ2DwECnUKJqmB0HEREC+vUWkNbv4QP8zgyKkVE6WV1tzK6miktjT2vX7x6UFRx90blnWtPLxaW5mRfJcal+Xl4/PKz1aqVThs2OG3YcHL9eod16xzWrXNct85u/fqjGzceXb1q9+LFm76dsW3OvO0mJntM5/+4eJHpokX+wYGnctMxOcTRTyGH6JBDxOQQ/ri11UjY3xMjYZM9v18wigq1jAw0tFYcDPc9Eh7kFhDo5Ooa4O2ZGXn6anryvYsFNXdutJc/oLY3iPs6YBYDlYoREEIVMg2fK6NTGV3NzWX3JxLW87pqfBUmppAVfDYkFUBsNizmoxKhXiJUSwQSJlVJo8Ns9miBDOCDAA8xlPMnzN6BJUKtXG4YQj2+CtMplDAggAC+EuCppACiBPWGbgyt5s9XYaOEwfDgJ4SBANdQpJNSB1g9rYzuZlr7276G153Vz6pLbz0rul5x+9q9wvzS8+duJMefPe3vsfkX85XLHdetc163/tja1earVlisWnFg0dJ9C5fsXbxsr6nZj9On/zz9u+2zTXbMnr3DzGzZvLlL1q72CAvxz0n99M6jkbDJFiNhkz0T7kiGW2FDraJCrKJCLSNPWUUEHYo4ddzHw9XVPTzAJzc+6tGViy9uXau7ca2z6gnrTY2MSkZlAKpU6GViiMPi9nb0Nb6qKrn16n5Rz+sXho1kb30NvbOJ29cJUPvlNCpoOIVksdQczkTCQAYDEvHGZubwNYAAVSrHB+/oES0KwbBEpFMoECWIQNBolKBOqYQAwdij3xK9Wj2I6obfvdMjOlSt0imUsEQ0fuHRsHsViwUysQAC+CAgUCukg2M7UzWi1kAgJBEasJNzGACln9ndwuhupra97Xld1f68rKb0TkXR9WeXL5Tkni/NSL+aFJfm53Fi00bz75d7bP4laOfu0AMHTx3Y77Vt+8lNm46tXXtg1Zqdc+dtnPr1FpO5P07/buP8eWvnzpn99dfrf/zJNyrK93zKpx+HkbDJFiNhkz2fjDwMt8KGG0ZWWODDDgX5H3b3cHZ3x50JLDx/7uHFwvKrlxrv3+2teiImd+hlIp1YqBPyIR6L2vKmtbLsWdH1mgd3euuqO2sqO2sqqG1vGN3N9K5mXl+ngsOEJAKIy5HTqBCLpZEItBIBKOEr2UyIyTQcUBpm5mhlElQ5oYUC1aHwBMLGavzjhCnFPMN3UY16ePjd+5ERPaob7wtTAFwQ4I2ODwP4QrGAKxIqAT4o5oJyMYxqdIhmENHCiFqrVIIAD5QIFHy2hDbA7eugdzZRWhqprQ0dVU9anz2quXfn2Z3rDy8UlORkl6an3ExNJPl6HNm4ft+SpX7bt8XY2qaetD/v457ugom1tQkxN8fs3LV/+Yqts0y2zTLZMHfO6oWmc0xmfTN95s/7zb2T47xzUxzOf/xxGAmbbDESNtnz+/MfH78aGWaFC7eMCLX087V3cfPw9IyLCLmRkfr48sU3ty61l98TtbRoeTyIzYJYLCl9gPy2rvnhvYo7114+KOp9XdH2vKyjqrz/bR2ju4Xe1cTuaVOymLCYD7HZUmo/yGapJQKNVKgUcGEW29ApBnM4kICnBPgauQxRQr/vGVEtCsNauXx0ls6EjBOmkor1sArVaUZGRn4nTAFqFXKNXKaRy9UyqRLggQBPDvAlYoFyrEAGa2AIVasRtUYFqaRiUCJQCjkSOoVP7mJ0NZPfvO6trx5oet367FH9o9LnxTcrrl4sLcwvzc25k0q4mhSX5OpqvnTJpm9n2K5aHbJ3b5KDXYanS7r7yWQnh2hbW/d9O/avWLFvwaLN8+etMZ1v+u23U6d8s3zjzzYBfn7nk71yko2ETf4YCZvsGX9H0iIu0iI+0go30bJwK3ykZWggxt3tpLOrj4d7Bj783rmM6gs5zffu0upqZJR+KbVfRiVzujs6aipfldx5duda7f07HS/KWp8+7Kgq662v7W9qGGip5/Z1yGgUkM+BORwpdQAaIwzkcFQMlorJVjPYEJ2hYNIhIU+jkBuukX84TX9scIVCORolaBiTDwICHajQ6zRDQ/r370dGRkYMxX4Ugg3dFagSQpSgRi7VyKSwRAgCXKWYpwC4KkCohWEFqlKgKh0EQmI+KBEo+SwhuYfZ3cLoau6tr+1vrGK1vW00+FV0vfJiwb383KLMtGvJMQX4iMhjR36ZMWPF//nv32aZ2K3dgD90OMbWNtrGJvao7SmrA8d+3rTdbOFPpqbrzUzXms6f8V//9c1MExt7J7+0RPdzCU7ZiRgjYZM+RsImexxyiSfOJZgTsYZYxEdaYcMsoyOsokIsI4MtI4MtsKdPBgW6+Pg6OTvH+Lpfjo4qzSDVXr3cUf6A394oIXeIyB2UlvqWpw+fF998VnS95t6dlmePWsoftlU+6qh+1v3yeW/jK25PKzDQqxBwYC5HQumXMemjhHE5ShpdTqcq6DQZjSKh9Ct5bK0cQBRKBPyIsNGVF6pWGYKAkE6hAAGBRiZFVWo9oh1+9+79+/cj79+PNbiqRp9BUigNe089rNIqFSopoJZK1DIJLJcq1ZBKp9KoYLVcCgJ8hUQo5LJYXS30riZKa2PXy8re+hpqR9uLuzeeFV2vLL5ZdqmwNC/ndkriBUJUdsSpGMwx8yWLf54xY9/8+barVvlu2x5jY0s4YRdhbW2/7dfdy1dsNF2wynTeWrP5K2bOMjWZ/+P27b4xkUEFmcfSY46fjcfkfvxxGAmbbDESNtkzShgBOxoiziI+0jwRa4EPsQj1tgjztogIcgkL9QwJcfX0Cj5pl+7vcz0x5sFZUt21q+zaF9KuNm5Pa3fdi7ZnD6tKbj0rul59707rkwdtzx62VjxuenK/7XlZ39s6fk+rsKdNxmaqOFyAQhbT+2GAr5IKYR5HShkQUfvEVLKYQhZTyDIeC5EJUYUCAaHfbwvBsAEjw4u5o9FqECWokUlREEI16kE9OjI8/O7d0NCgfvRPaUd79FEYRlUqwzBYvVajV6lRlVqvhFRKpQBWKCClTq5UAUJIwlMCAja1n97xltHTSn7zuqOqrLu+mtzd/vTWlcq7NypvXr13oaA0L+dOGrGAEEU65Zvu6hJhaR6wdw/e0jxk374wcwsCBpPk6BC8f9++5Ss3Tp+xavas9YtMvzeZNe3/+T+//LQ1OAobkBnnkpdsnRJzLCveIY84/kHY5xDscwgGrT6KkbC/MUbCJnsmrsIsEqIs4iIt4qPMiTjzxEiLqCDLiCDLiEC78DOO4WGOoSGuHu4hDnapp/1uZqS9uHppoPyJuPkNvfHVm7IH9Y9KXhTfrCy68fr+3ZYn99vK7rc+e9Ra8aitsqynvprZ8Ybb3SIhd4N0upxOlXOZMCBQSgQwj6Og0Qzjp6U0inigV8qkqIU8VCZFQAjVaiYShqpUhvvbhujUoEYuMwilRzTvhobev38/NKT/vYkf1aJqNQqN1dS0v9+gNPRkwDAIwEqxSqkAlZBEJAX4AJ/D6e9hdDbROpp662taKx4NvK7h9vc+vXWlsvhG5aXC+wV5pXl5d1IJebiQFE9Xor19ioPjBR/fkogzV06dvugfmO3pgbW2wmz4Yed8001Tv9lkMnv1/Lmzvpgyd84CR3d33Lks19Q4p1yi3bnEE+cSHLJ/J8zxPOHkeYJLTqpL7scxEvY3xkjYZM9oLcxQCMOHW0WGWmFDLeIiLRKiLGMiDUUxS2yYBTbMBhd+8tQpzJGjvvbHr5BSKm9f63hwl1tf1V9RVn3nxrOi6xV3b1Tfvdlyr6Tl2cPmB6XND+911pR31ZZ31jzurXsu6GqR9LSKB3qVTKZKxFdLhUqAB3M4MINl8AtkMAFyl7ivU0mna0UCRCFHQMO9SA0KQYgC1Gs0E28dqaQALBHpfids8P379+/fvx+thU24iqRHtIhWrVPBo4QZHklCtCCighAVjKrEKqVcIuQI+QwWmznQx+h4S2583VFV1nD/TlflMz6V8uhqYfnty08L80pyzt/NOX8tAZ/t45Vy8iT+iE2C9ZFcD/dbZ07dxWIvBwaddXYO3L5j93yz32bN3mYy+5fFi+dN+/bbb2daHcecyUpxJOJsUmM8L2U456XYnUvEZI5+CvY5BJdzBM+zhE8L/A45BLfcdCNhf1eMhE32OOQST2TFW+LCLfH/IBbREcdCTh3HODkes02POFWSc67l9hXGi6eUirKaopsVd29U3L3x4u7Nt8VFLQ/vNT8oaX50r7O2vOtleWftE3LtU2FLg7S3DejvllD7YTYbFPFhHheiMyEm8wPCyF1KBgMS8RCpaHQP+NHLuB9FAaLQnxKGaAcRrQ7RqBD1IPIxYSCiglAVoFLKJUKBUMDhsMW0fm5/F7OrjdpS11tXPdDeLAdEb148bap6Wv/w3ou7d8quX76RllBwOijVyQlnczjCwjLO7niyw8lUR+d422MemzfbrV2z3cRk1RdfrZk+fdG8uVO++W7Dtq1eURG+eSkn0rDH02Mc8ojWKfjjWfEOWaOrMANhHkbCJl+MhE32fFwL+6MQsQcToo5Hhbn7+x+yPe7r5nIxhVh1qbDzfmnv4wfVxbcqim9UFt+oKL5ZU3yrtaSouaS45dG9juonnTXlHTVP+mufCloaxL1tQE+rhEqGGEyYyYaZLCmNomTQDS/RfkKYcHRGxdg7IJ9ABhkmL/5/QphCIpCJ+XwRXyHkyIVsGZ8p5dIVfK4aBgf1qEIoAFgMaj+5r6nu7dPSR5fyr8ZiiY72IeYWAbv3BO/f77d9p9/2HW4//7x/wfw9SxbtmDtnw/Tvvp9t8u1/T5m3YCnG3yskM8ktKxFDwmLOxjrmEg+nxRgJ+4+IkbDJnn+CsPio4zFhHqGBNsfsPTAnLiYnPivMf3X1cl3xnYqiG5VF1yuLrlcU3ai5c6Wl6GpzcVFzyd2WJw9ayx+2Vjwiv3zGbqpjdLcIeloBSq+URoEZLAWdJqaSwbHHtJUMhpjcJSZ3Kul0SMRDZGIUhseuSRrGK4IIOKEpTKHUKZR/ThiKaNG/vArjCQVsNlM40MPsaR14W9v+vKyq5Hb7q2qASS+/UPDwyqWHly/ey868mhx7HnuG5O2Bsz3iv2u352+/emz+xWXDhuPr1u5euGDX3Pl7Fi7ea7Zo58JFK2bOmDltxq6DVmcI8T5ZsZh0rH1mtHNuikd2yslzifaZBEzG6KdgJGzSxkjYZM9fJ8w8PtI6JtIpIdzF18vZxTU3mfC4MP95YX7lhYLKC/mVFwsMeX6hoPJCfv31C20lt5pLi5tK7jbdL2l7/pj6upLZ2sjsbhH3thvq9+MTxKQ0yuhzjeQuXlezZKBXK+Kj4IQGfZ3hrW+NXqMxtHqppAAI8GGJ8E9qYYOIVo2oQUSFIlrkLxDGFQrYLKawv3uguaHrZUXTg7tPr15ofFDC6Gq7fS6zOC+nOCPtSjIhNyqC5OOV7uIcYW3luulHp/Xrndevx6xbe2DF8q1z5tosW7bfzHS32eI9SxYtnjJ11br1nqGhQVmJDunYo8k4R1K0+/kU9+wUt7OJjhlGwv4DYiRssuevEkbAmhOwB+MiMbGhnuGnXYNPJ6cmP7xQUJ6T/ZiUUpWV8ig3+2lB/vOC/MqC/Ir8vOfXLr29e6XtzqWquzdqim61lt2nvKrg1FczOt6KeloBcsf4BJ5xyyS0AR65i9fVJBno0Yp4epkEmXCpe7QSr9UgSgiVy9UAXwnwIID/DwlTICoIUYGI6q8SNtBDaW5or3paW3r7SWHuy5JiRmvLnayMYlJacXrKFWJMblhwmpd7ivPJ03v3OKxZ47RuncO6dRarVx5YtWLP4sXmy5ftXjBvp+nCdXNnm37z7V4by5C0RPeMONtk3Ik03MnMGNezCZgMvCMpHkMiGgmb/DESNumTS7A7l3CYgP/HIeKt46IOYUOPYMOcQ0MjY6Jvnsu8n5Ndmpr0gJRckpF2LyvjQUGeYWlWcbGw6lJBzaX8iksFFVcuvn5wt7P6CeP1c3ZjLaezSdzXPk7Y75ZNIAwUcVVS4Xgjxe/TdSAIUUKoXKYG+MoJAyf+hDA9eRokAAAgAElEQVQlolIiKsVfI4zDZvF6Onvrqgy7yNK881XFRdSmNzcySVdSiFfTUy7E4jP9vYlOmGRnx9N79xz+foXV6pVWq1fuW7X88JpVtmtW71myZM+ChVtnz17w9bT1a3/wOh3sl0XAkHB2aThMJt7hHMGBFG9PirIn4TGkRCNhkz9GwiZ9cgl25xJsCfh/GBsi3io+yiI82ComzCbylHdYaE4WqTj3/OXk+NvxMSXJxLvpyXfPZty/UPCwsKC8ML+ysKCiIL8yP7fiYkHNg6K2F2W018+59dWsjrfivg6ANgAM9AK97QClzzCWeoywt9KBXgmDpuSyVRKx4bIkCsMoBKEQhCiUf4Gw9wa/tIgGRFR/iTC1UmEgjMPmdnd0v6psL39QXXzrbn5uZdEtcsOroqyMwtSki+mpF2KiM/y8Ex3s0hwd/LZv37Vo0d4VS/euXLZ78eIjq1fZ/7Bx/+rvLdeu3fjt9Pkmcw6fcAxNI7pkRNuRsBgS7nhGNCYz3p4U70TCumXGOvxzG0njU7h/T4yETfrkEuzOJRwh4P9KrBKx5rFhVjHh5hGBtgF+kTExpfm5188m50eGFsfGlqSnFJGSr6cTbmak3DubWXEu43lBXmVhfkVhfu2t663lD3trnw68qmC+fcnrbgXIXUBvO9DdAvS2A32dAJVsmPIs6m3n9bRKKQNaAV+nAlFYhchkiFyGqFQICKEaNapSoQpQLREbpuioJIDhQvjwu6F374YMjxuNI6VBNNqx6JAJo/fHBuyAqEqhhfhyqUAsZHHYrP5uZkdzV01l/f27ZVcv3s3LeXbrWuuzB7fTUy6mp1xOTUwNCoq2O5HifDLZ3gHz448Wy5c5/LDR4adNJ3/82XnTRrsfNx1cs2brvHmLv5qydduOwPhYN0LU8dTIE1lxR9Ojj5BijpPwGFKcKynaOwPvSEq0/4uEZSd7ZCc7n0/6dL6YMf/TMRI26fOXCbMl4A8RcAeTcBYJUeYRARZBXt6hodfzzj/IO5ePi7oShStNSLiXHH8hMep6UmxxWuozUlLV+YzKCwXPCvJfXipofXi35fnjzuonjLoqVlcz0N0C9LQAPa1AXydA7gZo/QB1AKBTJJQ+fl+ngsPUyyWDeh2q0SBSAJFLUZ0GhWHD45JahQKSCA0jdNRSyThhg3oU1aonvhIy+GE+6rRAUK1cB4khBRcQsURCBoPO7GqitjV2VlfU3Lt970L+3dyc8htX6ktvXU+Ov0iML0zA4d09T1tYJp6wi7K0tlu/zmHdWo+ffvLZssXrt9/sftp0aPXq7UuWLv1q6qLZCzCOzqHJ8cexp2yIkcfPxh1Oj7EhxdiScBhSzElSogsp1uETwv6otdU9K9EzK9E5m2Ak7H8/RsImff5ZwghYcyLOHHvaKszPKyyMmJpalJd7k0jMDQ8rwoWWxoYWRIdeJEbfTEl8kJ5UlZlcdT6zMjf79ZX89ns3m8ofdtQ8YdZX89ubgd5WoKcV6GkRD/QC1AGgv1vS3y0hdxn2lUoRB5UDer12lDCZFNVqUI1ar9PqVSq1DFCKuSDAV0sBRAmhatUgiowMDw+/e6dHtPpPVlsfRoMantRFtAiqlWpAISjnScRskZDBZDC7W+jtbzurK2rv3bl/saAkL/fxtcvVd67dIMQVYsOyw07Fu7pEWFljLa3dN/92/PvvXTdscFm/we3HH49u3HhgzaodCxetMjGZ88VXP23a7BsRHhAdeTI69GgS1jY92iYj5ggp5gQpDkOKtycR7UlEDImAySBgzhEwOQT7HMLJbIJz9ucJc8omOGcTTp43EvY3xEjYpM+/QBgBaxEbaRkR7BB6OjgiIoeUeiM1Ofu0f0GY36XIgJyQgAL8mcuJkddSEh5npJSTksszU2sLc5pvX2l5UNz7vIxdVyVsbAA6W4HeNqC7RUYhS6gDQE8rv7tZ2NUs7u+SUimgiIvKxHqtBlGpELkMkctRrUav1+m1GlQxOlFaCfB0SgWqVusRzdDgaCHs3buhP/NLpxnUI4Z74IZiGaBSChRSrlhkIIzR2TzQVNdV/ezVg6L7lwpL8nIfFOQ+vFx4JTExN+RUupcbwdEu7thR3KFDtmvWWy9djlm/7uja1UfXrTFfv/bAkqWbzRaafv216bTvbI4dDyElu8aE28dGHEvFH06JPpIRY0uKxRjk+ijZBMPIij8Syv6Pv2XM/3SMhE36/EuEmROwFrhQy4gAp0C/mDPBuTGRGYE+6d6e2UG+eSEBF8MCrkSfuZQQcTMlvjQ16V56cvnZjNorBc1FN3qfPGa9fsGpqxa8aRB3NQE9LRCNJqNR+N0ttK5mTlezdKAHZLMgAU8jEWrlMlShQJRjj0iiHxAGS0SI0vAgiGZQj4yMjLx//35kZHgQ/WO/EO3I8PD79+/fDeoHEa1aqxaAcp4U4AiFHJGIyWLSOpq7X1W1PHv44u7Ne/k5Jdln72Sk3cxKv0SMzz4TTHDCEBzsUl2cYk8ctV+/4ejK74+tXWO1euXB1Sv2LV26Z77pr2amC7799qcff/KJijydFOeEDTlGiDqRhjuSNk7YJ36ljxX1Pxm8Y8xkiJGwSZ9/lTBLXOjBCL9Dp3w8Pb3wPh4Zfl6Zbu6Zbh45ZwJyzgRkn/K/HBFwPT68lIi/k0p8mJVRWZBbf+Nqa/kDxusXnLoq1uvn/LevgZ5WBY0C0Cj0rmZ6VzO76y1IIUMiAcRmgwIuBPB1MrFOoRxdgo0NMtTIJKCYo5XLURAaHbGv0wwN6keGhwdR3Z9sJIffDb0fO7Z8p0fVWtU4YWyhkMliUlobu2sqXz+8++DyhSJS+u205MspiRcTsZcI+Jzw00QnB6KjfYaHe8xRW69ff3X54QfXjRudN2wwX7li57wFW2d8t8nExGz+PBsMJjQtyQV/2hMb5pKKx2REHyUZCmGfI8ygWNboZ/EnH9Pf/0/l/5cxEjbp808Rlog7mIg1J2LNCVhLfNjB8ADb8GAXv0AfJ0yil0uWm0emuwfJ1zPd1yPdxzM7yPdqVNCVhIjLSTH305MqzmU2Xi9oKythvK7i1FWx6l7w6l4B7S0ApU9MIbO6W+hdzbzuZgWFDAl4EIcNs1igiKcU81RSQK+C9VqVYVoOqtWgMplaItAqJhD2D6PTDA2i7yd+jYyotSqBUs6TiDlCIZPLpVMHeutrOl48fvXg7sNLhVfTUy+mEi4T8flxEbm4iKxTpwjODslODmme7mf2H3D75Wf3Xzef/OEHzNq1e80W7Zg965fp01d9N33TmjUnw4KDSMRjkYHeiaGuGTgHUtwxUqwNKfooKe4TvxJ/V+ws4dMhrqM5T8Bk//F3jfmfjJGwSZ+/3lRBjD4cG2URHWGeGGVOwJonRlngw47jwt0CAjwc7YMdjqW7u53180o9aZfsaJfl4kTy8cw743895tRFAu5qUnxZevLbS9ltpUWMl8859dWsuudjhPVI+jqE3S2crmYJuUtM7Vcy6LCIB3PYEIMJcthKgK+RCFCJEFEq9YgO1WoMg6RRjRqF4Ynnj/+AsCH9R4RpdBquTMIRCjgiEZPDpne19NXVvH12v+Luzfu55y6nEC4SogvjI7OjQ8+GBiZ6eMSfdMx0dSM5ubps3nx41Urbtav2r1y222zRbzNnbZ0545e5c1aYzLI8aOGVgPdMw3nEhbgnhntmRjul4+zScUdJMXakRAyJYE8i2JMIGBLBnpSIIUX/rpghn3UqY2ylZlyL/a/HSNikzz9FWFyUFTbUChdukRB1kIg1T8TZEbDuZwKOHndwtrZO8nI/f8o3we5YwvETWa5OGd7uOacDruGDLyZGXU2KfUxKrss921x0m/nqBae+ml1Xxat7DbS3iHvbxD2tQE+ruLsFMBBGp+vEAljEVzLochoV4nMhCR8CBLrRl9k0iArWyRX/FGGDeuT9+5H3H36hQ4N8GcARCjjCUcJ6XlU3PC59dO3SjSzSRUJ0IT7qPD40F3sm09cjHnMi0dE+080j2d7BdsWKXaYL9i5auH22yQ/Tvl371dS1075dPX/OctNF9t4+J4mxznEh7mnYY0k4l6zYEwT88aTIoxkxR0mxDqTEE6T4E6R4BxLxKCl2tEffSNgkjpGwSZ9/ciNpnhBlkRA1fvfbIiEKExHq7Ont6OTs6eYe7+mV7uuR6O6R5OmZ4e+VEeBzNsi3MCKwOC70QUpCVc65lqLb1Ion3PpaYeMbYeMbceNbdnsTq7tZ3NMKdLeIyZ1yOk0n4KFSESTmQ0wmRGeAPI5aLkU0Kr1OgyqVOqkYkoogQDCEInq15q8QNjw8bCj2f/Q1PDKihhR8HofOYjPZbMFAX19dzcvSOyUFeXfPZlyOxeeFnSrAhuec8k9zcY46cjjO7liGi5v3tq3bTWZtnztv59z5exaZbZ8z57dZM5fMmvnVF19u2bXbNzbyRCL2KAHnQMLZpeMcMvD2aTj7dOxRUrQdCYch4e1JOHtSHIZEtCXFHiVFY0gxHxCW8bkYdpHGjeTfESNhkz7/bDmfOOHWNwFrQcAdiok6GXLG/dRpJw/PMC+vOHcvgrd3opdXjLtXiq8Xyd+nMNTvLv7Mwzh8JYnYcCG/vbSY8eIZt6GWW1/LqathNdQwOt+OE6ag0xEx30AYzGTBDCbI42gUMr1Oi6pgRKHUyeRaUDmI6kZGRkaGhw3z8sdL+AgMIzD0EWGf42v0NiUCKwVcNo3JEjCoYgq591X161s3nhbkPTyXeSkanxcSVIiNzA70jj9+LMzSEnv4cKKDvc0PG3+bOWObick2E5Mdc+fsWbBwh9mieXPnzDY1tXbBuCbjjxDwNoToI0T88RQ8JgOHIeEwJJw9afQXGBIWQ8JjSNG2pGhbUjSGFP35Gv8HXReJmEw85mwsJpf4P/7vwZgPYyRs0udfPZE0EGZFxFnHR2HCQjxDQl2Dg709PXHOHkQvL6KXV5SzZ6qvN8nf+2yw75XI4KLo048SIl9kJrfevkwrf8yofsaur2LVvWC/fsHs+JAw0RhhDBbEYStFXI1cqteO3vHWyhWwVKiDwZHh4SEEGdKjg3pkfEy+YZTYJ4R93rCRkRHdGGFi2gC3p7WturzqxpWnBfm3z2UWxuBzsSH52EiSr2fsUdtQC8soq0OnrQ8eXPP91lkzt5nM2mYya9usmXtMF25csGDe9O9+27vTI/qUPSHKhhB9hIA/nIA/lox3yBiX66Ng/yphGQRMdiImPQqTFWMk7H8/RsImff4NwswJWAsi1jI2whYX4RYb5R4actLVLcDNA+fng/f0wrt4pvl5ZwR4p/t5nz/tdyHcvyQm9GV2RuvdW7TyMubzp5yGan7Da059LbPjzWcIA/gwgwVxOUqAN4EwUKdQqGUSrVw+qNOiEKzXqvWIRo9qUViFyJWGQa8fETY0qP+HhHGYTEZX89vy+xV3rj25dvkaKbkgGpsTHZYTEkRwxOAPH46yso6wsvbetf3gymVbZ80YJcxk5u4FC1d9M81s2neOrm7YtLgT8REGwmwS/5ww3D9HGAlrJOxviZGwSZ9/j7CDBKxlQtThRJxrEt4zPNTZx8/J0zMoODDc1xvr5pXg4UXy9073884I8MkI9LkZGfbyHKmt+Hr3s7Luyifkl8/Y9bXcuppPCBNoJEKIx4EZTIjLgSV8nVyGjhGGKEEUNJxIqlCteuKZIwKOjrL49FLR+ByLzxDGYdGYLAaFPNBU//bJ/co718sK864lxxXio3IjTp0N8I49fjTC0jL+kE2U9SH3zb/sX7J053zTHXPnbjOZuXve/F9NTRd/+dX6NWsDI3FBxJjDMaFHiEbC/u+JkbBJn3+bsEMEnC0x+kRclHtoqMeZMy5BQe6BgUE+nlgPr2hnz3Q/b1KAN8nXK93dpfBUwKPE2LqrBa0PbzU+uF3/sKS36gmr7gXrw40kKhLAEgHEZBkIU0sEqMxAGDzh1Q8lqlXr9ROcQrV6jRpVwahaNX6Re5ywQVT3mWXY8LBaDXKFAgabzehp63ld8+pe0bMrF++fzbpGjCnEY/NCApPdnCMPHw6ztEyyORp+8KDtqtU75y3YY7ZkzwLT32bM3Dx33oqZM+d9N2O/tXVgAs4hOswiOtzWSNj/RTESNunz76/CCLhDRLxldLhdWKjnmRDPkFCXoGBfX58oby+sp5eBsAwvr6yTDhkejhdDT1dkZ7ZcyXt9vbD69s22J/f766om1MI6FHS6RsSHJAKIxYIZTJjLUQN8VKlAdVpEqRj1C4JQFWy4rY3qDNe2x84lUd3oq2uIVoNokHHC9MhnVmHDwxqNSiKTsDkcRm9716vnz25efViQV5J99lpKQmE8PjvYD3/UJsh8f4SVdaKNbeC2bXsXmG6fbbJ99pzNs2dvmjN3+XffzZs+fcW6dRgfH/f4sGMxoTYEnHEj+X9TjIRN+vx7hI1CRsRa4sOtosIco8JPRoadDAsNDAoM9/cOD/BN9/fO8PMi+XhluroQ7Y+fDfR+kZnUciW/4frFutK7PbXPehtf0TuaAENr2ECPgk4HhTxIyFOx2BCdoWAzNQB/UA0P6hG9HDC8Y4SqVaP3jRDt0KB+aFA/NP787dj6S4to5IhKg2gGRwn7zCpseGRkUK3RyQAel0PvbW9/Ufb01tXigrzS7Kxb6SmXkmLS/bxCzM399+8Ot7LC2di4bPpx83fTf5k+fdPX36z6dvq6xWbzvv561qxZ+w4fDozDO8ZFHiFGnUjF2yTixwlzzMQ5ZIzmI8KOkKKPkPAYEt5I2GSOkbBJn3+GsMMEnGHl9enjIBYxEYeiI2yIeOtE3HFcROCZU8E+XkE+XkkBPmdP+2cG+5319Ulzcznr5/UondB0s6D11uW2Jw/6m1+S37ykd7wFetsAcqd4oEdBo6iEfJDNhBgMkMmQchlqiUAHynVqWCcWauVyRAGiMIxq1ahOo0d1I+/ejQwPvxsanPhWCKpVaxANjKh1Y4QZWvNHRkbGTydHhoffDQ2hMKyWink8DrWzpfnpw6e3rpYU5JWcyypNT7mVkpB52j/UyjJgz54wa+tQc4vDq9f88O13q7+csvrLqWtmzdqwyPTbqV/PX7TQIzAgOCUeExdxIh1/POV3wo4m4e3ScCdScXZpOLu0jwk7Roo5RorF/NHFSSNhkyNGwiZ9/pmprYaFmMUfPA5iQ8AfIeAPE/B2RLwHPtLZx9fR1e20n08WLiQXdyYvJDA/JCDLy/NyXOTzgrzGyxfbyx91vXzaVVtOb60H+jqAgT5RT6uC0q8TCWVMKkDpB9ksCOCDEj4I8JViHsRhw4Bw9DU2CNLrtPrPDqXQarQwrP59zLRmSD96O/Ld0OBoXX9kZBDV6bUajUwKAXw+j9fX1Nhc/mCcsKK05Dvpybm40Fj7YwEH90YdtvHdutXy++W7TBeu/WrqmmnT1i1csG7B3OnTpq/dtj0oKd41EXc4NhyTgT9KxNkkTPiJEfFHk0Z/bZ/+kWIJ/7gjzEjY3x0jYZM+uQS7cwk2BPyn+RPLrD5H2OGx79oQox2jI71DQp29vJ1c3SKD/M5Fh+ZEnc4LDcgM8L6GO1WRm1175VJ7+YOuV0+7asuZdVVAT5thgr6STocFXAmDIqaQpVQKxGEbBkxDgAAEeLBEiChAVKXS67TDw+8GP9w/fuZeEaozNMH+CWEgwOdx2X1vG8YJK83Oup6WfDEpJi80IN7+xBkLizBra4dfftpparZl1qy1X05ZM+3btYvNFk+f/s306T9ZWHkl4E7GRVhhTx0hRh+KiTiUgD1CHF2IHU/BO2TgDIp9shAzEvYfECNhkz2ffYTNUKT/8xXZp2sxCwL2yNhCzIGAD4rBeYWEOrq5u7m5x5/2z8GHZONDMoJ988/4P0qOr72Y31l2p/Pls67ackZdlainTUanGp74ltGoYip59GUjClnOZYASgVYuhyRCaJwwVPePCdNpht8NTbwa+RFhqFajkUkBQMCg9JEbXo5vJA2EXSDG5IUGJNifOG150G/vjiOr1mycNn31l1PWfDll3bRvV5otmDp16pw5ZgednFxiww5hT1tEBFphww7HRlkScAbNJxJmk4i3JeKNhP3HxUjYZM+/TJgNAf9HhBniSsR7xWOdPL2cnZ2w7ifPhQefjw3NCPIl+XvlR4c/y8nseHi7teJxR1VZX30tq7tVRqeqWWwFnS7u6wQM06ip/WIqWU6jQUKeVjGRMNgw+WsQ/SuEvf8sYUOoTqNVyxSAUMCj93WRGz8mrDAuJvdMQIKD3akD++1/+mGX6YL1U75e9cWUNV9NXTtl6vKp33z9xZTl6zdaBHtZRwVahPtbhPtZRgZb4cKtcGGWidgjBPyRDwkzFPiNhP1nxUjYZM+/RpgtMfpkVtIRIt564hzXCYTZEPC2BLw7Ee+BC3N0dfNxc0sODcqNCcsI8iU4O2YH+5afS627V9T6+F5H9ZOe+lpGd6uMTlWx2HI6TdzXPk4YQO0HKP0KPhuWCidsJOHh4Xf/JmGDekSnhiSAgMXjM8hdfQ21NfeLym9eKS3IL80+ez05rjAalx8SlOLk6LF354GVK3+cNm31l1PWTfl68/Tvvv9q6rz/+mLx7Lm7bG2twv13B3mYh/lZhPtZhPtbRARYhAdY4kKtoiOsCLiJtbCJ67K/TphjBtEjJ8nBSNjfFCNhkz3/AmE2BPzRpGifwsxjSTE2iXgbAt6SgDs4gTBbAt6agLMm4E6mJQSlJrqGBLg7O4X7uKeeDsjw9yacxGQFeheRkupuXmotudXx/HFvQy2zu1VCG5DSqBLagJjSB1DIEnKXgTAxhSznsyDJB7WwQRQZHh7+axvJP1iF6RG1GuYI+AzawEBLY09d7YviW+UXC0oL80uzz15PiimMxhaEBqedPOn4y0+/msxdPX366m+m/Tr9u22zZq78csqsr6as+mGTpbuHVZj/Dl+3vUGeB8547z/lZRnhZxHuZxnubxkRZBEbaU3E237yA7RLxR3PiLb7aMzO52KfnuiUmRxyI9uBhDMS9rfESNhkj0Mu8URWvCU+wjJ6QvARVrGRhpr0ZwhLxB1Nijl94/yx5BibRJwtAW9DwB8i4A5PUM/wAPix5Fj/pLgAbISzt7evs0O0u1uar3eKp1uap/Pd5NiqS4WNN691VpbRG2qE3S1AX4e4tx0Y6FEw6Py+LlZXM7evE6AOiKlkJYuh4nJBMQ+WikZrYchfLOcj48eRnxIGwyCNw2UM9Pa/edX9uvZ58c37ebmlhfml2ecMhOWHBiXaHbdZvmLNF1+tnjVr7fy5G6dP/2G2yZqpU1eYLtq6y/yAp9vuIM8dPq47fF13+bnt9HXbE+ixO8DDIszXItzPIjLQEnfGKgF7eAJkNol4WwLeNi3aLuMvEJaW6JyVEnv/imMGzt5I2N8RI2GTPQ65xBOZ8VaRYVZRExIZZh0dcSQp+gjxM7FJxB1Lik28efl4cqxNIm585fX7ciMRfyQ5+khStHV0xInoiICE2GAs9uTRYz5HbdP9vNN9PJNcHYuIuOd551/duNHxvIzVUCXpbgG6W4CuZjG5Sy3g8fo76V1vhX0dEtoAQO2XUgdkVIqSzTLUwhAQREBweGhoEEUM3fnoxKlhWo1O9XtTK6rTDOkRg1yfEAbRaFRmbzv5TW3/m5cvSm4VF+SV5J4vIaVeS0ksjInODwmKO37EauGi76dOXWc6f90i07XfTFv99TeLv57286ZfDxw6vv3EiS0Y+x0+rjv83LZ7u+7wcd3u7bLd22VvoKdFhJ9FmK9FmJ8FLvRwYrRtUrTt6A8QfyQBfyQ12i6DgCERJ4SASSdgSERMOhGTQcScI2LOEe3PElzyUlOf3HHMwNtnGgn7G2IkbLJnlLCoMCvsh8GFH4qN/ExiIg/HR51Ijjt3r8guOe5w4uf2m2OEHYqNso6NdE6KOZOIdwnwOHbiaJSnW1ZIYLyLc3ZIQPm59Dc3LpNflPHf1Bu684HuVqCvXcLop7Y3Dbyt47U18smdwECvjE5VMOhqoVirUOg16kGd7h2CjrwbHhl+N/zu3fC7oeF3Q0N6FEW0elT3blCvU6u0o4QZOvjRQT1i6IAdfcFoaHBIj8AyKb23ndb2prfuOaW7tere3ZKC3JK8nNLss3dzzhcmxOSHBSU6ORxcumzZ1K+XzJq5dMaMpVO+XvTfX5maLv5t38Fdx+y2HDq25dDRbRj7bc6OO/zddviNZru3675TXpYR/hYRfhbhAda4M9bRZ6yjQw/FRB6Oxx4hRB9JwtulG/paYzGkWEx6LCYrAXOOiMmIw6THYjJiMWdjHc7GHsuKdcklniu/ayTs74qRsMmePyQMG2YVFfqZRIYcio20S43Pf/7ALuUPCBsPEX+EGG1LwDsnRvkmRRzx9nD18UkIOxXl5p7k6VpGInTdvMyqfipsbADaWyS9bUBfK9DZwm1+O1BXQ3n1/7L3nkFNp9/DN51QglhQShJaQgARpCMlCSWgEKpgbyCQ0EJPIKH3jkoJAcSG9E5CCUU6aUizUMUKqOu6fXXL775fBFx31939/5/nnpWZH9/5DDO5ZHgRv/OZc53rnHP1PB4dfDbNXL8/+Xpx4cv5h9+9WP3uzesfvnn70w8//PLzT//n//zn119++eX9+19//eXXX37++ad377779v2P3//y80/v3/3u7u6ff37/80/vfv3l55/ebdzV9tO7H99/992bZysL3NF7I/2TvbS5+YeMxtra4sL64sLqK5duF16hJJKuhAXGe15AwKAqYhKK4kAFcSBIXFJuj4yS9kEjhyNGGIyeg/0hB0cLJ3eE23Hk+TOIs2cQZ08jzp5G4jwtAy6ig32OhOMwUQEOkX72kTj7SD8MMcQ5LsotLdYtOeZEFulUzibZ0acuJ54qTj2Vy5uJSDqRTT6WHeOSRT53OflaT9u2wj4X2wrb6vnV9asAACAASURBVPydwj5JdIRjDOFEZuKtkZ5TmUn/oLDN9L9HSqx3MvF0WNAZ/8CwAL8IHC4Zh21Kj529dWOxt2NxuO/ZyNAL7tjaXfYqk7k6PP5saODp0MDqOHN9lvtq7v7rxYX1+1NvFxe+XHv69fqLH7/44t033/znP7/+9O5H3j0g7999/+6H7969/erdN5+cpv/tz+/f/frrL+82E/w/vfvx+zevXz9dmmOPTPZ1sDuaHi0+HKY1NZVT6wsLbmRlUDNTC+KI2QG4IGdXQ3k5FXFJNUkpkAQQtGu3kjIUqqt34LCVli0KhrbQQVsaOGCMMI5m9o5mjq4bcdnZU0ivc0jsBeuAi3ahWPtIPwwxwIHg50AIdIohuibHuKXG/q5YP5t06nLiqaLUU7kxp3LIp3PIx3JiXHLinLNiLhSkNY0PnM2LPZkXu62wf59thW11/tcKI0U6RIUfT43r4DBPZyW7JJH+UWFuKTHOKbGnk4hYUtgFf/8AX59Ib69EHK4yKerujfKZnvaZoZ7lIcbjob7VEebq6Pjq6Pgak7U2xlzjMtceTH65vPztoyevFuffLj96+/L5N+vP3r9++e6bb//zn1/f//DD91988e7t1+++/+7d11+/e/P2xy/ffkph331Q2C8/vf/111/ef//tVy+frz5emuOMcLvbWbTGl8vzk72d7bcqGkqpNcWF1/Kyy1LickMCfCwtdXfuVJUAwiSlFKSllSEQbS09XWNjNUsEHGWhboNQt0WpoREaNggDG0vTI0fMnFxMHZ3NnY5auHkgvc+j/LyQvhfQwT4YYgCG6I8hBjpGhzvHRrsmkY9lkD+MpT6VTTqVH3+qcENhp3LIHjmxrjlxzlkxFwvTOrnj2wr7XGwrbKvzjwrDkCIdoiLsieGHiWGHCaF2kSHWYUGO0RF3JrnuqXF2MRGYeKJjQpRTYrRzEskliez6qbjMJSX2bFIUNiHsIiHc29s76NypBO+Lt2MJQ1dL7zLaZgboj4Z6ng4Pro6MbyiMy15jstbvstdmJr5YePjVwsKruftvlha/fPHkm7VnP7x++cObN7/+9P7dV2+/evmcN+bwhy/ffPfmix++fPv+u2//SmG/jdh/+3Z97fnC/Ny90V4WrWGspe7N08eTvR20q9TmMkrLtbKaosLaS3lFMZE4Oxud3buhEkCYBFBBVlZLWdFQT/egoaGKvpGqnoGahRncCqGORsJtkfvRKANbayNbaxNbGzNHZ3NndwuPYyisJ8rfC4XztAv1tY/AYYj+mKggTHQ4JjrMNYl8Ivt3jZMnLyWczCGfzIpyz4zGZJAcMqLtUgknLiUPzEwcyyAczY4+va2wf51thW11/lFhLmTC0YTo4ymx51ITL2Qle+emY/OyIikF954+It8sCyy+hCvK9b6S6ZWbdiYn+URWonta3KcUFnMqJcYnMdKHGBYYGHDh/DnCmeMlUYT2wstsWuPMYMfKUN/q2Pgqk7k6xlwdZb4YHXsxOvpiZHSNNb4+w1mf5a7Pctcfzr6ae/DV45Uv155+t/r8p2+++vHV2tcvnvy4vvbu7dtvX62/ffHs+y9ev/vT4Ok/KOynH7//4e1Xz9dXlxfn55iD94Z6ZgZ7v/7i1aMp1t3WlqGGGkZdVdv1q+3Xr15LSfbzcFbdK6MsLgndVJj+QT0dfSPwfm1FLW0140NQYxN1S144hoTbIg/aWhraWhva2Zg7u1o4uyNOnUT6XkDhPFE4Lyt/ryMRuA+bSpd4gmtSzNHU3yx2Ni/2/KWEiwXJvsUZPtQc//JL/mWXYuuuPXixEldZ7EfNOlGY/NlfmP82thW21fl7hTlER5yOj8JeSSXdLimsq7na29bMGR6/Pzv//PGPP7+bX30yfv9eC3f02h1aYUMtuao0oOLymbzUTwZirimx5xIJ2Phw74jwC2fP+bu4ZQUHNl7JGW+qm+6nrwz1rbGY67PcNTbzxcjY4+G+R0OMR4OMx0N31jistWnW2hRrbYa9OjuxNn//i8X5r5aXv3v58psnT94uLn37+PH7V6s/PFv9bvnFj6sv3r394/UfHylsYxrPD19++cXa8y+eP371dOnN8yfffvHql59/+v7rt29Xn68vzT0cH+H2dDHpLc0lReSzpyB7dkuJiilKSIHkZDWVFTU1tKHqOnsUleTU1WGGJlB9I6i+Ecz0kDoaqW6DUEcjNWxRGmik0WE7Uyc3cxd3C1d35PkzSCxPZBds8D4Okf72EX4OBH/H6DCnGIJbMtkjnXwym+RdmIKvuBTbUF7Y1Vg92MWYYjMf3ltaf/bjz++evFq91kd3zY/97C/MfxvbCtvq/GMU5kyOdIklHk0gHUuIOZEceyo1/nRKAjYvc+rRvN+l7FPJ8Wcyk87kpp7OTDqRmeCRHs8bu/zJpP65FDI2hYwnRwX5+511PxZ17lTlpayhmtsT9OZHg71rbNb6JOfp8ODKUM/yUM9sH+1BV9uDO52Ph/oej/Q+Hulbvju2NMl8PM15OcN5+WD6y+ePXy7Nv5x/+M3y4x9W1r5/tPrN8uPvVp7/+OXbPw3h2Zja+svPP73/8ft3X3/91frq4+XFpUn2/dH+6f7OmcHub968Wp6amBnsnu7rHGiobSyntlwtq8/PjT55Zr/MPqAoQFFCCiQnB1GCKEAg0mAFIEhORlkFrKYJgmpA4FpQA2OokTHU0AiONIejUXAbpDoadQBtecjewcz5qIWLh8XR4yifCyg/T5Sfp6Wfl6Wf15FwnAMxwIGIdyRFuiREH02NPZkdczY/7vyleK8rST4FydiiVN+ClOibBdNPFoLLcjwLU05+7rflv5BthW11/ie5MEx0hENUuH1U+BFi2GFCKDoC70wm9E9wXOOibMKD7MkRTkmk3xJhyX95LnkuJcY3keAXH4knEtyPnTjl5krNTGVU32Q21t7roz8bHXw+OrIy1LPEoM/20jidLWx683RH6wMGbX6ge2Ww59FI7+ORO084zCdc5jqX9WZp4cm9ybW5+988evLD8tq3y0+/Xl7+7tHzd69e/jkK21DYLz/zFPZ27dnyvbsPWUN3e9smGC2T/Z1vX63PscYm+zqm73QOtzW23bzaUU7tKC7MweNNVaH7AOJgCSBYTk4BApaS3iOxW0YKIr8DrCANBkmDQQqqcLDafrDafhBMU0VXH2pyCGZyCG6DVLdBaNqi9OxszDEu5s7uFseOo3CeG2A9j4TjMER/B4KfAxHvEh/tlhrrlkI+kUU6kRV9PCv6WFbUsUyia1qE1+XEwRnuiawojxzSdjr/32dbYVud/28nku7x5Hbm6LHEGIeocEcywYlMdN0ckvU3NWKucVEXEok+xAgckegTFHTs1JlUMoleWcFsqJnran883Puov3uxs32R3jbZcItVXz3eXD9Na52lt3K6Wie72pYHup8M9qwM9z0ZHlrnsl7O3VudnVifnXh1f+r1vamXc/feLi19/+jFDysvvnn+7Ns3r3h5/V9/+Zl3Xe4vP73n3Z7707t3b18+X55izQz2sjua2R3Nk720t6vPV2buzg73zwwwhlrqOmtudpdTWy7n3UxJPo60BAoJy4hL7JIEyu6QlpTcJb1Hbq+KKhAsBwTLSYHlpSGg3YqKIFUNBVV1MEwTDNdS1TeCmRyCWZjBbZEaNggtO6sDdjYmR45YHD2GOHual+C38vey8vdCB3k7EPwco0Ndk8huqbHuaTHuaTFHU2OOZ8acziUfz4r2KUyhc8e2TyQ/F9sK2+psKozgSPqfsJEgOxpPun6nyyOB7BAV7kiKdIyKcE38Z4U5xhLPJUafiI70IRACIyNOnD2fQCTQb11lNdQudLY/Hu5d7utYaG+dobdwaq6yqm+zGuu4HS1ceguT3sykNc300x8OdK0MMR4P9bwYG12fmXh5j7s+w1mbYa/NsNZmOS/n7n+9vPLt0uO3y0vfvFx9/+2373/8/j+/8uaF/YdXl//rr7+8/+671yvLD8YH7/bQWO1NrPamu92tr58srty7Ozt8Z3aoZ6i1pqP6Rtfta42UwrrCy9HnT4N27pISFtkpsWOH1C6pvXuB0jLSe+SAcrJSigpSEHlJsJw0WB6iDAVD94NUNRRU1BU1D0ANjKCGJnCkhbodCo5GqNsgjG3R5k5HzV3ckZ5nUQFeSJwnwve8tf9FB6K/A8HfkRThmhzjHB/tlrwxb/JEFvlEdrR3QXLjWP+2wj4X2wrb6pwuTj2eF48hBGGI+H8iCBMV4kgiOERHuMVFF9EbjsaTHKIjeF5ziiH+Q3VYaoxTDPFkaqxrDME3MjKIGHXa2ycqithSXsKuq1nopD0e7l3u61yitU3SW9i1FZyqcnbtTWZTw92mugfNdVxaE6urZbKrdb6HPj/Y9WSob3V8bI3NWmMx19jMNRZz7S5zfW7m7fLyN8vLX608+ubV2vvvvvtIYb91en/35vWTe5NT/R2czmZ2RwuL1nS3p+3VwoOVe3cfskfujd7hdLQwqm501t5sLKM2UCnFKXHWFmbK+/btlJQSFAHskNm3a/ceISERiR07gXv2AffslQLL74DI74aAdikqyqmoQWD7QaoaSloHYYYmMONDMFNTdWuEhh1Kx9bKFONo7uJh4X7M4sRJlO+FD/UWGF4fUgzBkUx0jo1ySYh2TeHFYqSLV5IqGK1n87ar8z8P2wrb6pwuTj2eF+cQiXMg+P0TOAwxyJFEwERHuMZG5VdXHo2L/qAwx+hI57iov/IXrwncMTHaIzPROYZ4ikTAxZHP43AR0cTqkiJ29Y3FLtrj0b5H/V336a2ctiZ29VXubQq3qpRVfWuitna6rpbTVDdOa5qgNd/vbL030PF4iPF4qP/FyNgai7U6PLY6NLbGYa7fn3y9MPf10qOvHq988/LF+7dfvvvh+59/ev/LT+9/+eWnDwr7+vXq0jRrsr+T1dbIaqpjtTVyulpXZ6dXJycW747Pjg5OMTpGm2q7a2+23bhKv1HRWFwYFhRgbHRojwSQj49PHLhDWnYvPz8fACAuJgYUE5ME7t4L3LNPct8+IERulyJERlkZpKQCge1X3K+jclAfZmgCMzVVszCFoxG6dtam9g7mji7mzh4Wx08gzp5B4jwt/Tx5fUgYYhCGiHcghjiRCK5JZLeU2GOZJM8rCVktlcczYo/lxG/Xhf37bCtsq7OpMD8Hgv8/4Ych4h1JREx0hGssMeFmmdvHCuMVkSVEfzKRzxsf5pBKdsuOd4whuMZG4uKJZ/z8/QiR1y7nM69TF9qaHvV1LnW2T7Y0MusqudVlE9WlE9VUbnU5u+Ymq+YGq7Z6itZyj94639W+MMhYGWI8Ge5fHRtbn+ascVlrXNb6FHt9hr02d++r5ZWvH618/eLpD6/W3n311bsfv/v4ErZffv7p+7dvnj2cnR3u59Cb2NXV7IZaZnvT8iRrhTn2cHz43sjAZG8Hm9Y03FLHqK/srrpBLy3JSkw0Q1prw9QV5OREAAAhcTEBAQEAQExUVFRURFRMTFJcfAdQWkZqryxQQRYIkd8DAe1TUgYpQSHqB5QP6KrqG0KNTNQQZhp2KB00yuiwnRnG0dzpqLmLB/L8GaS/p1XgRdtgX/tIPwzBz4HgjyEGO5LCXZNj3NPJp3PjybWlbsmx7lnbCvsMbCtsq/O/VFggJioUEx3uEksMKs91iSVifq8wR1KkaxLZNZnsmvTb+EOXlJgjm1e3uWTEOMYQXEiRZ2LCXfH+J/z9i5LiBosu3a+rXOygLbQ0TdVUcqrK2DdLWNdLWNdLOLdKJqqp3KoSTs31+fbWRVrbUjf98XDvk+H+1dHxtTHm+ixnfZazPsFZm2CvT7PXH06/WVx8s7D45aPlb9ae/fh6/f0337z77tuf3v+4MdDip/fvv377enHh3sidye7WsdqqsdoqdlPdvdGB2dHBmaH+eyMD03d6JrrbOJ3NPfWV9MprLWXUguysI07OdoftraysxcUk+fn4hYVFREREREREN0QGEBOXkBIXA0ru2iMlKye5b98OsNxeRYickipYWU1pv46yth7UyEQNYQ6ztNCytdRFWx6ydzDHOFu4HUOcO428eA6J9bTBb/QhORBwDkS8c2yUSxLZIz0+5EbB0ZQYj22FfQ62FbbV+d8ojAcOQ8Q7xRDO56U4xxAxfzjKjI50iiE6xxKd46PcUmPdUmKcU8hOH90+6ZRCdiITMCSCfVSwQyDW3dMrMyq0Kyfp7q2yRVrLQnPjdM01ThV1rIwySikeoRSPlRVzb1O5VaUTVdS59uaHne1L3fSVkd6nwwNro8zVMeb6Xc4qh/VsaOjF8Ogah7V+l7P+cGZt/sHL+bm3j1e+XX/2/etXP3z59t133/J4//33716trz6cvTdyZ6KjpbfmVm9dJauuZrqvc3a4b3b4zuzwndmhO7NDvZyulp66SnrltXpKcU05NTw6yg5z1NzMUmYvSBQgAQCICQoKCggICguLiIoCREUBv0VkEtKSwN1ScnKSEPmdIDlZJSV5VXUQVEP5oB7UwBhmcghujYCjkTo2KH1ba3NHF3PMUcSZU6gALyT2gm2I7+FwnAPBD0MMwkSHuySSPDLisMXZbtsK+0xsK2yrw1MYhuCPIQZ8DO+Y7C/DsehQ95RYR1LEh2PKP0yz4NVquqXEOPJmUqeSHVPJDqlk+6RoRzLBMTrUEY91wmJdPT1TwoOaUsljZdS5xrqFxrrpmuucKupYOWW0hDJKpYxQilnXSiZqSieqS+/Rmu/10Ja6aI8Ge1aGe56NDK2OMV+MjD4bGXo01P10+M6LkdHnIyNrk+z1h7Prc/e+WJj/6umTty+f//jmix+/fPvuzZt3b978+OWXXz95snSXOXWne6iltqvqemdlxZ3qyomO5ukB+uzwnXujgw+Yw/fHhrhd7T11tzoqrzVRKV2V14uLryDRLnD4Qc39uqIASRERUUFBIT4+Pj4+PiEh4U2LbbhMXGIHUHqPlIKcFEReEiInq6IGgWqC1TRV9QyhBsZqCDN1O0u4LVIdjTS0Q5s7uiFObs5N9PW0CrjI60DCRIU4x5OPpsaeyU50S95W2OdhW2FbndPFqcdy446EYY+E435HxN/HZQEOUSG8uQuOpIhNflOYc3yU6+b46SMpJMckklsS2TGJhCFHYKLD7ENxDlgfB1+fwx4nogKwFWnxHSVFrNu35mqrpjaisOJRSsFoSeEotZh9k8q9XcquLOW2Nc7T2xbaW5d6Oh4NMh4NdD8dHHh0p/tRf9ejAcbKUA+P1bHxtUn26v27z+fufbEw9/bZ4x/WV3989fqH1Wffrz79evXZ+tLcg9HBkZZ6etU1+o3yTkpR562KsfqaqZ72maHe++ODi1PsB8whTmcro+5WZ+W1zorS9hsVZYWXTx47a2FiamVpLbNXjp+fX1BQkJ+fX0BAQEBAQFhYRFhYREREdMNiAICE5E7gLhkpBTmgvOxeJRV5VbicihpYXUtV30jNwgxujYBbWcDRSE0bpPGRw+ZObogzp5E+55G+nlb+F4+E4+wjcJioYMfoCJcEkktitEsiaVthn4VthW11ThenuWfHbHbwbYDEXrAO9MYQA/5HCbKoYEwUHhMd+ruILDrSITHKPpVkn0pySIzaXI/AEIMcwnEoP0+Uv5fF2dPWjm4nzpwrSEmozc2kXcq/e62UW106UVU2fpUyTskeK84ev1rCrSobv1o8UlLIqr79oK56rql2jt46T2tboLctdLQvdrYvdrQv93auDPeuDDIeDTBeDA0/Z44tTzKXJpnPJlkvH957u7T09fKjN0uL6/MPXs4/WJnhzgz1ddXcrKMU1RUXtlGKum9eHa2r5nY0T/W3Tw90zY4MzAx0cTqb++pu0yuv1ZcUN1Apty7nF8YR/V2dj2KcLdG2fHx8/PwCIiIioqIAYWERfn5+fn5+ISFhAECMF4gBAOKSwF2SO/ZIAvcA5eWkFBWkISCQKlxRUwdqaAwzMoEaGfMsdgCNNHPAmLt4mLu4I33Po/y9kNgLaLwP7/vHRIc6EIKcyASP7IRthf37bCtsq/P/W2G/bS3/qLCEKPsUkn1ytCMp0pFEwEQFOxD8MQR/B39fS6wnKsALcfa0mePRwy7uGYSQmrwsGqV4ooLKqabO1t26W32Vc7NonJI9Ri0aKy0ep+T1XcoYLC4YK6dwb1NZNTem62oWW5sWOtpW7nSvDDAeDTJWhnqWuunz9LalLtrKUM+joZ7lIcbTkaG1Sfb67MRL3mVI96aeTLPvjw+xOlo7qq7XFlyuzkpvKbjcXVYyWn2bS2+e6mubHuieGWRM9bdzO1vGG2o7bl+vKymup1JuXcqnJEYFuTq7IJEWlmiAOFBcQkpMHCggIMDPLyAqKioiIvpbFCYKEBUVFROTkATulpTcJSm7DwiWkwbLKygpgVTVlQ7owgyMoQbGUBMTuA1CC40ytXfYUNjFc7zv3ybo4+8/wIkUua2wz8K2wrY6/48U5u9ACHCMDv9dRowcybsX1pFEwESHOhA2dqZWfl4orCfKzwtx9rSp01FrO/twrHdFTmY7tYRNpXBvUO/V356qvcappIwXZ40VZ49TsgcuZ9DSY9tT45pz0hmFuf2lFM6N0gf1t+cb6xc62hY62xc72xc72xfobQv0tgV660JH22JH+yK99VFf9+ORvhfjY+szEy8nOSujI/dGB+4y6L11lXUlRdezM2oy0+qu5NOolLGqSnZjHbereWbwN4UxG2oZt6+38xR2Ob8oIcrf1dncyBhhYaWkDNu5W0YUIPHhXFJISPj3gRhAVBQAAIgBAABxqZ2SO2WkQHI7IPIySspgmCZYTVNF1wBqaAwzNVVHIw/aWpphnM1dPczdPCyOb7RS2oX6bv4X+DkQgtxSY04Xbyvs32ZbYVud/3cK83cgBP4uI0aKdIyOdCQRHKPDHXh/iuhvE+SN8vNEep+3cD9ufvTYIYyj4SETv5PupUmJ7VQKi1rCpZbcr66crKlgleaOFmb05qf3XcrozEysjQtrSSQ2pcU1Zaf3F+Szb5TcrS7j1lZx6usmG+rm62vnW5oWOtoX6G0LtNa5htq5hrq5+tqF9pbFLtrKYM/TscEXoyMrQ70zvR2s5vrucmpVTlZZetLN9MTa7Mz2ooLeqpvj9bXczpapO/SpO/QJRiub1sysr+muudl1/WrHtbLmirJrORkhZ0/oqcMND+pC9soICgnx8/OLiooCAGIiIqJ8fPyCgoKCgkK8/NjH4ZiEhLSk1G7JXTJAsPwOiMJOCHgHWEEBpg41MIIaGsMszNRtkfq2NocOHzZzcjN3dkecOoXy80LhvI6E4zYmVkcGuqWQtxX277OtsK3O3yjMMSrAgej/MRhigF2or5W/15EIv08Jzs8hCv+n08lIB2KgA8EfQwywDfFF4jxRWE8Lj2PmTu5mGGdjO7SukeFRF5eCWGJLwaXBshIOlTpZfnW4OL8vP64vL647J46RG0dPI9fFEOkZiV05KfSctDsFeczyEk4llVNzlV19lVt9dbK6/H797YWmhvnmhkVa24O6qrvV5ZPV5XfrqiYaG+Y72pYZHU+G+1fudM+0Nt25XtFCKarKzixNT7yeFl+bldFeeKW76sZ4Qy2H3jLBaJu+Q+d2tbLpzcy2hq7aW13VN7qrb3bdvNpEKcoiBFtZWBhaIpXUYBKSUmLi4vz8/KKiABERUWEhYTFxoLCwKO+YUkBAQFBQSFRUTFQUAACIA8QkJIG7gTtlgHv3ASFyQJCcnIqaIvyA0n4dqJGJGspc0xalhUYZHzls4eJu7uyOPH8G6edl5e9lHeBtE+RtH+HnmkQ4XZz22V+Y/za2FbbV+aTCUDhP3q2uNoHeNoHe1h9+Bnlb+nshfS9YBVx0iPT/VOGFHyYqxJFE/Ch/j8cQ/A6H46wDvS39PFF+nhYnT5o7u5s7uenb2uy3RekYGTkikfnE4Mr0VPqVvLHiXHZJfldmAj01gp4a2ZEZ15OX3JWd3JYc219wqaf4Sk9eeu+lrL7LOaOlRaxrJeNXKWPlFOaNksma8umaiqmaiun6m5O1V1m3SkbLKWPlpazbVx821C60N68M9izRWqcbansryusu5dbkZN7ISruemVqbld5eeIVxrXy8tprd3MDuaOF2tXI6Wtj0ZjatebD2dmftre7KazQqpYlKKc9I8Tl/zs7Z1cTMXE9TC6qmxjuS5O0ZxcUlhYSE+X57+AUEfqsdExMDSgJ3S+7Yw+sP36kI3g1RBEE1lA/owkxM1Kws4Hao/WjUwSNoM3uMuZsH8uI5pJ8X0veCpZ+nfQTONSl8W2H/PtsK2+r8lcKQOE8E9gLvYlfERz9Rmxe+OkT6fVJhDoQATBQeEx3Gy+47EPwxRH+7UCzC9zwK54k4e9rc2d3c2d30yOGDaEuYHVLbyBBlYJRDjMwPC7sdR2LkpPbnp9BSSG1JRFoKsTMrvv9SxlBBRk9u8khxbk9hfnduakdGHD09tvdS1kBB/hglf6w4j1l6hXmNOl5BGa8oHi8v5lZQWWVFo8W5I5QCTnnJTFXFXGPtYnvz/cZ6TtWtjqKC2qSEuqSEmuyMquyMmsy09sIrjFIqs6aKVV/Dam1g0ZvZ9GY2vZlDb2Y3N9ypvd1ReY1+42pjGbWq4HKgz0X9g7pwRUXDg3qGhoYCgoJ8fHwiIqKCgoICAgKCgoLCwiJCQkIfiYxPWFiEF46JS0hJAndL7twD3LMXqCALBG+kxpR19GCHDqmZm6nZIOA2FnqHbS1cPCzcPZA+53ljeRwi/VyTIrYV9u+zrbCtzgeFIXGeH0DgPK1wXjZYL2uslzXOC429aI3zssVe/NhxaLzP31XwR4U4kgiYqBDeftM60BuFvYDyv2jhcdzM6aipvYMh2mq/naWapYX6AV0dHb3C5ETi6bOXg/zbUuLakqLaU4mdmTFdWTG9R2iukwAAIABJREFUl9LHywsmrhaOFBcMFGT05Ca0pyU0xpIaY6ObE+PoGYl9uQmDV5LuXMkeLsofLykcpVKYFdQJahmbUjBenDpGyRovKZqoKl9orJtrqJ6svjlSUtSYklQTTaqLjanPzazPyazNz6WVFHeXlQxUV7LqalgNdWxeCEZvZnc0c2hN4zVVQ401/U3V9NvXO25dC/P1lAfJw8AK6jCYopISHz+/kJCQsLAwHx+fsAhAFCAuBhDjZfeFhYUFBAQ+UpgoQExCcoeMpNQeSeBuKQV5oKK8NEQBrAxVPqALMzKB6hvBbRBwO6SWrZWFk6uFkzvS6yxvmoUt3ts1OXJbYf8+2wrb6vAUhsCet9m0lR3uIhp38QjO2wHr44D1QeMu2mO9ef/0u0gN6/m3xWIhjiSCAzHQgeBng/dB+l5A+XshL563OHrMzMnNCG1zwNYSZmmmqKe/TwkOAkNuXs4+Z2mZF+BdHRPUkhR151Jib15MZ2YsIy9zuLRgtKRw4HJuZ3ZSRwapKS6yPiaqKT6mMY7ckkBoTyF1ZMZ2ZiX2X0oZLMgbLLrEqrjCphawS66wSy6zKZdGqUWsa4Wca6XsaxTu1aLBK3ltqQn1ZHJtbOzN5MQbCbFVOdktBZc7Soq6q28y62u57U3crlY2bUNhbFoTu7me2VLfU3+bVllBr7x2JTbKSEtLAwwBy+wRERMTEBAUEhIWFRUTERUDACSERQBCgkJCQsJCQsLCwiKCgoK/UxhAXFxih7iElLiEFHCPDFB2nzREXgYCUoBrQA2MYUYmauZmaihzTRukrp2NiZMb8tQpJNYTib1ghfN0S9nOhX0GthW21fmgMDTWywbnZYu96IL1dcH6OmN9nbC+zlhfO5w3Butjh7tojfPixWgo7Ebh0j8pjIghBh2JxCGxF1B+nkif8+bux8yd3S1c3A1tbdTQFgfsrC2Purv6eAdERs5wmGUZaV3US815yR05SSOFad1Z0U0JkbTUaEZeWnducmsSuS2J3JwYWRsT1JIQSksltyVH1cUFtyQSWpOi6Gnk7pz47rw0Rl7aWGH6WEEKk5LHoRZzqEVMasFgQUZXTmpPbupQYU7flZzunJTGuNjqKEJxREhRBP5mSlJtXlY7pbCn6gazsY7b1fqbwmjNbFozu6NlpLW+r+52c1lJSwmlgVp8yha9DyAmIQIQFhEVFQXw8fGJiAAkJHfwhPXn58NGUlQUICoiykNCUhq4Yw9QTlYSIrcHoqS0/yDU0BhqYAwzPqRui4TZWOgesbNwOoryuYDy87LEXXCK386FfQa2FbbV+UMuDInzPIL1dtr0l/Omy1ywvg5YH0ucl5Wvp6W/l02g91+k8zcVRsRjosMwxCC7UF8UzhMV4IU4c8rc6ai56zEzR2ddW2uolZmew+FjQQHRGRnXG+qevnrZ0UHvra3sKiumZ8Z2pkU2JoZeJwW2JIYwchK6s+Ob4qNaEgi1JHxVNL4hBt+SGNkcH3qbFFQfHdQUF9qWHN2RHt2dk9CTnzF0JW0sL3a8MGW8IGW0IHW4ILUnL5mRl8zIS+3OTWfkZ7SnxNdFRV4LCywKC6CQIm6mJzYVFjCulvdU32A11m3sHzua2bRmTmcLt6uF29XC7W6daG+iX7/ada2cXnkNf+40aPcu/s3WSF7mXkRYZLPlSJC3f/y0wjYRl9ghISktKS0DVJDbraQIUlVXPqCnoqsPMz4Et0LA0ciDaEtzRxfk+bMoPy+Ezzn7qOAzlPTP/sL8t7GtsK3On9P5ljhPR6yvI9aXt5F0wPo4YX1dsNgjWG+038UjAT6Hw7H/w5Kxw+F+KJwX6sNBpKOruZOrvp2Nui1SDWGmqm+kfNAAoqKhCFW/XFFqecg41utMRTS+LhZfH4OviAqihAVUxwW3JUe2JkY3xYbWk/HV4UFVYUG1RHwDGd9AxtdEBNWEB9WTg1sSgtuTo7oyyYy8ZEZuynAOeSSLPJxF6smK6sqK7soid2eRGLnx3XkZPfkZLYnxlRFB1FC/4siQ0oSYW5kptOLCsdqqgbrbzPoaNq3pbk/7XUYbp6Nlsq99qp821d8+PUC/y6AN1Fd1197qqr5xKTzcSBUqJCDIk9HHwuKVtoqIiAoICPDz8/+Vwnh1/ACAmISEtKT0HiBYTkZZGawCB0M1VA4awExN4XYobbSlmQPGwtUD6XUO4XvePnpbYZ+BbYVtdTYUhvNE+f2mMGesrz3WB7m5wovL7H29bQK9MRH+vCKvvx1l4e9A8LeP9LP090JiPVH+Xsizp81dPEzs7Q3QVpq2KLilOdTIWEnLAKSyf58iFKypEUaOMoVDI9wcywlBlbHBN8j4ktAAChZbGhl4MwZfGRF4OyTwdmhgdXjQHwkLqo3EN8TgWxIiuzLJjFwyIyemJ5Pcl0LqSiHQUsLoKeHtKdG0VBIjN74nP6MnP4OekVATG3orPKgkKuRmemL9lUs0KoXZ2sBurGPWVHPbGqfu0Kf6aVP9tKk7HdN3Oqbv0GcGGXd7OliNdT01t7qqb9YUXPG0tN4tJCIoIsrz0QdbfVSdL8bL8X9KYWICAgJCQsIiIqIiwiJiAAnJPTJSYPl9EBBIBQ6Ga8FMTeHWCLgNUtfWygzjbHH0mIXXWXvStsI+A9sK2+qcLk5zz4pBep/jNf2g/Dwt/Twdcb5HsN68HBZPbdY4r8NYbzTuoh32om2Ir0Okv/0/jRizDvRGYi+gcF5Iz7PmLu4WLu46R2zhaIS6lQXM2ERFxxAM1VZQhe9ThipowI97XlBThJw3P1Qairsajb9GwpeEB5T4+pYE4IrDA0v8sVQfn1IstuoP/orYtBgxqDUxtCMlvDsripFFZqRE01PCP0BLiaClRHfnxA9eyRy8ktGdl05Li6sjEW8nRFZnZ7QWXO4uLZnopnObGpj1tRPdrTN36Lwa/dmhft4EsZlBBre7hdPR3FN7q7uirLOyIhl3EbpPll9QaLORCMCrCPsLhQmLiAB4TZQiIqIiIgABAcEPFbCiIiJi4lLAfbJSEAU5FRgErsWr2lezMFdHIw1sbcyd3Mzcj9mTg8+UbCvs32ZbYVudMyXp7mkkc+ejyDOnUbzuRaynpZ8X6vxZi1OnUH6eqM09piUP7MZlrlb+Fx0i/e0jPyEvDDHANtgXib2A8vNC+l4wd/Mwd3Y3c3A8gLaEoxGwQ4dUdY3AMB2wquYeJSUgSH6PipI5AgUGKaAPaGT4nC0lBF8j4UsiAovCAih4/xIslor1LfHx/bPCGkjBNREbW8umuOC2pLCO1IiO1IiOj/xFTwmnJYe1JIR158QPXMlkUjL7L2d056a1p5CbU2NrL+e1lRR3UykTPR2cpobx+pppBm1luOfhUN/M0OYExOEBXtfkZD+tt66yq5zaVXOzIi0Nra0nIiAo/FsvpJigoKCQkNCHHkkAQGyzQIw3yYKfj4+f9+HjTJmAgIC4OJBX8ioNAStsTrOAGhqrWZpr2lmaOrmau7nbk7YV9hnYVthW50xJunsqyczRzdzVw8L9GA9z92Pmbh4fVpDe51F+Xn+ofeWVXFr6edmG+P4hNYYhBqDxPhsK8zlv7uJu6uhsYmtzwNYSjkbATA6p6BqAofv3qahKgeSBIDlpCEhRTUNu715tOTnCcfeSyOCSyMDi8MDiiMCi8MCKkMDq0MByP9zN4IBaAr4xJriWiK8KC6onBbclhtVEBNVEBjXEBjfGBjfFBbcnh9FTwunJYZ3phO4ccnc2iZ5Gak8Ob4oLpaeTe/IShwsz71zOYOSld+SkNOVldVApnVRKVwllZrB3sLl2rK56hkF7Otz7aKh3eaj3/nD/psX6Z4f7pwc6e+sru6qud1TdqC+4chaN3icmJiYKEBEFAABiwsIiv4/CPlbY3z0CAoIAgJi4BC+1L7tLEQJS1VDW1oUamqihLDRskSaHD5thXA8H4c5QMz77C/PfxrbCtjpnSzJckgn70VZattY8jO1sTWxtD9k7mLt6mDu7mzu5W3gcR2E9Uf4bifkPu0sk1hPhex4d7PMXCvNE4S5YHDtu7uJhinEyQVtr21rCzE1VDUwU1XXBUM29yipAsBxwz94dCvIKUPjO3bsVpKTC3JyphBBKRGBxeGBReGBpRGB1BL4mIuh2aGBNRFBjTHBTXHBDTHA9Cd+WGEZLiWogBzeQgxvjghs3LBbSHB9KTw7rSCcM5MX255C7ssm0lPCNU8vM+N78jJ68dEZeenduesflnO4yaheV0lVSvMAaHWiuH2+oeTjAWBsde8weXb47tjTc92EvOTs8MD3QOdZQ011zi377ekNJcZC7mxYQCBQR5fV1f4iwBAQEeDNdRURE/hBwAQAAqR1Sf1YY74BScsceoIKstCIYpKqupKUDNTrEU5ixna2pg8thf+y2wv59thW21TlbkuGcHAmzModbI+BoBByN0EIjjdHWJnboQ0eOHDp82NzJ1cL1GOL4ScSJk4jjJy2On+CB4lV7YS+gg30cowI35vMRA45E4KwDL1r686K2CxZuHmZOrocO2+nZWsERZlBDY1V9IzBUS05FTRoCkgLLA+VkJXfK7JaR19Q6YKyh4aKnkxnsVxQZXBTiX+KHLfXHleOwt4IDaiLwNRFBdQR8XTS+JTGUlhLemhDaQAprSwxrivtNYQ0xwQ3k4PoofGtiWE9WVF9uDCOHTEshtidHMnJThgrShgszhwsyevLTGXnpPfkZXZez+wovD1Epz2YmuC01nLrqxd7OFyMjqxOcF7OcF3fHF7hj89yxee7YwsT4/dE7k91tw631XZXX2kpLKAlkC6iKID+/gIAgPz8v4SXKO53k5xfgbR7/YCtpaWkwGPyHRd6IHjExCWFhUfGdu3ZCFEDKqmC1/RD1A6qGRmpmplpolLa1lR3W82xp5md/Yf7b2FbYVoenMDUbhIYdCo4yV7dGqNuhDthZattaHrBFHUCjdI6gDzoc1jlsq21nY+CAQbgcs3D2sHDyQJw6ifLzQvl7WQVetAny4VW6Ygj+1gEXkb4XeFEb4swpC1cPMycXE1vrg3ZWqqYmUANjVX0jMGz/PmWoJFhWCiwvBVGQlJVV0dbDhodnJsYEHHVMDsFRiCFFoQEUf1w5FnsD78c7i6wKC6zwx90I8m+MCaanhDfHh9RGBTVEB9cS8bUEfD0J3xgX3JYY2poQWk/CtyeGdmYQGLkxjBxyV2Z0Vxap/0omqySLSclkUjJ789O789K7c9P78lJHi/PGqJSXcw9m2qo5tdVL3bRnIwMvJzivZtnrs9xH0+zlafbyNPvRDOcBc3j6TgeT1tRdfYN+vbyOUoBBWwkKi/CmTvNqKf6srY+ffbLy+w8c/PO6oKAQQFRMSEhIHLhzJ1gerKQMgmoqqMBVdPRgRsZqNhbqSFNbn7PbCvv32VbYVudsSYZzUgTM7BD00CGlA0YqB43ULMxgCFOYuSnMwgxmYQazMIWaHYJZmMKszNRRSD2Mg67DEV2HI+YuR1GnzyBOnUJ6nkX6bdTr2wR5b5SY+XshLpwxd3E3cz5qam9viLbeb4uCmplCDYxVDYzAsP2yyjAgWE4KoiC+aydACiirrIw57uHv63nOFhV/8SyVEEwJDywKC7ga7F8biecl76vCAinePldxuPoofEt8SFtSaGtCaFVYYFVoUFVIUF0UvjEumJYS1pEa3p4Y2pkWycgh8xTGyE3oyUsZLswcL84cL8oYK0xn5KR0ZSX35iT25KQMF+QMXM57vbQw3XjzbuWN+Y7WpwP9axzm+r3J1RnO0iRzcYq1OMVanmY/GB+a6qeNtzd21t7quFVBp5bgz5yRlZLm7QQBAPF/zHypKCtbIpB/pTBRUYAEcJfU3n37IGCwKhwE1VDR1YcZm8BtEBooczufc9sK+/fZVthW52xphmNcmKKGriJcD6SsDVbVUdLUV9YxUNUzUt5voKxloKxlANU3ghqZqJkeghqbwBCmMIQpzOKQrv1hgyNHzO2dEB7HkT4XUAEXkX6eSD9PlL8XKuAi0vu8uZuHuYuHuctRI7S1FhoFt0WqmZlCDYyVDxgqQDV2KyryFCYps0d6507p3TIye2V2SEoq79xBPO5RHhVaEh5YFB5YHhFY89sRZGBFgB/V1/d2aEBDDJ6WEkZPIdZFBddF4eui8LVR+IaY4JaE0LaksK50QkdaZFdmVHc2iZETw8hLHyrMYhZnjhVnj5dfnrxRwr11bar+9sP2hoeMrscjI0857B+++erV/L1XkxOv7k2+nLv3xdLcF0+Wv5h/+PTe5NNp9soUa3mafX9scHqgm9Xe1F9T2XX7ev/tm8Vkwn5FCN9G2cQfB1T8+dHS1Djq4vQ3ChMTA0pK79kBkZdThIBV4Ur79aCGJupoJBxlZulzZlth/z7bCtvqnC3NcIwJU1DWgajqgqHaYNhBiKoeBK6nomsEUdWDQPUgUD1lLQNVQ2OoobGqnpHyAUPlA4aq+kYwhKkGGqFrZ2OCcUGdPI30PIc8fxZx/gzi3BnkhbMWx06YO7ubObqYOmC0bS3haKS6LYqnMIjaQTkVXggmLyUvJymzZ6+8vDJMAwJREhQWBoqKeqOti0ICCkMDiiICyyMCazcVxqufuOqPuxHkX0vEt8SH0lKITfEhTfHBTQnBtUR8fRS+ISa4KS6kK4P44VySkU3uyUseLswYL04fp+SzKijTlWX36yvnaQ2LvT0royNrkxOvl+fe//Dtl08ffbkw/8X8/ddLc29WFt88e/Tl8qOXD6ZfzU48n51YmmLNcUZnh+/c7WodbajpqLnZ01RdVZhjZKjPLyAoJCQkKCj4+2Fhn3h09fVOXzj3aYVtVpNtVFeA5RSUoWCotqq+MRxpAUWamnmfOretsH+dbYVtdXgKA6noQKC6EJgeD2VtQxVdIwh046OSpj7UyBhmYqKiYwhW0QGrHlQ+YAg1NlZDmsMszbTtbY0dnUwdHM0xzhbO7ggXD3MnNzOMk5mj8yE7tK6NJRyNVEcj1e0s1cxMVXQMIbD9cqpqUmB5KQU54M49YgCgOHCnHEQRpqaxa68MUEjksJpa2sXzecH+BSH+paEBtyN+U9iHn9WhQfXR+LbE0AYyvp6EryfheV1HzfEhLQmhH1eEdWdFM3JievPSxoszOSWFLErBWFHGWGHaaGH2SHHBcPGVsasFrJuFb1YWZ5tvP2iqX2TQng0OrHNYa3P31h/Ovpxmv7w/9ezBzOIkc2madX90YKqPNt7WwKi+2V19o6GkyM3usCRAXEBA8H+iMBNzU78Q/N8pDCAmIbEDuEsGCJbbraSowLsrxNgEijI131bY52BbYVudPylMH6Kmp6pv9LHCVHQMVfWMVPSMlLUMQaoHwFAdCFRf5aAhVN8YZnIIbmmhZoM4aGtpYGtjjHEycXIxtD9ihLYyRFvr2Vqr8/xlg4BbIWCmhxTV9cBQTTkVVSmIPHDvPkngLgnJneJA6d1gBSUl5Z07pMWFRAzk5RLPn8oPDsj386X4YSs2tcVL6tdEBNVEBFWFBtWT8A0xwVXhQVVhQVWhQXVR+Mb4jVwYPTmMnhxGT43oSIvszoruzonvzU9nUy5PUEuZ1JIxSs54ceYYtZhNKWFVULhVVG4V9fXi3Gxb/Ty9dXmYsTLUvz7BWn84szbDXZ1mv7o3+eze5OIkc2mKdX90YLK/g9PeNNpQw7hWTr9aFuvtpbxzFx8fH29w/t8rzBJtQ0pO/BuFiQgLA0TFgLtlpBTlgWA5WRUoGKoJNTRSNT+0rbDPwrbCtjofKUwPAtOFwA5CoHqKGgYqer8p7BNA9RTh+rwKcqiBkRrCDG6NUEcj1W2R6mgkHI3UsbXUQqPgvBU7FBxpDjUwghoZK2rog1U15CAgKbAccM9eSeBugJgEAACAKKtoqGruEBHh4+cHAcTJJ09cCgnM88dSfH2uBfpVh+OrwoKoWJ9beP86Ir6BhK+JCKon45viQmoIQTWRQTURQbVEfENscFtSKC05vCMtsiM1oiszipFLZuTE9uSlDVzO5pZSJ8qoTGrJGCV7vDhjnFrMpVK5FVSewl48mJqitS12tC8MdD3sp7/gjr2c5a7NcB5NsVan2c+m2UtTrKUp1kPm8PRAL5vezGltHLh+jVF1ozwzQR+qzMfH948hGB8fH9LGKj4r7c/r/PwCPIXx8/OLiooBd+2VAsltKAy2X9XAUFnfwNzn9LbC/n22FbbV2VSYNgSqC4ZqgaDqYKiOorqeso7hXyhMFwLT3VCYnhHUwFjVwFhV3whqaKxmaQG3QcBtEOq2SE00SgONVEcj4dYIdRskHGEGNTBSNTRWVNcDq2rIKYKBsvskgbslpXZLAHeJiUmAwRA4XEtmr4ywsMhOYVEsxikfH5ATiL2Cw1J9fG4GB9SEBxV5n7/qj62LwjfFBjeQgxtjg9sSQ5vightjghtig+ui8LzF5vjQ7mxSdzaJkU1i5JB681NGizKZxTncq2UT10tZJdRxSh6zOJt7tYR7s5R7jcqtLuVWUZ9MjE+2tSx0tC/3dS310Jc4w89nOKsznOUp1vIU++k058k0e2GSuXB3fGaoj9PZym1rHKip7K6rbCqlOJubCQkICPw+ly8kLCQmJiYlJbVn9+69svsUwGCIspIvDnez6raSijJYESIrJycjI7NTWlpcQkJMTBwgxqvJEBAFiEkCdwFl9gIh8jyFqegZKOsZbEdhn4VthW11zpZmOsaEyCvDQaoaIKgGCKoOgmqCoJpg2AEITP/38tIHw3RAUA0QVBMCOwiB6Sur6apr66toG4KheioHjaDGxlBDY5jpITgaoYO2PGBrCbdBQE0OQY2MoYbGG6MpVLXAqvCPFSYptQsI3KkgvRMGhxuZmBge0FKX2WurqZGOvZjnjyu46H3F62J5oF9NBL4qLLCejG+KC66LxleHB9WT8E3xwY1xwfXR+BpiUGtiKD0lvCkupCkumJ4aQU8J78wgMnLIwwVpzOJMJiWHSy3hlpZwqSUcKoVTWsKtLOXe3qSK+mT8zlRb81xbyxKD/nioZ26ob2FifHma9WiKtX5/6tn9KV4INjsyMDs8MDPYM8loHWys6aq52VVRFuHjpbxXhp+f/8OJJL+AgJyCnK6+oauzS3CQf1x6cumtm/Xd9AcL869ev26/03ujsS79Um4EIeLcyROmFihVqCpADMDHx785hEcCKLMPCJGXVYGBoRpgdS0lbd1DZ46dK8v67C/MfxvbCtvqbCoMBlJVB0E1QFANCOwgBHbw4+z+7xWmvvk7+kowPU0NXVV1XbCqLkRNX1XPaGNraWSsjjTXsEWp2yLVLC0+LCrtNwCp7v+DwgDikhISO8DSuwyNjE+cOBUf7Jfse8HpgHbIyaO5/rj8Cxfyzp8rDPIvC/SrCg2qiwpuiguuI+KrQoMaSMHtSaFNcSH10fgaQlBbUmhH6qbCeMeRGURGDrk3P2WsKHO8OJNZnD1enM0szmYW54xTizhlVG4ZdaKMyiqlsG6VPL7TN9nSPNfessSgrwz3PhpkLE6MLU+zVme5LxcePLs/vTjJXLzLnJ8YuzcyMDPUe7enjdVc31db2VVRmhcVarlfEygkLPBROkxYWFhcXFx6h/ReGRlZeTmIoqIyVBXn73+rukoVBlVUVpYHKezdt3fXzp0SkpKiohs1sZ9WGHy/krbuodPbCvsMbCtsq7OhMCUYCKq1kQv7q/zXRwoDQTUhMF0ITE9JTR8C0wZBNcFQHSV1gw1b6RupIczUbVHqm3tJNQszqOGnFSYB3CkhuVNKTAImJ4c20D/j7Bx84qiVhtpFK2ReIC7T+0Le+XNUHK7g4rnKkICaCHxNZFB1RFB1WFADKZiWHLaxkYwJbowLpiWH0ZLDmuNDPlZYd17KKE9hlIyhgnRGXvpwYfo4JZtZnM2i5E+UlDIpFNbNksXejrvNjfPtG1HYI9bQ0hTr+TR7fXZiff7h+vyDx7MTi1PMpWnWAndsdvjO9GD33a6W/vqqlvKSyvRUrKOTvPQOQWFhERFRERERERERISFhQUFBfv7fjW9FWH86F/bh4SlMTExCcsceoKystCJIXgUOgWttK+xzsa2wrc7Z0gzHmFAFZS0w9CAEpv+nzeOnFQaGafN+EwzTB8O0QVA4CKoJhmopqusrHzCEGhnDjE3gVhYatih9W2vDwzbaKISKoRFMS19NTQcMVQdBwDJgBYnde8Uld8nsk5PfsXMPQFxMREQWCFSTkdWQldMCybtqaWd6e+Zgva5gvYpwF/PPnSj0PlcR4FcTiecVUjTGBNOSwpo+dEfGBjfFhdBSwn4bVpFB5KXz+y+njxdnMimZA1cyOnLShwszmJSM8eI0FiWXTaWOUovHyorvtzXdbWqYb2/lKWyZO7o0zV7bUNiDlwsP1+buP5rhLk4xl6fZc5yxmaGeuz2t/Q1VtDJqU3Fhup+/JhjELygE+P106Q8zWnlzLGyOHCanJPPx8QkL/7ED/GOFAUQB4uJSUvtkgRC5nRAwWG2/ks62wj4P2wrb6mym8w/+3fnjnxUG1QJDtcDQAxCYARimvRmaaYBUDyiq6StpGqjoGEEPmWjYIE3s0Ga2tnpoK1WzQ1A9Q439+jC4NlgZqqAI2gdS2CsrB4KAIfJyCrKye/fKqOyVgcnsOSCzT0tBzkZJKcHDIx/rWxDsdxl3Ie/c8bzzJ6m+vvXRwfTU8JaE0IaY4Ob4EJ6/PrDhr98pjNSdmzZwJXO8OHO0KHOoIGOsKHO8OGus5DKzpJBTQh2jFI9XUO7XV0801s/TPihshKewl5tR2Kv5uZXZicVJ5rMZzvLE2NJQz3Rn62hdNeNqaXNpSXlCDMbMWEJUVPCjYTu/R4yPj88ChQoMC+Xj4xMVFftDgMZ7BAUFeVeEiIlJSMnKSkHkpcDyCqrqIJim6bbCPgfbCtvqnC3NdIwJVVDWAENEeFXxAAAgAElEQVR1/udRGAiqvumyAyDo/g1/QTU2VlS0lLT1YUbGamamB2wt9Q5bG9nY6B6yPGBgAtc1gGvoKkA1QErKYAgIrAgGQcAgJUWQkiJESVFTSVFHGWKpomoBUTJRhPhaW2ecO18QHnSFp7ALJ0ux2Pqo4PbkMJ68GmI25RUXXB+NbyDjaSnhnRmEjxQWw8ghd+fE9eYl8Rq8WZRMJiVzvDhrlEoZLy+ZuEHlXKdyblMnqyu49bXz9LZlBv3xcM/C2MDiJOvxNOvpNOflg5mX8w/X5x+8eDj7aJr9YoazzB19Otw7S2tl1VT3lJc2XMqrykoNOe0O3rWLT0Dwk4EY75YQQxOTcxc9+fj4REUBn1QYHx+fkJCwqKiomDgQuEsGKC+3A6IgrwKXV4Kbnjm+rbB/n22FbXV+y4WpaoKh2mDogY0C109bTBcM3f9bzLXhMo3fo66gCoeo60ANjKFGxlAzUzVLc32UtZmprYkpUtvAUEtbFwrXVoZpKiirghQVFcAg+b17QWAFGASkDgFrK0EMlRRtoFBtRTAarhZ30uNyWNAl3/N5545f8TpfisPWROLro/G8EoqWhJAPCqsl4Gsig2hJYYwcEi8Q60iN6M4mMXJjurOje3JjB65kfmC8OGuckscsL+DWlHGrS7lVpeyqUk5dzcOWxocM2vJI/72h/gfjw7xy1ifT7OcPZl/OP3z2YGZ5mv38g8K62sfra3puVtRdudRwJT+fEGwEhwluznH9CNFNhfHrHtTxcHf9e4Xx8fEJCQkBxCQkJKSBcrI7IAoKqupyEKixh+v58m2F/dtsK2yrs3kiqQZS5QVW6mDoATBU5+Pg6yOjGYChvMzXH8z1h49wEFRbUdNQScdQ1cAYZmysa4o4ZGlngrQ1NrDQ19PT1NCFqh2Qg2ooqMBUwCDYnt1qYLC2iqq2Imi/rKymvJzNfriu7L4DO3cRjzpdxvvlep7Kv3Di/7J311FRruvfwI9J4962MkPODNPz9DNDxxRlYIFIiB20SXeDItKKhTQiDYOodNpuAwQDc++z023H8/4xwGa745zf733fo2sdWN+lLIRZ/DF+1nXfz3Vf95HtW/K8t+f7bj+ybUue57ZSf6/a6J2ngr1KAz3LgjyLd3nk7fCojPCTJfrXRPhWR/jWRvk1JOyVJQXKEv1liYENieENiWHynD8Qcz4lujUj6ULhob787L787N787L7CY32lhZfrKm6erb/SevZa6/n+S92DV3sGL3Xdu37p24HbD65duHOpU07Y4Pn6G+dq+8pLGwqOn87OLM/JOhITJUXgGVOnKSgoTpdvgSkoKiooKiqpTldUmqag8I9Jk2k0mqW5+aRJk/6esMmTJysoKCorq6vNnjeDvJCkS5m/UBddbOt6OOGzv2H+2zJB2Jee3xPGIFFY8n2u0UeTAJnKJVO5Y6KRKSwShUmisMeBxSRROBqjq0sNClODwtai8XRpkA4NpIAoHUUxCMMMTXBDcz4uQhEDHo/P4iA6+mwtKoehR+Po6rH16HR9HqCji89fgGuSRfo04wULuDNnrTcyTnB3TnVfk+TmdHj7+uNem49s25K9YeNxn23lId4NCf7yQ5GnQ3eU+vvk+3uUh/nUx+6ui9lVF72zLnZvXXxgQ0KALFEef1lioCwpRJYUIkuObtoX05IW33M0vfdEdl9+dl9+Vl9+9oWyom9qK2+fqbna3HC5pXGgu3X4YvfjKz3D1y4+u3nt2bULw9cuPrraO3Sx82brmZstjdcaqpqLTtbl5pRlZxyPi/VyWMnWWKg+TUFBQXHatGlqispTpk5TUVL9WkVthpKS6tTpulq6XBCTCzVlytTJk6eMZfQOSvnExEnTpysoKauqqM1Umzt3rhZ5voYuusRugrD/fCYI+9Ij3wtbqKNP0tMnUZhkKqhJhTWpAJnC0qTCZAqXpMck6bE0qaAmFSZTuRoUhhYN0KTCJApTXnBpUjg6VFibKt8UY2lTOdpUmKoPMhkgkwHqM0EGiCIwBMMwhpnxcREfFwn4Yj7fFAAABgNksiA2B2azIQYHxvXZtvo0Gw5DpEsRaumYaWgsYrACl9hlbNoQ6+qc4LJqv5tT5vqNudu35O3xLAvzqY3ZVR7sXRWxoyY6oDJsR1mg56lg75rInbLEgMbkgNrYgIrwgPr4cYQlhcqS42TJUY3JkZ1pcV3pcR0Z+3uOZ10oyO7Lz7qQn3O7tGiwsfZ+W9Ot8/XXzlUPnZc96ex6eq336dXep1d7nl7t/fbG1cfX+gavdN/q67jafPby2drOU0X1+cdOpR/MS4g+kRRhb8ifN1VBYZqC6tRp81TUpkydOkdBSVtthqaqOllZVX+hNoXKle92jV9sjo1LHHtSOXnylOnTFZRVv1JVnzWTTJpHmiDs82SCsC89ztmxdoF+Gjockh6DTOVpUmFtGqRJBUY2xfQhTQasRYdHV5Q8LQqXRof09CEShaVBYWhQmHr6XDYLZDJAbSqkTYOYDJDFAlgskMkEGQyQTgdZLBCGYQw14eMiPi7k40I+LsIxUwTBuFwYAEAEgWEYhhBEAPKsOExrNkOkS7HU0rXU0VvKY++0sUpwc4t1XZPg4pCydk3Who1p27cc3uGRt8ezOMirLMirPNi7OtLvVKhPWZBndbhfTZS/LDGgMTGgJiagMiKgLu4TwuJlicGNSQEdaTGdGUndR+V+jRB2q7ToTkPt0HnZ3WbZ3ZbG+61nH3d0Pr3SO5Krvc/kp46u9Nzq7bhyvqGv/rSsJK8+/2jdoezCgwfy9sd7L19EmTlTTUFJ56uv5yqrfq2soqWqTlZVJ6uqk5TVdGfPI5H0FJTVFKYrfkLY1KlTJ02aPL7ZYurUqSqqX6nNmL2ARJo/QdhnygRhX3r+OGyHSge1Rs9y63ExOm5AQeRnGyEdGsRkgSwmyGCA2lRAk8omU0AGG8FQjMOBmUyQyQQ5HBhFMQRB2GyITpcTBqCoYJxfYxGhqCGCoDAMwzAEwTAEw0IUsQM4Ih09Sy1doS7Fnsf2ElqGr1qZ7Lo6xtlh/9o1ORs2ZntszfTbftTP47j/yN1FhYFex/w9CwI8K8P9aqL2NiQE1MUGVEYEVEX6V0UG1McHNCQENCTICYuVJQY1JgV0HIzpzknuK8yR74WNVGFlxf3Vlf3VFYNNdXdbzzxqb3/c1vmku/tJb/eT3u4xwu5c7r7Z0y4n7ExxXl3h8Yb8o9XZmafSUhP9PI3ZDLKqOmP+fG1VdW1V9THCyKrqmqrq89S+Up8xS/kPio11kI3f1FdR/Up9xmwtHZ0Jwj5XJgj70jP+mLecMLlfZCqkTQNA0EjAFzEwQ10Y06RC2myEg2IojLDZIJ0O0hkgnc4DAAMBX4QgfBiGYAhCEL6AL8JQQzYb+DvC+EI+Jv/cEkFwBIYRGDZB4EUoYociYgpNqK0nYeovYTHWG/MDFy1KXuMY4+K4z83p8LYtBTs883d45Phtz9q5vTTQqyTY6+RezyPbtqR5bD6216MqYkdNlH9VZEB15G75Vd5Vkf7VkQE10f6y5FBZUpgs0b8xKVBOWG/+OMIKDt0szr9VXvo7wto7R9LW+eRiz7NrvU+u9fZf6Lzedv5qc0Nf/emusqLGwhP1RSeqTxwpObD/eFS4q0Sspf4VSUWNrTaDozZDT1WdNE4xkqo6WXXGLPWvFZRUPllO/pEwZZUZM2fNNzI2XUDWQyYI+xyZIOxLz2hTBY1EGWu4HynBtNkwiJsa4mIMt6ChfF0YY6JGAtySj1vCMMZkAgw6yGYDGGYo4EsQhI8gEILICZP8HWGYkG8oxM1/q8VwXGiIm1mjiC36B8LYTHcM8ZJIIlavSnJ13L/OOWenx8kgz7wAz7ydHsf3epaFeFdF+Jb4e2dtdk90dcjctKEs0KsmckdN5I7RwYc7aiJ3VIXvqokZHaWfGNCYFChfSLZnpXcfzezLHzns3VuQe6m4sL+8dPBs/V8RNlqFtV1rPXflfH1fTXlHcUFD0YmqE0eKU/blJcaFbdkK6mirTJtOnTmbMW8uWVmNPI4weS1GVp2hoqg0/V9VYUrK6nPmk1evW79QkwpPPJH8HJkg7EuPnDANHTp5/LluCqRJh1ioEW4m5BsJccySgRoguDmGWwpwER8XIwjOZAL03wgTj1RhMIQgfAO+BAQMGAze7/fCjEcUw4R8AyEuFuJCId9IXouJ+LjIAjNejMJ2KGKHIlZspkSfJtKjLmEz3VHEQywOXb0q2c1x/1qnw9u35O/1PBHkmRfgeSLQsyDIqy7KrzzcL2Obe+KalRkb1pUEeFWEen9ym3d5iG9NTEBj0si+WENi4Nn90Z3pce3p+9qzMzpyMjpyMnrzsroLDl349wi7c7l74FL3N50tfXWVXb8RlnwsITY7IsjFyGC+krLuzFn0BfM0lNVoqurav6/FtFTVVf8VYVOmTFFQUJm3UGtPdMwCMgWys54g7D+fCcK+9Dhnx9oG+mrpcqksWAfGaEyIrg9QGaA+LMAxId9cyDcWYpglAzXgGwoFpiPijCMMRBAUQXAEQdhskM0GYRhBUT6Xg9DpIIMBAgAEgnLa5N+G47gFHxfxTYWYVGgmFBsbiHBMiGNCIwOhtaXI1sDADoHtEEjKpAt19ZZyWG4AsNnIxH/x4pg1DslujmnrXA9t2XzcZ1teoGdRkFdZsFdt1M6KiF1HvDYdXLv2yI6t1dG7yoK8KkJ9aqNGCCsP8T4V7FUbs3usCmtIDGzcF92ZHtuRntSVm9V7IqvneGZffs43RSdvnCrpr64YqK0aOt9wv/Xc4/aOEb96u59elT+a7B2+0nPnSs/tvo6rzbK+2tOdxYW/ERYfczIxJtDJha+lqa2ixpk3lzFzFmfuXKbGQrLaDLLKb4XYvyRs8qRJU6YqztfQTj2eO2++BmBjNUHYfz4ThH3pcc6OXRzoq0fnsRADhG/BgPlUEKFDGIJb8BGhQGRjYGaFo5Z0RMA3lRhIbPmo5XjCWCz54hHiciF9fVBfH+BwQASB9FlcCo3L48E4ZsrHLTDUkMsF5Q8fcdyCj4n4RkJMKrSUSkwMRRgqxDEhHxeam1tZCyW2OH8RAksYNDMyaSmH5cbjbRQY7rG1i3JySHZz2OfmuN9tTcZ69+N7PMpCvE4H+9TEBNTH7ikK8Mzdsa0sbHd9YlhpoGd5sNcYYWVBnmVBnnUxO8cTdmaUsO5j2ReLci4UZl8sONRfVjJQXdlfW9VfVTl0rv5ea9NvhF3seXa995l8R/9Kz50rPTe6Wi+dre2rOdVRVFBXeLzuRO7p9INHkhLyE+LSAnavEAho05W4c+dy58zhqn/FI5P01WaQxhGmoqg0XUHhk+2wMcLU1dSMRcKtO/wOF558+O3TI4VF25NiV6VFfPY3zH9bJgj70uOcHWsX4ENhwChuaYiLIdycivEBzNTIQGRpJjGWWvNNJWzESB/lCwRigaUV38hSgIl5PIzBAJhMAIJwDBXweCCDAXK5MAQaIZApjhky2FwmC0AQBEUNMNQIRfggCHE4IAjCfHkVJhDhxiJDI5GFqdjCTGxhJjY3FQvNJVKJtZWF0NrEVMqkW2hp2vE49gDXCQQ9pcIIZ4f9a1fvc3NMdFmZuck9f4fncZ9tBQFelRE762N2lYf5FAV5VkfubkgIrgjbXRm+sybStybSrzpyd0307pqY3Q3xe2WJ/uMJ68hIaM9K68xO7T60r/tQctfh9L4TudfLCm6Xl96uLB9oqLnbLBtua37S3jXc2vqws+3BpZ77V3oeX+29K19IXuy63nb2clP9hbrTzeVF9cdz67IyitIPFibFFyRE7V3rjM9fwFRR486dy50/j6tJ4s2fTxm3nJyroqqiMkNJWf2TQkw+N1FZWZnO5phLpFt8fNqvXHT32L7Ce+vqzJjP/ob5b8sEYV96nLNjbQO8GXREgIsxzJKPiyDMDMeERgYiW6m1qYUI51uyEZyG8nFMyBdY8o1EOGrCYkHyfXoMM8QxUwAAGQwAghABXyTAhRjK53BAgAchiLxbAoRhCARhJhMAAJiPCwV8IYYa4KgpjgqF5hJridRKPBKpSCqVWEtEVlIWU6SjZw1wpQB3OYu52dQkcuWKlLWrk90c9rs5HfXYUuTnkbNp03F/j9MhXrVROypCfUoDPKsjfBsS9lZFBVVH7h0lbK8sMbAxKUCWFCRLipAlBcsS/RsSAxuTozsyktuz0jrS4zvSYtrTk9oz0jpz0i4XHr5dXHC74lT/yFqy6Ul714PW88Mt54f6uu9c6X50tXfgcvedy91DV3tvdLZcbT139XxtZ/WpumO5DRlptTmZJfsSSxLjDgTtsDfg85TUOHPmcvW0uVpk7uzZHBV13XGKzZgxW1l15h/WktPlZ4wm/WPSP/4xSf2ruSHJ8VOUFTmWxm65SZ/9DfPflgnCvvQ4Z8cuDfaDuIZGBiIzE7GBQMjHRAJcZGEmtpZYmRqJcVSIIBgHwXH5TjwmRjEBi8WTE4YgOIryYRgGAAiCYD4uxDETGAYBAAZBOWEwDMMIAnO5EJ0OQBCMYUYgIOByuRBkwMdFQnPJiFxjEVtJhRIpiynS0bUBuNY8zgo2c5uRadhi+wRXx2Q3h1R31+Oe2wp2e2R5bz3h71ER6l0XtaMq3Pd0qHd15K6GBP+qyMDqyD1jhI2cMUqOkCXHy5JC5SeNmg9Ed2Qkd2SmdKbHdKbHtWce7MjM6M3OvJx3pL+0+Pap0tvVFXfO1N5vPfu0o/tBa8twa/PdC92DV7ofjW7nD17pud3bca3t3JWzNR2VpbUnj9YfypJlZZYmJxQlxB6NDd3ptMJEg8ycP4+rrcnVInNmzeaqqOurqmuMdleoq89SVv36D2vJ6b9N3VFSm6+hvdnP9+t582AboevhxM/+hvlvywRhX3rWZMUsC92FI5ZmJiI7K2tjIxGGCo0EImux1EosNTMR45gIRTEERuUNEHy+BQRhLCZIp4NMJih/CinvTUURgQAX4ZjZ6Fd+8wuGYXmnK5cL8XigPh2g0ACAZ8jHxX9JGJMhJ8wGAldyOZsNDXfY2sQ4Ouxzc0h1dznhtf1kgOfh3R4nAjxLg70qw3zk57qro/bWxwf8CWFJQbLkWFlyjCwpUpYY2JgU2JkW05mR2JGR3Jke25ke256Z2pGV0ZeZeSn30LXiEzeKT96uOt1fV3WvpelhW+u91rN/JOzO5e47V3q/6Wi+1FTTVVl2piiv/tjh+syMitSU4sS4kn0JaTu8ViIQS4vE0SJztTW5ZBJXVZ2pqq6pqk4aJUxFbaaikspfEaakrD57HkmyYvlX8+agNqIJwv7zmSDsS4+cMAy2MDYUiSwkhgYiHBMa8EUiC4lEKDUyFOOYGQgiMIwK+GIME0IQTmdyKTQunQ5yOGNUQQiC8TFLPi7CUMNPCANBiMOB5A8oGQyQQQf19EEtKo/Hw3HMUmQutf4zwqy4HJG2rjWbbYujq0BwPR/fKjKPXrZ8n5tjyto1uVs35+31LNjtcSLAMz/IsyzAqyLMpyZyZ02M/98SFitLjpZ353emxXamx3Wmx3Wmx3ZkJHRkpnVkZfRmZvXkZvYUZF4rOt4vX0uebbjb0jjU0vCwteVPCLvc801H86Wmqt6qU62lBbUnchsyDzZkphclxhUmxuRFhfnaWRlqkTmkhVxtTS5Jg6OixlVVp48qpqY+U3XGbGXVGeMLsfGEKavMUP96rhaLpTpnFmQ7QdhnyARhX3rGCMNHHwvimBBDhcaGIgszCY6JYYjPZAIQhPJxcwgy0NfnaVJZGnp0OgNAEBiCYAiCEATFMXMBLsYx8zHU5H8BADwi12joDIhEBbSoTC4XxFBjcwuJSCKR/l4xK5HUBkGEmjoSfYYNjjrC0DoMW28gCFhit3/t6mQ3h4Pubsd3ehTu8jwR4HkyyLMk0KsizKcmaq8sMbAh4a8Ii5QlR8mSQuTd+W0HxwiL78w82JuV1ZWV0Z2Z2Xk4o+9k1vWivNulRbcrTg3UVQ2dl91tbfxLwtqbL5+t7auvaD9d0lCcV5u+X3YwpXR/4pHo4PykmPBNbnY0KrBwPkdbk0smcWZ8zVFV56qq66mqa6iqf63+9d8TpqL6lar6LGX1mYqzZ7JthW4ThP3HM0HYlx45YQaYhQAXyvuzDARCA77QzFhkYSbh45YcDibfw0JgmMuFdWgcDT19EmWEMB4P4nAAHJO3rYpGCZOfF4JhGJYf9v6EME0qoEVlc7kgjhrjZiK+UCiylPwpYWIafRGGuBoI1kKQCwh424n3rV29z80h1d31mPe2wh2eJwI8jwd65gd6Vob6NsT7NyYF/nkVlvhbGhLkTyQj5SVYe+b+nqysvqysvqysnqzMzsyMviNZ14qP3y4pvFVa1F9dcae+eqhFJifszqeEdd/oarna0nSpqbq3oqy1uKA8PfXcwRRZZtqxmLDCxNh9e32cLYwQLTJbk8TV1uQuXCAvxOSb+hqqM1TVZyurfaWo+OcLSTlhql/NniDsc2WCsC89TpkxKyN2Wwkl5iZiPl9oIBCKLSVWEisriZWFqRSBDVgsgMEAYRiGQIiqD5GoXJK2NkmXSmeCf0EYiKKGGGosfxj5R8KYDJBGB7WpEJcD8jFjPl+M40JDgehPCNPStdTVc0DALcZGrhDkBPA8bcWxLqv3uTnuc3NI277xxE7P/ECv44Ge+YEeFaG76hMCZYkB1VF/RdhIR0VNtH9dnH9jUlBH2qeEdWdldmZm9OZm9xVkXy/Ku11a3F9T2V9dcaex5mFb672+7rtXeh5d6xtP2J3L3dfbzl08U9VdUdpTXNR0NPd8ZlpbdnpJUnxxUnxeVEiwy0oDfT26xgKOFvkTwkiqM9TVZ6nOmK2soq4wXWGCsC8wE4R96XHKjFkVHWBts0gqlIiFUolQKpVY2y5dbrtoqbmphMcV0Ok8BgOEIBiUE6ajTyJrkHRpcsK4XIjDAf9AmIGAL0IRXH5MckQu5u8I06FCXA6IoUZ8TIhjf0KYLYKItHQtdfVWwcBGI0MXCFzEZnqIhJHOq+NdHJNcV6VtWJftu70wwPN4oGdBoEdF6K66uABZgpywgOrIPSOni34jbKSvtTZ6V3WUvywx6FxKbNcoYReys3qzstqz0tuy0ruzMvqOZfUWnfimtLi/ukJO2HB76+P2zieXuh9d6blzqWvwUvedS90Dl7ruXOoaIayytKeo8FxhXsPhrM5jmbXpqUUJcfkJkcl+3iIIYpMX8rS1OAvmc1TUuGoz5IRpqqrPV52hOmO20t8RNnOCsM+YCcK+9IwStlgqlMg7s2wXL7NbskJoaSXgiwDeCGFMJshiwRQqS4NMImlqkHRpDCYIgjCDwePxBAK+aHQK2BhhYhThgyDIZIJjG/80JkTTB5mMkTliTAbIZMIgiOCYuaHB7wiTiqS2GCqh0cR6FBs2fTEMrYZAWyZ9HYZHrloR47gidOXy1O2b0n23pW5yPbxre1mw16kg71MhPjWRO+rj99ZE7qiN2dWQGNCQ4N+QIJ8UFixLCpcXYg0J/rLEiLaD8quMYrszD/RlZfcdz+7NyWrPSu/IypBXZL15OX3F+bdOlfZXV9xprL3b2nSvpel+W9O9tjP32s8/7ui60952rf3cnbaz37Seu9Jy5kJjRfepkp7Co2cOZciy0uv2xxcnxJ2IC88JCdzh6rTGkC8BePT586mzZunPmSM/+62pqr5Q7Stl1a8U/rCQlN8DoqiopKiopPrVrAnCPlcmCPvSM54wuR02i5dZW9lamkkw1JTHhXRpkDYNojNAJhOiUJka5IUkTZK8CoNhmMMBeDwDAV88SpgZgmA4bsnHRSjCh2EIBCEQhCAIRlGYxYH06b9bVOrrAzwA/CNhxkYiHEUN2Ryxrp4Vj7Mcgpx5PDsW3RWGA5bZR61xjHFaddBrc8a2LZkb1p/Y6VEU5HUqyKs00LM6wq8hYW915I6aGP/GseNECQG1MYGNSUH1cYE1Ubtrovc2JASfS4npSpff8h3fk5l2IS9nlLD0jsyMniOZF/Kzrhfn3646PUrYmbstsqHmxuG21kdt7U/buu63NA+0yIaaG++0NF1rbbrYVNldXnqh4EjToYy69LS6pJjihLgTseG5UYEh29ZtsxG5i4QGTKbGnLmaquqkOXPJX31NVlHTVFWfpaw67Q/b+aNXGSkqKCiofDVLdfYs2E488UTyP58Jwr70/Alhi+ytxFZCCykEGrEYPG0aR4PC1qGBOjRYi8ol6VJJujSKPpvJHGm+RxDDcbPALHHMXL6oRBA+hhrhmCmMQCPdrZyRIYhMJgiCEJsN6esDMGTIx4WGApHVOMIMBEIARnEAsKLTrACuM5+/gY878riuMOwrtQpzWJXg6pixaV3Wpk3ZXtvyd3mcCPIs2ONZ6u9ZFeFXG+NfH/+7LfyamICayJ11MTtronZVR/hVReypjw9oSAw6nxLelRHfmR7Tk3lwjLD2rPTWzPTu45nXi4/3V54a3QuTE9b4sK31cXv347aupz09w10t8uGud1vOXGttuthY2V1V3ldyrC0nvSHjYN3++JKUfSfiog/FhCTv8fRYtsTbcflqO6kuWWuhgjJt4QKdr2eSVNS0VNXnKqtO+0Nf2DjCFFW/mqU8eybPVjRRhf3nM0HYlx6nzJiVkXukYiupUPpbFSaxEZoLAR5KoUFkKkuDQidR2CQKl6THIGlrk/T0dWkggwGx2RCbDUDQWBU2Mv+Lj4swzASGYRyzEOBiDDVCEAgAIPn6kcuFAACSN2TweCCGmvFxMd9AaCYRW48eMzI0EIIwygd5NhyWDQw5Gwg2Gxu6QaArCG4xN927fHGim2vGug0HN2zI3etxcq/nyV0e+X4eJXs9qyP8aqJ2yZLkQ8EC6uICaqIDqyN3VYf7ng71ronwrYvZWR/vL0v0b0jY0+++Qb0AACAASURBVJQc3JUR35ke25OZduFQTm92VntWRkfmgfaMlO5jWTdL8vtrKuWRD66423bmQdu5B63Nj9u7nnb1DHe0DLXI7jbLhkYJ66k53XuqsPd49pns9Jr0g8WZ6YX7ko/GReXEhHutXOHj6rjF3RXlgVpq6trz52t9PZOsoqalqj7n3yBMcc5M1sRC8nNkgrAvPfInkhIL0QhhQomVla21xMbc1JzF4unSeBoUJolCJ+npk7R1SVraJLIGSZdConLoDJBOB/X1eQBgKOBLBXyx4LdaTIyiBhAM4JiFAS7lYxYIAnE4EJsN8njQaEO/fAIPiGNmGGqCC4QCE5GpsVgeAd8SQlA+wLPhcWwxbDWKrEMRFwBwAQA3HPW2liQ4O6WuW5+2ceOJAI+C3Z4Fvh4FPh4l/p6nQ71ro3bI/apPCKyO3FMdsasm0q86wqcizK8mak9DYnBDckRDUnh9QsgoYXFdGcndmRm9WXLC9nWkJ3Ufy7pRcrK/umJEseqKO/XVg421dxpr7jU3Pmg9/6D1/L2WprstjUNdzUOtZ661nLnYWNlTU95zqrS14FhDTmZdVubp7MziA/uPx8ccSoz3dXH0cnHw3bTRRiCgzZ9LnjmLpDZDPjjsXxGmpDpjloL6DLbdBGGfIROEfekZIcxSLCfM2trOSmwlFVkJ+KZUGqBFZWvI74jU0yeRSSRNEklTQ0OHokHl6NLku/IAl4vhuDEEGaCoER8XCnAxH7dAEAyCIRQxwDFjDDOAIIjJBAEAQlFYPrtiLChqCMMIihpgiAmOiXFMJO+wlRNmzWbYwtBSBHYCABcAcOHx1vC4201Nox1XJq11zt64IW+nx7EdHoV+HoU7PUoCPU+HeFeF+zYmBTQkBFZH+VdH+I20VkTsro7aWxcfcD4lojk1/vyB+PMHYlpTI8c16Cd3ZmW0Z6W3ZaZ2ph/oOZZ1Q16F1Vb111TeqKm8Un36SnX5zeqKW+fqhlpkQy3yJaRs8GLHnZ62ay1nLsoqe2rKe8pKZAUnarMzGjIz6rIzT6UfzE9OyI4KCffe5LvRzWOtizWfL9DV5CxcoKmmTvpXhCkqKikoKCkpqykoqbEXTRD2GTJB2JeeTwizWWxvLbURW0phyIRCA0kUDmmMME0ymUzS0NLUpNB1aZAubeTMkPyDweBxuSCGmghwIQThIAjKe/R5PJDHA+UHJDlsHorw+biIj4vl600+LkEQHIYhGAYRBMVQEww14uOWOGYKoSgfhqyZ+tY8zlIUWQOCbgDgAgBruJwtRkahDquS3FZnbtuY6+uR5bHlhOe2kr2ep0O9qyP8ykN86uICamP2VEf8Nm+nNiawLi5Aluh/bn9EV0ZCd2ZcV0acvAQbU6w9K60jM70zO7MnN6vvRNaVoqO3T5f1V5YP1FZeranoqCm/UFN+q6bi1rm6uy2NQy2yuy2y+61nhy52DVzuvtbaNEJYRVlzUX79kUN1mekNmelVOVklKfuyQnZnhu4N375p0zLbZWYmjghoTNPTnPEV6V8tJBUVlRQUFBUVlBSmq7KtLCYI+89ngrAvPWOEWYmkVmKpzaKl1lIbidAKRUypNIhE4Y5cdqtHX6hJmk8mkXX1GSyQywEZDB6dzuMBCAxjTCaorw8yGAAMoThmwOEAXC6EorB8/4tBH3n4iPMNjQx/u4dNwBfJey9gGOLxIACQry5BHDOEIJzLgzAWU6pPtQa4q2HIDQBWcbnOPN4aLneTsXHQ8uVxzo4Hfbeme27NcF9/aPPmkr2eVRG+NZF+p0K85Rd/1Eb51Ub61UT61cb4y0ZGTvs3JIac2x/RmhozDq+RtGeldWZnXDie3VeY3Zuf1XMy82rhsVslRQNVp6/WVvTWlN+qrrjTUHOvpfFey5kHrc33Ws48bGu9e7Fn4FLX1damiw0VPVXlvXWne8qKGwqO1R7Jqc/JqszKKE49kBa0qyA5LnLrJjcLQ49Fdl6LF5uxGCQ1dU0VNe1/hzBF5elTlFkWZhPDdv7zmSDsS4+cMKmlWGQhEVlKbBcttZLaWJiKAcBAl8oj6THljyDJupT5ZNIcHT19OgBDMIriXC7G5aI4bgIARgwGj82G2GwIgmAYgQAA4nIhEISYTJCqD9LoIIMO0qiclQ6OUqk9iljwcSGOmaKoKQKbwTAGQRCLBXG5EAzDIABzeSBNn0OnMGAtsoRGs4HAFQjswOUs5bBcINCZy91gYLDbxjbScVXqtg2Ht24+tG3zce9tpf4jhJ0O9a4M96kK95WnOsJPluA/7oBR0Jnk4LP7ozv+SFjG/s7sjL687N78rIsFhy4X5F4qyL1ZXHC7rPh69elvairu1FUPjdwv2fSorWO4tflhW9vdiz13LnV909p06Ux1b83pjqrSzrLicyX5Z0ryzxSeqMjKKM3OLMlMqc4/4r3WdbmAv2uNc/xObzsBRlJWnaOkslBFTU7Y9OkK06cr/B1hlhOEfYZMEPalZ/SAkdjcRGxuKrZbbC+V2OCoOVWfq0FhkHR0yZoksiaZpEnS0NLSprIBLowgMD5yL7dQwBeDoCGPB46NBpP3T4xcIskANamQDg1iMEAmg+Wxw9t+2RoEMsdQExSFuVxIXx8AAUT+swgC87gQnQ5oUVkkTU2WpgaqrWnL49hhqC2K2HHZzgCwXiBw5vFcYdhHLElcs+qAu1Oe3/b8YK/SYK+yIK/KcN/aKL/qCN/yYG95m9ipIK/qCN9xhPk3JIW3HYzryvjUr870uM70xK7sjAtHcy4WHvqmKO92SdGtksJbJYW3igtul5f211QOna2Xt1bIF5IP2s4/ae8autg9eKnzTmvT1ZbGi42V504VdlSV9daU95aVtFeUnD56qOJIzs2e1rr8o1usbdxNjCJ8NuclhK01NdFUUlWarqimqDxPRU1BUWny5MnTpk1TVFT6f07YygNh9vuCl+0LWb4/xH5f8Ir9oY5//c2OqRHL94fa7wtekRL62d+cX0ImCPvSM1KFCUf3whaNJ4xO0tHR0CQt1CSRNEka2traVDaXA8Pwb4TxcRGGGsEwODaaYnS6ofxEN6hDg2g0HpPJ1afRgmLjVjquYzNRAABBEOJyIQYDQGBTDBXI15J0BqhD42hQGCQtbZYmCdHVseWy7VDEFkUcQdANBN1xfIyw+DWrDrg75fttzwvwLAz0LAvyqgjzHVk5RvlVhvmWBXlVhvnURvk1/J6wltQ/JSyhNyez92TW5cIjv+ElT1H+Hwm72yK72yIbbmsZutgzeKnrTmvT1ebGy2er+upPX2ys6qs73VVc2FqULyvOkxWd6GmsPbjbb4PQcqPIIsZva8Lm9ctBkDZz1jwlVTVFpblqXyupzJjy/4cwhwPhrpmxnsdStx9N2ZK7z+v4wY2HkhxS/3wGv2NqhOPBiE2Hk72Pp23ISXT8i2/7r8oEYV965ISJLcRSodRKJLWxWyoR2+CoOZXO09ChkDVJs0gaM8gLNLQ0NSj6OjQ2gwHyeBAfH0+YMTIynQKWH/ymj2vBp9MhEMSNjI0MDc3LT9fs3hPCFxgKDAxYLJjDgWAYwjFzPm4BgghVn0vSo5MoDBKFQdajM3V0IQbHmqlvA3DtMHQ1CLoCgAsAOPN4bjC8XSQMc1i5390pz3d7/g6Pwt2eZcFeZUFe8rXk6OlI+ec7xhMmSwqTJce2p8V1/Z6wjqyDvXnZvfl/RlhJ4R8Ju9cy8snghY7Bi50DI4RVXzlXe/lsTVd1WV3+8aaSk1fO1rZXl57Yn+i92GqdieFe9zVJWzf4WFosg0BYT0dDVV1huoKyspqKyoxPzkj+rwlzTI1YeSBsRUrYipSw5ftDXDNjTnQ0/PDm5f0fvr32aOj5h3etA9e2HN63bH/wypSwFSmhKw+ErToQPvJ5Stieoqze+7dfffxw9ubFDTmJy/YHOxwIH3nZlLAVKaErUsJWHgiT6+aQ+tsPrjoQ/slv4jDym4SuSAlbdSDc8WCE4ydfSY1wOBC+IiVsZUqY/M9VB8LGXtDhDy/4WTJB2Jce+bAdPmppZiKf1GplbCjGEDlhemRN8tez56ktmK+hpaVBof8ZYUI+bonjFjhugSCYfP9rjDB9fR6Xg7qsXRsSG1NwuuLnn36+cfPWgdzD3jt3GBoLWUwegkA4ZorAAjoTIOtSNTRJJB0KicKk0rlMJoADgDWLbsWk20DgagiSEyZXbL2pYcjSpftdnTJ8tx329cjfPXLGaDxhNZG+1ZF7qiIDPhm2I0uK/CNhPVnpfSdzPiWsuOBW2chJ7/7qMcJk91vPPm7vfNB6fqhFdrf1zFDrmeut5661nrva0nS7r/1SU62s8HjNySNttaeHLnZUnczwWW7nhqFbLcyTvbcGrrB3BcHNQlNDBnWBitq06QozFJXnqs9UVFZT+L/eC3NMjXBMjXBOj3bNiHFOj16dFplzvvrlm9fEhw/Ex48fP3wg3r599+5teW/ripRQl4wY14xY5/ToNWlRLhkxa9KiN+UmXr4/8P79O+Ljx7cf3h1tqVuREuaUFiUHyzk92jUjVv7Kcn2cDka6pMe4ZsS6ZMSsSYtySI1wPBgx9puM/5E1adHyfx3/FcfUCKe0SJeMGOf0GNeMGJeMGOf0aPlv5ZIe45QW9VfV4n8yE4R96RkbecjHLIXmYiux1FBgCUM4lcYmaZLnapJUZ85RmzFLg6ypQWH8BWEjHfk4bg7Dv60i5V1jEASbmVlY266ytXOUNZ6Njk6yFFsZGJlzuRidDoIgxOMhDCaoSaFrkMkkLW0NPboejQMAEAAjfFBOmL4NBHxC2FoM3W1tk+y6OmPzxkPbtxTs8Cja61kW7HUq2Ks8xGfUr11VkYF1cYG/8yvR/08J6/0bwmqr+msqRwlrvNdy5lF7x5P27getzSPd+c2ya63n5LnR0dJbeaoh/1hH9alv2s+31xXtXOfI19VZY2YW4uoet2XdGgNsGZPtZyM1YdAXqKhOm67wlaLy/P9HhC3dFxxUdKhr4Ma9778dfPaoa+jGL69fvfrxp0Gfza/PNfxy7/7wJuefr11/+fbtxQeD1x7fG/7x+57+mzUXO248fjD43dPG633/fPHrs6bGR17riQ8fn795fe3RvSMtdW6ZceGnj3UN3hz+8fvhH77rHbwVWJS7OjUy+0zFhfv9wz9+f/PRg7LelvU5CStTwuS/yfL9ITFVJ7tuX3/84/cPfvi25kqnx9EDIWVHOm9fe/zj98M/ftdwtTu87Mih5up73z+9cL9/+Idvh757cvbmheuP7j7+6ftr9+7kNtc6Hoz87IpNEPalZ01WrH2ILwIJcExkIBAaGYr5uCWTjWhRWGRN0qx585XVZqmpz/wLwkQYaoqhRmOLShwzx1AjEATZbJDDgUAQRBAYgU1gyIxORcITU1Y4ulP19CkUFp0OMBggiwnq0thkCkNDj75Ql6JFYVLpPC4XxDFjEMHwcYQ5QZALj2fHZi7jsFx5wFoU9ZZKE10cszZsOLx1c+EOj0I/j5IAz7Igr7Igr1PB3hVh3tWRe2pjA8du8B5PWNP+2M70uLaDsc0HRvbF/pwwecqKb58uG11INt5raZLf7/2oreNea9PdFtlQS6Pcr2/am9uqy7uqS4cudA9d6jtXfCJotyeTRoPmzdu+cmla8G5Px+VLeNzVLLbnElsTLnuBsur06QrKSqpqqjMUFJT+bxaS8oVeaOnRu989JX7/8cOTJ9elxr8WHnv74sXLyxfe/vzzJ9/w9uOHkU8I4t2HD4MFJ4YkAuLDyBd/fv3qSHPd7afD43/k4Q//lF3t++7X317q1Yf3bTevbsvd73AgfGlyUGjpseEfvhv71w/Ex+vD94a+fTz+RZ78+M9fXr8g/uLj51cvshorVqSEjVV2nyUThH3pcc6OXRzkw2aNjC3EMSGPK6DRQZIufb4mSX32XBXVmfIqjERhkKlMij4XAMYTZoyignEVmYiPW/JxUxjGQQjAMKOxjX8YMPXe7b/Y3p7L4XC50Ngcfao+j6LPpdC4NAaPwwNgUIChZuamIgmOSSDAiqUvYekv43FdQdCZx5Ow6IvYTFcAcAHAzSKzeJdVB9e5Zm/adNxza4GvR4m/56lgr9IAr6I9nmXBXpVhvg3xe8fmVYxLsCw5ujM9vjU1+mxiUFdqVGdGfFdmcm9eVm9+9uXCI/0lxX+9nd94r+XM47bOJ91dT3q6H7W232s5c7O16Vrr+avNjddazrRXnbra2vjy4ZOhq337g3wtIVBbS9vezGinu2PQVvelxkbL+dgGI76ntRWqqzNPSUVVQXGW6ldKKjOmTpkyffr0//V2/oqUMPes+N67AwRBfFd08rGb/bONq7+PDPopK+WnH3+6sUz6orzw1ydPvk2O/nFg8J+nT30ftOO7PZ6PnRZ/mxTxfV/nU5+Nj9etet7WQhDE3bKieyutf7nQ+3iT03c7thGPH/7w4jlBED8dz3y8ZskTR7tHeUcIgnj/8ePHH/75fWTQY0e7px5rX934hiCI4q7z9vtCNuYmXbw/QBBESlamhdh66fJVzc0tBEH8/OvzpPQ0kZWtte2S8rLTBEH0D/Rv8/AKDA61XbzM3c29oaYyOCzczNTSZ+/e9y9e3vvnkw2HEhxSP+em2ARhX3rkt3kz6BwMFchPa7OYsA4N0NTVn6tJUpk9R1nla1W1rzVIZBKFoUFh6dIAAADlhAn4YhwzQVGD3y8qhXxcjOPmGGYsv7SNjwn5mBCBzZ1d10mktjBkgCAIhwPq6/PodIBBBxgMgMuFYdAIQ4xw1AzHRCILiTnfxBzg2rBoUqb+EoDrAkH2bJaEqb+Iw3Th8Zw5vE1C43i3VQfcnTLXb8zdurnIz6M0QE6YZ6GfR9Eez8ow79qYPQ0JgaMjW/1HB7f6NyRFnT8Q15Ia2RC/u3V/eFdGfEdGbG9eZl9BzsWCQ5cLj3xTPNpUUVwgJ2ygtmrwbP3d1sbh1pYnnV1Pr/Y9vdr7pLPrblfbtfbz19rOXzl/5kJj1VBf+z8Hbw9fvFBfmLfBeRWTROLSmbu3bQjdukkEARI6daOVpZ+VlbdUxJw7T2magrqi8kLVGdOmK/7jH/+YNm2akpLy/4Iwx9SIFSmhkRUn3n788Ly+esDO+LuEkAHvTf3aXz9ds+Tn57/eWC59UVH8z29uDBjxHra034+JuENSfrLH80Go/wBKG3BeOpySOLze8b7L8rePH92vrx405n23L+7bo9l3zNCHafsIgnheUzwo4T+Ki3y2e8stM/Bxc+PHD++fhu54sEz8z6yUeyut7y4VEsP3Hj7/yTUrNqTkyPuP78trajgosstnh8jExMDYdGDwTtbhQ3QICgyLcFq/DjMwbO3q6unrmT1/oaWpWWRUjIGREZfNXrtuvW9AgCaDWZCf//LNq/CyoytGF6efJROEfemRE8Zk/EYYm4Vo6LHmaGl/Tdb4euGCOXPmzVlIJulQSBQ6icLRo0EQyBfwLXFcCACGXC72h0kVY+WYGDcR4mZC3FyIGwtx1NLCwtbYyApFDGAYhCEUAIxA0BAADAHAwMTIVChaZClcZClaJBTZSYRWpqZiQ4GhBYdpw2HaIPBSHncZm2nDYjiCvPU47gAATggYumzJgbVrMjdvOuK97YTf9pO7PE4FeZeH7sz38Sjc6VEe4l0ZvqM+3l+WFChLCpMlRcjv/pAlBpxPiW47mNSVsf/8gfC2gzFd6XHdmSl9+dl9BTm9+VkXCw7fLM6/VVJ4q7To9umy/opT35QVXC85OXimdri9+Ul716POjgc95x91t317sffuld5L5+ounakduNg1fOPKx19+Gujryd2XkHdgn+eWzRBNf7u9fYLvtnVSMWPePJE22c9WGunkFOKw3EhLR326kpKCopqi8uTJUyZPnjx9uuLUqdOmTJnyPyXMITV89cGIou6z79+9u+e57tGm1QRB/Pzs6T0B+9kGxzHCvr91e8ja5HFH98PEmNtGnJ8Gbr/6SNwz5DxcInr9kXje1TJkAb3s7bzfWH/HgP2ioeojQXybc6Df1vjlwO1Ha5c+3OL0niCINy8fuS29u9391+vX7giRR4VHCIJ4ce3yXZTy7OTRXz+8jyg/knu+hiCI5a4u5iIh8fZt/9UrKakH23u6DE3MvD28CYJ49P0z1MjQY/fujgs9VDozLCqCIIjwpARV9Zk1tTUEQVjbLfLy2Pby1cucM5XL9oV8xv8gE4R96XHOjl0U6MNmQHzMjM8XCXCRPhNdoEtVIy9QJS+cq6mhpaNDpjJJFKYGRV+TyqbSAAQyNRBIUdSITudRadyxkYfy20Pk4csvQzIV4hIhbiHEjYV8XIihFjhmiaGGKCLAEVMBLuZjIhNDsYWpdMmSZXarHO0cnRYtXSFdttLKdomdzWILC7GAy1kEcO1wzAbkLgOBxWzmOgTZZGi4hMt25WN7be32ua5O27Qpx3f7YT+PYzs9ygK9T4fuLN7jWbzH81SwV1X4joYEf1lSkCw5RpYcOUZYc0pY28HojoMJXQciOtNiOjPiuzNTuo9k9R3L7s3PulSQe6u48HZJ0a3Sov7aqoHa6pvVZTcri++fa3rc0fWkvftRW8f9trOPL/QMtp6/0XH+Zse5vqb6Z48ffHz/7krfhRP7EnZucAtY5xa8fdtu97UZfp7rpEIzqrZAR0uireNnJUnx8dzvsc3NkK+pqq44XUFNUWXKlClTp05VUFD6x+jHpEmTp09X+DcJW5Ua7pIR09L/zetnj2+vsvrpRO4bgvhAEPf3+DzbuPrnn3/5lLDosAF3x+cvXxEE8WCl9Nsof4IgXl7tHVpq+qKj5X5D3f01S968+vUt8fHnm1fvmAG/lJfcW2zxtPjYi3dvf3r//qeiI/cWmw/nZN5bLv7lycO3H96/I4infpvvBvn9+uJ5QXvj+VuXn/7wHWxguNvP9927t+8JgiCI7u4OOoPRfPbcR4IgCCIwNExkt6iwqozJ4dWeO0sQRObRoxwQuTFwiyAI97VrfbZsev361YmWevsJwibyN3HOjl0c6MNkwiguNMTFEG6uTUcW6OqrkRfOIC9coKlJ1tMnURhkCluDwtamcVhMHgwLcNwE4MFMJjB+XpixocjEWGRiJDI0FuEGI+UYbiLk4yOijRVoOC7CjISYkaWBoVAisl60eKnbxk3LXVyXrltnZ79KuGiZdMmKRUtXmJsLDXlcOy7LFoHtMNQGgWzYDGcMXY/jdgz9PU4OAauWJzivSlnrlr55wzEfj5P+niVBXqeCPEuDvMqCvarCfaoj99THB8iSAmWJofXxe2SJ/rLEYFliYEPC3qqonbUxu1oS/DuSgzvTYjrTYzvS9/flZPcVZPfmZ10uyL1ZXHCrpEg+aWewqf5e59lH7R2P27uG21oetrY97ev97ubV2+fP3Ww9+23/zUe3b94b7L9x6UJEoP8G55UrbaVGEBiwaVNxZsrWlUtYJJKZnq6ESrWh6e9dbn8kKDB9h7ffyqWUOXNUFRTnq6pNmjx52nQFRUXlSZMmyQmbMmWq3K9/i7AD4WszYy88uv9+8Oa9FebPq0/9QBAv3r+7fSj92eY1fyRsODrs7iaXl2/eEQTxYJPjswORBEG8uNQ1tMTkRWfrPVn9A+/1L16//Onjh+/u3b+5VPzP3OzB5dLhRtnwTz/c+uG7V+eqB1dYfhOyZ3iVNfHil5/fvn5OEN9GBTz1cXv1y0+VFzo6B29dv3mDwQX3h4W8ffNq4NlDgiDOy+oNEKi9s/M1QRAEcSj3KN/YNOvYIQ4AXei7RBDEkSPHeSh2c7CfIAgXFxffbVtev351rLlugrCJ/F2cs2OXBPpS6VwmYoDwLegwX0sfWqBDnaG5cB5Zg6xDJVGYJApLkwppU0EqHYZBAYoiAAgyGCCLBSAIjGEm8r0wsVBiLZFai6VCqURgKhphCxN+usbEhMbGYmNrK0MrqVBqbWNnv3SVk/ee3e7rNzhs2mjr6ma70nHJqtWLlq6wMBdiXI6ITrEDATsMtYUhKYe5DMfWo4gtnRa708ffaXm807JEV8dkV6dj27fk+3sWBnmVBHmVB3tXhvnURvpVRe6pjw9sTApoiN9TE7VD3hQmS4psSPA/FeRVHuLTnOjfkRjYcTCqMyO2Mz2pLydLTtiFgpwbRSdvnyqVN4UN1FUNnql90HL+cXvn/daz91vOPOpqv9/e/OjK5R8Hbj355tqjG1cut8hq847kJMSY21iz2Zw1rs7xIYG73JwN9fVATZK5lq6Fjq4DH4/duCkvNDRrh2/Ulm0Yi62moPi1ssqUKVMUlFSUlFRGBfttFSknbNoUZebfEuaaEdM51P/m4f2BFeKfi0++IIi3Hz/cjQ55tsnpzwnb6Pzy9VuCIB5sWPVsf/jvCGuou7/e4fXbNy8/fvxx4Fa/CP+pMO/uEuGTipIfX798+vLF84r8u0vMh/Yn3l8hefX9t6/ev3tFEE/9ve7v2fbqxa9nb1y+Mjw49PA+F8XD9u5++/bNs19+Igiiq72Nw2a1tbbKi7LYhCRTieR4aT6LC/T09BEEkXvkGBdBb9y5PUHYRP4Hcc6OXRzkS6dyaWyIgmA0JqRN4c0hk2cuXKCpSSLpUEkUJpkK6OhDdBYEAYYGfAkMC5hMgE4HOBwQw0Y6KnBMKLIcuUBEKpIaG4rxP+KFC3FMyDcUWlnZ2S1buXSl49KVjjZLVtivWh0cEbbGde0Kd3e7LZuXbt7kvH7DYvuVlhZCDpNhoKe9CALlhFlxmIsBwInJtNLSPJQQvXfZ0tCltmGrV0U5rczZuj5PfiFbgFdtpF9tlF9NpG9V5J66uMDGpABZwt66mF2yxABZUqgsOaohMbA60q8mckfnvuCOA1GdGfFd6YmdORl9udkXCnIuFhz+pjjvdllxf03lQH31QEPN7cpT/RVl9843Pm7rGG5rHWhpHGxt4hxezgAAEt5JREFU7O9qeXzrxs+D9y40yRpL8vr7Wgcvd189U7d163rnRdK8pLjg9e7ArDlifao1l2Wmpb0cgfxd16Tt8s3cu/dwSEhOcJCTjR1JRX3K1GkKisoKCorTpyvIqzD59UVjUVRUVp6ixLE0/Zu9MKeDkRUX2t6+ejWwYfWzAG+CIN69eTtsbfpsg8PPvzz/HxDW1Xa/oXZIxH/Vf5sgiB/KCwbMwZcXex86WD0J9v5IEB8I4lGAz32XZT+3tQ5KDR6frSMI4v3PPz2wNrqbtu89Qbwg3r/68Ob5u9cSe/sly+wJgnjz5k1HZ2dLexsAo/vikwiCePn6pXTxItetW5o6W+gM9gRhE/nfZ4QwGpdJBxgMUIcGaVCYagsXzJg5h6RJJuvokSgMTSqgz4TYmJEAFwn4Yi6XT6cDLBYwOvxLxMdHL6AUS63EUlPjv/QL41sYisQ2S5evWL3Gdd1613XrFy1btcxxTVRykp39SjsHp0UbNzisdV/j6r7IfqWlhZDHZBiPI8wa4Kw2MfYUWvpYWXWcPZsRHJS8eX3y5vUJro6pm92P+nvlBXoW7PasDvetjvCtifStjtxdFRlQH/9pg/6Z5KAzSUHn9oeNjQzrzfm0L+x2ZflAXdXd5sZ7rWcGz9TdOVM33NH+qLNzsO3s7a7WoSu9Pwzff/X46dXzTVVHs5tK8i81NzWWF5WfyD2REZ8euydko6tUR9eArBXq7mpvbChk0feuXJYRuicnZFfmnp0nY6OPhocmbN3E19Se9I9/qKp9NW264tSpUydNmjRp0qTxfk1XUFRWVJo/aRpqYex65C+fSK48EJZYV/Tm/bsfczMGrfnPz9U9Ky25w9B4tmH1T788v25r9uJU/j9v3By0wB61dj4ICxhyXSkn7L7LkqcJQQRBvLjQMSjFXnQ032us72dqfOfv+8uVS3fX2A+G7n739t0PGXGDEv73jbJvm5tuLBUN5x169+LXB+7LH2xa/frape/3xd415r280PX6zZurV689ffqUIIiktDQmwKuvqkk5kMrichvOnAkODeWheNPZ80ePHmODQP6psr5LFxaStbu6egiCyM45TGWxr/ffJAhi1apV2ze4T+yFTeRfR04YjcZl0AFdfUiTCmpQGOoLF6jMnD1bk6ShSdLQpWpSASYLwXEhHxcK+EIOB2cweBCEjbvyQyg0H/HLwkzyp37xcaGALxJYisQSq8XLHZzd17muW++2fsOS5Q4rnFwSMrNs7ZdLF9tb26+wsV9pt3Sl7eJl5uZCPostoejZQoAditjA0BIBvmedy5G4yLNVp3/+5fmNa1ebi/NK4yMztq894OZyzHNbnr9nXtDIecmKUJ/aKL+aSL+qyL3V0b/rbm1Lje5Kj+9Mj+scI+x4hvxx5Fhf2Bhhd1sa7zbLbrY03erruHO5e/BS57Prl188HH7+4P7gpZ4TqclJPh65ifFJQf67tm/etz8hJyVpm9MKJmkhfd78rYtssv337HF29ly9PHH75uwg/+MxYSVJ8UUJsbmhIdmR4fYmpmrTp89VnzllmsLUqVMnT548efLk/ylhqw9GLt8f6n384KOff3z38vVwQuQDMTZsZfRgkcWzbW7Pn/86sNHpVUPVT4NDD9bYf3vh0pPU5Ae7PF+/fUcQxOOdW74/vJ8giDc3Lj9wt399qfdRR+v9JcKn6xzvm0HDa+3fDN1+8/7dx19/eRric98MemBnOrgv9vXz5wRBvL5x7Ym7wwNz5L6tyY+1lcTHj8OPHhuZCXMP5RIE8cOPP2729aEx2Ew2kJiQ/PHDh6Hh4XVeHnQ2j8ODUw+kEgTRd7HPwNj08uWrBEEUFZVYWlkPPrhLEISXl1d4gP/bt29yz9dMEDaRv4tzdqxdoC9Zl6dFATWpMJnC1tDWUl8wX3XmHHXNherkBfN0KZpUkMlC5KN1MMyIwwEBAObj5gJcjKHGKGrIx0VCc4m1RCoWSkbvlPx0/wszthTaLrazX2GzZLnNkuXLHJxc3Nc5r1232sXNae36nLw8kcQKE1oa2dgZL14hktpIhVYY39yQx7Vm0GwhwJrHsYEhexRxx7GNhgabjAyba2vjtmwJWmof4eiY4Oa0z9UhY/26PF+Pk4GepYFe8lSG+dZG+VVH7qiODpD9VogFntn3f9q796CmzryB47y2XqrtdrvbfVtXS9dLdQ2WW7gKgkAC4SIQSAgkJIAgoEAiCddcSEhCyD0hISGXExAFwSDesYJVW7al2pVt3a53rbYiCFqRixAhcPaP0HZ2u9t539mZrpl5Zj5/PTlP/snMd545c84v388L04kXEmZaOIV90d7oeKL15vGjN08eu3X65J2zp6+cPv7lR903LvXd+euf71y+eO+vl0ZuXr/6aa8VUnGKd+cRkgmx8ZWZFK2wvK66lJiUvH7NGrd1a1AR4QVJ8dW5WQZWWR2TrqQWWHjcoxpVt6nhsFph4XGhWlEBnrD+d2++sWz59//DtjA17P97CiNoqrXdnbN2u31qamb0yezjR7ODAwOMHYPlBXPz83PjY/DM83m7HR4fm5+dhaem4MmJR+NPJ5/b5ifG7c8mZuyzs89tc2Oj8zMzczPP4bGn80+fwA8H4bFR+5z9yKU/jUyOzT+bhIeH4JFh+9SUzW6/OvCNbXZm/uko/HBo/vHInN0+8HhkyjY9NDQ0PjZ2d+Th8PjoxOTk0ODQ8MNh27Rt9Nnk06nJiYmJocGh4YcPbTbbHDw/bZt+Ojpqe/7860cPpqanx54+tc08n52zT4xPTIyPD499xz5kAc+FAT/HkbDVaz1cHQl7z22V6zuvvf6mI2Gv/iRhvr5B3t5eSCTS3z8iMCAS6R3s6Rn4Q8LQEVH+fmhf32DfH986QgX4ofyCUVtRqJTUNPKOHFQSISYRF4fFJ+AI8UkpBBI5Y2fe/qOHg4Iiff3D/LegA4KiglBoVATG1z8syNM9FrExevOmaLc/xiO90728yO7uRDe3NASiUykviY4uCN3GSsBKyERVZqouZ0crvaiDRWsvKbKWUzsdL37z6V3CkpPCyi5h+QcS1hkFs0ch6FHWnlFUnVNwPlWw+zRCx72wP5sNlw6Y+w+Y+9vMVw623Dhkvd5x8NaxwzfPnb54ovMvZ0/f/9vlhzev3f7iwqUPT55qbe7/sKfv1BFaGgEXEiyrYOyVicQluxJCAv7wzmrEu64ZMZjspPhYT/esGJS2slRDpxmrWN0tTR/vb+7Wqrp1dc1yaaNUJCgu9H/fc8WiRYuXLX9l+YqlS/+hX//HhKVq+SSd8OQXn808m7rLLL4v5dpgeOrbb+9G+T2xqMfmZkbtz4cnx26NDEzD8O1HD0amJqbheeh817HP/zQ8Ndl3+5rpoxNH+z/5Zmz0ysC9m8MDUzA8ODUOw/DY3OzxL/vyLArDueP3J0ZhGJ6G4RvDD7SnOwub6k70fzI8PQnD8IR9ru/OVbbV8sn1yxOztqsP7goONTecOz40+tjxttC1wXuSoy36s8cGnyysfPXga/2HR7u/ugjD8NePBlUfdAyOfQfDcPuF89a+c989m/jbwNfank6SruZnppv9AkDCXnQLCVvj7rrOy3W9+5vvvvur37y5YsUbr//mdytdV7/9zqpVazZt2Ij0QYYG+KEC/SO9PLcgEB5uCC9/v7DICEzoVpQPctu2rehoVFQUGhPoH+7m5uvm5u2G8N7kFbDJd4ufb4R/QMRWDCY6HptGImfm7EzLyEpNp8Rsx2LQ0ZjI6Cg0hkQkn+g5vWVbpAcyZINPwEZkgE9gWFBgpK9fWJDH+7GbNkQjNkYjNsYhvRJ9kDhvb4q7e6a3d31FWREalbtlCy8Jq91BaSjI1RXvbmUUHWbR2uhFbfSijkpqJ4d2gk8/JSzpqmF2S5k9MtYZOeuMnHNGXtUtY56VVfYpuRd04gt6yQW95DOj7ou2xmvWA1esLdc72m50tN882nmnu2vgYu+1j3sGb12322z3v/221dp25HD7Vx/3tBnq+XRqSkysrKLss652SWnB9vcRKZERFGxcGioCg0YlBAcnRkRwciladkmzgNe1F/r8UFt/u6UP0p016Dv09RCfCwlZu9JTf/366y4ui1566eUlixc7xrcuWbJ0yZIlryx/bdmyV956ZcXbLi/7hgX/zCksVcvf23sKnpt/cvzgbZT3NzHB9zBbBivy5588vjs6UnOshd6ip7fomAcheouu7ICReRDKNEhyzfKyA4aCJjWloTbHLGO0NOzZV1+8X8c8aC49YGBbGyvaTTshOUHDzzCIS1ob2NZG5kGoeF99uq4Gp+Y6trOtjZVt5oImNUHDL2hUl7UZac1aolaQYRCXtOjZ1kaW1eJYITfUMlr0bGsj22qhNmvS9aJcSMG2Wugteoq+tqS1gWW17DBKs43S0gMG6l4NuUH00xk+vzCQsBcd2SSOYxWvXI1Y5eq+6t0/vvb2W0uWvbp08auvvfrrVStX/v7tt36/euOG9Z5+3qF+3uH+yIj3EX7vrUVsWLfZzzsEEx6JCUMH+4dv2xIRE46ODItEemxdv9Ztw7rNG9ZsXuPmucYL6eMV6usbGoKJiovHpaalZ2ZlZ2TuwGLxEaHoQOS28KDw8OBQIi6190JfYBjazSPQ1dNrLcLDY7M30sPH0xMZ6IaIWb8W8966mM2IOE/PGC9PrLsHBYHI8vDkpabk+fvt9PEVJMbXZ5CNO3Oh/LymPbuPMKmHigutewoPlxUd41BPVxf3CBjdNazzctZ5Oeu8jHVexjwvY51TCHvlvEtqXr9B1q+X9Osln5t0V9r3ftN56F5nx91D1ruHrPe6Tgxf/OTZtesPL10cuX311q2bvT0fyFTy1k5r70dnd5DT8dFRkoqyU/uaROXFPn9YjfX3+7jTam1tZuzMpmC3F2dlyStKtJV7TLyyD3Ta/s6Oy50dX7bu/czccNZk6DE2NItFB5RSMa3Q9Y3furgsWuTy0iIXl5dc/ud7LksWL1+8aPHKl5f+r4sLMiQwY++/vRdG0FTvblL137sBz81Of/7ps5NHnnWftA/dn5iza7o7k9XcBAU7SVWVqOAkqaqwSk6igkPQVOPreFglB6fmEjR8fF11kqoqScV1XIZVViUo2IlKjmN8K0HDX1hRsJNUVY6y4OuqsUqO4zKcmpumFeDUXKySk6zipmoFBA0/SbWw5V+uEDR8fB3vhy/EKqsSFeyUuuqUumqskpOs5v7X+0UECXvxkfQ1eHkVqjAXXZSHLsoNK8gMyU0PyUnflkdBF2SiCjLRhTsxtPx4RlE8gxpfQo0t3o2h5kbT8uIZRbgKGr6Shi2jYcuouEpacgVtO6MIQ8uLpuVFU/OiivOjGLu2M4riS4qwzD14TkkarzxdUEnkV+BYdGwZNY5ehC2jJpdTidwyThuUUEGLpRdEMnZhaHmxe3Lj6Lmx9LyE4lw8LRtHy8Ez8lMYu/CMfAI9n1ScS2bk72TtoTB2UUp353PohfxyKr+yWFBJE7PKZJxSMbtUzC6TssvlnEplFVNZVamqZtf9A5ZGxNEIeVoBTydy4OqlArNCBNX9qEkrbTOrOvZL26DadjOzWV/WINutFtKhOoZFi62kEVjF5XoJy6wiVNJCM1MoXIbqyH52qzFHwskRlBUq+aVaEVVetUfJY+llfKiu2qLhGVVsnZSpl7H0UrqmlqEVF4g50bsowTmkkBzS1uzUrdlp30sNySGFZBNROcSIrNTt5QXphtp/9zs68sHqgC4P3v1h2MPjWVtr3xliveBFaIGTAgl74WmFJH1NhkXmkGmRZzYpMpsUmY2KDIs8o1GeYZFRLFIyJCFDErJZQoakFIuMYpGRIQnJJCGZJOlmSbpZQjJJ0k0SMiRxfEqxyCiQlAJJHbvSTRKSUUw01qYZRERDLckkTjdLyNDCXqKxNknNJZskFEiaAUkpkIy8QEqGZCSLnGSRkSAZCZKSICkJkhEhWRokJRjFaWZpmllKMIpTDLV4gwhvEOEbRMl6Ea5BhGsQJetFyXpRsq7GIemf1AuTdEJsvRBbL8DWC7H1QqxWkKjhJ2qqf1THS1Bz41WcBDU3QVWFVXOTNdUpOiFOU51cxyMZxUSTGK8TJmv5acbajCYF0SRJVHOT63ipDaJUg5igr8HrhCl6EV5fk1wvwGqqsZpqrJafVC9Iqucn1QtwOiGuXpDSIKI0KrKalD+V2aTIalJmNCkz9irJZinxZ4dnpWr4qVpBxUGj+XzXvt7ufb3d0pNt2SZpyn/1drizAwkDgF9OmlaQrOJulzPjZMw4GTNRwQHnr/8QSBgAAE4MJAwAACcGEgYAgBMDCQMAwImBhAEA4MRAwgAAcGIgYQAAODGQMAAAnBhIGAAATgwkDAAAJwYSBgCAEwMJAwDAiYGEAQDgxEDCAABwYiBhAAA4MZAwAACcGEgYAABODCQMAAAn9nfYt4Yzq2wN6wAAAABJRU5ErkJggg==" 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</div>Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.1218377 -38.7102585 -12.818925700000001 -38.3145055tag:blogger.com,1999:blog-4303690966450180556.post-91104714592558813932011-11-11T20:50:00.001-02:002011-11-21T21:23:33.442-02:00Dia da Proclamação da República<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: center;"><img alt="" height="316" 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" 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</div><h2 style="font-family: Georgia,"Times New Roman",serif; font-weight: normal; text-align: center;">O Brasil, antes de ser uma República, era um Império. O Brasil era governado por um imperador chamado Dom Pedro <span class="caps">II.</span> Ele teve o poder absoluto do governo durante 49 anos.</h2><h2 style="font-family: Georgia,"Times New Roman",serif; font-weight: normal; text-align: center;">Em de 15 de novembro de 1889, Marechal Deodoro da Fonseca declarou o fim do período imperial, e o início do período republicano, ou seja, o Brasil passou a ser governado por um presidente.</h2><h2 style="font-family: Georgia,"Times New Roman",serif; font-weight: normal; text-align: center;">A República é um governo que procura atender aos interesses gerais de todo o cidadão. É o povo que elege o seu Chefe de Estado, que exercerá um mandato temporário. No Brasil, o atual Chefe de Estado é a Presidente Dilma Rousseff</h2></div>Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.1218377 -38.7102585 -12.818925700000001 -38.3145055tag:blogger.com,1999:blog-4303690966450180556.post-42604769695122373682011-10-28T17:25:00.005-02:002011-10-28T17:33:41.697-02:00Lenda de João de Barro<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: center;"><img alt="" height="320" 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" width="195" /></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div style="text-align: center;"></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><b><span style="font-size: small;">Há muito tempo, numa tribo do sul do Brasil, um jovem se apaixonou por uma moça de grande beleza. Jaebé, o moço, foi pedi-la em casamento.<br />
O pai dela então perguntou:<br />
- Que provas podes dar de sua força para pretender a mão da moça mais formosa da tribo?<br />
- As provas do meu amor! - respondeu o jovem Jaebé.<br />
O velho gostou da resposta, mas achou o jovem atrevido, então disse:<br />
- O último pretendente de minha fila falou que ficaria cinco dias em jejum e morreu no quarto dia.<br />
- Pois eu digo que ficarei nove dias em jejum e não morrerei.<br />
Todos na tribo ficaram admirados com a coragem do jovem apaixonado. O velho ordenou que se desse início à prova. Então, enrolaram o rapaz num pesado couro de anta e ficaram dia e noite vigiando para que ele não saísse nem fosse alimentado. <br />
A jovem apaixonada chorava e implorava à deusa Lua que o mantivesse vivo. O tempo foi passando e certa manhã, a filha pediu ao pai:<br />
- Já se passaram cinco dias. Não o deixe morrer.<br />
E o velho respondeu:<br />
- Ele é arrogante, falou nas forças do amor. Vamos ver o que acontece.<br />
Esperou então até a última hora do novo dia, então ordenou:<br />
- Vamos ver o que resta do arrogante Jaebé.<br />
Quando abriram o couro da anta, Jaebé saltou ligeiro. Seus olhos brilharam, seu sorriso tinha uma luz mágica. Sua pele estava limpa e tinha cheiro de perfume de amêndoas. Todos se admiraram e ficaram mais admirados ainda quando o jovem, ao ver sua amada, se pôs a cantar como um pássaro enquanto seu corpo, aos poucos, se transformava num corpo de pássaro!<br />
Então foi naquele exato momento que os raios do luar tocaram a jovem apaixonada, que também se viu transformada em um pássaro. E, então, ela saiu voando atrás de Jaebé, que a chamava para a floresta onde desapareceram para sempre.<br />
Podemos constatar a prova do grande amor que uniu esses dois jovens no cuidado com que o joão-de-barro constrói sua casa e protege os filhotes. <br />
Os homens admiram o pássaro joão-de-barro porque se lembram da força de Jaebé, uma força que nasceu do amor e foi maior que a morte.<br />
E foi assim que nasceu a Lenda do João de Barro...lindo não!<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglSlZnb6hCF0mtU1WlmD23muN3IkR0eLW5-R0u7t3ekMEZTgWCIYWmPwfmpko6-GMlqHChTaNeBkuTFA6XWQPXcK42znDbQ-AVS-_0bI_Z8C0LQwQsY54BqX3moVd4GsslVNHZH1gYpPbx/s1600/joao_de_barro.png"><span style="color: blue; text-decoration: none;"> </span></a></span></b></div><div></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div></div>Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.1218377 -38.7102585 -12.818925700000001 -38.3145055tag:blogger.com,1999:blog-4303690966450180556.post-11532505114446570422011-10-14T22:54:00.001-03:002012-07-31T22:22:09.558-03:00<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: center;"><b><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Professor é o sal da terra e a luz do mundo. <br />
Sem vós tudo seria baço, e a terra escura.<br />
Professor, faz de tua cadeira a cátedra de um mestre.<br />
Se souberes elevar teu magistério, ele te elevará à magnificência...<br />
... Feliz aquele que transfere o que sabe e aprende o que ensina.<br />
Melhor professor nem sempre é o de mais saber e, sim, aquele que, modesto, tem a faculdade de manter o respeito e a disciplina da classe.<br />
Cora Coralina</span></span></b><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"> </span></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4303690966450180556.post-3422126797693076542011-10-13T21:57:00.002-03:002011-10-13T21:59:34.692-03:00Crônica: “Chatear” e “encher”<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div class="MsoNormal" style="margin-left: -1.0cm;"><span style="font-size: 14pt; line-height: 115%;"> Aluno(a)____________________________ </span></div><div class="MsoNormal" style="margin-left: -1.0cm;"><span style="font-size: 14pt; line-height: 115%;"> Professora __________________________</span></div><div class="MsoNormal" style="margin-left: -1cm;"><br />
</div><div class="MsoNormal" style="margin-left: -1.0cm;"><span style="font-size: 14pt; line-height: 115%;"> Texto: Crônica - Chatear ou encher </span></div><div class="MsoNormal" style="margin-left: -1cm;"><span style="font-size: 14pt; line-height: 115%;"> </span></div><div class="MsoNormal" style="margin-left: -1cm;"><span style="font-size: 14pt; line-height: 115%;"> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b><span style="color: blue; font-family: "Arial","sans-serif"; font-size: 13.5pt;">Você sabe qual é a diferença entre </span></b><b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 13.5pt;">CHATEAR</span></b><b><span style="color: blue; font-family: "Arial","sans-serif"; font-size: 13.5pt;"> e </span></b><b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 13.5pt;">ENCHER</span></b><b><span style="color: blue; font-family: "Arial","sans-serif"; font-size: 13.5pt;">?...</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: center; text-autospace: none;"><b><span style="font-family: "TimesNewRoman,Bold","serif"; font-size: 14pt;"></span></b></div><div style="text-align: center;"><img alt="" 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" /> </div><div style="text-align: center;"></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">Um amigo meu me ensina a diferença entre chatear e encher. Chatear é assim: você telefona para um escritório qualquer da cidade.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- Alô! Quer chamar por favor o Valdemar?</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- Aqui não tem nenhum Valdemar.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">Daí alguns minutos você liga de novo:</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- O Valdemar, por obséquio.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- Cavalheiro, aqui não trabalha nenhum Valdemar.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- Mas não é o número tal?</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- É, mas aqui nunca teve nenhum Valdemar.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">Mais cinco minutos, você liga o mesmo número:</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- Por favor, o Valdemar já chegou?</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- Vê se te manca, palhaço. Já não lhe disse que o diabo do Valdemar nunca trabalhou aqui?</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- Mas ele mesmo me disse que trabalhava aí.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- Não chateia.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">Daí a dez minutos liga de novo.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- Escute uma coisa! O Valdemar não deixou pelo menos um recado?</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">O outro desta vez esquece a presença da datilógrafa e diz coisas impublicáveis.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">Até aqui é chatear. Para encher, espere passar mais dez minutos, faça nova ligação:</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- Alô! Quem fala? Quem fala aqui é o Valdemar. Alguém telefonou para mim?</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; margin-left: -1cm;"><b><span style="font-size: small;"><span style="line-height: 115%;"> <span style="font-size: x-small;">(Paulo Mendes Campos. </span></span><span style="font-size: x-small;"><i><span style="line-height: 115%;">Para gostar de ler</span></i></span><span style="font-size: x-small; line-height: 115%;">. Vol. 5. São Paulo: Ática, 1990.)</span></span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">Interpretação de Texto</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;"> 1. A crônica que você leu fala sobre um trote. Responda:</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">a) Qual o significado de trote? </span></b></div><b><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> </span></span></b><br />
<div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">b) Para onde foi passado o trote? </span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">c) Você já passou ou recebeu um trote?</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">d) Qual sua opinião de passar trote?</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;"> </span></b></div><div style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1.5pt; font-family: Georgia,"Times New Roman",serif; padding: 0cm 0cm 1pt;"><div class="MsoNormal" style="border: medium none; line-height: normal; margin-bottom: 0.0001pt; padding: 0cm;"><b><span style="font-size: small;">2. Descreva como foi a mudança na reação da pessoa que recebeu o trote desde as primeiras ligações até a última.</span></b></div><div class="MsoNormal" style="border: medium none; line-height: normal; margin-bottom: 0.0001pt; padding: 0cm;"><br />
</div></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1.5pt; font-family: Georgia,"Times New Roman",serif; padding: 0cm 0cm 1pt;"><div class="MsoNormal" style="border: medium none; line-height: normal; margin-bottom: 0.0001pt; padding: 0cm;"><b><span style="font-size: small;">3. O que significa “dizer coisas impublicáveis”?</span></b></div><div class="MsoNormal" style="border: medium none; line-height: normal; margin-bottom: 0.0001pt; padding: 0cm;"><br />
</div></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1.5pt; font-family: Georgia,"Times New Roman",serif; padding: 0cm 0cm 1pt;"><div class="MsoNormal" style="border: medium none; line-height: normal; margin-bottom: 0.0001pt; padding: 0cm;"><b><span style="font-size: small;">4. Imagine que essas personagens existissem de verdade. Com base em suas atitudes, descreva como você acha que seria cada uma delas: a idade, o sexo, o jeito de ser, de vestir, a profissão, etc.</span></b></div><div class="MsoNormal" style="border: medium none; line-height: normal; margin-bottom: 0.0001pt; padding: 0cm;"><br />
</div></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div style="border-color: windowtext -moz-use-text-color; border-style: solid none; border-width: 1.5pt medium; font-family: Georgia,"Times New Roman",serif; padding: 1pt 0cm;"><div class="MsoNormal" style="border: medium none; line-height: normal; margin-bottom: 0.0001pt; padding: 0cm;"><br />
</div></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1.5pt; font-family: Georgia,"Times New Roman",serif; padding: 0cm 0cm 1pt;"><div class="MsoNormal" style="border: medium none; line-height: normal; margin-bottom: 0.0001pt; padding: 0cm;"><b><span style="font-size: small;">5. Identifique e escreva o elemento que o autor Paulo mendes campos faz referência e que revela que a crônica é “antiga”.</span></b></div><div class="MsoNormal" style="border: medium none; line-height: normal; margin-bottom: 0.0001pt; padding: 0cm;"><br />
</div></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">Produção textual</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">1. Escolha uma situação do seu dia a dia que tenha sido estranha ou engraçada e escreva uma crônica, contando como tudo aconteceu.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><b><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> </span></span></b><br />
<div align="center" class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><b><span style="font-size: small;">Siga o roteiro:</span></b></div><div align="center" class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- Pense nas personagens, ou seja, nas pessoas do seu dia a dia que farão parte da sua história.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- Pense em um cenário atual.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">- Escolha um fato simples, mas que tenha sido engraçado. Lembre-se: o acontecimento que você presenciou é apenas uma inspiração. Você pode inventar alguns trechos e exagerar em outros para deixar o texto com mais humor.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-size: small;">2. Escreva sua crônica e depois revise a pontuação, prestando atenção na forma de organizar os diálogos.</span></b></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; margin-left: -1cm;"><br />
</div><div align="center" class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; margin-left: -1cm; text-align: center;"><br />
</div></div>Unknownnoreply@blogger.com1Salvador - BA, Brasil-12.9703817 -38.512382-13.1218377 -38.7102585 -12.818925700000001 -38.3145055tag:blogger.com,1999:blog-4303690966450180556.post-33974343175979543982011-10-12T17:02:00.001-03:002012-08-01T16:58:23.529-03:00DIA DAS CRIANÇAS<div dir="ltr" style="text-align: left;" trbidi="on">
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<br /></div>Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.1218377 -38.7102585 -12.818925700000001 -38.3145055tag:blogger.com,1999:blog-4303690966450180556.post-65590968836732597032011-09-25T18:27:00.004-03:002012-07-30T21:52:48.875-03:00Atividades de Ciências<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormalCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;">
<span style="font-size: 12pt;"> Atividades de Ciências – </span></div>
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<span style="font-size: 12pt; line-height: 115%;">1. Ligue os órgãos que formam os respectivos aparelhos abaixo:</span></div>
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<span style="font-size: 12pt;">(A) Aparelho Digestivo ( ) Coração</span></div>
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<span style="font-size: 12pt;">(B) Aparelho Circulatório ( ) Pulmões</span></div>
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<span style="font-size: 12pt;">(C) Aparelho Respiratório ( ) Boca - Esófago - Estômago - Intestino Grosso- Intestino deldago - Ânus.</span></div>
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<span style="font-family: "Cambria","serif"; font-size: 12pt;">2. Marque com um (X) em cada questão, as respostas corretas.</span></div>
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<span style="font-size: 12pt;">a) É um órgão vital do corpo humano, muscular, que bombeia o sangue permitindo a sua circulação pelo resto do corpo, através das veias e das artérias.</span></div>
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<span style="font-size: 12pt;"> ( ) Pulmão </span></div>
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<span style="font-size: 12pt;"> ( ) Coração </span></div>
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<span style="font-size: 12pt;"> ( ) Estômago</span></div>
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<span style="font-size: 12pt;">b) Dentro do coração existem cavidades cheias de sangue. Essas cavidades são:</span></div>
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<br /></div>
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<span style="font-size: 12pt;"> ( ) Dois Átrios e dois Ventrículos</span></div>
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<span style="font-size: 12pt;"> ( ) Dois Àtrios e um Ventrículo</span></div>
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<span style="font-size: 12pt;"> ( ) Dois Átrios e três ventrículos</span></div>
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<span style="font-size: 12pt;">c) Uma pessoa normal possui cerca de:</span></div>
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<br /></div>
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<span style="font-size: 12pt;"> ( ) 3 litros de sangue</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;">
<span style="font-size: 12pt;"> ( ) 4 litros de sangue</span></div>
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<span style="font-size: 12pt;"> ( ) 5 litros de sangue</span></div>
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<span style="font-size: 12pt;">d) Os glóbulos brancos são células do sangue que:</span></div>
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<span style="font-size: 12pt;"> ( ) atuam nas defesas do nosso organismo contra as doenças</span></div>
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<span style="font-size: 12pt;"> ( ) </span>transportam o oxigênio e o gás carbônico por todo o corpo. </div>
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( ) atuam contra as defesas do nosso corpo.</div>
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<span style="font-size: 12pt;"> </span></div>
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<span style="font-size: 12pt;">e) As células são pequenas estruturas que formam o corpo humano. Para elas se manterem vivas precisam de:</span></div>
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<span style="font-size: 12pt;"> ( ) Glicose e Oxigênio</span></div>
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<span style="font-size: 12pt;"> ( ) Gás Carbônico e Oxigênio</span></div>
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<span style="font-size: 12pt;"> ( ) Gás Carbônico e Oxigênio</span></div>
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<span style="font-size: 12pt;">3) Numere os grupos de alimentos às imagens abaixo:</span></div>
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<span style="font-family: "Calibri","sans-serif"; font-size: 12pt; line-height: 115%;">(A) Gorduras e Doces (B) Vegetais (C) Frutas (D) Massas e pães (E) Do Leite </span></div>
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<span style="font-family: "Calibri","sans-serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-size: 12pt;"> </span></div>
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<span style="font-size: 12pt;"> </span><img alt="" 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" 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" 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" />( ) <br />
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" /><span style="font-size: 12pt;"> ( )</span></div>
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<span style="font-size: 12pt;">4) Escreva V para Verdadeiro e F para Falso:</span></div>
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<span style="font-size: 12pt;"> Leia o texto: Saúde é o bem-estar físico, mental e social. Para melhorar a qualidade de vida é necessário adotar um estilo vida que promova a saúde, como:</span></div>
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<span style="font-size: 12pt;">( ) Praticar atividades físicas regularmente.</span></div>
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<span style="font-size: 12pt;">( ) Dormir pouco.</span></div>
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<span style="font-size: 12pt;">( ) Ter uma boa alimentação.</span></div>
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<span style="font-size: 12pt;">( ) Se alimentar de doces, pipocas e refrigerantes na hora do almoço. </span></div>
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( ) Ter amigos e não viver isoladamente</div>
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5)Veja a hora que o relógio está marcando e responda se é correto esse hábito alimentar? Justifique</div>
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" 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" 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<span style="font-size: 14pt;">Boa Avaliação !</span></div>
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</div>Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.1218377 -38.7102585 -12.818925700000001 -38.3145055tag:blogger.com,1999:blog-4303690966450180556.post-37815975356401989102011-09-25T15:46:00.004-03:002011-11-21T21:42:46.097-02:00Língua portuguesa - Texto com Interpretação<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: Batang; font-size: 12pt;">Segunda Avalia</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">çã</span><span style="font-family: Batang; font-size: 12pt;">o de L</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">í</span><span style="font-family: Batang; font-size: 12pt;">ngua portuguesa</span></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: Batang; font-size: 12pt;">III Unidade</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">Leia o texto 1 com aten</span><span style="font-size: 12pt;">çã</span><span style="font-size: 12pt;">o.</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"></span><span style="font-family: Batang; font-size: 12pt;"> </span> </div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">Árvores por todo o Brasil </span></b><span style="font-family: Symbol; font-size: 12pt;">- </span><b><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">Pau-brasil</span></b><br />
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LQKM5oVyBZCtFIyRKoW3I5VtuAqhKkIpsKYbkUVCyZbPw467LEXZiuu/MUxpltxWyWqvIOlckKvJIxKwmaibGWIWoZpZmCYga0UUctwvRTV3sNqGaqXo7YK5B/znznmeUH4ZFkUZVn+BLpqj2HX/B871myGphuarqua3bG9GMuiJHA8x7A8y8mSbOg2XTMEQSZJvKLyvcn8HicsCGqxwhWiir+t/H3z7tkzFw/YuLdg64FRE+Z2HTiyQ1pmu7zpkVsOTj55ZcOVBz+XYXeflV4+dn7bLxd3PH93FSZf0wLMSzTL8TTDC5zCAZmnFZG3sYxGEjINNMCqGBBwRiI4GecElGVQjsZ4wOgiypLlmBWiKZRlYYpFaYnkNYrVUVLCgQxYjWQUkpYJSsQIDicFguJJRkAAgzCMlQJmkrQAYAUMzNonejLKaFZCNqMCiks4JaOkgJIiSooQwSGMiLKSBbCErFCaZuEF3jAIQThy4bepCxYMKxiVMWZU4expGw/sfgmbIFl8S1DljGCRdBMvl1JUGU1WcmQlS1awwCLykMhbGAZmBEJQUCDChIACGSIEK87DtAQzkhUIMCNagWgiOSstWGnBRPIQLcNANmN8JcJVwJwFl6yYZIZ5GFcssGDBBCvxPzrW7Y7LEaUUVcpJvQxXK0i9nFDfWIX3iFxBau9Q+Q0sluJKOamVYnIZplbi/55jhhb+DMP/g2Ne+LjEKuvvtfmLo4y/zyL+MmKrUoM/xY6YZzme4QSOV2XVsNkUWSFJAkbNr948evPujyfP7uzZt+XnIztu3D21Ydv0KUU9Fq3tvXBdt+Hj2vQY8kPG+JbJI2oXFHf+8Xje9sOFa3aNWr199IJVI4pKMn48MPP2owMQeZeV3ksqIskAABJQNEvzgOQxDJCUwPAqRvImhERZntVtjK4SMofJzFuk/OHbx/dfP3j09uHzihe3n9x78vYVwjAI4AhOxgCPECzNKYCRYJRCMUDTAs0IOMmiJE1yAskLvE1jNLmSQN9YzWYAEF6AGRHjNJzTrYRigjmUkAhKQQkeB5IF46w4izC8BTDvYOTivXuHL1289OTR729e7jx+dNLC+ePmzJ5cXDRy6sSxRdPmr1++dt+O3x7df1hheg9YVNNh1WaRZZPEWlUWMwRYE6yKgCgSLAowJ6CcfV9QsBA8RApA1HBBMZFcBU5XErSZYsowvJIgIYYzU4yFYiGah2nBSvAmlDFjjAmiLQiLkhKMCxAhfjbisOLKx6gfKjFms8dE2iqB8R6V36HiW1h4ZeXKCPk9Jr1DpHJSMdFqOam8Q4VSXCwnlXJU/WyCUTUOnwv+q+NPgj85tq+qmqt+rKdqYf4nx1+cE+sfEX9yrMqKqiiKJEmCKHCCyAkCy/MMxzEsxzEcB0QZAMbCidDL17+XrJizpGT61NkjYpPbFk4PP3972s3n034613f70cTLT0duPh6/cHvw0eu5JTtTJi/sMnxMx6R+TWYu7rbryLi9x6Zcur3+4o0t9x8fR4kXHG+laIxhOZYTMRKgJE2yIiPKJM+XItAbS0UFsOIqzRjitWe3Vu1eO3/dvI371t5+fvP+qwfPSl8gHGUmcUoUSZZHSZoXVI6TUZQkCIpheUGUAc0SgKFFgWCZN6ay5+Vv31gqKnCUVGRMlMwkCwEJAgrGaBDGY7hEUgqCiTiQKxHajDEYJ5oocPPps+NXrxy/fmXdz/sGjBuZN2vK9edPXprMlx/cnbygOGlweubEgpyp49cf3Hfy9u375ZWPTNbHZtiqqmaVq5Cop2jFqd+v7jn/y6XHD8wcSyiqhWQqEMpCsCiQUUbGWAlhxDKEKscBLqkwz0McC/MsLgiMrvM2g9MNIGkYI5K8QnASTgsELcAYA+MsQokfp3USRMgwoUCEvTP+i2MLZrPiNog2KoH2HpcrKPU9JpaTMq4YJlp7C/MVlIRKRjkpvUPZSlqqBMp7SLDPNCphvfLDYO7jA0R3YOj/wDHHcf//OdZUTVNVTVV0RdFlTZM0RVJlSVFkWVUUTVU0TdV0WVEFRWcVg9EMQtEttPjqTfmVE2c3LV87rmBC4sBMjwWr4o+dzzhxuf+Fu4N/f5lj4mb89Fti3uyGu88m/no/Z8PPKTOXB01ZFLB+b58z1yf9cmXijoOZy9b23XtoyuMXh2nhNcejFCAFSRZVjebFShh+WV76rOzdb3du7Th0YO/pQ48rn914cW3exjlTSsYt3jJ3zopJe0/9WIq/JWWAiwzCMpQoU5xoRTCSZnleAhRH0zwAHE4AlKAAK+AM/fj105KNJQtWFZ+//WsZXm4C2HsMLyfoUgQ8L0UgQiCAhOICCRQEFzBSNCF0JQpghq8kqVICf24x7Tt3auTsiUHJ0UPGj/z13o0n5W9OXPl1cMGImi3r1XVuOHR83uWnj57CyEMTcr8C2nf+4rqfD2w+caB4y/LR86ZMWzl/24mf1u3buefk8bdW2EyyCC3CQEBpCedUC8VbaR5XVavIvUIqyyiIMgQTizw3v62gLGYGegO9f2l6+85a8bzs3aNXrytRnOQlC06bEACRHExJEJAgSoZI2UpKVlK2kvLHDRQFwjUI1yFchwi9DJVLcckE9ApaqWSUclp8R9AvIOznC1dOXr9t4kVMs1UywjsCVNBiOa5UIKoJVisQtcI+dYY/jJ8rEdWBoUWGFhlasG/sVYnAMsLfHX9a/N/WZ6w/9cp/X/byq+uqrqm6ptpsmqbriq6puqyrgk2WDVm3STaJVWmStUIQQqCvy17ffnTrreU5IVW8hR88eHvx95dHLt7fcOH35XeebXxjOXjj4epzV2cdPJG5anOX6cUtx02vvWx9+4Mnu/zxZuhvt+KKV9Zfv8/t1uvh98rHXXpacPGPsRsPdlv9Y8TOQ912Hko6cHLg0XOjrj1eCXO3eKkS0BhJ0SRFK7oOUdhvty5v3LN7zPTZ/TJz5q1ZceXJ5a3HVmROTc2dlZY7rVfG2JQlm6ceOLP98r0ruMgLNgPjVIyVYJJESBzQLElygBQYUoYhGsFYRtRxjr96/3LJllkzlmYu3zrp+JW9Vx5fO3//7rVnr15ZSRPGQTBDAgGwMsVIOBBRmocAayJABUmbGfEtgi/bujGyZ1xMn7j4vgl+XYNc/Nx8uvj4dPUKTfH3T+jY2r9Zanbvny+fL+eUZwh35MqdCYuX9CvI7pGT3rmbv3sXz8zJeTdf3Lt473rJpg1nL994U4EQnIaxopmgCEklVRuma69paOfF/Uv2L77w7Nen+OOfr/9UvHn21JXjJi8fNakkb8GWaT+d33nu7oWrj++V4iQiaBYgmQjWTNBWirbSPMyplaTwxoqbCACzbDmCllsxHEgYpcC4DFgdIeVyVIYEwyroZlF9DsP7z58+c+/GS9K84cjuFfu3Hrt14deHN1/i1lKGek+zZqCbUc0MKTChw4RmgkUIk6yYYoYlEyL/C8fif+r4E+VPHXPV7ZJPfXNVxzZ7bJqm21TdpuqyTZcMVdMF3SYaumyIgvSurPzRyyf7TuwvnDFq9OzshVsmFa0fPblk2Mw16ct29Vm+K2Xlru43nswsw9aXIytelc88eCJ+yqw6y9e0PXQifMtOt137XPcfaLvnpzZ7j3ntOhl06ErPG2/GXn1RuPVQzPItnaYU11+y3vnsjX6nbww/fWf8c2gfwT/SdEKQKZSw8gpF6+gL86Mt+zdnjxudNXZ08aqFy7bNnbs2b8z85NgBbQK7N8mdlnL9+cF7pRfuvLlBqDzB82YCWAFLyxLBURTHMqxE4hyJCoBQeN4m2gwzRR48u3fzwaIthyYt3Jixbt+srUfXz163aNba5TeePtENgxclSVF1w+BEFSY5K8URokoompWVSdV4A2ETi+d07hroGdLBuVNbN1+PRm0bfl3PoWbLrxMGhpXsnJM9fVBQUmjysGFjipYv2HCg5/B85wDfwO5hvfJ6JWd07xDmHhQftPPIblJh/nj75vdHL8shQHAaBNhyDIMFwSJK118/m7VlcXJhUvaSwQv2TV50YNqIovTAvh4+KW0iBnboOrRDUo7/tDUjD1/76ebL+xU0QGSbiZbKSKacwCtIrJygSnHmDQpKCcrKM4gITCRiwhAciFaYMVsZAihmlCvHxRdW6rdHT0/curXhyIFJK+bt/u3YiQcXZ29evGDXismrZhUumnr55QPUJleKvIVVMGCghE7SNoLWIUy0opwZ4cywYIFFh886in/f8SfNVVl/0fFnmv+8sdM1w6YZNs1m0xVFk2RVVVWbTTFsuk01FF5HIPD0+ZvDv/yy49De+esWFs4Z1TMrMTjZvWd2WNaM+OFT/XJnu+UXtZmyrP3xKwNfQ7Mfvim48WjQwVOhc5fWO/RL8LN3Q4+dCdy513nLpqY7tjsfPhVevNIlddgP/fKbjJ/nvG532Pnb/Q+cCl28rsmSDa0Pnu926vfhR68Xnrmx5N7zw8/LL917deb3V8dvvDiw79yidQdmbj+ybN/pjSVbpg8p6Dq0MCh3SvCAkR2K1g06fGX5vbIjd8qO36u48Pv7a5t+3rpi27qjF86+sVRADI7QBOA4QAs4zgJSYjmd5LU/3r3ZsG/NxAUZc1YNmVGSnjE+JnFYUHi6/7Bpgy49PitqFMGaAAczAsXJEgp4KykxqsHaDCtn4wyjgqRnlSxPHTrALaBTU5dWEQnRoXGhvl06JA+I6t4vKnVwbFTPCK8uQbFpA8ITB/fPmjZ5XklwYlRDV8eI1KBeGb16D0vvPaTvlKLpz0rfMqoB0zLOG1Yg/VFWceH+/atPn568eXPIhMKgnpGRg4J7jOmSPi0qfXpk/Ehf18RGLjH1Qwe4BvVxDu7TLjk3vP+4tEklU3++dOo1ZjUJnJnncEUGqmrlhHKGNwsSoiqQIlgEChVonOcsOA3hPMmoGNAspPQWpX++dCNvdlG/wsJhUyflz5+dNWdK99yhSblDpqxbtGz/xvyFUxbsWnPhxd23DGZmeCuuWFC53MJWWFkrJlYiXJkFmGDegkqfO67SIoss+z87/sz0Z44/raqaP31qXv/kWNdUVVcVXdM0m001bLphMzhWefL0/bEzv5Vs2rB2z5Yl25aV7FyUNzOjQ0SriDT3weNCe+a0Thj27bBJ9Rdt7XzoQo/7b/Kfm0Y9fj/8yr3kAyd9Tl4IvfU49eRvQb/8GnDxXPixw4G37w26cGPItEUd4vp+0yfrh3W7Q4+eTzpzrfvB0yFFKxtsPOh17GbqmoORM1aEz1yRNGtVr1V7so/cmL3q4OBZGxI2HcvZdGz0piPjNh0cu2n/qDU7hi5cnTJ/ZcqUxUlTl/cevyR19ILui3bmLt41bsHWKbt+2X7syun3mIWzqQhLQhSG0zQvyhwnVVqw92akFIZOXDo+dk5O5rjU8CSX1t7fecU17lEQPH/nyJ8uL9t/dunh02t+vbzj0Okt91/cwAWK1nTGMCBBemKCH5ZVlvz4Y0x635SMoe4hgY3au7j6+flGBIfHBUfEB7R0bdTKtUlIbJibj39kwoCRY5dl5M4amJUfHBtWt/UPdVp+7xsROH/58p+OHF2xbt2Zy5cRVqQUw8ppbzH6qQW6W/r+5K1bU5Yti+7fK3FwSlR6YECaU9hQp56T/IfP7548JsS/T7sOic1dujZyi2naOdk5Zkhw38Iek0omHr569CVRiuosIrEoz2GKgtp0WNNeYdjFJ39cfvzoHYoSomKhOCsp4KwOA4WUDETRNh8/1TE23r1r9JTVaxbu3t1v0oSkkdn9J42duGbpuRd3D945N+fHlRt+2Xvw+tnzd+89eF759DX0upwsNdMmRDAhfLmVNSGC+R8d/8N9HsuyLMv+C8c8z1cdxlXdLvkEWtM0VVVlWVZVxabrNl1XVUWRNVW2aZqu6YqmK7Isi6pKcOKLcsvjsvcVDHLhjwtjFub6d3N3CWrsHd0sIN4xup9j4pDqBUVtd5xK2n8mafuhLntPRP5yOf7wmZAdBzss39h0/31xhjUAACAASURBVLFOj172vng1/MTRTtcuxTx+OvT244yrD0fsOt6teHWn7Yei9x5P2Hs0et0Or72/hO4/H7bnQtDS3W75c5oNm9Bi4NgWeXPcZ20Mm7TKa9xKj6Ifw5buT5q/vdvkZV0Wru8+tyRm/oqE6QsiI9Pq+iR865/8fffMVoVLomeu77t83/in8K23eOkrSyUQJaCKMMAsGMaKiiApfzx7/tu1a6cvXRw7fXLvYekjCoe1dG/YPqBZ7py0ZQfzF+4dNGFFdN/89jkTQtbszFm3b9Thi6uemm7cf3/3yJXTi7evX753y8TlRd7dwqMH94oe2LtdcJBrWHjddi7N3No3dWpZo/bXjs2/H5ydPmrS2IQeA5at/unAkbtd4gdWd2zq5u/tE+Hn6ucxZGTuncdPccCXWZA3leZKAmCiDvF6OS1aJbWS4/b/em7e+o1r9+3Onzmm+7Cu3bICu+V5Bw9smTomqPvIoLCBXm0iGjXzr+cW3Tqsn09cRnBgmnuP/Lj8eSOW71969MbRpdtXTF82Z8uRPece3Tpw8ezqA/tHFy+YtXLD3dflpGLggm4iuLdW/JUJrSC5ZzA2bfWa8L79R8yaW/LT4Xk7987dsavXuDFtugRHDk3fde3MLejVzG3L0ydlj1sx9+iVSxeuP7xy848KK4NQignhrbhkwSQzKppR4T+bH7NV1r8oyVWny59NM2RZVlVVlCSe50VJUjVN1VRRkmVZM3RDlhRBYGWV4xSG1xXBMJ5bLI9M7x6YnizduyBmiL97lyZt/eu28fnWM+zr7oMcxxZ3PHE981nl7F3H4oeN+mHoyO8WrmixZmvbecvqjZ7ssHpTM5jMf1/e/+jhdg/vJ166Fr/9gO+Z6+nHfuu982i3XceS9xxL3XUoafp851U7Aw9f6bbjbEDJXtfF2zrOXOExcmaLEdOb9h9fa/TSNsuPRRascBq5xDl7btv4odX7jmzUJ6tR5hjXEYXuSUObdE2vG9Lju6gBNfuObTt2afTEkl5bj5UcOHNo0959F27eJXiJ5FkLilGsyHA8AYgrN68Pyc527+zvF941LqVX/xEjcifnTliaNWRGaGD6D0m5jumjmncf2GD4uA4lO9P3nZu07MeRGROS4weGB6X4p+X3TBmZGpYemb9wYvyw9Fpt27b282/g5tbYxdXTN8CtU7tuvcI271129cGl15XWp+/QybPX9ByU7x0e09KzY8GMGXtPnbr/5q1sGLJhkJJCawpQZNowMEkrxWgTw0GC+PB9xe3nr/eeOtm1d4J/oveACUk9CkLbRNRoG1WnXVSDViH1WgY1dAl38kn0DO/rH5Tm2Tqkrk+3Nj3yovqPS03NTgxJ9fOK7hDRJ3zQhMHxGcnBaXG5M2dsOnT80qOX5QSHi3oFDp68r7h09/HZm/f3nr1QvHXbsd8fnHrwfNq6bcNnFSeNzG/dJcyhdZP6Pu0nbVhy4e3D0cvnNAlyC+gVt//8mTcm7Mlr0zsTiQINJhUrLtmPFkz8fD/vM8H/wvEnzVVZV3UsSKIg/XUfW5RkSVJkmRd4hmF4npcVTVY0jhcZRpAlVdd1UREBj2ECBFTazBLHb13e+suBOVvmxA0PCezlFJjaukNEg9ZeX3sEOyQNqLFqR/RLc/Gdp2MnzWnTs7/DohVuh050vXyr929XkxYua1i0sNaNu7F37kccPdbywm/eG7c1nz6v7rJNnaYtbFeyJezA6UGL10Uu3RC9cE2X9Jz62TMaFm1xXban05bD4ev3hM1f23n9z/HbTqeNW+42ca1n7uK2cTnV4jJrxA2vmV/caeKS4IH5TkmDG2aMcy+Y45cxsX1yZr2UrAZz1qcs/TFvwfop63dtOXD8l2u3H1KMxAkqw0k0LZAAGIZRWlHeu9/ALrGpaf1y23tGLt+4+8K92zkzhnl1d3SNcQjtU33EVLfMiZ4JfetMnBe843hm2ojWvjG1Yvu6R/R0D+nRwSexXRPvOsE9AkfOmeAbF1utYaPAhPgl6zb9evXG1HkTcyb1XLpl7MUHP79DXy/buiEgNmHhhq2zVqzzikzYcvgsqhiwKJUSxAvI/KjiFSwRhAIqKKgUhcwkhfMSLkisbtx9+S538uSotG5ecd7dR3SNHuzn0qVBfc9vmvrWcAp1bBnQwL9b5+h+Ue2CWzsFNmkX1qh1QO2odJ+4wWFtAhq3CajvGt7IP8Wle06YT4pL65AWo4rH/nTx9K1XLxFBwATOTJMQw+46cnLE2KlZk6YXbdx6423F7nPXh0+bl79gWezwjCYBXt+5NGkV3ilr/sTlh7dP31SSPiG3W2b/eRtWvzJZcV6BKAmmFDMumDARIlUzLpnxzxzT/+T4U/5xfcGxKArSx3osipIoypIsiyLPcTQAgKY5QZBkVVI0QVIommVYwTAMQeFv/3H9p7N7Tl4/fuzGqR/PHFh5eEPh8vzk/NCw/m06Jzq2D6rewt2hvY9DRn7D4+f6Xr2bvWilZ2pfhyEjqi9f47X/YNcHjzNNlmlHj3WZv7DOz0c8rlwLPPOr6537XU6cC500p27W2FqZ4xrNXRX645EhuZM7DshzXrVjQN4Mr6TMH7KLWsxY6z6+qFnuhLojpzQeV9x++8kBJftSumfV6Z5TP3JwzU7dHALSvs2e6zVlZddeua2ietUonO2zcnvSih3dF22OnrkifMP+7Fklw3LGDdx7+CDNi4qq8ZwqcJosaBwtAoqRZUmUpCNHT/185MypX29EdxtUOG3x+Xt3B48fHJLmFtWvVVBKzeSM1hOKYmYsiNmye8DRM/l5492T+zeOTG4YEFMvLLlFVC/noG4tuw0OXru3ZP3e9d37JY2fPf7Ju2dvze9XbivKm54wdmH8ij1Zu8/OH7c4q29B39mrFxev37hq95H7pfj999j5B0/2/Hp674Wjey4cOHH72O4z23cc23r/1T1KYoEkwRQj6Maj16Xrdu47cPrUgi1LJ5dMyJ4+oNuQYI+oxu5dHNuF1GnZuWbXXkFJg+Nrt/ne0aVWeKqvV5RzZJp///y0niMSu/b2iezTPiXbe+S8xMHTIqKHuUUM8Myc0e/c/RO0DRUNIBrcgzePMwry23n7BSd0T8/LH1O8ZHRRSY+ssd0zcgN7pDbx7fB1y1qOnVq0CfVoEegelBY3etHMneeOnrjx24vKMowXYJo3E/x7K7CSMgw0My6aCcHB/iXTD+EEe1i2an/8J1/h31hVd6tFWfqzEouSLEoiL1AERRAUw3KSorGCSDAMI4qirmuGISrK67KXe4/vKJybmzVt6JhFhZNWTpm8dmJWcb/UgoDwfs3CejX0j6vVwf+ruKTqazcFX7mZcfRM6tyFbYZlfZ2d9+3wzO9mzW5++HDc6VPJG9Z5zJzx/cmTAaXl/c9f6vz7w8RHz4fMnN8ieYBDvxzHMXO8c6b49Mho2yfHY/6GQeMWxXYf0Tgus1ZyzrfdBzn0Gv5N7tSW/fMb9cltOXicV1iv+r7da/ql1HKPcYge3HjEDN/00S7haT/4JzgUTO+w93j6wbMDV2yLH5jr2nOge9qAkD6DkiZMnfzg4WPDZtC4zBCCwsqqoLAMTxCUpmmSpMqKTdL0c1d/P3j6wp4zx4NTwztGt49O93bqXLOxy1fZ4+KKF/YZPzZw9cqkFavjx0/1jk2pMyTXY1JR9OgZXeas6Ltw7YilGwqvPzx6+MymOYtGzpw/cmBmQtoQvxETfMcuDJi7OfLA1dHLD2Qk5/gXzMtdtXfbip371u07vuPEhXU/HcqbPSlrdl5OUcaImX37j+02b/3EF9AD3VBFm0IIHMlLOCu9t2AHfzm7Yd/25duXZRT2SUz3j+ndoUtq61ZeXzd1rxbd0zu2V2hT1waNXRp2juzkHeEZGOuXNCBpxNhhORP75k3tnjUtYkJJ3JR1cUNmduw6rGGPPJfZa/sd+m3xe/hSJX537srxzl4tW3u09esaEpYU3yW1V7cBWX4xaXWcPGo7O9dr3+rb5jVrt2/wvZNjXddmzX1c2od6ZU4ddfi342bKiotsOUKUI+CdmbSSspWUTBhnJjgHjhX/TBXHVcJxHPvpm/f/vmNBEgTp4/hCsEcSeZFnBUGQJFGRFI1k+VKz5fm7d2/NFS/K3544f2bNtnUb9qwaPTerS3pA9OCQxMzIxMywhCzfpFzP8D71Ywc2ShrULH1Y06L5nffsSVq7IXDzj8E793YZP7FeVs5XGzd7nT6TfP1a/x0/Bubnfj13du3fb3V//bbvmQt+R0/5nL+SOHtRi7jeDtFpX4WlVPfqWi0kpV5oz9a98vwyZ0Z0y2oV3K96fHbNXvn1h0xovnB7fMmevmk57UN7NAtPc24XWqul79fecbVTs1zHzIsZvyBm2LiOXXvV7J/TYNX2Luv3dB011cUntLp3YN3JMzJ/u3xmzfo169dtYiheFW0yrbI4AAjKMQzDcoosGzZN03TJZgiGIRnGK8ScP2di+2D3dn6tGzjVrVbXIT0jalRhopfnN3ExtafM6Dxrvn/WGKcFq+NHTfeNT3ectCB2zKzooaOCVm4bvWDV8H4Zvil9O8QltwmPrzW0wGn8Qre8uY3XHY3bcW5A14F1+40OO3r1QO6UwqRBgxZv3pY5cUJrP9f2EU6RA71jh3XqOyZsye7xv5edrwTvUAGXDYOSVFo2MFpas2nX2s2bf9y/bdKs/ILJA8ZM7507MSa2l3PnLk1yxiflTx6Q2DsqJCbQuZNzp8BOITEhfhEBoTFBgdGeSf39ho4Jy58bnlPUKavIbUyJ7/T1XSYsCRk9129mSezybQOnLEyK6tHSxe+H+k416reu39LdtXl77watvb6u0+qr+k1qt2lZo1ndmq3q/dDasbmXc0tPp4btG7cLcI5Pjznwy37OkAhRNJFMJc5ZSMlMimaStZCMwxc/Z/x3wf9bx/xfHcsiL/GcIIqyICi8qAJOhHDqTaXp3M3rSzeumVOycP2ezSeuHpu9anKP7OjEEUFe3ZqF92+fNsq/T4FXWFot/4RvotNqDs9tPWVyp/lFvtOmOU2Y2Gbj5ogFi9sNHupw5HjM89dZd37vd/RY1JzZjnv2dHzypOede9EXr4Xu3O+095DXz6e7zlzaLmNco+Dk733ifwjpVb+e51dNfL8ZOCkwY3ZQ91HN4nMapE9yySr2GTHXe/gs/575Xv3HRKVlRbX2rdvGt2ZEqnPKUM8hYwOzJ4WMGO8zuKBt1oRWc1f6zFzWccxsj8LpocUlmc9f3TUMY8++XUVFRRiKGoahyzpLkHBlOYkjgsBKIiMKQJQFVpY5w1ANQzaMW2+eT5hX1L6z9/cN69RtWqtzSLuYxA5OTt+1c/sqM99t7MxOhbO9pi6J6J3TJmlYy+xpISGpdSN6NM6cEJ4y2DV5cPvMwqBRY4OSe9UpmOK6emfEwi2eG4+G/3S516x1Qb3z2i7ZMnrd7qUrtq2+cOfG6JmT6jk7ukW0jB/u1bPAu/+kwCHTIietHLFkd/GhK0fvvH5aQVCMbBBAef3GROAAxeDtO9ZOmZNXsn783GVDRxSG9M/qPLmo36ot0+YsnpA3NittQFp0t+iwmDCvwE5uXu3aujdz8qjfMcQxokezkJ51k3OaFW+LXbQzflSRe8Fc1+ypbUbNdinZEb98Z/zoIp/wlFbN29et08SxWq1Gjs086zft9G29VtXqNqxWr3Y1x5oNnZt5R/i39mjTMcS9T2ZSp3CXvMmZFXglrYlWlrPSkpkULUCyAM5M0f/omOMEjvvLHkfVj1X8J46FT6X5k2OeFQEt0LxM8xLOCJSkXH30cNz8OTlTxq3ds+Xeuwdbj6wfXTxkwNiYZn7fe8TVTc3qkDS0bZfU2hFJNeLSavRMr9E98avBA3/Iy60dF+8wearz/sMRs4pbrN/qevFm3M27Pa7fTvn1QtS9B0nl5r7PXseePu+x80CrrXudbv/R786z3P2n+xatjRw5179nvqt7bC2vJMfe47x7FHqkFLh2GdLUr2+9LhlNfdKqe6V855NcNzCldedYZ2dfR+/Ilr5RzYMTmsf0bhuf3ia+X/OkwU2ShtQaPqH5rFUhs1fHbj8y/rnpkmHorCSeOnf2l3PnRFkyDEMUeIFmWEBRFEozOM8RkkCxDA04wUTRj96VXXnydNvxk4Uz57frGFStZoNWru28QzydXOvXcXRo3f7b7HGRE4oT+ua4Jw1zTh7hljC4g1/3Zo07OXhFN+iTExjbz71r77axqc0Dgqoldq81d2HQxj2JG/ZHLdvuu/6nLidvZRdvjM+aHD5nxaiN+9Y8LX+++/i+hP7x0QMCehUEDp4e1G+yT89Cr245fnkLMo7ePr5w06ptP/0MREUUDV01DMNQRHnF8sXx3cIzslLS+gd6BdaKSGg5amLqkdMbf9y/euyUUVNnT03okejcwbm5cxNPP9fgLv5Nnep7+DUPT3Jr3fm7zgn1MiZ3nrAkMmuqx6CCFit2ddt8OGXisrbL9nhvPx2//8zo3HFpzdo0b9y8XdMWPnUbdnJs5vl9veZf/VCrumPdlm7tuiRGe4d17uDXLqirR7vOTXoMTdhzcpeZhmhdI2Sdkm1WmjdRjAUwDn+bENv3O3hB+KT2z5HwF9c/OhZ5XuQEgRMETuR5kRdEXhR5WeRlnhM5XmIEGWd4BHDlKPHLjeuTli4YMDp39Jyp05bNHjCqb6/sqKThndsG1XQN/yayV6OAuNrBMd9nFrSfWtRp7CSnMWNbT5vWbtTougOHfL1mg9+V2/2u/N7z2PmQU5dCr99PPns56syl8FMXvO8/D7v1sPOPe+ts29NgzqLvVmxse+XuoCPnB63b33Pu+sS0Ue2iBjfuO9Gn3xS/qKFO3XO8gvq0aR35fYfket6964QOdPRM+L5RR4cWnWr4RLYKiHHqEOQYnNg6qqdL4sAOPbO9u/ZrFtKzemKG4+TlMaMXxBRvzi6lHsmGDGwKLsmlMPKmopJkGEVTRVHiBYFmAAVwkaMknmEBx/LqwdMXk4bmBKX09ohMaO0R8kN9l0bNPVs4uTu5OXfyc2/SvE61mg4dg5z6DI8NiHN2bO/gGtrYM6ptTafvHGo7NGxXKzUjYmBBvFdks7Ye3wQG1hk6pOOylclzFoeOmdl+zGzn+RtClu2Mn74qasHmwcVr88YV523cv3Htrg0DC/qH9fGOH+GZmOeckNeq/1S/mOEembMHPDA/PHvnyuEz5xBSYGlDZGy6ZMiscmDf/ti4yLbOTSJjvHv1jxiSnTB+xpCixWOKl0yeOHP8pJnTkvr0qN24brU6X4fHBQ/OHNA52CsuNbpPRko7v8b+cc7hqS4RPZx6DvdMy3CZvjRm69H04q2d52xtNXtT6+nLonv0C2vt3MK1g1/T5r5ff9OmRk2nWo6tatRv0LBVKzdvb08/n7aeLq1dm7f1bOIb2T5tWOzE+aMv3b987+WzX2/cfmtBYFYwA8bCAIdPPXHV8HxVx8K/QPyfOeZEmZclQeZ5SdVsvKyRvARk5eGbd6t3756/bdOxW9cPX/2tb+7QFp2a+0S3SRnulTrCJa5fY+8u37V0dwjo8u2EGb67f+qxakPQvEWey1Z4zy5uM3+p88lzPc5e7nXvxfDbzwedvpaw7UDn6fMd5y5tMG3+d/uOtfzlN5d1m35Yvb7OgsW11291/+VCj3nLfftmNxsyziM52zmwl2NY/6ZeyY5NfGu0Danf3K9WixDHjkkt3LvXdIn+prGPQ41WDk3cq/vHtOoc2ay11w8dwhqFpLh2HeAd1tfNI6G+b2r98AHNuuV0GDg5auDExJK9C2+9e3D69s1NPx1dvm3PojUbD506DVGAFTUUZwEtMYwoMIJI87pie/naVDh9SZdeQ1r5h9Vo6dq0XUDTVgEdvbuFRaZ5+4eFhEe4u7r6ePsOHDRkyPCM4XkZoTGB7X3aOnk61WxS+6saX1er9XXXlM6ZY1P8urTy8mswYkRUdnZkbkHEwEz3XsOaZo53GVToFJxaK6JPozELU/PnpAUkuXlFe3pG+DTybOoU0SxscPuggQ2CBtXuPqpdcl7nhKFhK3aWwBxJixqCiTSlM5SNQARVMmgA1qxb6eXtkZc//PDxPWu3LJ48e9SgET1nLZi6aMWSvDHjskaP7Rjg36BV44DIgJS+yQHh/qGxYbE94xs4Najfum7Ljk3a+7dMGhA+IDumYGry2LldizdGH7yRvvF4V5+u33xb06FBE8egkISR+QuSk0fWrde+eu0m9Zo2r9+0SVOnts4dPPxDQwLCA9p7tQmO7Zg3pX/e1KGFMwumLypesWX7g1elmKBBLGdlKAfB/jf/84ifofw4PfuXjkVBEKs4FnheYHmeFXhW4DmB50VOlHhZlTVV0UVJY0WVU2ysor82Wc/c+X3NoZ/nbd0yaemiqJ6JbTu3cvKpE9WzVcGM0IwxHskDWsX3aBEcWS17lMuJX4fsOhA3f1mHRSs85i5yHj+tedFijylznIqXeew6HLv/ZOKM+W0yRn43ZW6TqUX11u1otu+oy8atLXfv9bx2M/X2/UHrNgd17V6juZtDaFK9xCFt3aN+aOrr0NDrq2otHWq2/bpO++/quNdsF9EouE/ThBHOQyYG9c717RBc0z2wenBii44RDRt7fN20c80WQU1qeX5bz8fBO6Vp2ADn6GFeSw/OnLqxMHZEdO68MYkjBof36b/p55OX7j8+d+fOOwiiJRsOFJ43RN7gKYUnBF0yfjlzfdz0Zev3n4oblFmjefuWrqF+gb1DQwZ2T8odMnxiSnL/AO+Q1Lj0PduOnz5x5d69xxu3bk7pndKtR7de/XoER/o2bvVDB+/6wZEtPbzrBAS3jI31Cotw8/Fv1b7T912SG0X3btQ28Ku6rg7ukXUDe7Rxiahfx92hnketWu0afN3ie0ffOm3j6/v0qefVs3rM8NaLdoyat37Cht2rIBLVDINhFJbWKUJBYYYBvG7TyipKt2zbcvHKpUvXLg0Y1je5d8KkmeNnzZ8zcNjwgLAY78CoDp1DPQOCXDp5uHi6tO/o0trduY2HW70Wzb51rFPNsZZHsM+oaWPGzxq7fNOCoQXdBhcG7vo1d9WBnrmTI3ML+qf26rNo8SYIkc+efxIW1athC+cGLVt871ivet16jVo6BYZFBoSGNmrVpHOEx4J102eWTPKJ7ByeGLt+194yFOCiBrEsxAIHUZT+IX/Zivvw3y+lD04lwd73itJH8bwosKLAix80C4LAcfZizLMcy/I8J4qComkfvtRksLwCWImRNE6z8brt3pvygqIlKcOzYtN7NnFtEhjdPjCmcVRqvUXrEsbN7DR8ZNtR4z0DwhxS+zT+6VifHQeSjp4Zevj0kGlz3NPSv0vu+W1wmENwmEOPtFqZua1y85sXjmu2ZGWnNZu9xk6vOW9F8wvXUn+71ufY2dSlq0OCo77rHPZD7wzP9Byv3tne3Yd2ihvkHd67Q/vwxg061qjW4utvm38V0cdt8Y9DDl8ff/re2O0n08cWew8t9Ezo79wnJ2BUcY/Qvu3qdnRoGvRdp5RG3fO80wqDYod7j1w0YHhxH7++HTulebsn+8fm9pu7a83Jh5crVYI3dF4zGMngRINhdZHXZFFngHT792c37r64fPtZ16SBTdv61m3o6eGRMGvG1vzcRR4eMZ4eYd3iesd06TVrxkoY4RTDWLJhSXhS0JCC3tt+LileMTKut1tSX9e+g3x7pPkHBrs4Nvi2vuN3dRyr123yjW9kq/Dkdq06/1DHxaFtSO0GXtW/auXwdUuHas2/qdaiejWnH+p41WkeXq9TckOf5HoR/Vot3V74680Dz9/dl1TBMAzdZnCcxrKqICgQiuIAlzWBFRjdZrty43p4dHh8cuzm7dtGj5ni6uHXrIXbtzUa1ajZtFGL9vUbt6xZr27TVs2dXD3cvAK79R4Ukpj0TcP6/okxWw8f3H3qxNTF84ISgkOTO42clVAwJ2bbT/Ofv322ZfuB1Wv3nfn1zrRZq1u386nZsFH9lk3bdHBt59mpjWvHtm4+jZo7V69d3z8ibN7KRVPmzY5I7JY/ceqdJy8QVkYYCaI5iGEcvlhiv/gvXCVJEmRRlERJFGVBVARREURZEEVBEESBkwRWEjhJ4O2aBUG0F3ZRZAWeURRaUTCBNxG4GcNFVRNVnREVQTcYRX1rsRw+f3XLoTMnr98uWrU0OME3sU+n/Mlhm/cNOvpr5tjpTgUTnJatiC5aEDkoo9n0YvdFK8MPnxy1qCR+RE7rvDzX7t3rhgTUTE5o08mtelRo7elT/LOzGs9f4HnqTHpG9vdzF7uZiEXXHhZOW+AVlfydu983g3M6z13WM29S10GjInplhsb1841I8w5K6dAurHG1Fg6Obt/GDXT9/2h76+8o72/v+0oyGXd3d8/4ZDKTmejEiLu7EA8huAR3d6e4FyktpVgLLaW0tNShLZQixRIkyfg8P9Dvkfucs9Zz1rrva73X9Re81l5bPvu9u+c5Z6y29y0UTVnFW7rLPHWZ1VVALu00b35/0oRlOfmd8qophrxOmauKFVfGthSw5G68Lp/pqFVrSiTWBktyT5qiJCap07369No7Q3fHwqHHQ6PHz144/uGHz9++CobDw6MjD58+9wXDv99/1D8wr6d3rtNZRCTI16w4vHfXBbnERcALS8uaFi7duGX34TOXPlm2bZmrxGbOkVZMdE9dU1UzyVraqZy8IKOzPzU9U69ScllsEptLReKgEHQkR041JMr4RjxLj9Jn8YXxFJQsGiUDRzMjASoA4kSj5QhVmsBRIrcX8jNr1bNWNp39dO+VLz64duPyb/fueAO+d89oPX7fy7fDz988f/76qTfkDYfDFz+90tLeumTF4muf35wxfQWJKMFiuRSKGINhE0hCHIELheFAYASFLhEr4rIKGyvG99qys6sHR4ZJPwAAIABJREFUeved/2j1/oOaBDdHG1PUXDF1eefGg4MXrp959PzlJ5dvLlu5O6egFUsSQzEUAouFZ9GUZr3J4RIpTTgKPxpONttSewbmFFS0qo0JHRMGv/3lr9FQ+MHzt49ejv79yvt4ePR/x/GY1zPm/Wei4R/z+Mc83jGPZ2xsdGzsrWfsjXfsrfefcbRndMw7Mjr6emRs1DPq9Q15x16H/H+8/HvX+0d6Z884eu7saDg4Gg498bx57h97MDR098nT4XD4hydPtx3b3zWj3ZWtqGzTXrk155Mve5p7SRkFoLZuzcWrUzbuyOiYyOifoigslCpl4FhzREIc1hIDayxTTWxLTLMzG0rlC2c52xppRw7m3Pp6wvhW0voNqX8927J5b3lSFtbiQjjdNIuLqndQLEksW5qYq8GTxXCZjRuTLNW7JXQ9Bi2LkCURXGUsa25kRiNo9mbV1NWKrBpEbBbClk1LKBbktciqJyobp6laZsZkNLMlKWCRCypPRqQ1iLM7NOkdusweW0y5RFHIi2vUxzeYm+bXbzq+Y917u1OLcnOqCy/euuIN+71h/1jY6wn73/o83//6+6/3Hl/98oe2zmnNLZN27T41Zdri9KyC7on9W/ftvnTz09lrZkgcDHUao2Z6av+q0vJ+a2wupmS8fHBFUUdfhtUqIhFgCjkvPt5kjzfwJXQ8A8ZTE2kKuMCCiy9W2vJFMelMW4GCayWC2QCYE4GURCtSmAkVypQqeUWvc2Bh5dpds7YdWLlhx8pPv7w45hsJh0PhcNgfDgbCIU/I99Y36g0FQ+Hwz3d/v3zt2p8PH546fSE/r5VMUsFhTDyOz2SorNaM1NSShvo+t7sUi5PiiCqNKSOjpDGluCy9qrJ77rzFW/f2Dq7qn7ti9vJVO4/t/vXv7177Xox4x27//NvFz77OKapH4Fn21PSk7HEMMV9h0utj4yVqC5rIUeniz3786bff/5GSUc0Xx+4/8skbT3joTfjhU8+TId/TYd+Tl97/Vxx7xzyBMe/bl6/fvh556/E+eT30t/f1M//oF3duT1w2e+LS2Xde/vX9k982n9xz8saFR77Xr8LeL3//ZcrKJUVtdS2TW/PqktROwoQFzi1HC5ZtdbZOlGssUXOXpF69OeXQqeKly+NZZIBNiirJpaXaUQVprMG+tNpcWUkao79V1z9eMrGLc3jfuG0bkhoryQvnJU+dlZqRzxHKowQyGFuERJIALCOKLkYxZTg4NRLPQyriRPI4niqRq0nnMWLxbAfOWswz56OLe+kzNljHD0pTypF5jQJTKpGuAMo7tAMLXfUTRJ2ztQMrE8sGNIZseGIFuWWmpWqCtnF6XN1MZ3KzXFdMM5RxjGVCUSrDmGPIbipyFqeqk2NaZrZ99svVn579dOvBN099z3zhkD8cHguH7714vmzT5o6JU/ccOXns7LnDZ05c/urS9sOb52+Y0Ta7wpDNTqqVTFhdmNMeE1fISK8RFjTKx09MrKpz6mJ44Egg1qQrK8x2xOmtcRqOmIggAWhmBFEUzTfitAms+DxFQVNCQr6OqUKRpGBaDJyojubHIc059IJ2U06DaVyVpWWgZOKcth2H1536+ODJjw7cuP3p0MjfvtDo8NjQ/Sf3z144d+Ls6R/v3hn1e4Ph8OmzF5Yu39XaOoNJV2ExXK3GOS6rOtaa2d8zf9Xy/XnZHS2tc/cfubxoza7E3EKR0WhITNt78tyIN3j5xk8pOZWOdPeEWX2b31t74oND0wanF5ZVMHmSaBjGlpRU2lBrSXII1IrYhOT2vqmFFc1TZi31BsKv3wZWrd8/f/G2P/56PuIN//lo7MHjkccvvO+8b/5Hjr3/3efxeT0+r8/j9Xm8AY834PH6PF6vxzPm8Yx4PW99nhHfv1j3eIOjAd9r76uhN8Mjo8N+z/2R55d+vrn38qmF+9aVDjT2r5nZu2qGrTQ1qTF34vo5rQv6XeUZQpsGL2XG5SSUdRRwjTi+BdQ9z3Tl9uwfH2zKKuHGJhJOf9J9/buJazekiNhAXqr03Im+RbOcC6Y5t62sKkxlVOXy+sermqtxAz30bRsSFw/GFo8jZqfzcGRAqiamZBopLEwkNAJNRpJ4eDQdQReTmXIqig3HixAcHU6TwjDnC/X5AkkaTZRMEDhhiiRobgtr6qrE8bOs9f3W3Fq1LgFX021esrm0f15caRunqINf1CNMrUanViKrunkVnYKcOmZJp7RxtjmliWUowhpL6NxENNdJTa5LqZvZnFiTpskw1M1s7FraUzWlasuprZd+vLrv4yPHrpzddHRPbkNlaVtjXW9Xy0Dv/PVLF21aVNZeIIilmnMEmS3ayqn27uXZuiwyyxid26jOKBU6UhmWOAaDBk9LTJjY3uOy2AVstlDIVmul8hghjBgViQIYUoJQR+drKHZ3TE5pgsrMIXBBREk0SgSQ1IDIAc1sVFf0JqSUa5TxNLmNmltr655ZOjCvuqk/b+6K7k++OHLjp48Pn91a3pRTXJv93tFtv/512xt+Nfz21ehY8OoXt8zWJCSKWlBQO2f2ilhzWrKr6PyHN+/88ujx49dvPOHDJz8pqmsS6vQkvnTT3mPBcHjrntMssQHHYFJ4JEuC0paoQBPhAABEQkAwLFqiVbrzsgzOWCSFaHa4Vm3csX7bvjMfXxkLhIZH/E+GRh+/HH0xEng8NHb/7zd/Pn391/ORJ0Oex0Oe/xsce70er3fU5x3xe0f9Xo/P6/F6fV5f0Bv0vvaOvBobGh157ht56H+17fzRjI7y0uktKW0FsVWpSc250gyjIEXHT9YiFHi4GIWRkVEiCsekUCbqiEo0hA2k14p+fLTfH/68b/Y4lgS2eE3mh1cat+xIy84kVZfKL52b8sGJjivnJ21cWRarRU3uSfrk7MDSRZYFczSfXRjYvrFGKYCRcdEUJpojoav0SjqHhSIQsXQynk0mcEkSg0hmFfMMdKoSzjXCXWUieylHnUmMyaWJXEiqBuDogdIO8crdxXPW5VV2GlOKBdJYrNAISynm1HTHtE4zpVYT4wrBKRWwpJLopgF+TZfAmATKqsIXtjOz2+i5XQJjIZ4WG8WKxxsKtMkNbkdFksAl5dj5ykyVPlfvqkrI6yoy5VhdpSkl3XWlPfXVA22xucm6tNjYHCdFQcdLMGQ1QpSAcTfJKqdaa6bH1k2z54+PqemzZJTIKJyo1DTN1Entpw4eWTB5PhvPZhIZQp5g1qzpx88cyyjIAMAROAaeJqRAMFE4CsJik8mVDBACQDEiDG62vYAvi0cZMijZzcasRiMjBo4RAZZMUs/c9A0Hu2q6Y8uaTVsPTd5+bFptT0JSgax9St7mg3M/urbnqx8/vPf450AwcO/BwwmTpjviU7bv2P/wr+cH953ZvuXQsyfDfl94ZCR8948XM+ev1FjsIq0uq7Ry99EPz1/7YcP2Y219U2KTXLYUU3VbZkqOiiVCChQ0nV2dnJPscMfz5AKWTIBn0oz2+HVbd31247tf7z18/nrkyfDboVH/G394aCz059NXj168ejHiezI0+vjl2yfDI/9vOPZ5fR5/0B8Kjga9Y4Fhz8gT75unQc/Rby4ltRVLc2ItNelZfVV5/XWKrDimQ0WPk5KNTKQMiZTguLFKul6FFLKxElokDcTWE2auapq+uCazVGVwYCfOir38VddnN7qXr05JSoa2tCi++27FJxemJcRTiTggycU4+f6UzVuK+vt1e3Z3V5U5kGCAREDLY0RkNiUCAsbR6BQOn6eQyYwqsVEsNPAIQrTQQjWms/UZhLgifFwRTp0CjcvDFbTwM8pZ9kx0c7944caUbUebilv0TA1IYELgRABOBNiz6VUTYhNKaO5qcu2AsKqXMX2FdXC1s7iF2dAvap0hr5sqb51nTW0SCpwIXjyeoEMRNESJSyFNUJBjSLw4tqPMxrExpYnimEwdXk2RJqn7V0379I8vl+xfbcyJUyebsRIaToqj6lGsOLCjhtm8IK55nmnCStekVSk985x13dbULPn6jYMjb189uPPn9O7pdm1cbnp2aXHxwcP7w+Hw7TvfpxeMY4l5SDwKjIgSiGgWq1QqJeBIETI9uaY7rbo7xZTGkDswxgxGcoXSlMWw5FDSqllJpaSidlFFp2j+utyDH/Yt2FpgzEAZ0+ANk6zts1J6Bsd1z8idvaxnw471O/fuufrljY8+vnj79q/hcPj509HhobHh4ZGff/rrwcO3L175Tn50ZVxxeVv/wBff/XTt2ztzl2/ec/TMpj279Y4YZ5ahZ3pR+0C6M1OYmm+obS+obS+zJlswdFxyTlpLX1fHwMAnn3/xaPj1y1HvszcjT1+9+evpywdPnr0e8z15Pnz/0dPnr0Zevhl7Nvz22fDb/wsc+7w+r8835veNBnxjAZ/X7/P6fe+cA4Pe4Nsx75ug/3nQd+Czjwont8YUJ3NSjbJsh7k0LSY3kRWrxch5OAWPbhSQdXSuVci2SFFiLoTLhHCokVQ4TogliJBQShSJGy2Qg11u9soNeVt251/4YmL/jLikdOxn15euWlfN5ABiKVwmx3b1ZrZ0WDOzecXFcWQimoQjCQRiEpNOYjPheCKSSGVJZRJ9TE5VQUpRClGMjSIBFAU8vliYXM2pmqRYuCu7c7Zu9or4Y+cadxzKX74xsXemtH2KYN66VEs6E8UDJHEIcRyBY8KwYuB4ARwnBMUXkLoXmLvm62oHBAu2pk9caMusIVdPkDdM0TRON5dPsBky2YI4ElGNQvHhnBiWyikTWdnKBEFarcOQJRM6aNxYJklNzGzLXHRg8dVH15ceX01UUVA8nCJJLU7gsWwoSSrKUIQvnqyomaXKbqcUdTLbZuoH5qYeen/u7e/Ph8N+34j/zIGTO9Ztu/vzrydPHi8qy991aNeXP9zccfi9Nds2CiQiNA5e31Scnm7VaakulzAj1zC+v6imPU1lI0ssWEMKM7lEmd+sL2hTZNYxlC5AlxJV08NdsN49MM8yeYWtZbbGXY13FCDMmVBrFq6yyzZrRUffjJ41mzc8ffnijz8fX7327ZtX3udPR+7eeXzvz7+fPH398rXv5dvA3b/+3nPsxIGTZz7/7qcbP/zWPXkwq7ikf9ZARnGS3EJTWLA2NzU+k1PW5OqcUpVZlpSSn1BQU7R4/Yovbn9z5asbj1+9fvRq+O+3r5+8Hv57aHjo1cijx8+fPHnx4uWbp89evXjxeujV6Muh0ZcvRoH/tp77P1ZE//02xz+M+vxeX9DrC3p9fq/P5/W+y49HfJ5/j8c+n9fjG3nreePxesLhB55XE9YspFrV3GRrTGGariCdbtaA2DSsRIRmcyIxWBiTQlHzuBYJVkqJpCFgPBKcT4ZxsHgRHkIGRSABCBaAowAcIYrBgOYVy7/8YemG90ryKllb9nR1ThjH4kdl5sVMml5V05ii0lHI9Gg0FgSHQZUyk0oRC0Fg5XqTVGvG07gSnVGk00xdOjhv/UJVvEIcy9Mk8fXpdHetoGuhfcXe3CmL1HOWqpdvsKzdYj9wInPl5th5K63tUxUaV4Qtm5zXYqickOYoiAETowAoAGdEGN2E3gUJszZlFnTyepc466ZYaVpAm4wt79bUTbIXtcbJY+kMBU6oY7ClRKYQx1eS1LEce6Y8vcLkLFAoEqjyRKbaLTAWqN0tSeO6MoVuEVwBZ8aRXVUxhX3xFdNcrQvT6gfjUxrZGW3stAZiWi26oIna1Kv96PLyr745+vWNj04fO1hfWrFi0ZJ7v9+9ePmc2iCD4xBSvTSvOr9vRr9CJ0/JdO3Zvz4v165RkdxujUiKN1gECelalZGmstJlZrLUTLSkseJzGdYMhMUNnjAYu+VAxeS5ttJGZtegrm+JZeJSZ2m3TJ0MMqThyjvtSzdN33N8/5ff3f57+M2DR8OnTl/9+qvfnj8N3P392f1Hz58NjY4Gwv5w+OGL4V2Hj05bsGjt9t03f/xt2rwlWltsbWdd04QqmZmMoAFMOaCJQ6fkSavb08dPqdl3ete129e//e3nN6HQsD/wdHT0uWf0wdCz3548fDb8+vUrz6vh0VdDoyNvAsMvvG9eeV8P+1888/396O3/yPH//3js+Ved95/yY5/X5/ePef3ecPhNKHjxp1udi+fGV5VoczKkqYkCu52kVEWTaViWgMSVRKPJESgCjMZEcOgQBg7Np+AlbDSPTlPwhUYxS0HFM2EkJhpHgBMIYAQMEEmhTb3a2g5pQZWgoNzIF5MgSCA+UdnTX+pwKUHgyGhwBAYDwWJQJBwbi+ZAkTSlPj5lXGlWcW3nlJkT582dt25F75zJ9f1NhS1Flky92EblmqC6NFTDgKptQFDfjimuBuWXQ5av02zY6Vi5JXX19pycGnJSIbWmL6mgOZGnpUYhokDoKBIfJjVjU0tFhZ3q2GKCKgPBc8DRMkCbRuqcm71sZ19KgRGKj6DzCHwpUyRmcDg4ngCXkqkvrUkYV2LUuehCE1rhomnT+OIEpixVKEoSoLVovBHHSyIrM8i2Mo6zmpfSIM5oVhhzCIZsVGI5Nr0Wl1GFqWkXbdrdtu/w7Al9JRa9BI+Gy8QCu8PsSDRx5XQoIRpKjEZQYDASPC7FOmP+xMMnts6a3aLRkqk0mEBIpNFQeApUrqHJdDQiG4yhRRJYURIdOjGHa3Sieqe5Nuysr23Wzl2Wd+DchJp+dUYNOy6HztaBFPFoVTypsqPg9KWPP7x89YtbP771hK9e+377jlNf3bzv9Ye9ofC9xy8uff7l5998feyD0+7cbJPTsW7HtqdvRz754osNu7cv37wst9rNUaO5WmRmqSqzRJFSKF+wvmfzoeVXvr3wKjTiDYef+/yP3r59MjYyHPI/ejv05O2rQDg86gt5/aFQOPz6re/FkOfpi7G/n48+feZ5+Ph/4Ph/13fzeMa8nv+YH3t9Xp/P5wsGvKHQnYd/vf/ppfqpk2xFBc1z5+R39VA0BhCJjeZI8CwJnipE4zkwFB2EYABwGoAkRmDwFLGEIVWiaCwih03hU/EMuMbELipPNFh4BGIEAQ9I5WCrC5lVwO3qTzeYBQAAgMAAngBmMFFIVFRkBEBAI1lUPBmLhoPgoEh0BIhAZWumzF55/dYvdx69uP7T3VU7d7pLC125WRMXDJa01RHFRDgrkqtHFjRqSxpEeRXYzkm84troWYvFRz+oWLEpa/2uyuY+k8QAEWiIXAUdR0PjyDgQNDoKCtD4CKYSxjFBDXkUiikyWghQDLD0ekvv/NrGviKOlAJHgzk8FolIgEVHsyjEGJXQapWmZ5jdmTEKI1FixOuT+NoUkdjBZZvoFB0ZrcRCxVCwMBIqBKjGKIEDInGh1G4S1wShqwG9G5rbyChpY1e0CbomOWbMLamsTUhM1iUkmFVqIYmGROAi6EI8X82gCnFoBozEx5qcqqrm/J7JtS2deVoDpaQ8ad36Ba4EAwIN8MR4gZSEwEWCUZFAFECiI1IyNIoYQn1L0rLV45Vqakun++LN9X3zM01pBLIEjKBHcPUwhgYWk6ietWLxqq3bjn/0sT8cDobC+w9/uG338QdPXvz+58PzV65OmzOrqLKopLooJlYtUPFLaktWbFy5bf+OHYd2Tpzdx5KRGTJUcWNi1/TinCpTQX3cgo39y7bP2f3+jntDj3746/5H17+4cvvbG3d+vv7rD989+O3nx3/+8uTPaz/eOvTh6YNnT526fOHz779/9ObtC4//6YjvyagH+O/j7v+GY6/nX3Wezzvm93r9vnd2hYFw+Mnw0PsXL3TMnKlLSxfHJ2bUt/UuWp1S2ohnK2EEHorIxxEECCQdCqfAUZxoBBuIJkTCCFgqn8ISw7FEEAwCRgEEOpCSKaxrcYllSCYdIhZiVSqCzc4Z35m7Zesii1kPAAAWhYZBwJEAAIkGcEg4CYkio1A0DI6MwGDh+KgoDBLLXbhsmzcY/v3R3wc+ODdz+fKcmuqWganr9x6ZvHAZT6MU6CTGJI0+ka+148aVc+asTCxuIGeV4ja8V7x8Y1FpvTYtX26wMxBYUCQ4CoHCIOAYSDQEjYG6M03OTCVVBXeUyoQuPMAAKHps7UBpYVMWnoGCo2FkGhmPJ2ORJBaVp5aolGKpSaeyWJQSOZUvI1gT5TmVSYn5cVKbhKygEmQUhAgfxYIC5IhoFsC1opVJZLGNwNZhMdwoGA1gqQB3Ca2+V1PWKiuslhVV6qfOrt13aM34zopYp1oRw8LTISQWnCFC49kQlhyrjeNbEqRmp9iVoZm5sG1wcfuKdVNXrZur0vLRBCDGxBUrmDAkiEBCwxAwLA4lkbJQGEhza/GZD3dKJAI6Gz5zUVXXzOzsmhitiwVnAhw9qrA1eXDtzDNXL35w9cquo4d+vf/H42fPPrp0dcuuffuPHN+8c8ek6ZNKKwviXPpYpyYz31VUmelKtpAZOEWMrLSmOC0/GYyNFMWwiuvTMkrtZa3pTQNF3bPrth9ff/HW5Vv3fj3w0Yerdr93+ML5nSePrd6zfeuxA3PXr6ic0JJWn8e3qxTJxurJrdM2LPz60Z3X4fCLcOCPsaH/qxz7/51jf8DvDYX+fPnik69vNkycFJdXLHOmUZTWpduPXbz5x7SFmw22zCgoFQwlI1A0BJqCwjKgSDoQhQHD8Eg0BQbHRERGojARsfHUulZd98TYkgq5wUgpK06sq8mTCFkGvWrfvvdOvf+BWqWPACBYBJmAoqIgGFgUhIBA46AIdBScisBTYCgiEotE4gEAYot3r9myo3fG9Ibe7nnrVg6uXXXys+uTFq7pmbm0rLlHbDBSBEwMC4HlAvE5vEmL0tJKhWg6UNUWs2pbQ9I4OUeGV+iYRBo6GgyFgDBRAIyCJ8WZ1UVFLmeqgi5HWXPExhwBUYMiqoj6ZJ3BZSiqKp42a7pSowEAgEziz5uzZsvG/UkJGQ67y+60MflUAh0l1wtsbovcIiMKqRAKGk4nQOgEEA0XQQBHUyMIEjhOFE2XI1EMGIwczVUSYxw0RyaztEnb0GOvaY4bV6idOlh36MT6utbc7OJ4hZ4dBQVwNKhYTeJIMSQOSGag5JbZKhpT8ioc1W2Z0+a1FVakcKXkCBigt4kGpjfExmtAEACLQ5DJJCadRcDjqVTCpEmdW7YsEwhpHAF+7vKWwjqz2Ijh6zBYfoQ0llzWnTawuGfbsb0/Pfpjy8Gd1e31XVP79x4/vGT1iu4J3XMWzErPSqCzUFIlVSDG6/Tc1vHlfRNaFUohlU60OaxxLisSB+HLmSm5LpvbPH5y/bRlvR0z6lfuXnbt55sffHl1w6FDy3bunrN+XfusKZ2D09pnTUkozqEZBJwEMcFMZzqFmd1FhZOqFxxcvf3SobO/fHbx3lf/Pcfedwnuf5HX7/X6vX6P9z/Wef/Wd/u3foXP5/P4/WOhoD8c/uSrb4pbO2v6p2c3dMdmVvQOrlu++fjCVXuzCprACBocQyXS2FgKFU0gQpEYIBIMhaEwaDwcCiZgQUmJnA2byz/9YtqZc137DrQvmFfX2lg8uW9Ca2N7T9fA8WMf7dn9flpqPp8rx6HpWAQNAyfCImFYOBIdDUFFgKkILAkMg0dEwiBQEpnAlwqNDjNfzVfbNRPmT1qxe/P2k6cmzFm2ZueJDXtOKi0uAAyBkuBIDii9UrfhUO+cteW6REJsKq2y1Tl+Um5hTRJLTI2ERYOhaDiUGB0JZZDxRdkJTrucL0Lw1AiNk2JI5+rSxLoUNYFHxjFIuw/sG3r9Kq+wEIHCVdR0fvPtn8+Ggn0TZ9HZApVRFxOrwzMwcCIERoJBSAiSgIGkkwAUAoTHYzhsFJMciQMBaIAuwxbUJyfnWwRaijlBUlBja+l3N/Yk1HUkVDUlW50ii1OaU5xQ2Zg7eXaXyiCJhoEUWoEpVsYV4jCkSL4cH5ckTcs1WRMVND5SoGSwJTQsA0HgIkrqU987uiqv1BUFAQAAgERDcWgiKDLaZNB1djaZzBoQGLA6pdMWVFsTWWA8QJOC4rNl42pidWl8vBhFEjOKmqsSC9OiCFCKkNHQ1VJUWZSZ466syjdZ5DwBns1GMZlIl0NXW1nc2dbe1zWhorRaLlGnJLnT3Gl0Ji0xPaV3Rv/cNXMPnNuzbPvCwXVzjn96bsHWzUXjO/OaWy1ZGUllBYt3bpy1YWVMmosVK1bn6hQ5GkGKxFQaZyi2xVYmpLblTtk6b+O53YDX6/uvEP9PFoP+QMAfCAT8gaA/EPIHQv+yefX6vGN+36jf5wn4fAGfz+/zBvzBcHg0ENxy8Ni4mpac+k5LelluXf/gmv0F1f2xrmKx0gFGUFFEOpHFJvPYKBIGhgRBIJEIOJSEw5CwYKkAXFYiWLYy6dJnLTe+Gbj/YNflC5vb6sqXzln5/pHzVZXjS8ua+/pnJSSma7QmCpUNh+PAIAQSiiSgMbCoSCwUQseiyAgoHhHN5VG6+5umze3WxUkYMmxBo3vxtjnHrpz48KurV3/49eadR/tOXapq63dlZrMVfJwQWtGbuGhHc++CjJx6icqOxnGBtNKY9illdrcVTSJHgtBwBB4Oh+BQUWYNT6egUymRVE4EQwaSWokSK11mFnNkAqlG8/7pM75gYNX69fGpWfOXbbn5/YN7T99u2Lm/sLa+vrvDkhJH5OKIfCyGjaKKaWw5H0MlRqIRUVgMT6UW6TQAPBpBiS5uSpq6pLGyPTnOzXdlipPzRNMXlZy5vKZjUr5AQaSycWQmAYmHiRQCrUHD4bHFUrHVYpaIBSwWiUpF4knRRAoUSwKDEBEwHJQl5ghUIqqYQhZjJSZWSr7RHM8n0mBEChYOh0ZFgKBgCIfNlMoEZDoWjolmidHWJIbSgqYIQFw1Iq/OUd6ZpnCxkFxwJAECIKOi0GCWnGdPT9TEGrkyfqzdUFWVm5uboFQwhTyikENJsNkmdg5sWL7j2+suG53fAAAgAElEQVS/fHH5Vklu/eJ5K69cuFpaUl1SWXPo7Kkr31279+rele8vnfni7Jr92xKLCzvnzNt45HjbzGntg9PP3Lj66S+3izsaBXY53ykUOIUUA40YQ8GpSUwLN61p3MTV0xbtXQl4vQGv9x9rVp/3H/n9gUAg9F/1jt5AIBT0BwP/siv2e31ej9fn9/sCgRHP2MjYW1/AEwwH3/r9+059UNHW0zJ5bm3fYH7jwLRl733y5YNdB68lpzfQ2AYwkgVB0yPhWAgWHwWHREYBeBwai0JgERCTntPYYBrfLskpAFas0376RfvlK7PPnV2zb+f6FQuWb1i7w52RH+tM7Z826Ep1I3FoNAGPwZOgUAwKSaCQaBgkCo2AkfFwJh2WmKQsrU2aOFg7Z2W7NVVgTOWcu7H7j9dfXfn57OHLB7+69/3rcPjoxfMDC+bNWr44rTiNa8AnVSgSK0XyRLjMBdVnkPVupqtAlVlpV1tlWCIhIgIKh6DxGCwSHEVFw+U8BpOGxhKiiGzYuIrU5gkNaflZBWVVk6YO3vn9fjgcvnL9y/yK6qaeSScvXf/690fbjpzuG5zXMWOy1mnkalmmFI3VHWNNNbAkLBAcBMUh0RQ8S8RjydgoMkznENb1ZBTUWVzZgpQ8YXIO35JEqG23r97Sl5ypRWAi0XgUjkQmURk4AgmJwmnUeq1KL+HJGAQGAYEjINFQUGRkJACFgRBoGBwLJ7LJeBYBSYNhmHAcB0bgAGItOrPQ3NCab7WpEKhoLAGJwsAxeITGLGSKsBFwgMyJMDoZZpeAykcS2SiFmWdKllOEOBgZCSUgAADgSIQtXd1xCQkYIo7DoqQkWqtLxjksqtIcd21JgYjJHeiZ8tfvLz1vw199+f3GDft+/PH34eGRQ0dP7jiw/+6zPz1h390Xd/ac3b3l2ObJy6blN5cPrl1+/Zef1+7Z48rNqevpWL5jY3ZNkT7VonBqeAYJRcmiqJh4CYGqoViyTalVybktOYDPG/J5g35fyO8P+X3/KBAIBYPh/6RAOOgP+wNhXzDsD4T9gdC7E2ABvy/g8/u9gYAv4PP7X715/erNS19gJBwO//bwYd+s+X2Di2/de/zzU8/1u68Onbu9dvv5wfkH8gv79aZcOFqMpcjRFGEEnBAJRUAgECQMAQIiQBFAfq7p+PuTzl1qX7VFv3yj4uS5ypNneg4cmPn1V2d3b9/Q1T0+eVyq3Z04Z+mipq5mGp9UUJ5fWV9DZwsIRLZIpKbRONHR0UQyTGuglNbZSpod1jRmWrkipVicXas6/dnqj77asmB7d/Os0v5l7Se+OD5j3axxdTk5NXmuXJvKxVQlk/h2KN0E0KxRulxmar1Bm8rVuIQsMRmGAEPBECQURUAQ8FAcAYqlYogSgYjOoBMZ5Akzp37+3XdnL366ev2OTVv3vR0NhMPhuw/+mjZ/wdrd753/5tbVX+8cv3Itr6FZHmcRW5RcA1MWy5FaWDqnxBCvovOoeCqeJ+GQ6FgUJUoRy8iustoy+LY0dnqxzO6mK4xQRwozJUtmjGXJlHQiGYPF4UFRCCKBw6CLcBgaky4kYxg8skDKkIkoYhFFjIfgwRFQcBQUjUVjyRgEBQklQUkcgkjNlRtZHBmSK4MXVju6J5UkpKsxJBAEE0nj47hSMomFIXMQdBEOTgTM8YLallwKCwcAAImCS0yzcIR0ECyawiChMUg4Ai0SKZksHhKBwiERTCI2Mdagl/GaKgqvffLR6iVL16xce+/3R8+HRo+fOX/h6nVPKHz9m9vrt2/femjnjV+/HPK93HV6pyvfLrXwsqpT1+xd0TOzu6K1XmmyABGRFC5HZlCReWS1TaOLNxN5bAgRTxWzmQqmwi7SJUlFZrohRQ74fUG/L+D3B/+R751f4DvjtX8UCIQC/lAgEHrnIhgIhYIhfyDoCwa9oaAvFAwEfIGAP+D3+8c8Yx7vWDDkD4VD958+vfrtD9/88fCb+4+OXf66Y9a6cVUDm947v3zN8a6eFWvXHisq6WLwdFJ9PEWkAqJhcDgUg0KRCUSlXJCSrGxsMaze4v7kesXuE7Y1O837368+cXbmT3c+fPb856Ondsal6XBsuNwk0sZJ7emGgTk9HRPHW5wOhdag1BopFCYCiTCZpTmFpng3X2xAcWOgQiPCnEorbjJPmF9QPN5W1p3QNKPAWaKPyzeoEiTKeJHGLrGlaWPHKQQ2LFkXxXUgJelEYSpelkbjWHFyB1th5hHoKCoNTyURcGg0j84mo0jQCASHKWIwhQQ6N6+ydu/xM3f+/PvajVvv7Tv+5c0fv/7+pzMXLi5ev+7LX376fXhoz8cfXL3z6/7z5yQ2A4yNJstxGH4UQQhJzjeXNuWqTDIkDo7AwGEYEIkDFRuJKjtFEYtPzJEUVJn0cUSnW7hs9cTCkmQyFWUwqmk0Kh5HstlcsdYkPI6NQdIQUDwsAqUVah1ap4Quk7PUQooMAyZEAlBQNAxLIiFJeCgOTWExKUw6kY5jCYhcKdEQJ7AmCOlCOAwPoGkRAjVWbqKSOBCRFldYa1OayZIYgtOtZQsoDBYTjoIyOSQSFYNEQchUPIlEgEPR0ZEoUBQcFAVGQmAocBSfQWaTsePczp9/+PrZs0cn3n//3KUrP/1x/9L1Gxevf/nlt9+t2bC5pr6+bnxN94z23sGunKosm9sgMbINCdLS5uzMErfcoImAojA4hjU+hSUQg9EwloglVonJLBoSj6NyGAwhVWnia2J5pgRRUX0y4PcH/P7/ZFH8b8c9gsF3RsX/wX87FAyF/aGwPxT2BsPeYMgbCnpDoX8uIbxbJQiFwr5AYMTvGwuFnnu9+899su34R4u3HzOmllV2zv35r7Hvfn1x/PSNv1/4v/nuztTBpa0TpqYWFONpVA6f0dXbumHjivff33v02NqUTI5IAyzapD/zRebOU47NR9LW7ym/+NWGYPj+Z7eOZlYY1A6a2s5S29kZFXHOcQaJkRcTF6Mx6wRSMRyFwuExmVmu2vo0k52DY0bSREihlqgwkxOy5K5suSNblt/gKu1Ij0kWU+RopoqotPF0DqEjPcacruLFkjk2PNOGo1jQjHi02E21FMhUiVyBkUoTYRQ6jlhBp7FQCiWfy2LjUFQ0ihbnzOqcNGf55vc+/eqbhy+Gvvnpl31Hj2/e9d7MBYvqOzoyygoG1yx5/+qFicvmzFy7YuPRfXq3DSBFMLUEVQLHkCxs6CvpnNasiVWAUdE4Gp7KI+FZUCwngh+Dzq2yZZYYLC4uVwJPyTBu2LTE6bQBAEAkUMgkBoXMWr9h29atewl4dmQEEhyJxsJJBrnJZUzUCHV0HJuIpCOjCVEAMhqEQWMp0VBUFBgNQ5IhMAIYhqEwaFwJU20UChUkCBYgsCLlRkyMg+TMEuRV6e3prKxyeUmjWqJHRGOAwor01q4mCAICRAEQKIBCg1FoKBqDQCNxUBAGEoWEQ1FkAonDoHFYNB6HZrcbl61ccODYvt5p/QvXrjz84ZnDH5zZuHvn9vd2b926bfKkgfbuloy8ZBILI9HwS+tynelmi0spUjOITByNzcEQWda49Jr6HqnCCEagYSgEigjjS2hCGZvNp5JoaAYXx5MQ5VqK0c4B/H6fP+Dx+73+gCcQ8AYC3kDA94+C/0EBXyDgC4UC4ZA/FPKHQt5QyBcK+UIBXygYCgYCPq8v+C6B9gdfvx154/UGw+EPrl6tH5hy+trXPz15tXb/RxPmb1y989Rvj0afvwl4w+GxcPivF8Pf3Lm7Zvf28QPtA7M7P7919oXnF1/4j5dj1wdX5hY1CaavUa06oJm2ht2ziDt9Tdyxy1N+eHL42JWFTVNdzVPcu08tWri5N7XcwFChWRpyrNusscWwxBw0EYPGojVaeUKiXqXloEgojpQ/rjDDlWbTWeRCFUNjk5qTYgQ6Lp6PQbPgBC6KwIYxBRiJlkmR4ulaCs/GZMXS6LFkahweZ0ByHWSxkx6TKhKayPwYvMRAlugpMj1TIOUq1Yb4xNyd+88+ejU2Gg6HwuHz169lVxQ70hK7p/Rv3f9e74zJErOKbxLHFya6SlI4JjFFxSQoSDBONEOHi81WmDOliYWWuCwTiU+gieklDWUZxel4NowsgJiTxIU1iVorG4GPjAIDBBJKJpdCIAhQNIxMFtCponh72qJF6767da+ksBkAYAAAo+C4Zk18dWHDQOd0IVsOACB4FA4KwiGgRIXMwOfJwWB8VBQpGkyGwYlINA6ChAjkLKmGSWaDhRqkwUlS29CaOEx+TYwjgy63RBY1CoubFDF2anmDO7fEDUVFQ5EAFAGg0NEkCgpPRCHgcFg0Eo0kMOgciUiqVquFEj6WgOZJmEU1uXNWDfbM7uubOzB79YJth3YdOXP04JE9e/duW754Tk9va4rbYXeaqmpL6pvKXckWnVlGZeExeAyVxqHTpe70ssqqTonMgMYScBQ0BAPgGRAiA0WgwbAUEBIP4kmoAhmRKYIDfv+7JSOPPzgWCHoCgf+g4L/LH/D4A55g0BcK+oMBXzDgDfoDQb8/6PMHvH6/1+fz+UdGRkdGPZ53TbdA4PHwyyVbNjRNnvrzo7894fDeDz+fvGTL5sNn7w2NhcPhQDj808M/Pr1949K31/sXTp+5avqxSztX7532/tU1tx8fWnOganBj0v6LNX3LRPkdoMoBdM1U8sAq/eQ1tsFtmRNXJHbMjZ+5tnTj0ald80t0aXykAESS49ROpdAg5ioFDAGXzuaSKRQej06jU8AIIkuoLiyry8otcWfl6sxmPI1K5rBhRFwELDoaBQZjQAg8iESBMfgEJB2F4OAoajrfzhcm86lxZLAUFMkHuHFkV7khxs2jqaGKeGpcrkxipVCFBEOcbfHqrX8+84yFw1/8dHfq4sVl42v1ScZIbJTMKN96ZNf89Uv1KWZZvJyhowvsfKqOAmJGosQwggqBlYFoMQhZPF3vlvMMLCwHbUuPn7l0blphBpYJdxfaxpU5ORIKHBsFw0SDIFFR0ZHREKhSqevsGmhvHygtbdq371Rdbc/WrUc2rT+gVsQ57VntrZNKixrLCuqrSpoYVGFUBBwKwqAQRBSC6LAnm4wOBJQMh9GjQYSoSDgUDgNAAIGOFKvJcgNJZsRxlGCJAa6wINU2pDWV5MqhJBZgc2pZOVVCh5urMjLZIgIKH4HERNFZeC6fjMXDIGAQEUekU1kUMgOJxCDRKAqLyhIyDQ5tSoGrZUr9/C2DczfPaZzasPXopus/fLpk5cympvzUpBiLRabTS1JTHWWluYWFWW63S2dQcbgcgUAiFmlkUnNSUkFSYi6JxMAR0KlZVkeagsQDmFIQQwyGkwCOhGaIUwlVDLmBCfwTg4PefwXj/0b+gMfv9/j9noDPF/D63/XWAr6A3+v3eX3eMa/X6wmG/D6/1+P1BIKBQCgYCodv3/2ha8aE6csW3R8e/vHh34cvfL7v3Kdnrn99d3jou4e/bziyo2N+37zti2dsmsexCGPS1O3zqpKqNJWT7DO2ZuV24aZuMm88U5hQiRM5gPR6woSVps4lqpwOTNtCZescTfNM08Cy7NhsCVYExciio9kRABGAsZBMDV+kV9CFAoFUQ6PzlQpVeUW9M7nEGJs7bfa6oyeunPvkq8aWASxZgKeJoFg6CElA4IkwDAqFRzBZRKVGQuazoDQ8Qcqg6TicOD4nnsNxMNk2miJVKE9kMw1osYOcUK5JrtZK4slMFd41LnH5pm2PX/v/eOGdsngVX6/SJ+nTq1LYMQwsH+fIcZW0VeS3FDoK4zhmOstMETk5TCOZqsMxTDimEc2x4JRJXHWSiKYmCoz8JVuWf3f/p+KGMhwHVd1ekFnsRJOgYGQkBAXCEhFWm8GdmbD/0O5Xr4Z/++PON7dve7zhSVMG4xypJ98/d+rkuWPHzv7y64PPrn2zecvezMxCnT7WFpcgk2sYDC4MhqbTmTKpikphgcEoUFR0RCQARAAwfJTeztZYqUINVmEiE9hROCZIZsDJTIiUfFFpi9bihqkdQFopM7dKZXAwKBx4FBQgUOA8IYXNJeGJMBgchEJiEDCMSmkoKi4XSqUQFFyhVzgz7XqX0jZOW9qVVdyVkdeaOm/jwNw1E8rqkzLGqeUKhESOkalobC5Bq5XMnz97zZoVxUVFdpuzoXZ8cX5talJ+x/jJSQmpEUAEDA6UVDr7Z5fkVMozS4UFtcbMIktzV2VbT53GLOQriMC/ZxH/s/x+r9/v8/u9Pq/HN/bPOyGfx+cd83g8o17vaDDo8QXeBIJvR8eGvr71+ZVrn/w9/PCPpz9NmDO+oa/64EdHlu/c3L9oQXZjbfmE9rnbV5ZPalRm6kUpCmORTZmlg8mxFAvFUhaT05c4rtdsryMUTWHM3pvQtyY2pYYrc6HpMRGpNey6GYqEKnBpP7Njvj65kqpJxSLYkQASAHMikSIEmImAMjFECUNi0pQ21rd1TWazFRlp+UeOfTx1cMPsRbt/vPvcGwqHw+ETp7+IcxUy+CY8XRkBp0TB8dEINFvA1elVUrmYI5PV9/bm1FZAmVicnIJTkPBKvMot12YosFI4hAOIHNS4ImV8uVKXwWPH4Ngq1riK0q/v/Hny4leJecVoDomjY6lcYkW8mCInRyAjiTyywqHim3kkFY6iwXEtNLGDzY+lciwERRJTm8ZXJfMUiTyWkSJ1CKetnnbg44NlHWWGJFVsqoouxMPwIDAyEgCARHfsybO7d+1f9v2v573BB8/e/PTa/1c4HLj42SfWeOPm7avGAsO/3v9xLDASDofvPvgzKTMzxmrMKc2XaxUoPBqIjkBioHwhh0IjwRDR5li5M1XFEEGVVnRzf3xyvhTDjBBpcUwJLBoL4FhRohh4TpUqt0aWkEdwjEMmFeLzakWJ2Wy1FafQ4WMsTLYAS6bBMDgIBAKKBkGiIiDNTR0//vp7Q1sHAAAoHJotZYpjmLY0xbiaWImNaM+Vt04tap2Sv2Rj18RZ+ZWN1twynT1FTOXAcGTU1h3rfr/3y6kzp3bueO/zqzfPf/jZiqWbJvROEQq4SDjA5oDlamRRtalncqY7R1hSY5m3dPykGc35xckCKZ5ABYD/Y8rh979rBPsDAf+7Is/n8wYC/lAoFAh4A36v3+cJ+H0BnzcY8Pn8Y17fG1/gdTD8+rf7Nz+5fOTip0eXrprSM7Hu0MlN565t65udPa5SW9Hhjs1Uc3QMpoFlKbTbyp2ycRphhoISzwFkcECCINo4hqq41O6M7Ik5xgq1upDSsMheM0ef0SbIaNSokuiRJEBkoi17r75usjqhFFU9UZ1axdamkhQuLlGOw0lxbJOQphNEU5BROEhCfvqGfXt+uPtw/qJ1Urkhv6Ru3srtl2/+9veb0OOXvjf+8PBYeN6ynWZXAU9pB0A4AIgGIdEsAU9rUNE5dJ5MfubK1WUbN4KxMLSQihGSAHwETcOQxImJUgJaAMeKobQYtDadb8qWMbTYCBygtZs37TlY2dKHpHGYCr7CLiPL0HwjC8PHReFhUVgYgAHBmUgoHQphQKgqiiCWyzZQZE6urUCrzxAz9Bi2GS9PZCsSOVwrVZbAz29NLx2fJTVQwRgAAAFANMAW4rsHSs5/tv3IBwsOnp555KPBrYf695+ed+3W4Rs/nu6bXdYxNev9S2s++/7I9w8+/fTWR3PXzGRKmUqrPCnfwZAQ0DQwlADCM6EkJgKMjKZw4KX1jsHllb2DiU0Dus7Z1qxqrtIBd2Sx7RlcLBsMJQMaOzq3WmTPxJjckIouXmUXO70Sk1NPKWvjlbeKxpULFUasWE0g0hCRUQAQEQVEROTmFxw68UHquKKIKGhUNAyNR8UnGsYV2vIqrDHxNIEemVVpmbKsYcuxWct3jl++o2X68rLiJitPi6AI4buOrBsJvnzteXHvwe/f3Pr29avRv+4/bmtuA0UArnjF4Owad5ogv0C9ZOn4jvbcgvzYCRPKKisSVCqcUonJyY4B/v2A3TuW/8NVpX+7s+vz+bxen9/vCwb9oZDf5/O+efPq7egrf2gsHH4bDg/5Qn/de3L1xNmV2/dPnz6/IiNf2T89d8ehtg17SuetTi+oF5a06rNqY7RpbF2uVJYl0pUbRDkKbBwN7+TQU+XcjBjn+Kzk3mx2qhhnIajyBfH1cnu1IKNFb85RINlQAA5ITIxJi8ure+PsOZS6ibG9C7I65xXXTiwxZRrIKjpexsDLGNE0JIpDiEm01na3nb187cMLn8s1BjKHv2jj9m///PvWH09+uP/8l0fDdx4PXb55Z/uRj/tmr0rJrebIdQAUFQUBM/ksgUykMpo/+uzzNdt34tgsulIkMqvBJEQUDoykYykiusQoxXJRYFqEKI6tT1conXyCAI1lkk2OJIXRAcZROHKRKlZuz7I4c+MhJAScQkQy6BEoBJSCR9AIeD6dpRaSJVQMDyWzCx35JlWyAC2JxMkjuFaU0I7BqwC+A5dSZYhJYmNZEDQlisyG4hiRcW5uc7erqlnXPiluYG5yy4B5YH5K18zE8dMSJy7I7Z2fWjtZXTc5Zsqq3LrJSYllytgciSKemVnryKqL0yaxtIkMYwo/IV+VlKe2uSX2dF5Whbi4WVrQwmmdpWqeqXBXozPrKOVdyuYpDmcem6MFHOPQqSXo1BJYTgN29nrL0t3Ohim0zDpQXgusfhK1sotrSkLLDQRTnCKvMM+ZmEKkksQKSVZRaVxydkv75I7OAZlEEWczZGTGZuYYqpqSbclidRwztz4+pTwmuVKW26rJHx9T1GlMqZCXtDsufHP4bfCv737/7OiZ3R+eP+nze0bfvNmyYV19dcn2zQuPH1kxc3rxmhXjz57adOLgxrkzO2dNa2ptTKmusLa3puzYOgX4t0nHPxM7f9DvD/p8gXd/r9cXCIT8/sDoqMfnC4RD4UAweO/+vS+uf/HzLz/ef3T38fNfX7z9+cd7H1z9duvZqwsPnOlftqmopd8wuDzt9KXW89cbDpzOn75EP2996vJd5Q3T4tVZJGYChmjHUxLY/GwNO0PNyzIyUzScNJWixMhOFVLsNLKNgFSDhAm0vA53wfgsfYoWw0VRpWiumoDjIOgyZEKhoLw7rnB8gqvQJo2TYkVEEA0GEMEQJgorIqM4OFmstmWgr6qtlaeQRkMhiYUFtx89/u350LYjJ5Ztfe/wR5/e+OXhzd+ef3Lz7uXv7q3bc0KqswHR8CgoLBIESsrMvvvXo7OXP7WnpcvMJp3LQeQwgQgAgsYwRCJpjAZFwQFQQGIVu8tS9AlqDA2Jo1ElCoNCHcvkSOBIFJVDrWqtLmuuRpLJkXAMGMdAkFhIEoPIEjFEagKbh6QSIUQ4hoNmaWhkBQbOAWgxEFUqSeSEMqyA3I215DO4BjAYD3AV6LJGc2GNKrOEm1vOM7rABhc0JZ9mSUanlwqTCljaBIQ1g+CuolZPEVRPFZT3i/WZGGUyOrNJldGkzWjS2Ao5cYUMZykzsZxT0K4r7TRmVkvy6pVl49WOPIyjEDFxhWnyWnPzoLiom5pej+leYOpfYq2bKKjqZRa1IKcsV6w95Fq80zhro6J9LrlhGnraOv7C3ZrOeXxLGgJBBVxpsRevXtuyc79cp8IxCXyVKrOo9stbd4eG3qxYts6sNwp55MRETfP4gqbOkpzKVLmND6FHoMQAzQBIk+CJVbySXsuEZcWb35+x8+Sc2auaGnoy23qLN25beuOrz+7+8sPdX29fvXJmzqy2wcHqXbsn37x57NXLX589/eHWrdOrVre3dyR3dadNmVrwjuNgMBgKBIKBwLtpSMDnCwSDoXA47PcHfL5gKPQP4l6f3xMIPn358u69P+4/evD511fOXNh//trug2cG95yasO9s59o9RWt3585a5pi/Nv7Yx8Unzmes2KJctF49dbFi2fb0NQerY7KISFUEMgYWrUKR48V0pxJrFCDVTJAMhzWTBOl8+v/Hw3l/x1UY2vrMnN57nzO9V01RHfXeu2RVS7bkJstNcu+YZhtjUwyhg6kOkIQeSIDkBlJIIdwAyUtIArmpN7k3hGZsWdK8H/LWW2v/Ed/+1tq7RkLjkM0FwCqUbklM7x0dmx8oacnIfh4SADXAdY1Xda7Nhas4IYyhOkI6STEgc14RklFEw0gnYxPtmE5N7dx83fmb4/kUAAKl7S1vffDrdz78/bqFxd6p2XuffO7JV75/95Mvv/iDX374ceGfVwt3P/aM4U0SNC/p1oFrrl9aWfnvTz49/+CFme07u0fHQ6liEKEV3ZNIV7CSKRkOR9AbLUvWdNe5Yy4AAtLZkoWdB3yeOEsp8WgqlogH41HZ4QAx1oaJEKnDlI4xJieHcMKywxzGSRCBIAJCO0hIstkFwMqS2S411kLUTDgHFzI984n2qXiiXAym0f7p0LEz7XN7U/kWOF5uC2TBdDUer6DVIKKFbGYccGXsoWqocZoaXnAM7/T1zQXbZ4IjC8X988mqUSXcgBR1Ii2zSucmR+kAE2nE8v3imq1FQ1ti9SPC7OHE8fvqd5xJHLmvYuqIs2U9duC20nueG37whaHjd6Q3H5QOnwscvDU4shMfXYBnDhELN+l3PZ+//Rslk3v5umEuVCpVNJWd/cq905t3ETIPCqgZC23Zf+i93/21UChc+fLqE49dLCtJRSKmwyUMjHe/+N0X126fBngb7QW1LOIoBV15MNpM982l1x2sXbu7Yts1rXuuH+xcUzQwXvviK08WCsurq5d//au3n/n6/Wdv33H89PDXXjr94V/e+PVH33n6hXOLh/vHZsvmFtq37e35N1dcXVn5/3x89erVf9e7/8/H/zbHK1eXr35++dLnS0uXVwtLq4WlwspHf//dK288dc8T19z+8PzDz++87eE1J+9qOXpzfnyLMX8weOFr7Refa7ztvtQt92b2nfBs3e8dmJdcNwMAACAASURBVPWaaQj3A0yChvwM5BGJoGlz8KRfFZI6EkT0CiY35E10GmzMDmqAkZTClR5PVjPiIm7CtJOIVrjWLfYNbKoRI5BNAQAWsIsg6+bVkC4HNMErUxYHKxiskGXt9VOLW4qaikkXp8aCpR3tXVNrQ6WlrMNd1dE/smlhy4GTF1/5yfff+9tv//vzH733XxMb9m3eeeT6M19586e/+GJl5Td/+vMz33r1nscu9k+uM31x3RVTzfDM7OLE5NyW7XtvvOX2jpFBV8yP0RiMIAFvuK9j0OcI4DY8GU6sHVtbXFIGAABgJ0BUREkNJRQEk1HMsAGiHeQgnIUwmJJpVEIBFsBNNNnorBr25tc4pg5Xz5/uXLNYOjxX0T6UqGxRG/qlsS3OtduM3il63Y7gxt2l3eOhqna3GaEpw25EsHC5lO9zJZrhsl6mekit6FHzfY66EWfdqN60Vl2zKzS+Nzh7PL739trBxUCwyZZogbLtQqadbVyrDi941x7xTR1zdWxlWjaSm06Ejt9dc+Ke6hvuqzlwc/zgmcCRc+HBLWTjuH1wKzIwZx/ajizcbO0842iYgGqG1NGtzZNza4dmNpY0dMg+L+dWOL+6+9TR3//j758sLV9ZWfnq00/HU2HdwdlxIJKJP/f6q1959GFXKoDqEOUBHVks1SpH65nyXqN22LV2sXzhho4DNw3c/+SRt37x7FvvfPuzS//43YfvffOVp1/+9hPbD/Y0jRrr9hSv31PZNR2v7nFVdrn71pfNLHZObm8FVlaurqxeWVn5f+rt6vKVq1cvLy9fuXLl0peXP/+3cfvy8udXlr68vPTlpatfXC4sXSmsFgqF//rvvzz01INfeeTmx1645evfOffQs3vnDpRsWIwPTBvRYqB/wnHPIz2nb81cd1P0ocdbb74jP7vd500AahBQIijmIkmfhjl1SBUxTWSdMu6gYBOK1Jst61IV/W4ri9NeO+WCIQXATcBI0I4iHneAuBPKtgbrRrLeMpkPUIRJYirJWJzklfWgqQdN0avJQYfkd/B+lxRxK0kHH9EgjQMIBFEl0tAAmsIU3QgXlTb3bzt6810XX7n40lv3PP7NDTuOLx666Tvf/89Pl1b/9Mm/3v3wwx+9+/6Frz1b2dyFsYZqRGU1cvbshXfe+ejsrfc9+tQzU3NbbCgE2Ow8K5qSkQ4lO2qa4u6AX3dcd/jo+Vtu7+8f1h0eGGUISoJgCgRJAKAAgAUhGkQxnMUJHgMZEJNgV0rvWlczsdBcPxHO9WiVI97KNf5opWYEsPJGqbqDbOi37TzuO3lP+T1P9j716vYtB0rDJTgsAkqAyNUHi2p9xa1uKwP7SslknaRGEGcKr+m3etYHh+b8G4+m9pzN77qpbO2hWM82T1E3YZUDcgqINTLrj1bsuKWmf7feuBEtGQHKhu3tG+XhHf6uGUfjGjLfCfZOMbuvD83s09fvU6f28mu2If1boe7NwNheenTBahizKnpCJW3ZltHuvtm1qbpSPWnSQTrcENt6bNctD951x4X7mnpbOJN1hE3eEilVWrdt4c4Lj1W2NgMkAFCAHsEbBmMNg7Gqbm+uWWla4xmdz8wfbjp/Yffzr99z673XfP2lC/dcODe2rmt6S9fsnrqRhVDLjJzrhqMNUKyeilQLA5vqjt2+vWO6AlhZvfzvLK98uVq4srJ6ZWXl8vLq5ZXVK6urS4XCcqFwdWXlysrKl0srn3929R//uPynv1/+66///OtTd5ye2DJ2zxO3/cc7zz7x4pnJ+apsHdPU66hulT1Re32befz65k3znuEx+sy5+vseGty+mEmV4KE0FS5xGhG36POyTjchq6wiyYbijriLG4u71zV2ri0rbnH5cjzrAlEFELxEsNyo7IvUjsSi9bpaRDpyYqTO4y9zGHFdCzvUgME6BNYURKfCGhJryLxbhyUOVmU1FVbSbsrHozqDagxpipQhMA6JMlSAYmL5urMPXfzhr/7wqz/98813ftMzuiGUqvzmd390qVD47y8v/ePK5d/+/X/u/erXQpkKwM5AiAqjZl3NwCOPvLBpbu+R627avGsRpSmKZOPBWE2utDgcrc/lhpuaikOh7Rtm//zRh09+9UlfMAAAAAQjEIwAAIhjLI5zIATBiA2lIYS20RrpjDo8SUey2ptqcHnLGUcxGqiWUs0eIyySMlDbYQ2v827e57/ujszZC6X3f6Plpbe2nnmws2+9351m0nWOvumqWN5JGCDuAFwpId8Wj1dYqUqzYSCc71DL2olcO9w0wQ/vDKxZSNRPeeQ0iPkAdwXdsbFoy41Na4+lGjfRHdv5tq1C+Roy2gg5c3YrBRc3Mbl6qrgOX7NBWbdb33BIXzjt3nvWveOkuf2ktfVGz9iis7yP91diWhpWUrSr1MlHGTlJWXmeiiJySsi2ZppH25K1ST0qcV6G90iMpRfXt+w+el2+odkRdARTlmRhpfX+sQ3NTb0pX5owIkBdr7X1QPPEXM3UfMuJs9t3HV5X017U0p+r7w33zoZGF70T+71z15fWjRvJZrG4w3vdXbu//5vnj92xFVgtLC2vXFkpXFle+fLy5U8vXfp4aemTy0sff/LZ3/7n4z/+5R+/+fu/Pvjs8h8+X/rwcuEPf/7sxz/6zZNv/vLirQ/v71tXVdUZbxpMb9zbueNYe1WPXtnjbB0JZaplT4IIFDEdfb6uAS2XByZnXQ89PnXh4qa1mzJ1HaGyhlQoE6M1HaIFiBJAGGMFLl2ebehpbBmqa+grjuUtK8FzbhzToWCZVd2fjNYr/iqubjRR3BXhgyxpEWpE8Wb8wVzMmwyyukCKLCmyKEeANIJJJKrQAIejpkh4RVDB7AJKGhzvkliHIDglzqmAPFPa2HrhGy999L+ffLq8+v7v/jg0Pae6I8fPnHvzvV988I+//eK//vDWbz54/o0fZaqaAYgnOY8NVgBQqKrpqm3orGvuaOnscfr8qqCUJTPz0+tGOzrdHNNfUz3e1loRi+6Yne3v7JJl2elysTxrswEQZIvHItFIMBR0xhMelLADMMBqhL/I44waWoDn3DDtAtxZLt3sL+tIxMvdggnGssL0XMn+GyrH5uTpXfxN95Zff1fVNXc0HjzbOrWzrHuqaGJ7Y91A2sbaQMFmxIRAzmlFZdVPiX5IiwGhSjTRSJT0cCV9Qu24t3osyiVw1G93VYqVo6HqtZ6SUa52g9C3z9e0RQ82w8F6Mteh5bvdY1vKJucyveOuub2pxetKNhz07rzBv+uka+GU667nWu78RtvITiVUBdSNytMHS4q7ZTYK6Fk41arm17jbN2Z6NtVUDmRqB3LhvJtxo5TLzrgJI+YuaWgc37Clsat7avPkyVuOdI7UZ+uitV0l4WIjmJOKG537T45ffPnUtbdvOnBy+oGnTk1v68q3hPZeN9U9mQpVAnXj0PUPNN/wYH/1sDK1p/7A2Zmj5zff88zxp753FlhaXrm6srKyunzp0id/+fOHv/vdex999N5vfvuzN3/84qPfuO3uJ6792rdveeWHt7/+9h3v/vGx7//61ide3/HAC9MnH+jZeW1tvkvomgoev33g6Pm2I7e3Hrytq2M66c5yagKjvYDis/kTtlgJUNVuO3d/76s/vn79jrKe8eKesYZ0PkXJIoDRCC2DKA3hpOIxWINjHZQ/awVKXFZaF4O8EGbSTYGKvrCYhOigLVxl+EtdsIACCMC55FBJ0h0L634PIws4RSIECuMgpxKik2GdBCLaQR4inRzrkVlTYjSBMwXZq/FOERYwRGRUj9cfz62f33Pw2nOjG7Z3j6/XQhF/LjuzOL/v5PGe6YnJHbtO3XshU9MKwALE6CAuM5IrHM3livMsJ+IEpSmqJalBwzHc1jHR1WviZMZyberpb83mwrIqYpShOgYHR6LxBAAAJAGHglYi4qyrKpqa6s5XJUSVQBgbZ5CCxXiSlhmWSc3uiouVHcmq9lRFU8IbVRQLjWa4pl4zVwflW21z+6K7TpT2TDtK29nWMW9Fp1E3FKwfjZOWHZJtlAeBNLudtyMawoVpKU4YOTLX6ynu96jFsF5KBhotPkWTEQz02tkkEmgRyifddVuCHYuJnj1F0W7RqIBTbXqmxVHZ7avpcsRL8bJ6cWxLZP5odu0ud/9GctMR7cwj+aPnE+v3qWu26ttOpM4/OTh3PFY/TgzNB8d2FHWs86zfl998qK28w6NHSbsAUJY902TmGr0dY817rjl47u6v3HjrzXuOLZw+f/zouQOlHSWEE7dSWr47PbXY/fi3zn375xeO375h7lDfpj29bcPZDTs75/f3FTcqRQ3QuoPOC9+amT2Ujdchx86vu+Wx3esP1I8tlt58cTNw6cry5eWVK0tLn3/+ycf/+7e//Pm3P/np699987nnvvXIyfO7737y2BvvX3jg2YWbL0w88srWJ17bct8La848WvPgywNnH23r2ygdPtd46r7edftCe2+uGlsIevM2ZwnWPB0d2JrLNErV7er6HdGJrda2I5nFE42REipX6xqaakmUhDCOsKEEQikYrWC0JFtORpdIjVYCYrjc58lZlAvj/YSvVDWLWC4AOdKUmeD1kA5zDIChiEAzuojxNCGxGEfaUTtgAyDMrntlyc1SOsJaFG0wolfTgx5H0CdZOqvztM5hEgFyKKFwisdNizojWRAh+pO5PSeuL29rtXEUrjKYTAI4qPiDrcNTyYpWAGABVO4Zmd2++2h5vt7nDXIMjyGIQ5XDTsviuGwwHHW4JBgNCFK5x9ecLpps72iuqA76IvUNrR5fgCAxXecMlfRZtN/DdHWU7d03W1YZpUWY1QhaJY2ArgcU3S/WdZUNTreU1gejGZcvakkGiTGA7gMylWhVG922Rtt6sLxnKmjEbaEKLFCBOIshIwOrCdgo4mgfRnlJMSLpaTPeGPNWWnIRFajTtRyNh2y+OodRpmE+TEjxsBcC3YCcw/1NcqhTKh53t2zLtG/PlI24oy2yr5JRY4ARBjQ/YATtuQZyeHOgf8ZqHMYmdyrHz6cXb/RsPeZevCF59LaS2y627jkTm9qrr98XGtri7VpvDM75+jeE8t1qoFwMV+rlXXpln7NxOL543aab7zmzcGT3+QfvPHv3TVv3z950z6mFE4up2qL6wdqGoYpw3mqeSPdvLq4b8qyZK9tysHPDYtPsrrpsHRutsE8vhPecKdt1Y+X0ntKZvY2bj3QPb8uPLZSPLmbH92WBq4XCpctLX17+slBYWV66/KtfvvPiS0+/+da33vrFa1996a4Xf/jA9371yNHzQwsnG+98evqG+1rPPNL8wEs9tz5ZtfeMb802Yv1e5+QOT9+MPrLVO7DJMbYzMHM4vf/Wxkdf3X7zQ2sOnKq747HRk3d19U674mU45wB0P5ks9csWCyAAAMI2hIEwASMlVnRQsk7InDvhLG9J+3IGrttpC+Y9uI0DYAk0I4wZElxhD6PodopBBZ6QWBsBQQxCSCTMgHbchnEwo1G0TvGWQBsCKrGMoctuj+72MpIMM6SNgAHMBtIIylGUxIu6Lqo6yfLuULi6uSVZVs7oKkCAdtKOcpTs8ApaEKNdDl/Z4Niut97+/ev/8ZbHF7Hb7YrMqTIT8Tsq0vFsOJz0+hgQkjHMw3NJh9FRVjrc3NSYr6qvb25oaddMk2YIr0crLnJnEoYi2IN+sbunKpn2qg7O8uuyJRl+hzvqCqQ9jb1Vw+taIhnTjtlgyk7yiO4kAwksXUH1TUbWzCb614VLmgU1DFgpIF7LZNuMZJNe2hmI1Xi1uCSGBCvjMoocakJRk6JaxMlJkotgjhIx1uyX06KeNcK1YSUp0UGECNqYmN2owMQcKOWgmqnQ6P6qocXM1hsb9p5p717rL2lgmvrNyk4x04gUt0DJWiDfDW88YB04E1+7oFR020e28ScfLL/u3rLZQ86BOWVwq7Vmh7t+nKsd4bs3esYWUluva1h3KF/aq0XqxPo1xfUDVUXVRS2DrSMbhucPbHrwyQee/dbzazdPB9OBcLHTk5FzbUb3bKRtyjs0l9h+TfPhswNbD1WNzwXH532HzjXN7C8OV6L3fv3Yaz9/onemsqTT1TwVbZr2lw2JwNWVf0+VlpeXl3/53nuPPvrQK6++8Pb7b33nxy8/+vxXDpzd3DmTKWql22fcW64p79mobjgcePCVwRseyuy/xXP8zuShc7njtzXMHykZ2uBavzt67Pb6G+5vX7vHu+em0lP3d27YH91xTWbroWyqGpdcgGDaeY3gFJIUcITCbBBih0gY5SCYgVAOxFmYJkPpYK4mJboYRicVr0IopI2AEBbBeJASMNWhiqqGcaLkdDmCAYglUAF3xVzOqKn4JT2osg4WVyhGl1CRs5EUxLCUqMq6RbICiBMADAIgAOIwQmMQDuI0rlmG0+dWTB0lCcVhOQMBWqBIFlNNS1TcAEDa7OqRa+75+JOrhULhgQcvkgRLEojLEt0mXVLknZ8Zv++2W3bPzbdUVW8YG20sLZ7oad8xPRFyGJAdrKiqHhobD0YiFIWaKp0M6QEXI1B2nrHrOiVKOMPhkiYyCucIusKZsCOkqR7Kn1BYjbShgOEmp2a7dh+YKqtxVzd5z92z68yd831r09407EzByTqppN3K9wWaJzPNY+XenINzM5iBK2HNTDoZD8t4KTUhKnHOWayGa3xaSkYMWI3rvrKQmbLkKO8t09Lt/nCjbpZQnkqhYk2watxTMsTPHCt+7NXdNz84Wd9rRkvFdL3aMGSWtJG+YiDdZBvaLG05HFy3x2gas7esBdYfEnec9s8ctnq3iAPzxsAOq3yYSHQAJYNI5TjdvN7o2x7rnc/WTsSTzd5wlb9jsitZkw2XJR7+xuM//cXPX3j55YUDuzW3qvmZyp7w6M6K8T3FrTPOni3+vi2B0R2x+eMVpx/o23I42zoeKGo0zAT1lcdPvfiDpzceGG+dLC3tddeM+1pnI8DVlcLySqFQKHz66affeuWV11579eNP//mn//nTi//x/K4TW0NVlpqCmyajnZui5QN886S85VjixD0Ve88FFk47j91ZtHhDYt/Jih3HSnccK57Y5uvfoB46VzmwSU/UAdWDVPuUOLrN0z/j8mcgUgFIHuEViZMElMQYnqFomqJ4HGMBAAYRCsYZnGFcQXcoFVIs1XA7HV4/wUkEJ3KyhFI4jMMMRwoix0kKpzpoxYBZWvboufri8tayWD7sz3n1sIErNK7whCzacNyGYShFM7zEcBJBsjYQBGwAxuCyLvMKw8qk7pQcXt30mKwsipoeSSQdlk5SOEVyFKn5PLnB/m3PPfuz/3j9pz96850bTpwTGK40Haspj7k1uL4ivHHt4ItPP/nLt3/+0N13n7/5TEt1Pp+JjfV3JEM+AAAiiURnb1+6OOtxGi6dFUmbTIN+i/c4RIHDYdiGYBDJMhCOMTLv8BmamyNFQHRArA4iDCCo9sX96+9/+HS6IlDbmn3w4k27Dk3GylTJa5cDsKuIU8Ik54fMNOvO6lJAAHnIRttok3XEXI6Yi3JQvJc146qryNRjKiajAA4AtI00WSPi5FxsoNTZOV1f3BXVMoy3Us90eVNdSlEPUTPBDm3zTuyMJ6ppAAW0EN6zLlbUyBhJoGaAn9gZXr8nuuFQeO1etXuzfWgHtvOm4LaT0fZZpmU9P7jgG9wdqJ+R6mfFikk60mGrW+/celPfwi3r+uZbc53Zko6K8s76DfsX3/nw93/71yfvvP/+L3717oEb9rkyarRBr5sKVq01s0NUuo9MdxPVo8r6g6ULp2r6N/mUCAgwgCOuZBrSHZOdGw7MNI/lo7VafjCw6ZouYGl5eXl1uVBY/eLzz997990//+kvhULhyurKW++/PbtnU7AymOmIzR4dGtxZWzPmndyT2Xg0MbSd652DuzfZR7azs/tcEzus4c3qgTPZhRtSw1u0zQcj4/P+QBmqx4GmUX3dnuz0QkmmRqYVkGApVjB40URRkmZYluUEQeY5GUEIGKNIXuR1XXIYqmXpllM2DF5ROVlmRYkTREEWBZHleJKkEZKhSE5GWYnRdHc8kq4tzTaWBivCelyXAhJhMKJbE12ajUBAHMYolKYoSZAZmrfb7IANoBhcd6qqxZMSwuqE7OZYlUFogpUU0+lxOBwcwzGUNLJmw0svvvmzn/zpgXu/GfZXVZe2D7YPJ3zBXRumdswO9bZmpkfqy4uCNaWlN588Nbdpc1lJidOQBRYrSgQiQR/DsdF0uqSy2hsIBrzOVMjlN2SVJkMuIxUOSBwDADYUJ3lJIxiO4lnTrYWSlupCo1mxfSA+MFFS1RCOZ/SeoSpXSNOcfG1Lue4RQRpgTVR0k4yFIiqIO2DSiYCSHRQQGw3ZSLudQSiNk90GodCEQvJOXvLIrIOz43YABAAMRAWa1mSQRmiDDJd7jaQMGXbUDVklvK+GCTURVeNyWT8RqQP8ZYgSIRK1ettkMlrL+MvRmgGjekBrXeuc3hsbWTTG9opTh9XpI471xwIDOxy1k2znVt/a4+WD+5NdC4HGLVZulK9a59p68+D5F2+48fFrRveMzl2788zDd03v3nXi/B1//Oc/C4VCoVB46UcvF/dkgi1m0ZDD0445mkB/O+lvprJ9xuhCVe+mVP2w018skDoVz6ccMQ+qUJpPdyb0aLUrWm12zlQAX1z+4ury0pUrl5avLn3+2Reff3ZptVD4n08/v/+rX910YPe+m69Zu29d+UBJsMYZblDrJlyt65WuzXznRrqkF+jewB88Wz66zVHcDmw6Yt7/bOfdTw9sOpgamg0mqyXOA2SbpKZR/7qF2vbhjCMgKIZDlDwc66ApBYYIALDZ7QhDi6pi8JIimYbmcbK6yOmCZPJ2wg7YAYiEQNwOojaKQ0gaQTA7QdlYESd5BiFpjOV5h8sIBRxxvxa3xLBsJHQlqCh+WferGIcAIGADARKDVV7gKBaDEYokBIHhFZpRMFS04xoselnRLYmWZnh8gmyoislSgtsdeejhZwqFwl//vnzm9MMeq0jAVa9klYUj/fX5rWu7bzoxP9Rd5tF5nqQUUeY5EYYRWRJ0XXS7DbfHycqSIxD0x1OKbok8F/O6aopzMY9H53i3bhiyjqEkglCiZEqqQzFMX9hTVp1KFDtiOX7hYP//+fDlh5+4UTYRXkENt4DRGEKRdgSGaZzRadUnyl6ONBDSxHg3i8i4jUYAFLQTCMKRmMigHE2KHKsIGEfAFIrxFERiAGgDYAQkCADDAQRCWIRyUogBES6CC3GeciNcb8gZyFUJF/fJ8WY61ayUdnqzbd5suzfdqmXatGAlq8SAdIs8ujPdv83Zt0Nq30pn+oH8KN6+2ZEfk2qn3f17Sjt2pirXWWVTWsOWQPWst2YmMnlN7/Zzm0f3jR76yonzTz2Q72+vGep94Y3X//zxP9778wfnLp6PtsWYHC5UY2w1yNfAzlbB12rKWTbS4Mk0+50pljZRR8TZPtxTXJcHGRSwA1bEUdlR6kqq7rQMLF398vKVS59+9s+rS1cKhcLKSmF5tfC/n3/xw3ffe+tXv3z7o9+t3buNi5hG1m1mVbkIqhqxdt3U2j8fDtfaG8fkuWPZiZ2edAtQt8Y+f8zzwLNTtz48PbOrKldvcm7AnSECxVTLcCrfHOMUynT5fL4US+skrnCcGQykPO6oprhNh4cWBIhBcAVBJJvggdtG4+Nz+epuT2mTUt1pVbVZZfWqI4jgPECLAKuACGOzYzYAgWFWwGSVdhqsX6N9XFFTKlYZUnx8siyUrYiZbpEg7CQKKgzN4ziHE5okSTJPS4TgpLWIKAVZLab6cmEj4uMdlqA4Zd6kCamktOHhiy/9/i+ffPjXL5574Y0dW/ZlA0XV8XRHca48aHVUJrfN9CbDBoNDlm7SFEexgqKbsqbyIitIAidLCMPbKQHjVJTkSYxyyVrc4/OqGgtjPEGLjCTyGkPLLKtxoikohqwrgZjL6RcY2d7anb74tTM79oxTPAjAAM3TOCUAdgIhBZKTIBwlJVp0CriMMSYdyARFl2JDIAACbSgKkQQp8KysSJrh8gdEVQPskB1C7DAGwiiE4ACIAggBoBil8p5sQI/rekpzFltqkWIWy2KSEFNwpstT0uuLNzn8ecVXoTtK+UC1FG80jCwrxwh/Xq7od7Wsdzaul1I9ULDZluwmIm1EtJ1N9RklY/6ScW+4m08OyrUbA+XTrsyo2bq9vGexKdoW0jNmqCYWrS9Kt5b3bhxZv39z/9xI+XCtuzFAFVNYMcxUE3SeoMsYvdJJhUXWrxgRB62RlEzqAUeyIuMIuQHUzhlyNJeMlSQZk0FFGFheuby0fGnp6qWrV5dWVlcKhcIXX179zR/++r233/veO7964JkX26bWucvKonVVgXwR4cVTbb6Nxwa7N5ZWDrhq1zh6N/hGtvm7ZpTJBX9NH7l+d9n337vr3P3bKlrc1Z2hxsF0MCeGcprm4XCGSBXlyspqTM3D0JrPU7Rpdt/U+M7qyq66hnbRoetBuWEgXd3nbV1r3fhA5ws/XXzs1elTDzTd+eTQ06/PPfCNdUdubh3fUlTRoiUr+EyVHs05BJMjJBmXdcbpICwBNbFUfTRQ4mJMNJx2N3fkW9rLPV6BJUGnxBscqzC0JnEcRzAKoQUlZ9bSUzofkuSwQ4/4VK8fJQQAgGhSWtxz4t0P/vz2r//03Z+899K33zxx+NqSYKzE4+3KZbav6ds2OdDdWKKLNI7AAifiOAujJC0ohtMtygpKUSjF2lBGcoRUdwxndEkwBJzlEIyFYZEkeZLGEYKlBZ7XaUbDSQmCKQjFOYkTZILmIV9QzJV5JB2jeJTiaBhjMULFCBPBNAgVQJTiVUXzGILJ++KuXHVGMmUAsAE2CLBDNgghaE5SDVW3PP6wqjntdgwAUABAQBiHEQKwwQBCQ4SNwgAAIABJREFUAQRJaqK7yG/GHY605cg6SR+NuDDMi0tJPtEaSXdEQ7UuZ5nqKjWEOC2nKGepZGRkPaVIUVZLE6X9VuM6b6aX89bBViWsloKOSsqoZJ31UqBVM2vJeL9ePu3LjhnFE86amXj9bC7ZGWLCFKACXJgL5ANqwmSDkhBVlKzpawl72v1sFctU0UgRBkVJPu2UY17e7UQ5DsQQURclS5RdEq0wrCrkG+vdkQiIoQAM2wkCuLx86erKl4XC1ZWVpatXLxcKhc++WHrzJ++dv/DUhj0nytqHt584s/X4yXBlgxgOc0FDimneMk+6KZRqMrJt4saD+T2nWnvX+7Yertx6sKGh33HNLUP7b+gbmE4fOrm2byqvBXBGgUEMpBgmnc5GIzFREHlO5RjnzNp9t517eu3kYmlFvSPomNk99PR3Tz787fmTD9ftvMm779bYdffld92Q2Hs6d+8zax58fvSWxzoP31q5/Xhu097M5Nai3slMKOOgDREVJUyVQImwC3beQ9Imggo2lAF9QaO5LR+NOTnSbsmcW5UdiqCIDEXDvE5rIc0ssqxijxjVaZfkzybaBgfC0RSOEPnimnff/c1SoXDnhYtt/SMdvYOV5fm01xfieT9NTbY2HN62cX52LOC1ILvN6wk4XQE7hNtRkpd1UVb9oUi2tNLwxhKljcXVXTXNg9lMNQjALIaKJKqLLEsSGIKQJM0JGsubMCoCNgrBBE13Wk5LlEmfX48lAwSFqLq5a/fh3r51NptgtwsIaqCEASIsRjAUx3ASHYy54kVemiNtNsRmwwAAAkEUxSicYDhWUhWLImUbQIA2CgJJux0FbDBggwGYADDchiOIRDJuwZl2a0kH7mJRJ2fXSdzN+/KRYFVYjklKQmFDHOrG2BClJAQhIrB+ETZwIcKl2/zxVjXWKnhrKDkDq8WEXsprpYJZqZgVEpdBXHVc6XiwdjZRvS4WalWNcsbKq1pGxj04YqGUl4JlBNVwR8atZyxPdaBiIh/o9Jv1ulSmIH4KdDCIKuCCBOMkDEMIAQsmE8n5g0Ve0RQDyRgtqQAAamaguX0YWFpdvrx8aXnly5XVKyurlwuFlaXl1b//67MP/vTXp199844nnn/qtR9PLR6NVLaaqVJHUZES8kACGirzJWr1ZAO149rGa8+PljSY7jg3tbVqdGO6plOc2pab29c0vrkmUixBFAAREIRgKEqpiiYILEEgJMFIvGdsza7vf/+jr9zzdcsTwiWoaU18901NT/zHhlueqhvZjdUMA/kesKYHL20FOyaFtQvOrlmya5aYPeTdejy+fjE6ta00UmJAPGwnURuFMBbPOkhcBXAZ5A0KZxFOIDPZaCzm5WlM4kiVpw2JlzgKQe0Yj1Emw/hFM+t1l4QCxdFILlbfUn/2pjM3Hr52bu3m//Per9/5z1+umVhHMCJJsS5d76qpqYrFJBsQUoTKdHzdxFBZaREMgYFAOBRNoRSHUpyg6JpuZnOl1fVtlU296+YPLRw5e/6+rw+v2YiCJIUiEo1XV+QyRXGaJhVVM50+QXaCiACAHIxKguRUNSdBULwg+APhaDS9YeOu3334v1//xhuGEQUACIJNnHSgqGS34SCEoBjEC7go4jiOoggL2SkbgEIgBoEIYINgiCAwAQIZG0BBNhqGKJsNBmwgCGMAiAIQDKAQQMOISkpBVQhqiMmRLhVzKHaZMROBSD5FWqyNswMiCEgg5iRYP0+6WFijAB4lLNpMqVoR4yihlDQqJmE6jBABlA4TRAAngygesrMpKNnpqpksyvYGXJUKF8NBE4ANCDVxREdtoh0gAURAzJjFegUmyBV1pAJNHqtKDzUF1JRmV1CAhG0oBMI2DLXTAuorcgVybiMoIRyke1x1rd2NrcM9/bPHr70TuLK6urS6vLJ6ZbVwuVBYWl1dWlpZWioUVguFj5cLH36ydPHb329aM1PRORIoraOdXj0cwETaiullbZ6KTql5jZGtFRkNBOyAI4C1D3h7xvzjG7Jl9R5SBnEeQEgbzTIsKxEoQxEMQaAYDgaDwfGxjbfe/uhf/770s/c/aOlv9aTEeDUTrgG2XZ84cU9+9qAr2wQpPkByAbITSObp9lFXVR/RsY7tmqUbRqDJHb6Dp3uKatwAAqA8QWuM5OH9RaYvqZIigpIIw9OcwKiaqKgCy1AkgVE4IrEUR+N2CABJCOQRTGeUqNNKejwxVyTm9jrlxbmZh269pbe2frSrd7hnsCiacqiWLqpBy1lfWho2DR6xO3jalPhY2KepMkUSLMfxsoYzAsEKmVxpfWNTeUVlUbYika3ZceDUy2+8/1///eXpsw9wrAYAgMpz9VX5gN9NkLjpcKqGi2AUO8LZYM4OcXY7w0sOjy8iyTqOczW1nY889uyHf/j4vff/evTYbcPDm/r6NqhqDAAoyM4SCIeACAgAdgDAIZTEBBAgQABF7ThkQ2wAZANQyEaCAG0HaLuNgiECtCEYhhMUBdghAIZtFGZjIICyIyJGWxKuibTLMKIBTGYQkXQmA66EnzElWCQBBgRFlLJ4wmRtPAoQMEBChEoYMYUPELgTcJcKzmKVC1GIEwI4wCYDXAzhEqCaI8xiHrcQ3IFSXhLWEdJBYxoFiyTEk6zGqy5FdauURsEqKoYFNkyqaSHRHLFyJmlRgiVIDoEWYIqzsToWqwhn6lOyn4cFeP385p+898FzL//o7gee+/pzPwC+vLqytPLvB5Ury6uXllcvXVr69OMrn362uvxFofCz3/3Xg8+9vP2aU5mmHs4bNkK+4rqs4hM4J1rd5RiY9c3tz9a0K4oL01xItpJp7JRGpmPj60ojCZniUIxCCBKlGZqlBQKlcYREYRhBwEw2e+r0uV/86veXC4VPrn5y4bnbR7dUNQw5kg1wywSz87rEyJyRqwfDxSQhwCBu07xwU19ky4G6wc3+pjG2fhjvnlLXbi8OFasACBACqXpFSkFS5f7mnnLNyQM2gOV4w2GKMoegMEkxOMEQOMnSNEVgCApSIsMYkug1rYTPk/D6w47ilDcX0mpT3om22o6STJHTYu12B8WVB4v8kuVgJY+q6yJvyLzLocXjQdOQKRI1TUW3dFHTaFESZC2dyTU2NuVyJW2d/Ru37jt0w10f/eOLQqFw21eeyGSqnIbXbXgC7iBFsjhBM7xEMAKI0jaItqMCYKftdtJ0BhJFWZfbh2IMLzjrm3pnNuw6ePjU4xdf+uOf/vHOf35YWz3EUO54qCrqKxFxjbBRpI1gEQYHGRDAUTuOgQQK4jhEISAJAgQEMLCdA20UDBEERiqqxAk8iBGEyGMiZaNAAAYAHCQUkdZVztKtmJeUSQABWENwR0OS04lLoo3C7TRBaQKhcDYKteGYHccgmmBNltBhd1pqmyit6c+6s5oUoZUI4y4Rsj3ucKNMBW02HQAEgHUzalhBFASVCZjDAASGSdbyeDx+NydzlESxJk+YpF0BxCjjz3scWVMKylbcCua8noTmjPK0AzUTzp51vTW91YHi8LXnbnrj7ffPfeXihSdePX3L48Dlq4XLV1dXC4XVwtLS8mdXVz+7vPzJl4VLVwuFK4XCX7649Mwbb84fvcaIZQWfd2Ju4MStm+YPto9uLmobEyfmHM++Pv/UyxuPnaq99mzD3Y8NHr2xunNAK6+SAgHR6/F5XDES5+12O4njHMkSMEWgNIHTNMMdOHTofz/953sfvv3sdx+6/YndM/sqNh8sXb8n2jKKzex2rV9wrtvhWTsXLq7lM1VaKMNmqo3p7XX+HJ1tEuaOlndPu9xJyJsQYzmfoLM4DxGCzRXgSyqDlkdEMIhhOVmWRYklaZIWFEbUSIrDMByGIBRDJF0VHDoqcYTC8irjdnD5ItdAdWxxrGXbcEu5W81qclbVo5TUlijPmhGTkE1Bi0Wi4UhI0iVv0GU5NYdDCQTdbr+LETha5E2XW5IVSRAkXursGnzjrfd+8+fPP/rfpe+89ctNO46sGd1YlmtUeV8mUTU6MltcXGOHCIwWcEay2TEAQAA7RvGSYpj/NuWqbsAoAwAwAGIwjM9s3Pbr3/zhu9/92cz0vg3rjuzcdH1b1bjJRAhApACetUuEjUVtFAlRJERidgyHSMxOggCBQjyOSDDE4hgjiWIw7FV0iVMUTyykenRSJmEWhVnKTtAox5MSR6sUJoAwA6A0THI8jLMIydpJGqJYUpRIgYUIBKEohKDtKEEKtOrlK1rjdb0Jf05xxJlYjVk/Gh/YVrJmsbRnSyJQxdpVgHQhkYpgtq6Id3IACgAwYLPBdogRZUOUJBCGQBRidF4OaoyHRp0I7sbkhCYnTDGqOdKWr9SKVDnFsJBqKDt+/saJHVOxytTabZvn9h2Znjuwbc+paLoFuLq8ulJYXV1dXVldXl65vFJY+uLqFx/88cOfvP/uM6+9dveTT52578EjZ2+v6hnmfY620bLr7ph47KXF0/f1da3lt+yNP/nS/Imbq47cmHz2tTVf+1b/sVPJ9l4yGAX8XiHg8Zuaj6F4DIF5mlRFhUQZDGY5RtUNZ/dg38Hr9m47PLHxcOuu080zB4u2X1Myveit6wc27nbde3HNC9/ZPbc3Fy+1N3R68vV+zYWZAZJQgEgFOb4jWtsn0QYQL3FPbuz1Rz0AAkhOQPfYHD7Q6Sdcftlyq7LKySonKQrNqQQpUgTDMQxLkwJHO12mbhkYg0OITRbwdEib7qmaas4sjNTPDTSkNbHa7WrwBosYvdaTzLuTLkpXKNnULMMyaZEhOcJ0GqLIi5IgKSLNc6KqaE7D5TMtp4iTdk7mTt169q33f7XryA1FlS2ucLHbn6mt7l8/tWd8ZP66a2+f3bBA0aoNolFCBGwoJ6iZ0sp4OoczNE5jsioYlgOnWZrjvcGgrOnzOxZ+8MO3Lzz89TvOP/His28d3XdH0FnFIX6djxJ2DQYEgXRHfFlTcUMADAMgaodJiMBBmkREBtdwRCBwVtO0aCwoa5Ll96Tzxa6IR/XpRtCpeCxSkhCWBVC7DQEIDsIYmx224RhNoBzDiCTNYzhDswIn8ARFIigBggQM0yTFSDofTluylwJ5wFesNQwl+zaV9M2lG6dc/TuStaNe2mdDDbsakEJpv+ZWbJAdQlCcFFFUJggeJ0ibzQ4ANlrmUpWZ4qYSNaaQbpL184SLIVyUltTcxVqo0vKXeSs66/tnxhwRpx5yHT576tHnXtx74qaGrlGQ0oHV1asrK1eWV5aXV1auXF1eLRT++LePT5w+X1rXUd7UW9s9Wt87vnHx2KY9x9N1NZFK17bjHY9/e+/GQyVF9Wj3WGxyQ6U7bO+bUC++0HLmHs/8fnpsWmhu0epqQuGgxjEgz6EchQsMJ/IqhrIoxuOUvH7Ttvsff6R3uquiJ9w3XzR5KDWxN7jtmtT0LmfLMNQ1Au86UHbnQ/PtAzFflPBHRJpBORaTZEYybRUd9OAWo6ob86SAUIbO5H2uoF5U7mjqt8pakFwDWN4sl9U7i6tcNa1F8XSAYVkSpmmEcptGJhHKJPzRkMPnVvwezVRoCgbCFtdRFd4707042T7emBmoSg5WlvQUl2Q1V5HkTgruclc8IrtFhKUhQpUkX8ArarLmdPOizvMyTfOCpImKprvUjqH67rGKUAnnSRM13YmypgxjiLLLz8p+AGDK812PXXzlrnufnJs/3NmzNlfaSLEGACAQwlbXd84vHKysa+FkzQ7BOEFwomSDYIfTubhv//zOhe0Le37w1s//55+ffPyvS0tXCj//2W+zmdZgoPyOWx5vrh8DANq0Sicmdzc19guMTMM4A2EmqxiMKZOmS4soghMEMZwkBJlDCMQKe2Placmt8W7VXRRyxv2VbfWVrfWkxACIDSFhFIdZhtMl05QdPtOlCQKFYjRJsjRLkyyOkBBAYHYGgygMwVASBnCbnbcbKSmSV4sa1Eg97a9FKkdd9WtDvgoO1ewADiAEQhAMjvIoIsCQyHMumpFRHMcJEoRgEMM8IX+2MhPO+dwJjXPiIAfwLtyX1fQwzblQKypbEQcukgBqA3naX5xtHVmTqalR/T5cloDV5StLlz9fXVleWS0srRSWC4WP/vSvs3c+Or5x98aFa+69+M2vvvhmdcdYvm1ky/6j6YZ0y2T6+genaocNJQwkyy1PRONUZHou/MoPJ1798dDdj9fcenfP2VtnSku9OG4TRFiRGZEXSYzHUYnnLdOKuAPpfcdu/Ojvfzt29piWZJJtQs2kUjGITiw4b3mk8fTd5VObtVweM7wYq+DDk20zG4cVhaMwhCVpkgVGNntufbxt23F/Xb8tV293hOyShWzZ3X7+kfVj80bfen5oxpeuxqva1c6ReDQrOb1MpshbFHNni3x+r5iK6ZX5YDwquS084KJjPjYdZssScntleN/G4eme+ohKxnUxqVsxyeWjdB+t5wPpnCfu4i2Flnia9fm9iXRRtqK6Z2DCdPgBAGU5DYQxTmXLGpI1veHqAat7Ntawxu/P0bhs070uyxdDSR0l9MaOkcmZnSOTW2c27x0c3axbUQSTaN5yeROWO8RJhi+U0B0eO4RSLI+QlGo67r/w6KvffWPnnv3feeOHhULh6urqvz77/F+fXjp1872b5w9+9sXySy//IJpoosWUO1DZ2DI8umbaa7kJG+zgVJVS3VogX9wQCWUwjLWBEIwjCIOxhiy5TclrCl6DckiCR29d09M9PmwGPDBNIiRFUbxDd4U8EZ/udcu6SBA4CGEQTJE0SXAoSGF2hsEkmTVV0eQEAWFQgLUhup33gVYKtXKwswIJN3HVY6GmiUyw2MBZCLCBkI0mYAWxyziscoyTpiWKZjXdoWoOECUQnOAVQdAoVoVlF664sXDWKKmPOqMSIoAIAxIMjBAwQlOkrDoiMcHlAVCUlAXNawGrV1dWl1dWlldWVwtLK6vLhcI/P/viez/9z2+/9fM7H3nq9Z++9/Pf/bWyY1T25wIltaQllfdlNhzvTrVISgR2xRXVJda0Rie3xG55sPX3H5+++4neG24ZePK5m0oqkyAEipJA4ixNKggsYqju8WQTqdpQpMwfzW3YubN3fADXUSvH5AedvXP+mSPBmy7UPPe9mQefnJhbLPaEMISxz25bc/3pPcXFUZHFYZtdVsGFY5nHvtlz7rGS/WeC3dN8qhJTvUDrYOD+p7dsP1bUOclu2psZ2RRaOFG1cW+msoPpGrVG1iWrm1y5cncyZ1TWeUen8+s31za2BmIJtqrKka9UvR7QkKF01EyHrJhLcwmcirFxRyggub28mXKGfbLbwTk9pk9TDJKhZVPL5SsPXnPj7OYdbleUIBQQIjWnma1JBEv4aA1ZN2pO7S0f2FSsBHGYR1Sv0/RGGMlt+Yp8kdLGtjVr1+/KljS5fOlwvJyXPDY7CwAQyUgNzV1NbV2iamiWSzYtQpD2HDr6zEvfOn/P/T9+5z9/8LN3nnv5tdfeeOuHP333saee33f0xl9+8Idf/vaPHQPrAIBFKUd1Q//E+MawP0YhhFNzMDilq2ZNbUsqk5d0N4RzCMWzqo7SlB1HSV2hLQ2ReX8m2dDf5StKQAwtGqZmekhK4GhZ5R0cJqJ2lMVoiZZgCCNpnmREEGZAO43CPEcbkuRgeAlEIQAFMA3VIrQnzfrLuVCd4MrjsSatebw4XRNQLZ7nRRhkIBsH2XgUknFMQRCawGnL6XV7wgQpQBCJEhRMIghrFy1cD9DxMndZQ9Jf5KZVGqdQjmMkSYZhgmKUjr7xps5BlBJtCEGxPFBYLfx7+L9SWL26cvXLleUvCyt//eRfjz/3/NT2Xd988/s/++APdQOTrDvJ+RKgIlf01o7s6k00OX3FiuCmEQ4qylsNfZ5N+0pf+MHebUfKypu0nrFaT9TiNcFwulCcQwkZJw2W97o8WUkNYbgCInSytPjk+VPbjmx2plV3TmidSuQHtYpu5uiZhvseX3vk+raaZkMywYaO4jWTbZGoSWB2yA709odf+9H+19/e8tgrnc98f936xXi8DCvKi7k68frbh2+4o3twVtt3svrQ6bqDZ/L/l6S7fqyqfhww/r554p4+95zb3X3vdtfdxYolKxgxNrp7dHd3dykhCigoIBigIIgfxRZQVFpyG+x+f/j+F89Pr2fayoQRs5x1Q7j8WiS3Upld6sgqccdmKkrq7eNn542ell9e58ktMeaW6LOLVOk5Gp0OTYj1tzb39lvdPKawquxm3mJRml0Gp1ZuYHG1XmOPDifY3B4RCkGYbNSkyff+fbRly161xlnas3HRqjVTFkyqHpiTW+/sMcA2ZnFR1aAoU7RMaSeVFqXR6dZafAimEUhYnTGoULvFUt7hToyJzyVovUjMSCFWb3TV1jdnZheQtIJkFQjJSjDK4gnEpWX1qKzt1dzfH46r6d38zvsnl67bUFBeEUpI6jd4SFPLQE5vFMOE2uRLTi+xO8IErsBkpEqlRDApzVHxqWme6DhKbUIYrYzTw7hCitGonBfipICgJAxD6nR5lRW9Bw3WO904y2uNdgRlJCKCQBWomIYFpIGzOy1BjOCBGAViVIhQQCADAkwooSQILYIwIBQDkUBKSnkzZfLLTWFGG4XJLALYKDSGWZ1HTvGYnOMwlBUCXAAwsYhCILlYhIqFMEsreYUWRViRCJfABM6wlAKn1FJKL2JMYkoHwxwkgAQisVDOMFqljiJ4sZjkFFaTLYpkDBIJJZWQ4G3Xm7dvOt92d72NvOmOvO3sftMRefv7/b9mr1xW2b/fgdOn/uuOjJm3WKIwGqMSVZ6g0ufQhY3qEGMKKykDTutlCitc0Ms7cWHPETNzCxuclFEIZACgAkavsARcaquZVulgQgHLFDCq0Bg91XXN4aQ4V9i+6cDK9z/dn1oSi+ulvBsVawAggTsGHjDEXVymUetFMlqgs7HOgE5npKQQwDAwsDXhzMVJWw9X9xvt6j0iLilf7Y4mW0eV9x2S36PWX98WlVFOZvSEq1uZni1IZZtk1Dzj2IW2omZxjyYqo4wLpsqSC+W9Ws19RpqbRzqaBrsGjAxPmF3YvrB08Lic5rYeJ06/c+bDs257CBLRCsaoV1mNGptBbaNxNceaWdZktQeKK6oC8eHq5sa9x959/Oy/b29+X17Re92mvZdv3Dz75cerd8/rPzG/dXrm2neH9Z+Y4U6mbNFKlVXBatQkZ6BYC4YbUFSLoFqcMCpUTqXaRVB6KSSXSGi5XO/xRMvlaimEwRgDJJgEYyQoJSUYs8dPcgoAAK/TFvQsd0UFeIPG5LYjDCYlYaPb6omN1tpcVleMQu2SQnIEo1AahSiR2q4IJEXxZosA41C5GSJ1CKmzemMIpZFUGXUOP601WfxRraPHTV2wKJSYSiv1LK+HERaFOQxRQEJGAliZRGvSh4pK6vNKe8n1dimpAFISiHEgxIAAA0KZUIwJpahALGbUlNGr0vvkrA0R80DECygzYovSK/ScVCqFpYRUREIiSgZzCMQIgFQIpIgEw1GKwBSQlBIIUUhGMEoqkGhKyLeaghiqAgICAJkIksEyRCYVwQhEYaQGlqkFYjnJmDQal8MeBm9ev/p/uC0S6X4b6e6IdD9703Xr3t19H7y/870Tn9y4/s2dOzNWr1V6/IboWFtCMmHWA1ogVgnFnFBAA8YMY2qhOcQnF7ucibQ9nlZ6aMaqgFUsYVTofGZ7jMce5Wd0OgEkA0ASl5a2eNWCfkOqEvNMWT0t89YNmLSoLpAm14VQxiEVsSAqiZqzIL+qxiSWAiACECmAcCGrwHglzspFPj+VmWtMymFUNoApxbQWVluovB4pOT3iCR7GVcCXLKpqVYyaaxkwkZm6yrfndMXsDbGFfURj5wUWbihuHGIePzu8emfB6BmWwlpJYp6wfqBt6sLSnUcmb94/ffXWWT/d/uHxk9fVVQOEgCExHSc36TR2g87FUkaOteOE0WYPV9U19hs0cMPubau2rB8+ZnRdQ2NcQnp5VdPoSe1HPjo2ZlZbZUvSyDmlExZXNY3ISChwaBwsRCEYw+O0NjW9vGdFC8NYUFTLsFaRkJFIORhRisQ0DLMSCQkABIAYQnAEY0UIi5C8GMJFEI4zCggjJBguhGAAS4BEqDJqoxLCSpOSVJIWrzk2PSE6MYVmTSRl8fnT9Ga7lJLgaqnCyao9etqg4ywehSUopfRWb+KQMdMmzVo0d/n6+gHDopKzCyvra5pbAvGpCK3QmT1WR4ikNQjMSUS0VMyTiFUkUBu04V17Tn78+fWskioJIQciBEhkAMACASYAOBDiIhEhFKFyFe+L8/oS3CoHy9sJT5LFFq0PpfjsfptIKgFABEtJClMwpJrn9AQul4pQARDTJONy+swmB4YxQCTGWKiwOqH38KycSrsnmVW5ZZyFURlVNMMgGC4QwzDBWX2xSqM3KiG3rKZv/8FjQXfXqzddHf+/RnjZ2fm0s+vh664n3ZHfHj39/el/t1+82PresVkb1rZMmeDNTCWtBpECBxwAciDTAHcy70uV8xaxmP5/mwFIeKALaWIKkuxJUQq3HtVhKrc6uyo/qTCD1ikkFKJxqGr6Zs5e2XvO2oq+Y+xTV2Yu3tazZUK4ojXaEE3yFmFds/f4iVFbtzWnpBhxCkIoSAiLORUfmxCt0lIQDAQigFLAEUKSsi3esEmMiAAAAqlAgAC5AaSVSTceydt4LG3KSvv7X/Q/+82YUbN8jUO5r3+a8dd/G1Zsyxw93TBgFDthlmVUu7FXf37K3PSyWktdn7Tjp7d/892l6//79rMvv+vdNBaFTRhmIEktx5k4hcXtSqqrGz54yIxJUxa3tI0oqehZUF6cWZCtUPMAAAiScUp9fo/S3q19KB3mjOPTy1z+ZHVRbUJsRgClZDJCTtJ6nND3qhvSNrid451iMSeV8mIRJxIyErFcKmVhWC4WE2IRJhDAQjELNzOYAAAgAElEQVQslmISmIZRFkIZkQQDQCwQSqQyQopiUgQViMWMQh6KjYqKizJY9ISc9IeDfQYMDoYyXK7UqprWqNgEo0dnCqlQrdgQNDcMaWsaOsYdmwET6qKevc9+dv3hy+5jpy/kl9elF/ZsGjh82PipU2Yvzi6qdAcSMrJKOd4kABgvNyUnFk9v3zi4ZV52ZuO6jYc3bj+YV1KlNlphlAQiBAhgoQgHABMATCqixSKSV+myCvNTctNZPe2Oc1T0KfHGOWklSStoCQoJhGIEIWUoTdPKqFB8XDjForOhiIzj6Pi4qNjYsNFsojjKFTSW1MUX1rlL+rhza23hXJ0jTqd3qRV6pcnnYI0aAS4LZmROWbzso8tXv/zfTyfOXwLdbzv+P5BfdnQ8efHqacebV5HIvecvj527uPbAwZlrVjePHzV55cJhcyb7chIYh1KqFuFG4E4hGoZFLdpSN2ZOVlkfSyiDsIUppZOQcIBzsL70oCstJPcoAAdESnF0XjA6J0gaCNaE8HZJKIMZOME/Z2PqpqM9Vu7PHjzdsmBz0dSVZZZoXGMT1TfZt2yu37+vddTogkBIQylQg8PsDUWF4+LlHIdiMpIhzE5F38FF46f1DcRaVSbK4pYLZcASIKpadMNnGXZ+lLbxvehxi00Nw+x5VZbEbKq+v+36j0uu/TBtx+GiLQeyBo9VFteI2+e5tx3s8cMfa7btGSlXSWvrS67fvHz4yLG8glqVKsSyPpyw0oyZV1nFEKvRBebO3f7ff5Fvb/5RXNYLxjAElxksRo6TowgiZ5Rqjcnp9mrNegECSJWEM6JVTaWTZ45X6TSoTO71JMtpu1jMm83hmJg8nneKBHKxiIOlSjljcdhiNWoXAsslUkoipQCQCgRSqRSXQgQQQABIxRJMKsUEAgkQQRKpDEYJGUaStFyhVGt0eo5XcAql0+svKKpqaZm4Zu3hiRMXODze6BS/L8lKGpG8mqLVO3YU9KzHaA1GqvJLqifOWDxo5NSsHtW1fdo2737n8IkzJ85c/PvJy6s3b7XPXBwdlyGFaRhhlUprZWXLV1fv/fjzyxkzNzQ2DetRXJ2YlOZwunleCUMoCuESoUwiJiQiSipmxCIKIzhXIMpkt4tgsT3oaBhQH5MaI0bEAAAxAjOcgmI4BCV5TmOzuj32gMviZkgSlUnMZj4h0R+M9uitmnCyJ7XQnVioz62xxORxnmRG56cUdtroM4Sz4+MKU2xJgez68qW7N5/6+rMrv966+vtPoLu7q7Pz5ds3XR1dHc87XndHIk9evzx56cL89Svrh7XoopysWx/KT4gtSbWnuXk3qfFCubXmSUtyl2wrWbGzpP8YW+NQY0WzpnVMQt8RGfYYRuOhjTEGzEDAOikfoDRRcm2Y4txSY4jwpjD2eCgmH+o5UDZ+qfWdi9V7P6ocMFE3ZIpv0caa8qYgowSlxeaJ41IG9PVmZRsNZjIqzltWXW5zewiapVk5huMCkcjqNixYMeHo6c2DRtfOXdm6eGNjQj7Td7Rn+Z7U7adSVxw2H76Ysf5wD3MQhhkByYliElWDRySOmRK9/2jtuS8Hr9iY2H+IavbS2HU7ci5+Pf2Xu4fLqhIRTFzQIzc9IwdF1TBk4LkQTtjknMNii4Zg3uFMXrXq3dOnvx4ydIpcYSFpDsNJkVgCSVCOVnG0lpcbOE6DkxSCIwa71hd29+nft2//wTZrdHpqz4yUKga3wRKVWCRXKlwsY6VIk1LhQmCV0eBPTioy6D0QxApFOBAiQjGCyEiS4jlew9BKGMZhCEMQQiSERSJELEIpSqHg9TStwjA5ijAowrjcUeG4DIYxJsb3mDxhWUPdILVWy2kpvYvXuRT+xKiW4aPLqpp4pQmnOLPDi9NqAIRaq3/8tPm/3H1w/7/Oc59fv/33w0gkcuXa/xyeGAAQGaGQSumocHZL2/Txk5dPm7EyN6c8HIwJuNwKkiBhqUwixiEEEcvklJrC1UJAAIADgAiEMqEEE4kgnCZjkmND8SFSQQhREUzKFDoNwbISBGVZBYJgAiCWQTIUEkMwoFmB16+xOTWsAuN0uDNKnV8ZlVhgps2AtQrkVpjQw1qfKrFHQnav3KTKtLiypKiiuOymwqax/dcc3Ag63zx73fmkO/LyTfez/zr+7Yw8/+r7S6t3LznxxbvDZ7ehZglsFJoS1Lm90+NK/JRZEJvLTV2as2pPj3nr4mavCtcOkNUNkA0YqR7RHmobn1jcEAimGzk7qvVyaRUxDWOKevSLN8dj6VWWYTPysmr59Cp81rrUCUvdVUMlczfHvnthUNvkOLULDJ1YvGhla2KioTQ/KivZmJthjouxcDxZUVXau28DzVIYDnM8IaMkBAvJNWhOceyY9uYpc3tv2j9kydaS5tGKySvcC3cE5mwxT1kjX/dO/MaDTdYArrWw/qDbYlfQnMDskoyfHj9xdlxjm3LGkvDOdyu2Ha7adqj3uS+X7tg/w+XTAwBwgjEaAnLaxVJuBe+nSDNFm6WQsrFpzKlTN3oUtQBAUKRWr7PiOEORvJzUKkgTR1nUnIMmdFIpgZG0NxBMTM0IRad6XCnR/vzUhEqjJloqUEjFnEBA67S+UDCjqnJAVeUAmjbBsEKptEMIJxSRIjEugXBYRlFyJcur1Wq9Vm3UqA0GvZVlVGIhCoBQLJJxrIHEVCjMUYSOwrUiQPn8KbX1g+WcFQAxJFbJaQOBkwIRIOUIpcCBRFxe0/Tu8Y9LynoBIGLkSoLRiGBKRms0Zk/f1hEfX/zq17v3X3S+ed315tylK8FwCgBisYQUigh/VFpcSml0XN7hw6e3bNiem5pCSqRyBDLICTkixsUiWCCmMLnbHpWaXOByxECwHABUJCUlEA6EEhlFsCoO5whCRaosalojVxq1vFolFEsQBJVKETEQojAgSODxcUUl8eE4p0LD0Dyhs6rCqS6jTyFmAK6RKG0sa6IJLWqJNgQyPaYEvSas1MaqbGlmW7I5lOsHrzr+7Xj74FXX3/ef/nTx6rE9J1Ys3Tph0uJ+i3eMGT6nNr3GHVWoNSZS8T0deU2hUIaidoBr7Oxg8whu9grP/hOFG3Ymb9yZvO1A5uR57gGj7KOmF+RXByg9sMfx2bXB/MZgdq09Oo+ubHP2neDL6IUOmWVeuidp8kpnTj2oHqyatbZnYr4FAOD0adPSgxkpMVPHjc5JTlQxRNDrs1uddpvd4TCpFTKDVkaQwBOlHTmluaIxt6wmd9eB1XOWtvZsNgyZZq0dQgydrZm1yT5/m3vricLqNkPb2OzKhgyGpyiawwlSCovFKDD7xIEUcSgD9B6hP/3lxL9eHDp3ddEX320+/+X2jLwAEACSZHnWrFX4mnqNWjR/W15OHQBiuyNm1uxNw4YtUKuiYFhL0waaUlGkSsGajOqAQRlFYw4MNgoBIwAkgvGh6JRpM5bMmr22vnZk0JsnJ5xp8aUBd7Ja5UxN6VGQV1OQX9u7adiA/qOt9hgAMLGEhlEOQuWwjEFxFiUZRqHRGc0Wi02rMXByJUPzZrOjpf/QXjX9aEqNwnKK0JG4lsINqFRl0Iaiw/klFS2DhszIzq6jCRMAEEvLGZqUySCJVCoUIE5XuKyszuEIIIgMRTGEUEhkHBBhsYlZDb1b9x48GolEbv/978cXvvzs8rcjx06V86bocAansCg0jqrGtu17j759G4m8ebtp+SJGAtKiPe3DBiQHnKRUhEqkeo0xKT6rtqo5JbkAwzVARIiklECEiiQIihOEnJbgEM4RweTo+Jzk9KLMqLiwQCwSCoUERiISCJYCvYGsqM4YPqqpuCzLajeTLEvzPK9T4TwB0TChpFRWg8FlJlQYroYtUVpjWEU5IdIpNsQyKeVRziQ9eNXxb0fXv38++P7S1+/NXTEiu6e7tHeoaWRqa3ve4l1DFu0aXDLArwgCTzZVMyyhoq+vtF7db6S6dbxi0hzN6i2BPe+kffJ53alzPZesDw6ZoC9vNBi9FGUQepK57Cpvaqkhu9rQZ3R0y+RgZRtTO5wcOkcxfaN51CJNWjWoHGTqNzYVV4oRDLO6bDIU0/HG5fPXfPje+fLiOhnMIVIaAIEQgHiffmBjXkleuEdxQt+2qoZ+vU6fPdPV/XrZ2qn9R8XPXp9aNxybud797qWeh85Vz91QwFmlKXnBuYun9WpoSExOlUhhoRiwaljnhv3pktw6auyilOOfzTjz1ZqV20dMXdB32Jhqq12BIqiaN8Ii2uuM//Tj65FIpH3ycpGIGDd+3oZNR1nWKxCqSNqCoEqG1rGMEYXUHOXiaJ9MYmNIr92eFo4pNJhCvNI+bOT0S5/9dPnLHw/s/WBQS/vs6SuLcqvCURnLlm1r6j3M7UmMjs4MRWWEotMZ1iAjVBqDQ6mzUXK1jGJxTqHQGWwut8fnV6t1Gq3R6w819e7/+x/3vvjiW7s9JJZQcrmZJA0ioVwolBfkN1T1GlLXPPrn24+vXf+trraVoTUspWBJOYGQDM6TqFIsoACQiAUyhuRIghVLSaGU1lu8K9dt27Xv6JYd+698fePYB2ffO3X+4dPOcxe/7lHaMHrs7OS04mA4vbF50IWLn0cikQf37rYPby3LDK+aM37byjnpsV6OQCgM97oDNouPItUkrpFAchhXyQiVUISJRSiCErSCk+KQEBHZY9zxeUlFtcVtYwYnpCWKRCKW4ZScAoEkqakxNb2KvX4by9EMKycZHpZRKMVSvBKlaIxmaYWaUaoYFSc3cGonr/GyygChCRKeNE1er/jc2njw5u2L5y/v/3L7xmdXT23cs2DU1Ibew3Nr25LGLaqds7H/nM39cxudyiBIrdI3j02tHxSdWojUD+TmrgzOWGwcOZlsG4Gt3uzdvj9+7nJryyg8rQdQOYDeh/RsTu4zLDO7QhNIk1W0mJfsKJq7KW7cEsXw+bJtH8Zv/zB71qaUTUcH9h6RKWKA0qKPT8lIScr1OhJd9qS9uz+8cvmP8vJmldKgZGkVIa3M9m9dNG5SW5+A3YBhkszs3MuXv79+88fxU0f0HZY2b0Nu+yr70t3+T2+1vXO+/8jpWYFEI6XAE1IS1m9ed/P764OHtWlNquQsX2Evry9DVDfSsupQU7/xmfawVutgaAXEK2VqBWNQGGwaNyYmeEqzZvn2O78/GtgyWQppBrRNXrB0h9mWRMqdSamlVkdYKGFQVEsSVolQJQCKKH/xmFGr9uw99+EnVyprBtvcScNHz/r2uzuRSOTnn/4dN3p+Tma5WmllaO2s2SvPf/rV8fc+XLx0o9UebbVFKzUOGONVOrtKb6V4NUqzMlZOqVS8TkewchlF+4LhxctW/3b7z//d+rVl0EiMVGKEmqC0Igkrw3XBUOaESQvmL9s6c9nmd0+fX7xyY0FRjc0SoFCOgFhcIqdhJY+bULFSKmQJWMniCpbRiCSUQuto6jds49YD9b1b3Z5gTFz66Akzz128du/By+PvX4hPKoyKzfH405qah+3ee+iff//pePn8wPYN41obNi1pnzWuf3zAQmMQx+BKJUcQtEZtycsut1lCQICjhAqG5RIxCUkJsQTRmg0Wn40zK7R+g0yLmYLmpZuW7zq02+33cZzKafcRGO12eux2u9litVodEIJJEFwoQaUwwan1JKukOTWnNtK81uEJWb0eTIkjKrHciZliOEscb4nhzNEseNsdedXx6unzp4+fP/z70Z3v/7g+Z+WUxsHlkxa29R1T1rN/UjBLxdhBTL6hYWjKsEnZtf2syTlQWS+2fa55TDvVMlS4cIVh6RpH60i0ZSQ6YZ59xNSgJ561BFQ9m719x7hKGrnMCum0laFNR1Pnb9fO2soc+jz1sz9aDnza58vf1i/YPNKVZPGnxBhszoSE7KamkSTl0OpiLnx26+Lla8NHtmWmuLNi1EOq46f1Ly+MiuLFmN1gra9rHjtu+qKlKw8c2bF888hNh5vXHspcdSh8/vvWG3eXnTi3NK8kFgCAkNLmtvL1W+asWb9g7sIpg8c05lbaA9mi1umBGRuKY/JVQAKAFNLqrCadya412pUmA6WxqvQhVzApJqdv7zHRoTwI0Tb1HfPB2W8GDpsRm1K6fss7K9bu6tN/VEnZAL0hzu1O7T9gwp495y5d+vP+w8jLrsieg+cWr9zz658P/nv95uy5r3pWtrKMBQAMABkA0oKi2h9//jMSifz78EVFTT+S0RO0FsV5oYSQYgzKyGUsj7JyQsHzBj1EEoxKbbA6G/sO3HPw3YFDhqsMNlqhJ1idGGYhTOENpvRrGfPO0bPnr3y3+4Oz7UtWR6fmYpSaZ00krCREnFJmoqQaTKKWYyZGZmAxPU8aSFwLRCRF69IyS8oq+yjUNgAkAEiT04ouf/3d9z//VVnbKhLjQMgGo3MrqwccOnjk6pUvNqxcMKq1YdHU4WPbalPCRhUvRRAgV5Amm1kkQXOzS06fON+rsh9GqGnOhCCcTufkOR0CYzaXI5QSHZMTH1eYYAganfGugWPaJs2ckpmbm5CQZrcGIAkjAFJIgjc1trS2DcVwSgzBJCuHEBlG0xQr1xgNobgEf1RSUlqP5Kwild1ImkhNlNIcpzKGOd4lkzAAdLzsjryNvO2OvIlEIpHIk9cv9hw9MHB0a2Xf8j4j6mJyQohSSJoESaXuwsZQcZNr6JS0uGwikAQGjVNMna9cu9W55534WQsNFQ1g1BT5jncKNx+oi880CBEwZkbhpZszDp/pPWN1aM5G17yt+tmbmeX71TM3MQfPF134YfLlnzdvOjw3qSjB4HcDGEnLzD995tLqdQeS06o37njno4tnW4fVZqWbB9UlLx1TO7w8M4rXmDCVWWmOjkpwuP09epYdP33o+s8fLN3SMKjdvPNU6Wc/Trr667pDJ5Z5Q1YgBPFp/vZ5/cpqw1W1Wes2LmodXtt3WO7Wo6N3nhy98ciowroYkUwk583x4XyHIcDAtIFSGWlVyO4Z0DQgKSZLBqkgqVJvDOza+8HVG3dGTJg/Yvzcc5/dvP/k5eMnz5au2OH2ZG3ecvjxk+d37nW+f+rm9j0fL1xxYMveD/ceOXfuixvb9h2PTigAgAAAFQoZDNOIIVajd9fUt8yZv2LF6m31vQfJlRYxzEoRBiXkvN7MaHWOYEBjNREKhtEoUDlDqZRKo1Fjs3FaLaXk0wsLcst6KgxmAUIwGkNmQdmU2Ysufn3z6i+395755PSVa2t27HP74wUAAQCVAJqANCSkJWEdDevkqJHHzRSkR6UqiZQTiEiBkIAQDkYUGKEVimifP/nyVz98cv6a25sCAMEw1oSEHn5/SnpyRs/i/Jz02LLClJQ4l4ZHPG5FeWV6VIJLZ9WG4uLCcan9+o2YO3Pl8EGTJ01Z0LNXPwRX8kqznDdAKIHLGc6sCGSGPOk+xsEkFie1jh/kjwmodTqPP1qjcQgEuFiE9SzvPWvG8oz0QgiSyTBMoVaiOCKUCAUioQgSYyRBMJrMvLrqxsHWYEjvtzqTXNqAwhBUqlysiBKAzv86Im/ednY9e9n5uCPy8tXbzsv/+2bCvGkt4wZNXzUjpWcKQIHMLEmvj47raY0uVc3Z1r/vxJToPEF1GzZ7lWPP8dTdRxNnLlZNmiXfsjtx8arE5oGu7Hynx6+t6BXauLtx/we1S3cGF2zXL96l3nTEsfNEqH0xu3JL3Lc/L/v1zxPb9i7PLMpXWT0xadkLVqz69Itr127c+fSL76/f+nXt9tVJWd5wlKa1IW94TW5lvD/NbguaLAqGl2GMQmccOHzYx5+dufXnl7NW9hs6NX3/qTEnP1u4cd/kybOH9W5pNLtM4RTv3iMrduxbUNdYOHZ86/LVM1dumrV8y9ThU5t2n1g/auoooRSRYcqAL6UoryraE+83B9Njshx6V2wgITu1yG0LS0WUyxm9/8B7Bw6+P37yvEPvfrRlxztnz1/ufBMZ0Do+K6/u9r2HkUjk78ddS1bvdUfnxST3nDZ3w7sffF7TOJxXOjHSotVFRUXlabRBiYSXoFpCbiM5G0Lp1Eav05cgI5QAIDSnzy+uGDh0eEJGSlx6vD1oReRSMS5GSExKIBq7wRxyAFQAIOCIc0elx2JKSspitE4ZSIyfOGfmhWtfbz12rGncxKnL1y5etSU5OV8okKGEwhOV6g4lQwgPiWg5ouMRvRIzsTKDDFLCMC+GWAAwoYiSQrxYzAKAsnLz2rX7Pjp9JSezJ09bksM5IVeixxaKi4qJDnpCIZfeyAlhYPZoCiozK/uUZpRmphRk5paWlVQ1rtmwf8HCLRMmLr7x/Z2jH57XW/wiMeEPp1k8YRFFqTzGrLrsYIEfs0FKvzyxKMEZ45ZrlUIYQgmaUepD4dSx42ZNbl9otQWFAMVlNInTKCoDAGAkGYyLtfl8Cq2jffrq9hkrea0NlytoFUerKJWR11q0MAmDZ3/eefPq4ZuuP1+//a0j8nck0nXkk+ODp43cdHRba3ubNcXM+hllLO8vtpkyOU0y3ji1uGlSvitTkt+bnr8pdeOhrE2HEtbu8m/eF712a2xBGabVg+QUV0KCF0YFSZn86Bnu6StNS/eYVu43rj/gWr87cPBYwa49xe8dH3Hrh3fu3P1mxZpVdc2tR0+d+e/li7v/PPn7Ydf9Z5EjH52t7tfLHmWKjnFnJ8f4NUoXQ/jVcp9Zq+TlEEp4o+P6Dh66euv63//56dqP5z76Yt+Frw/e+PWT/ce3Dh076L3TJ5asWeqLcdX3K917eP3osW2T28dcuHRmwtTxnJZHcbS8tte+o++3DBkjgdi8vKorX97YuHr36oU7D+34oDCzoqyg5oPjZ7Zs2M0xWrPRdfjQ8V9/uXv9+q17fz/Ze+DEitXb127cn55duWTljvvP39x/2fXgReeEmYswzlLde/j7Z6/+8ffrISPnAECQtKO214iTp67WN4wEgBBBWoJ3MhoPTOl4rdPiikFxJUlrnd5wblH5hPZpC5cvXrV1Za+WSp2LE+OA4BC1lfcmum1xFtyMQjqpRCOWGVBIJYWViISFYR73J8cNmTyhvKUlVFBS3jwor6Cal5s0GuekmYs2HHi3umUIb3RJRKSRtVnlDk6qoiANjqghCSMUkYhMwXAWhrNKYR4AWXJq8aFDH/7+64ONa/dkJOanhTP95qDH6E6Ni0tKiPYEbAgtFhAglBVctmv5il1rJiyasevYu1PmLapqHHjlxg+/3n00cfqKC19ef/SqY0z7bFphCiXmxOcUEQadNmRNrkx251iNSUprit6WYPckReVV9YzPyJTRTEF55dBxU5zeGI3ebTC4CUyBSklIhEolKAAgKT3z5PkLF766evTk+Y8+udrQZyiEchKIEEMyKYQgCMop1CTNgZsXT/x0/eS/9z559PzSk1dXO978tWjbrOgeoeYpvT2Zbi5Ax9YEfKUORSKN+iRCq1CVpPEUulivNKmnYfnuvqv3VrZNUs9b7z1wqnjmspDVL5CggFdhJI0hmFSuEaYXw/tPVVy61X/WWv3UJdqdh7OPfVC7Y1fpl1/MvPfXkUcPv7h167NNW9dt2bnp868++/3Pv3+582Dl5kO+5GzGbjNFBwOJiXa7R4VxMVZXetBvU/MsiXn9gbSsQqPdV1lX/813N7ojna8jT+/88+ODZ3+9e+LQgEEDb37/3X/Pn44aN6KipuTsuVM3v/v27Mcfb966raquSQKTAABvVPKlq99d+OLb2ITiqqq2Cx9/+/Gp6599dOuLsz9s23Dw4rkrkUjko9MX9FoHApEzps1/09UdiUTedEceP3lx4dI3+T3q6noP+f3P+w9fvLn/vPPhy65Fq7eaPfGVjYM2bD96/PTlEeMWSBA9p/I1NY87/O6n4ycu0eiCMtosRVUYY+D0LkphMdqDepMvIaUgMTWXUxkD4dgho4cv37Sssa06Ic/PGCBKLbFHq0NZTluyzpFpjCrxWlL1XJDkAjTjYBENDigIU6syKmpSK+usiVkxmeVOV4IQkHFx2ZeuXD937cbafYdbRk7AcF5F6n26gEqmk8u0NK5DEQ6COYoxsJxJrrSq9R6TLWrlmp2vXr2JRCLvHDhpN3olAoSFOYvSyFMERaEqLamykIwFlzvY2Rtm/+/+jz/+e/d+R8etu/9cuvr9w+ev/n36+vSnX93+50EkEjn39Zf2UEiKE0qbFVaThJWg3ATuQuyZxkBBIK2mIK+udu6aTZ9evVnVNLCueciOgyeGjm7nVRaxhFDwOjnNMzhNk7RYAmUXFh/78OyR02cPf/DR4lUbA7FJUowk5XxqdnZOYWFKeqZabxJLEfDpsfWnDs779OPFFz9ffuTUnOMX1k5cNsiYqHTlWRLrovxltphefm+ZnYkhEa8McfOkV6+MMkq0YnOMYvqK5vHzyh2xYOBYzQeXmtfsLPTGyIAIACFgebJnVVZGrj2/XLlqW+nhD+vW7E6btyq461DZ+c9G7j/U8NXV2d/eWPHhqdlXr+y+eG7vosXj5y5qnzJzRn5ZrdoREsk1lN2pCkarXEGV3qWk9WF7IDMmSkOjFCYuLsmtrmvg1ZpgODRl+uSjJ96989cf/y+Frd+0aeDgwb/fufPq1avFi5csW77qyZP/IpHIjz//Nn7yzEUr1reNmCSSYpzSNnj0zCmz144cs7hf38npKbXjRy49tPOTry78/PT+60h35L/HHXNmLtOqbTJU7nJHnTx1JhKJdHR1RyKRz69cz8yrXLt5XyQSuf/s9b3HL5+/iXz3y19rNu+fOGPJ6Inzxk5elJ5bAwDpCWb2ahoeHZNXUta3oLjJ7kumlRa9PRhKzEJItUTGsQqzJ5CkNbgIVuUOhdzRfrPHZPCqojOdKieGKABnh7VRlDvXmFATiq30+3vY9ckc7UUZN0XaeUDL9KGYodMXjVmwJpBeSqnccXFFJl1Aydumzl6y69ipNXsP9Rs2BsM5DkSxTOUAACAASURBVFe79T6L0o5DLACwAMhghKNZo4xQS1Eep3VVvVoufn7z5eu3J09+EhvOcFoDzQ0DemSX9MgtCnpcBAnhtIDSSHkHbgyrh80a8v39H19FIk/fRJ50Re48eHH20tULX35z/+Xrv18+Pnft0xnLZutcRpiVUXqWtTHuNKsmzNJ+mSFFa8twBQvS0qvr1ux570lXZNm63e5Q5tS5q+7ef7po2VoYJhEEVyvUClZOEaRUCtu9gcrGPnGZuaHklJrmpvKGWpXVoDLr+g4eOG7alD5trZxWAwAA72+dv2p684JppevXN4+bVjRiesWw2X18hQ5DuspXYQ3W2GPr/Y4eFkWiUhlj4P0OWK2EFSQgBTAnsgbkWgfmjpaMbnev3po1ZoqzsIzSmSCpBJiMXGlFRp+WnAlTy2p6W3r1VX9xfeq1H2bue7fh4uX2Tz9rP3p8yLGjQ44cHHbmvakfvzfnyuc77z/45fDRXd6wjzFqk0uL02t6GmKjaaNNqbVrOIOO5nwmZVqsJeCm9XpcoWE4NWxzc9X1ubWNRSXlBVu2bv77n3+379jbt9/AO3/e/e67H6bPmHv58jednZFH/734/pfftuzcd+DYyS9u/Fhc3QeI6ZT8qs27jl38/Id1Gw7rtaGAJ3PJ3C0/37z94r+3XZ2R16+65sxcajZ56xsGRIVTikqqf7t9LxKJ3PnzftvQcW0jJv7w298vuyI//vHPdz/dfvi889XbyOs33b/eeXTs5MVJ05bkFddbXfEEazY7Y5V6Dym3xCQXhJNyLZ7o4qqGxIx8GamEZDxKqFBCBYQ4yWocgZDWbuKMnNrBqZ0UoRNiWkBaRahFoE9UWrL0TBSmTeK4GJwN4apYlSJoEKk5wuapHjrpyMVvl28/mpRVWVrSt7SwwWmL6Ttw9I53T9a1Ds8o6pmcmqtkdRpGF7AHNUqTUmmQyTiJhOJ4s1xhwWmdSueeOXfVR59caZ+2yO6IghB65cqNt/7366n3PtyxdWdL/+aExCCvwymdlLFAvkzb1FWTr9/939+vnv1+/8nVH36/dO37afOWTp236PL/bsxdt9Cb4mOMLGuUq+wqzswYAqpwvieqh8OQzKniOH2SVWbXOdKyBk1dvHDd/unzt2gM0Q19R0UikS+++pZhdU6XPzszD0MxoUCIIBin1mmsdoTlJDRmCVnjc+ONfjOjlxs95rjMJE9cFKGQ2/xu8NXxHevntE0Ymjl2dHphhTGpyJxVl2DPtugz1MZ8ta1I6+hhDFWG1PEGqVKGqdVADAEBEMAASIEABp4odOAw16TpwSkz/JOnBebMS5s3r6SyzKNRoC63oldjUnlllNUmHjUu7faf22/8sOjgsZa1W2rfOzVh156BJ46PPbCzZe/Gpssfzbx1fdePP36479DK6EQPpSUK6wty6gosMQ6lRcfyCh2v1FC4S0f2rkqqKveHoilPiArF0xkFhuHjSie09wnG2HRGbZ++A4cPn1hUVPHtt99fvf7dxs07Hj168rKj6/d7f3//22/Xf/zxwtfXHrzq2nroaFqPiv3vnXzb3f38VeeIsVNLShqOvHNqz44jyxatP33y0wf3n0YikZ07DukN7u07D+098J7FEVqxZtPtv/4ZPWFGVn75mYuXH798c+/Ri8vXvvvo3KV/Hj573RV52dH9oiNy7/6Lj85dOfb++VUbduvNfoGEKa7u3TJ8wqDR7ZUN/XJ6lFc39dUaHSjJ8xorozDDuJJRmOy+WLnOiPNyg8foTXAobBSqEtJmCeNAIaMEd+OkDxObhVQQx7wwH8MYU8z6BIcu1q+JjgkW9Fz/zofvf/rtvCXbqipaQ9606VMWX7/567YDx2zBuLnL1pw7/3lGaq4UoAFncPzY9tWrNldV9VEoLE5ntD+QrNQ45y5cc++fJxu27JdzBgDEnkDsvAXLRowcu2DBkjWr16emppptBk5Lquy00k1Z43UNI3rtObX/2u+39rz3Xu+2odPmL+4/bKQvNj4xN1NhVQMhgOWoNWR3hGx6t0rtoIxRcl+20ZNrsGca1bF6wMJipSKzpnefoe1TZq0dMLS9aeDYG7d+Pf/F9fLK5mnTF86fu9SotwMghGGc5pS0WiMlCYAKRbRQYeO0Hi2mJmBOprBpeKtW4zDm9CwCXXe+/+qjnXOnVI0fmzNqcmFigZmyw9p4jbfEFVMfjO7liasNpdensw4lgIRiTKbRqnMLM9JyYhgl5I8mp8xMnbM4qd9AfvrM8O499fv2N3388fg9OwdOGF04eUJFVXUAxwUkIZg3t/rjs+2bt9UuWV3af0hw7pJerYOTx43JXrGwYu+GPrcur/zo+MyhQ3PLK6KNNrnaJCuqjsso9sekml0+lVop03O4SY5YldLsRP2ggWljxxeV1jjyynUVTfZZS2qvfHvwvQ93jm8fl5FTaLVHqTSOcRNnrlizcee+Ay87uv64989Pf95++OrZ3SePfv33nx/v3Vu0aePavXu6IpFIJHLpq2uFpVU7dx+KRCJPHz878+GFTRt2v3v45KVL3wwcOIYgNRs27X789NWgYRNC4bTk9ILoxMwtuw89f/P278f//fv4+Zdf3zh99vzDJ89fdXb/ff/Z0+ednW8jD568ftERuXnr94ycUiBAJ81e/PX3v+04eHzGomV5peVGu4tWalCa47RWrcXHqm12X1xCRqHW4sSVnC1oD6X61C6WMeGUEUd1qMyEyWy4zElIrRDpJ2VOVGKSyGwEZmX8+cn5fRvK2lqX7z546tNvbv10f9GCDR5b3Opl2yKRyIUvr2QWV3127cabt5HysjohQELeuGntcxcuXFNb3S8/t6KhoTU+PttsDR5//5Nnz1/3HTgSADHJaV3+sMsXVGgNMfFJUdExqIxECYJSUGqHSu1VKr3yYJa3dnDt8OmjkgsygVCkMuqcoSAqZwEsAbBQTCFyg0Zt1tM8RfIYzktIrVhug5Q+whivsqXZGDuncJnqho8YP3fph59+9fT1m2kL1zQOGLXn8Ie//fHkpx//WbFsq9UUAACSSnCSlhO8HKIxIS4S4AKZUsZZeITHxAxM6FnayBFahjFy4O//fXrj4p4ta1s3bhp45NTs1vE9jLFyU6pWl6rylzvy21Lrx1Xm1eXI5JhAJHB6Hc39e81fPLn/oPKYJL6myTp7adqUOcH6ZmZAq3HJ8qJNW8qXr8gcPty3YlntgX1jC/J1DAlqK31LF5XNm5uzaWuvmQsLUnLlCWlqp48wmsXhID6if/LFE/Pf2TW5pMjt8WI2BxqfrG0emFNVF+MPknqNKODmEwOWGKeuNDsc7WbyM82DB2dUN3kHjU0bPC6tviV6wcrBC1dOefe9Ixu37jPbYoCAYRU2mtfXNDX/fu+fx6877j569LjrzcOOjt8ePJy8YGFtS+vVn3/peNt9/9GT+SvWTJo2++9/H/7/lvjt2+7ff/vrwvkvt2zen5beA0EVs+Yuj0QiX379ndufBIBozJSZLzq6XnS9vf/0xb+P/vv99r2b3/90+89/Hz99+eTZ646ut28jkWcvux48fvnDr38NHjVJKMVjUrPGz1wweNzkhoFtBocTiMQEryQUapThEVKB0GqCN9BKA86rBSiksWsCqV65lZAwEiEqEhBC1skTdlqkh8RGiTpOY022ygyYRA3DGpk3K5zduzSmJD2xR96aLXs/+eRq7/pBq5Zsvnzxxrc3bt39+/6ZS1+dufTV+k17UpLzKUxt1HrC0RluV6xUTJcW1x09emZK+/wx42d99sXN9Vv26c0eqYzRWdxKvUlGswqdgVYqpTIcltEwSmEszeg5xsISJkwb4LR+OWWCMLUUZSQIK0VYBONIKSWT0DjMsVKSkSC4UCgRiUUQKkZIASwHiEqImSSqoMKT6a8d1twwvC29rGzqwiU3f7nz/e1/G/oPD8Rknvv0+ssXkZnTViKQQggwWErTrIKQs1ISQeUyQkmhHI7yBESjsFzGGHmdW6d1ayWsEHxweMmZ95ecPDl1664BMxaVFTe4vZkqS5qCDkH6VDanT3zrlKakvBggACgiTUj0p2ZGO3w6q0cWnYTnlbPNw7ST5wYHDHcF4wQFJdjkadFTZwRz86CyMnX/fr6ifG7U8LiTJ8aeODZk0aKs5hZbTDJm88EWF6UyyHAK0CRwGNAeaZbyPH9MSG3QS8xWKCnVWN+YUlEZ5XBACgakxFv7N5aPG9p/+7qldeVZWjnQa0F2kX3mkt6L1w/p3ZZdWpOcmBa9fM26L7/+MTaxWG+ObRvWHp9eiHHq4ROn/HLvnyedb/953tkZifz15FnT4LE1/Ye9f/7K5v3Hxk6bX96r/+FjH73q7H72vOPZs46nT18/f/b61avOR4+e79t3VG/05xZU/3bnwX+v3wwfN4PkDItWbnj1pvt559tnr7vuP37y6nXnP/8+uHrtxs3vbj17/ioSiXS+6X7d2f26q/t5x9vNuw+qjXYgQTizw+gN0To9ruAptVJCEDDLyuQcEEEinIEoXoTiiJyDGYI38caAHlVBIlwEJAJCQ4XzYxypdsZDcX7ammx2p3loG4uoUNJEetK8CeXx9jSrKWQdN2V6a+tIOamZ3T5/09rt9b369W8ZPnT0lNTsYoXKmpFR6vckA4Db7fGjRs6oq22ZMW3BgwfPPvv8xvadR/Yf+iC/RyUAIpLTcVqzlGQkOIkycpRlJCguRSiU4HA5DzEYxMO4AZHbEaVbHM7R5VWH4rMtriiVyaNgtSTKYiIcE6K4GCKkUhKGKFRKQBAiFAsQQqIwM7QRE/NCtVeT3jPbFuPBVLze5UnLL5o8a86Iie0Guz+vR9VHH34xo32pVMQKAIZAcggmIRkmkUlkDE7zLIxjAgSCaVxl0WoceqVVqXWpZAoYLF3YOn9uw4zZRQOHhfoM9hc3ODxpjC2N9Rbq9YmUP8c4rL1vdkG8kqPcVrXNhNMM0JuwgmJLOAFKypSMmepfsCq1vE5v84p7NSrGjnfPmBlu6W9OjBVkpiHTp2ae+Wj8pxcm/fzLiivXZpVWqTQWYPWSFo+KUeE0hzqcCrMeZ2XAYSATwqZgUGO0oB6/PCvXm5xqMlkgvR7Jy4uZOX3sgjnTZ7ZPWDy3fdWSSfV1mRqTNC5ds3Dl8D2HVxeVZ6bnZL538pNPP/suJr5HalbVz7cfvfvBBbM3ltHa1m7b0x2JPHgReR2JfP3drwNGTG+fv275xgM1fUfYQ6nOUNqMeWu+vv7Lq47ut92Rf/55du+vB48ePo9EIq9edY4cOwPB1ROnLn3eGdm4/R1CbqxpHPDzH391dUdednS+7OjsjkReve74+uq1M2c/fvTocSQSefW6q6Ozu+ttJBKJHDz2QXmv3qHkdEyl561O3mIl1CpCrRRiCEBhMUVKCRLheLnRQmq0AIGsIW/tgDpHjF3MCjgzS2pJlYtPKokO5tnMiZw9VW2MU1AWmYASCEgBpJQSJpk2yPizLVHpvtiEBF6uQaW4TmlQyDUiIQyA2GQPWhxRct4wbfqygS0TRSK5WulbsWzHX3cfP33yoqsr8uNPd6dMXeDxRqOYnKDVnNoiY5QwJYdIFiIZmGIkMpySKxilhpDzAhwS0SK5HVd5ZWqvtKJ/7JSFvQprXM4oPJxqDsRbeR0LE5gYxiRiHJaQsIhCRBQsJoQCiRSB1Ea13mmg9SwsR2gtQ6hYXMmjHA/EEpFIlJCZOqZ9SnxqmssV9HliKUyFwwoCVYiEKBCKhFIRhEIcz1M0LZbCMIZxWrXCoCRVOK3BxKgI5Oa4Skqd2XlKmwcUVelGTisqrPeFC3VZDaGoQnNCkbff0KqGxsLB/SuaazL8VigxGlu7qt/J99vLy7m8AvGeg/XHTg0oKsVy8/BFizLmzIrt35urLWGSo4SVpYp163q+f3LIxc8n/nx71alPJtT1cyRk8FYvh/MopSBUOoXFoTUZeY6BTDoy5NMmJtmdPp5TSzRGXK1HeLXQE1SOHNt36461I0YP7VVbNW9G+w/XL929/cXEqY3+GK6kImHshIHpWcnB6Pi8wuqKqgEuX0pKZtnW3ccOvffJio37i6sH5pU0vf/RF3f+7Xr0KjJ/xc7a5tG7Dn+ybP3BCTNWFVcNMLsTi3r2PXvh6uOnXb/+/u8//z5/09X97L9Xz5+9jkQiN27+HAilOzzJ17//64Ozl3m1wxdM/PzK9Ugk0vnm7dvu7reR7reRt3/du/f555/f/fNud3ekq+tNR2dXR+fbru7I5Wvfnfzk4rINW/TuoMLmCmfmsCYzQGGZRsk7LJhOhelUrMWo9bjULofObS9uqGodN8QWtvFWxhY26r08ZZZYEphgntKeKnOmkzl1gayKMG2QAQRgSkhuxgwBOrnYk9Ejzmw1SUQIhdMkSkJiGSTFABDlFVauXr+7V9OgvftP7th2gpO7hAI2N6vmu29/7uh4e+fOwydPOocOHQ8A4JUWizNKrjQSjIbhdDijhnAWSFERLGN4hVylJDm5AJNAHKT20GqPDFaCxAL9tMWVPZvc9oAoJlWXkOEw2jhaTkKwTCCApCIMAjgECKkAFwIYQUiVTq/Q6wleDhMymmdZlZpSakiVFqIoAIDaohk6bkh5TblILAQAyEklR6pIlEUhTCqViiRigQDoNAqdVgVBsFgshRBEKoPEmAgixEAEgMer9vmYUJj0h9DmlriNO8aOnVGb3yuUWR1M6OFNLY5JygokJzobK5NHD8gZ1ju8aErhF2fmnT42btRQ1+A2zbr1WRs25fXuQ0+fGpw42t+/QV1dABUmCqvzmHGjorfsrN24o3Lbvoa9R9paR8aFEpmMQndUoh2TQwglUejkRptGrWcoVsJxYq+bj4rWG+0kRgskCNDqCa0O8fiUW3YsPvb+/pSMRL/f26ehZsSg3quWTXznyPLlq8Zm5fgUKjgY8lgsLrsjPKBlbFpmcWOftikz5+8+ePzW7w/3Hj5vdqR6Apk7958+ePzTqsZhyzfsv3zj9tZ9p09+cm3UpAUl/8fDWb5Hcb9d/Ls7Oz6zszM76+7ZzWbj7u7uISQQCJAQHBLc3a0tDsW10JZiLVqkBpTSltJSClXcE4jO8+J3Xc9/cF6d61yfc9+nfNC2fZ8+eP72wdO3nxw/d+Hyd69ft3d3db9+3dHV3dvTJ7y/bo/GEDh99qq7f78oKKqnpNptO/b39gl9fX09vT09fd29Qk9X97uff/7x1q2fe7q7BKGvs7PzzZu3L1+9ffryrSAIJ85f5M1+Gj/fzJXvlTcOFbMy3s8eW5RrCffxfma9z8lYtZZQ79Sl86Yuma00qpRWZVpJSkx2qMknl5qBM46JLtYEZlPedDK9xj12Tr/i/omUEsHlkN7FeiL16aVhcRkhcp4lcSlDcTyj0Cr0Kl4vY1TNLePv//Nk+pzlSWklFWXDdGofAFKaNIwZNWXv3sO7dh3esmVvaGicTKZLzywLi0ihGDUt0/IqC6s0YlIlQnIYzYoRFCEwTquQGxVqh1rpkOEKMSYHSXm2kW0ZiZna2GRtapaf0caotFKVRoFiJAAwJMIlgJAAAgKUCOAEKVdqzTSnglCKoOVyXssrdDK5jpZrcE4OS3GdXVtYmVtaVaA1qCCxiKVkFEpJgEguY1RqOYKKKVKsUmB6LccwBIwgCIpBKAoQMYAAhIvB7FlTCvOSwsP01ZWRE1tLJ7SWNI3KGzm5MrsqxhyktgeanV6TL0AfGci11EesmZW/YX7hggnJQyqNcycHHdpT/N6aiLZWQ9t454lPhq6cnzG0xjSm3j6iytrW6Fu+OHvt5rK64Y6EPLJ6SEBMpoFQAneoKTE9zObRcCpEb2NsXpXJxakthL9Pk54W6PZXaIwYw0kkMOBluFUvzUoPbG4uzylIlSnosKjQ7du3bN/y/vDGyokTBs6bPbyiNE7JYyoFq1Zpc7LKNm3cl5CQVd/QuP/wR7sPHjp78fr+w5dCwvMxTBsckR4QkjK4edLDF+/ae4Tn7V1Xrv9SWjt0w479j990fvntjTMXv/345JlTZ8//+ef9np6ezq6uFy87e3qFJ087qmtHW+yRx099t3rtLqnM2DCo5eGDp4IgdHd1dnW97RW6+vq67t2/c+3qNy9fPBUE4d27d8+ev3r+ov3Nu76Ozp59Hx+PTs0fMLL192ev9n9xxpOQAGvkKo8ttjgjf1CFNdIDaxmdz14+pH9aSZaERILjQgaPHpRSFMs7MNoC1EGQOVrsSZcEZuGGEDBgTPKarW3RKS6MBUFR9uyS2Og0n8rAwTBG4SwrVRq1VofRiUkoh9174uR5QRD2HTqm1rnFYoahTCSspTGtxeQOD49NSEh3OHwAAILgy8sHzpy1rG5Ai9nqI2g1IzfIVWZGrielcpaX0yyNM4Rcx2scekbLwFIJo4Q8wbw3RK03w2lZ/ilpXowQIRjEcAxOMChMwRAhAhgAKCQmIAklRkiEkhOMCiHkIrGUxBW8zEDTakKmIjlepuEDIwMq60qKyrPNVj2OISSGsiQV5HElJ4RZrVoEBQYD4nCQYaEmp0tH0ChB0gQtEyOYVC7zC3KCn27e2Lx+ZUl+3IihBYvmDM7N9EtOtU+aOTC7PE7rUlv9HWa7KSE+sKoktLk+eHi1oziezIvCG8v1OzflXLk06OzZmuPH+i9dlDytNXL+tLj5k2OPbG388qNJK6dlNw3xlNTpAlNEngRReJbKHaMnNCSpYBz+Jl+YMSCE94WzvkiFJ4I3eaiENG9KaqBOj/uCTZFhbjmFoQDE+Fkay1OCnCyJA5NZk5yatu6DDWdOnVi7ZHHzgPrMhPCMxMDwILvVoFLzKk6q8/eLIDDOarPu2rfjj7/+uHPv78XLthjNEelZ1c0jpnJKe1J62ZmL37/rFZ6/6VizadfsJR/cuvffvk9PpeWXD2gaeeizU3f+/Pve/bsdHa+FPqH9TXf7m15BEM5c+D4gKC0ptWJ863yrPSQ0NP7bb64JgtDb3dXd87az921Xb8fLV09u//Ljk8f/9fX1tLe/efOmo7tH6OoT/nr88vjZr/Yc+fzw55du/Pnfqj3740pKTWGBjFOf3VA+dNZoU4QTN7GcQwsrCCABBE+FJoXnVOR6Y9yMBSMtgLQDSzweWkDHVcgTy9WVTUHLNw4vrY3mdeKgSFt6XqwnxMGreSnFkxjPSpVuR2BaYrZWbY4Ij//hxu3Xrzt2H/g0Ob2YotQEqqQQDUvqpBSPoTQkJgDAbFZvcVHt0iXrfvzx/oEDJ4qK68orBycm5zOcQYJxJKMICQuPTYxn5ByQiEgFJ1XxFE/TcgTBAABAJpP4e3R6HSsSAwCABMZJWkUSSlhCQxAphnAxgkMELcIpEUHDNCfBZADQkIghUSVBKFCSIWQyTiM3+RmCo73eICfPMySKAQBMKtW01pETJwwOCFBzchAYSA9siBkwICks3ERLJTCC4BSLUqzaYAyNjgBbNq7atW1lXVVyfLhucG1cUY47wEsmpzmDo63ecL+giFC70xIWbCstDKwrcxQlMqk+0eBi+/5NA7+5NPqL09V7DmR/uL1k5IhwnwckxUI1ZaoPP6g9fWjSyAHBiUlkTA7jiheHF/CxZS5LhBFXcgjDSjBYZyST0k25pfbYTLUznJQZgcXNWW1yGSPWqWR5KXHDysuiDLo4o6oxLy7eX8VhICYydNrU2e+t2fjRwSPnTlw4sO1gQ1VNRnx4YVZMcmywx+ZMikqvLh0UG5HMskxIWGDbpLGr31s7dvwMlyu6pKxx9fs7E1KKFDp3RFzenMXrZixYu33vp+2dvSfOX2kaN6Vh+NjZS1YdOXn2wfOXL1+9eNfxWugTerqFV6963nT0dnULa97fa3NFu/3jbI5Qs8V/+4d7BUEQhN53Xe0d3W86e9t7et8+fvzvk8f/dXV2vO1of/Pmzdt33d19wuMX7dd/+fO/Fx3f3743Z+1m/6QMzs/tTIgNzEoMLUiOq8wMyIhwJfg4lwbVUqicFNMSUkWxBjmuohA1jOkB50ZiSu15jZ7yEb6JSwsqh4XEZhmDolRmF623cWoTr7Ho9CaLTKpmKDUM0f5+oe+t3rx39+HJE2dObJsxtHlcTkFFYGi8zuAnY/RiIJUAGsMYkpSJRZhKYVqx/P17d/9+8PBFV7fw3be3Vq7eduPm3S/OfJOUUsgprTqTOyQ0avT48Ump6WIJSnK8TKmR4BSEoBAkwRCMJnAShSEREAEgFoklEoqW6nBcKRZTBMGRUrkYI0Q4LqYpQOAAJYAEFwFSBChIRCMwjVFSTEoTLEnIMVyGYgRC4ChDUhgE2fTqhv6F+fmhsQnqnELjgCGBa9c3VPWP1JkwVo7gJMnyGo3Bxqn0Kr0JlBYFDK6PqSsLCPOIUyLp8jxrUY7NZcesFqphQOGsKaNHDKkcXJs2rCF+4qjkcQPCPphZcmrXuJsXF/x2c9EvPy6YOjUmNALNLXDn5Ptl5xur+jsrahxp6XxCAp2Rq4/N0ZjC4cgya3y/EEOEDlXijJqTwBDLwHkF3rLaoPRSa2q52xgkI3mgkqNqBkUBsMvZecMb9y+Y3pQWWRZur4j3xge6Vi5e+OTx8+cv2l+9ftfdLZw88XlBfq7XY8tIjerfr3jhnNk/Xfvxlxu/Htp7aP37a3Jy0gxG3u12JSVm+XtieYUjICi+sWl888hJecV1nsA4mcI6c96ypy9ffnzyi9bpc4+duXTnn4efnD73219/CYLQ19vT19PX0yN0dfW1t3f39AjPXnROm7HCYgs3mUMUStukKbPbOzoEoe9tV3tXT2e38E4Q+rq63zx59m+f0NnT2/Xqzeuunj5BEL659vP2vZ/+8+Tl5e9+DI3LAhIKsHKpzeyMjVT4XJowb2JNQUFTtSHSKXOpVP5G3qZEWBigAFeKVS7KFMQHxJuzqiIaxmU1tWYOG5cam25CaCDjIbNLpTBw02Tw0QAAIABJREFUGEeIKUwEwWaDs656sMcV7PNGfP3VNUEQvrt6MyYuVYJJLQ5/jcGBkyoC11C4nia0EohEEUoiJgwGx76Dn/zvNKVXEP55/GrjtoPrt+w9fe67RUs2pGWW8wqrxxNy8MAno0a1SmCMoFiK4RGUJAgpLMEJlEQkKCyS4BBKojgMISKAIrBULCYgiFCrLWqNGUJwAMNiAgeIBEAwgGAAEABQAFAIIUlGRrEyRinjtXJSSojFYilFSQmSJYi4SE9omIVTgbIBjrlrcmetSmmbH+2NYgg5kGsJTqmUq/QqnZlX6mS8CqxcXDJ5bNQHS4u3ra5eOTt39YKSNUv71ZYFFmX4LZ85eP3CEWtnNa5bNHhcU+yqBRWfbhv75cGpmxaVbF9T9e3ZhZ/un1RTFeQNUpTXpdU15ZQ2RA0an5Za5vDG0KmFlvgsfVC8PCrfnlgb6ko3KwJlMgulNspZGWE18iWl0ZlF7phsfe6A8Mhcj9JEyGlIQ8NmlgrS8hke48LG0j2zR85tKFg2rv7S8X2vXjwRBKFPEARBeNfbvWD1Qr1Tp7OqQyK89QPK9+7d9uMP1658+eWeHR/++sv3Dx7cPfX5x2UVhQQhY2QmkZjRaB1bdxz45LNzM2YvnzVn5ZjxMyv7DarqP3DClOlbdu09e+Xqw1ftN+7cvf3n/fbOd93dPW/fdXd3C319Qnt758NHrwRB+ObqT6npVWq1j5Xbs/LKfr37uyAIL9pfdXZ3CULvk+cP7t6/fe3mlb/+/V0QegVBeNvZ9dPtOxu27J0yY/HVH+7c//fp+EnztGYXoVLbwkIckRGUzQJrldbY0GFzW/u3NvrSwziHkrOwnInROWSOECYq05CY73WH6l0+dVi0OSXTLznD4efhJSiQoCJcRohwMW/WxKSnGCw2u8WzZ8fBSW0z42JTr177vk8QTn95pX5Ic2BEjMHqJ+P1CK4Qi+Ved2JmWoXJ4KJIlqJ4GaedNH1eZ68gCEKPIHz/2/3Cqga/oNjmUdNmzllTWj44NDylrXX2zBkLvd5QAMQELmUYniJlDM3hGAmJJGIggUUIBuGYBINEMCSWSCBELJJAEM7LjUqFCYZJMYRKMEIES0QSSIyiIhgBYhhAqBglUJIkGJrmGJVOqVIrcYygCVqKUwyBpiT6Siqic8rdU5amzVmf2jTbWjteG5Uj1TglciNBy6UYTWMETUtZqYwDd26sOn5g2OcHhl37YuL105P++nHNj18t/fC9unULKz9c3jClMXbf6saTu8aNbfDs2Vj/+/fvH/pw6OBqy9wp2Qe2T104d+DMOQNHtFbk9otNqQjJbYgoaopL6xeSUOwLSbXE5thLG6LzB8aE5fkpfQxlRlVWuVrLEzii03GxKV5fnFbjj1gjFWEZnoAIq5LDpBAIsarKEoKzAkxuTDQgIWDNhJo9K8a9+vtrQXja3fVAENp7+9ovXz07dHxDfE5MSFyA0ihLTIloGdXw/rplx08cnjJ1zAcbFl6/ee746f1FldmcSmlxBFBSvVrnXL5q3YqV61NSC1at3vLo8avr3/8wa87CjOyCljGtZy9+97ZX6BKEl52db7s7e/t6377rfvmyo6Oj+8HDpzd+uPX8xev2ju7Zcz8wmsJJ2qzS+63bvO1dT9ebzo5uQbh7//fFK+aPmzRyxLghQ1oGfHLy8L2/72/fvWf0hCnLV2/YtP3Qr3/80ysI23YdMTv8IQz1jwwJTU2gLQbAUqRFkzWwpN/o+rCsSMYkxdUoa8B1LtIbTSfmqwv6BUUm2kgphBPAYpPaHaxSjlltmujYSKvTZnZZQuIi9x39eNb8JRQh37pp94njZ+sHDrl6/fs+Qdi8c09afmFQVHxEfJrZFSSGaATli0sayssGqZQGgpSptGaSVUYnp+/9+LMffvvj3qOnp7+62jiqraRfY355fVZeTVRMVnhk6vCRE81WNwBAyvAoSuG4lCCkKIKjCMbKOI1KS6AUACIAgNPunjB+0rKlq7KzCkmSxzCOIOQQREhgHCEoCEUlOIpJSVRKQxghQggIxSAUFaOwSCJCcYSTy0icwmBCKZNjEkihoApLQ8dOyxo/P7Wu1Z5aLyltkRc26l0xpNqJa2wyTi0laBwjCYwkwce7my4dn7TnvYr181PPfTTs/o1l//763oVjE8590nr78rKjW4ee3jPq2+PTPvmw4fIXbbdvLvn+6sLTp2Ye+2Te8U9W3fzh6G/3v5ixZFBGla9oSHT2oNDwQps7yaT0cLASisxyDhqXGZKm13oxtYtEWEiplatUCpzAZEraHmoyBisos1gTwEakB2YUxsTGuoPd2rL0iJbK7ObClESrJoABdWmu92bWHts17fqXm+7/euzH65+uXT0lJTPYFabPKkuMSwslWJCZF7tx27Kvr32xdefqzLzosZPqxkypjU5z6VxyV4inesCggMBoRqYJCAi3WT1atSU3p2z/vk+EPqFPEM6cuVhdM3hI87gffr7T3tn35FXHw6dP7t2/+8PNH3+7c+9tZ8+z56/+uPf385dvBEG4/v3vWdkDYFRHSPUZuSU/3v5FEIRbv9+eOmdKQ3N9dHIor5dKlbhfkCOnJM/t8+mM9uSMwv6NIz/YvGfF2i1xyXk0qwJAxKn5kvqa0KQ41mJQe2z6QJveZ+HtarVTG5UW4Qw24jxwhmL5/ezTF1W1jCtRaSmThbfZOBwDGAxSksO3bd2wYNH8qbNm1A8bMmbSpLLK/haTZ/0HH166/N2YCW1HT53sFYSDnx11h4YBhDI6fY6ASIrVBgTFLl62vrZumAhCxTCi1JuCo2Nj0zPTCoqWrtt04tLXs5etmjxn0bFzl1omTNVbPLRMi2Kcwewymp1OlzciKk7Oa4BIQhAUSdI4TppNloiwSI1KD8MYLEHT07K/vHCl813fooUrGUYlFpMoKhMBFIJxjJIiBI4QGMFQBMugNC3BKQgjRJAEAABEAIgBiiMIjBAYZdYaOUoKADDbmexSv4xKY3ge4UoC8eVkZh2fVq3LqwuwBvISCsIZDCYwCMXAtIkZC2cUjGkMG1XvnTU+ft+WxjMnJh85MPzQniGHPhz0+YFRp/aPPHtk3OdHxmxdX3HoQP0P38/7+/6Hd27vevTv6d6eW99e29o4MnbklOzhU7ODMuRKD4RrxRKVSGFHfXHyhDydfwzhH8l4wxRyBcKzlEbJ6/Qae6AtOCPIFKFDdGK9V5FdllBRmz5wUNaCWcMObFp4fv/G/ctnbpvXumBk9aiquG1Lh6xfUDV3fOrOD5pHNMQ7TCgtBbwe2Nwyg00q5UBjU8nPv335suPu3Xvfrlk3I7c8zD+K1/shfuH6IeOGLV27prikyqCzMhQvo5VqpSHQG/bBe1sePnj56OHLjg7hoyOn0jKL6xqGX79598//nl7+5utr31+7/NVXP/7089Onz5+/fNnR+e5tV093b19vn7Bi5Q6zJYJhLQxnXLJi7ZuO9g07NuSW5+RVZCstHCIDUg0JEAAwEZBAAMJImZZVWlRaB6e0ElK9lDNKEFICI4NbWhavWVs1aLArNFRm0IhpVEzhtgBPeFKUTMsAGGA8KKz17Toyc/TEQoc/FhTGK9VYoE+XnxcUEWbbsvn93377bd+BwyPHT5TrDAAidDpXVlZJdm6h1mQc3NJ06do3+45+PHLipJC4FFiqUhhdsal5cxat+e3+f2vXbaE5HpNKNSZTfmVl/6FNWcUl7+/Y+fVPv9Q3t6TmF+766EhD00iZQivBpGIJ4R8YmpqZGxAc5vL4WF4pEokJgmI5HidIlUrndLhVCp3Z5LDZ/DRqQ0FB6Y83b58/95XN5gFADMNSFJVihBSXylCSgAkUJjFMSmFSGiYpmKTFMALEYgCJAAQkMCQRSyictujNOoUSlUAoARw+2hVOKT1A4QWBGVhmnaKw0TioLbqwPoI30AAWi1FMjFBg794lzU25FUVhyxc0fbCy5eDeGbt2T9yzv23vvrFtExLfW1Hz6YEJS+YV1ff3a2oO3vZh3cYN5VvW9/vm0rKLZ5Zu3Th00eL8JSuLDx2dPGdFWUw2E5JIeyLIlCLzsNbE4jpHfK6sqNZWWOmIT9QG+fM2DavmaKNR4Y10BWX4VD4FYIDRrejfkFPTP6FlRPanB5ZeOb7pzsXDR9cvOrvrg7+vfv7x5rlbljTtXDVkzpjkoRXurBi5xyzWKYFGDVRKEOBlk5NsxcWhU6fUbdgw9fvvjx09vik60agxA2cQUzuk8OpPV//67+GnHx9PT8kmMVarNLvs3oF1g/fsPHDuzJWff/7zwYPXz168PXP+Sl5R1Yw5y588f/38xYsXr168ePnyj3v3rl67+vMvP//96N//njz559Hzvj7h3PnvwiOy4+ILYuNzwyITp82ZuXbL2knz2lRWTsIAo1ttdOsVZiUmp3COJTlVYGh8eFQaABQAOIZpCUyHYXxgcMTi5auv37y9ffdHvrA4lJIBADBKlpiRGxwT4wz2Lx1QlFoQkVHiG9GWV1TtySjQFVfZE9OUo8elr17dVF0T1zapedfuHRlZhSabNzopo39DU33DiGHNY/sPHDRwaOOmXduu3r55/8mDp+3t+4+eDIpNIRR6Z1DknCWrLl27MXH6LF6ro3lebTEbXU6b1+MfER6VmlJYUekfFk5xvDck1C8gUKk1YoRUJBJb7K7xk6ZW1PRHCRKCEYyi3R5vcmqaxWozmWw8r4EgTM6pjQabWISQBL1/35Fvv7nhdPgDABCEYVk1J1fRLEexDE7jMIHCBI7SFEJTuFRGUAyKEWIJBMEQTmAwBBMwYVDqlYwcEUMSCTA6ZI4gXuPBTKGYN5ksH+5Mq1GmVKiWbxlWWJ0AJACIIBFCgFdvnu0/smf3nq0PH/zx+vW/He2P//rvh8Mn1i9YMbJpRG5DQ/KkieUDByUnZdhGtxacPLX040NTtm9qunR26d7tI4cP8S5elH7x8syrN5afPDdt2oKk5gm+msGGAS2mtjkhNUP19S1+Y6ZElVYZgoMQr4OKDzKF+xsD/DX+ITpLiIp3kZwRiUl0lBZHhIeyOVmGWRMLp7fkzB9VPre5au3kEYfeWzhlaGm/zID5Y4uXT64YWOBfnelOCVUFWonYINZjkWQmmofWxyRF8w39Indvm7lt46xpkxpKiqLCw3Up6b4Vq+c8evyo/U3nndv3qisHQiJGzhoGNzT//NOvX3919fChYw8fPO/q6untEwRB2LJ9d0hk0oLFqzo7u/r6+h4/efb02bOHjx89evLov8cP/nn08Odf7/778MWtX//KyCjPza5qaBiFExyvVny4f+uFb08n58YWVGdmlaQERvn7h7l5vcLp9foHRsQlZAcFxcMwC0EsCmtEgDcZA7Zt2/v8+cs+QTh/4arJ4oUkuEprM9gCBg+fsOfIZ+evfv3g9b+fnNmTVx2tcyHZZZaGEZ7qwcbhE/yHjnY3jw6ZMCU7My9Yq9MAAJRa274jx548e/H3f08fPnn28MmTJ69fdfT2dAh9/7x89u0vP63eujW5sFjv8VoCgvxCwl1BISann8ZsYhRymUoBJBBKEVavH6PiAQBiFBGjqAiGebXGaLayHI/hBEnL+g1oqBkwACUIIJHgDOMLDklISdWZzGqtXqHUEqQMQWgUleIYw/OawoKygvwyGaOUSEiC4FhWLVdoZLxCrlJwKpaUUTCJIRSFUjRJy3i5Wi5XShBYDEEEhkvEEgohbBqLnGBRsYST0WabxhloMPjLQlPNSUX2yibvuPlJo2bGz1pRGZfuAmIAwSIIEYHnb3sev3r74nX7u3ddb952vGpvFwTh7Fdnl69fduL0kQ0bVx44uOXk6f27Dr1/+MSmr64dOntuw5HDC364sfvrK+t37Wg5dnzC1RuLjp9uPff19NVb8pomWCsa2NI6vHYoWdnATJwTPmZKYEYe7nGLtBwU7a+tLYgpyPL5+xiVScwZxCoDHBtrighU2TQgNYaozjPUZJprM1yTB+ZsmDV67oj6tECLgxMVJ/lPHV42fUTlxGElAwqjWmqTVs+qG1jsnx3Lt9SFNlb5r15Y//DemXOfbW0ZVDZ8cFlZflLr2KHHjx65ee3nZ486z575OimxAIEVUlo7enRrT2/fi1evfr51511X7/8zkP+ePh3VOjkwNHbte5s62t91d/e8fvOus6u7u7fnbXdnV0/PP48e/vf42X+Png8c1Gy1esrK+vv5+QAA2YUZ2/dtOv/VyeNnj5TU5Dq8RpNTr9Qq1Tq90ey0mNwUqQQAxxA5RegwTJ2XV/HLrTs93d093T1HPztDEHKTxfnehp1T5iyfOHvx3UdPn/R0fHbl2LRlrcmFPpVTVN0UOKzNm1dLTl0U0dzmqGxQjJwYGRzDAQCkcmbIyDF/Pnr6P3D2v+WGJ2/eXLlx/eDxY80TJwSlxAUmxQQlxVqCvM7QYNagB2JIb3P4BQTgNIWRBCWT4hRp83OGR0fySh7BUAkMsyyXlpYeGxtL0zQjkxG0jOF4jdlMsixK0zhFGW12VqEAAJA043D6a7UWmUxN0wqFwmg2O3GMAgCR0kqS5CGIwjCGoFleozbaTBqTlpZLcYYkZDQulZIko1Jo1UodiuAiIEbEEgiIOJzxWb1m3qjjNDaTVadX68xqSomb/FWuEEV8jm7u6sql6+tmLKqJireLxEAqI3QGBZg+b9WWHR9t2rRz6uQZ06bNnDhpyt6Dh9es2zxybNv2HXsvX/zq8cMHgtDbK7z+5f5Xxy/t3H9i7bFzm/989NXjl9e/vbln+Qf9567MHzcrpnVB1MgZ7uIGqqKRHzXNf8XGzOUfZDY0mQor6aJy2ZAhIbVl4QEmWVV28IDy8LBAyuNCZSzAEGBQiMNcWEmqaliVrbHMMrU5fuG4vKbS0EG5IVMbisf3L04N8avOTRk9uF9tYWplXmxpenD/3KClE8vXze2/YWG/cx/P3Lqmfv6U3K/Obbj13bGV86aumD/rwI5tVy9fvvfr/Rvf/PrsUffJU9/4eWJi4wvKKhsCQyP2f3TgbU/7wxdPbt+7+8Ptnx48ffiu512n0PXk9avtew7k5lWsXL7uxYvXgiC87njb0d31truzu6+no+ttZ09nnyAc+eSI1Wrz+UJGjRwbGBgAALC7TO9vWHrs84Mz5rUlpkdjNCKGxCRBq5VGmuBRiCFRloQ5RCy1WNz9+9fPnDm9dcL4+fMXDW4cDoAoKCTszr0/X7W/vXHn9+9+/3XVng0pNSnxxcE5/YLiC5UZNYq8enlpo6Jtftj0ZdEjproaRtvDUgiZARTXZly4euGPh389b3/9tqurvfPt2z7h9v2/l7y3LrOkTOtyijiatWl0XgtjVsoMKlavw+Q8pzXIeIUIElM0pVArKSmtM+g9HrdOo8NglMRwfz93RmqazWyBIQhBEAQnARADsQRnOJlCzWv0BpuTVahMFltZZU1+QYlUqpBISBSV+fkFedxBYjFC4DKa5EUiQiTCJRIKRglOpbT52dUGNUzCjEKmMmqlcjmBSxlSxhAyDMJhgEiABAGQDKatvMmjd/kZXDq5DkdwSAIBWCTBYZSCtFbSP5SPTDDmFIa53HoEFWs0fFp6IoiJyxo4sKWhvjksMConLT8ro9DPE9w4dFTT8HHxsSnzZs3+595vPd2v33U+uf7bF0u3T5y1YcS2Y8s+vbTjx78uH/xiXVa1M66IKxxsSqmmCofI+4+xlTToB47wX76ufMfegSXlmqQMeNzEiAULSxfP7TekX/yYhtRZY4vGDUnrVxQU4ZW7jXSkH1MYrx1W5pjZEj5jROT8CamL27Jr0vVlcfr9qyb9dfX0J9s3TBkzIjE6nCExo5oMdrNeI1SeZtn3wcifLq/7+5edX59ftGZZdevY7PVrpp4/9fHRI4f2bN9+eP/hSxeu3rr5sKdbuPLNz66AuCEjJp+5/F1SdnpyXvKqLct3f7Jj4dr5tU01o6eM+GD76h9+v/E/V9u790h56YCZMxfevfeXIAhdvb1dfb3tXW/fdXcIQve7zte3bn9fVlZI4sTA/vWzZkwP8HcDAAJ8zhUr516/cWXtByssdhMkgWQMZ9LbOamKhKUsxrO4AoNJhpGp1HK5nEYRiZRhaFoGxOLc4sJ7//39vybiy1vXK0fVu5Jdqf3CKlsiksoVcSVEUjkZnScpbOCbp3mGTLKVDuFy+/PxBXxtc+rkhSNHTmlavWnlr/d+6RV6H794dfTU+ZbxU0PjUxUWm9SgVrv0aj8dpZchLI5yLKXQorQcJWkYhjmWVSlVKIKwMtZiMCpZBUPQLosj1BfktDpMGqNOpUUQDAAIQnAJTkEYKZUrnf4+g9UZEZOwaNmq6bPmBQVFoBgjk6ljYzNqqgdFRSZimJSm5DQphyBKAtMQRCAogVIkxdGsQkaxJKtiVUa1VM6SOE3DUhKiMIChAEMAigGEgSgNqdDRahWlkMK0GEgAACJEIpKgACAQLAYQQDBA0ZBEAhE4qlHxPq8LrFi2ev+ej3Zs2jejdf6H6/Yf3neyvq65deL08a3jAwOdRYWJJ09s/+3O+fNX9m7aP2v1ofGTN9aVj0+qHJfTb2xZer/otH6eqrHh1eOCw/KxwEw4pUxXOShkdFtOQbF97OjoQQNsdQPtO/aOmbewekRz6owJRZObs6Y2Z74/p2HmyOIhFbHV2YElSfaieH1pPDtlcMDKqWlzxsbPn5Aytn/QuH5hn++Y9/T2xRsXT8ycNM6oVwEAGKk4NIj3ObGkCPnujWNvfrv58pdLT5ycvn33qMUrBi1eNvb4qQNrPliWlZM2auyYk59fuHTl9pPnnT/+dj8yKTs8IfXkpfOTFk7S+5T2cE3/EcXj5gzNrUn0izDo3PLC2pzPL53q7u0RBOGbr28MHTqquWX0nbv3BEHoEoT27ne9QldH57NLX5/84uzHy1fM1Sg5JcsMHzpk4dzZGalJiASKigw9eeron3/9Pm78GLVaw7FKrcoklyoZTMYgjARIGJIqLswe0TIoMzOBIjEIkohEsEKjrR1S/8VX5/55+ejyrWsrdq4rbqpOqErKqIt0JzGxJcqqka74UjIiV5JeI02txvIb6Ox6PLuOqxsTUD08LCRVy1qgzNL4T08c7BV6/37waOX7m8Ni03G5llSqCTUn1bGMgWHNnMljUxhNAJbqTO7CojKLxSZjWI1Ki6O4jGIUDE/BlJzmHEa7RWeJjYiNj0pQK3QIQoohHCFYmlNBGEWxCndAkN5ks9hc1bUDomKSEEQKI4zB4Bo8eHRV1aB+NQ1DGlt0WotYhOK4HEVlMEyRtEyESDAaUxtUJEvQCqnKoCYYCkMIGpYRIhoFOC6mSYimRJRUTEtFJA0IEqDw/57vAQASMZAgYoABAEGQCMMkCCySiEU0jjIEikpE4J+/7//x+91/fn/45P6r/+48O3n04pixk1Oy0uLTQgrLowY3ZezYO/OLLzfs/2zZoo0tS/e1zPiwPrbGGpRvNUWrEyvDRi2uLhkVHlmi8GWgfvGQwgYqasNOn35/7Misgkz1rClpp04tfPLsyx27phfkuRLCFTH+VIKXqMv11GR5KjI8xUnOjHB1XrSmKl09e3Tk1uWlGxeXnj7Ydmhj0/p5VSe2z9y0eGxLfXFuZqLdbqQZDCdBQIAyPETu55AMH5Z65Mj8DVtbGlsipswvOnRqybiZtWEprqK6zOWbFv1w5/u3nV2v3vZc/+XP/Z+dLOpXo7Tqxs8bP2nZaE+izhJBpld7h0zKH9xaEJXlVNownYurGlR64tzJ16/fCIJw587dYcOHDxwy5KdfbguC8LLj9Z8P/jh/+cTWHauPndy9e/e6ksIshUxKYdjQgY3LFy0O8vcCAOITYk6e/Gzv3t1BwSE8r9IoDXJGyeAySkISElSvlG9dv6K7u+PWre8bBtbBMApEiMpgikyJaZ3Xtuv4vlW7142Y3Vo2vH/ZyKqcAUlSG+SOl6dW6qLyqX6j3A0TA7Lqmew6MqZQHJ4DD54UNGRSjH8c7Y5RDh1bvWLt/J9ufd/+tuP27/cHD58gVZowTiFmcJjDAAVQOeoK9arNNpLR1g1o2bp1Z3BImESCeN2+6vKazJQsKSJFAaaSaRRSJc8oS/LLkxMyEJiWwLQElYkRRoKxvMYcGBoVGBrNKw2QBGM5ldnqNhlddltAQECkyxXK88YB9UN3bt8XHhYHiUmS5CUSkiQ5SsqKYcjsMIZGBVMcKVXQWoseo0kIQkmYQcUUDEgS4WiEoyApJaYpESGVECiQiADASZzkGDEugVCUIFlYgolFIrEEQBIggcQSiQhDRBAEQHvHk853r/76/f6jPx+/fdH1/prNiakpMakhza3la7aM2/nR1M27x8xfXb/yw7GtS2obZ2UXjgy1JdGxFf7heX4pNeGjFveLLbcqfSAily4ZZE7P50tLLQtmlrQ2JfUrsH5xdEFP182z57ZMmVKTkWqx6oC/CcQFYKE2UZBVnBDMVWR7StIdiUFsYZJiyqjw1fOz1y8pPrpzxMm9488cnH50x/QxDZnJUc5Aj9lu0+v0PEFL1Do6IFBltWMufyotx17dEN4yOXvc3JLmaXlpVV5zOJVVF75m3+zfn11rF57/dP/Xj7/4YvLCOcUNZZYQfWiWq7Q5Ma3W40xCw/Jl9ROi25aW141Ki85wxqb5krKiJkwZ88cfd/8XMO7+8XvD0EEjxo55/OLlm7cd67e8N2PehG07Vxw6vPHixWPfXDk9bkQLSzAUQod4Q30en1QqxQksKiqiX23/2LgEjVqnVupkjJxACBhARqW6tiz/wqmD7a/+FQThl59/jItN5ORqs8MlNyoS8uM2H9506vrpCYunaIOsCo/GHKZXOEjeDmm9IK3SOGFhVr9RnvrxfoNaPeFZSHg2KG5UFDWYA5OYJevHHzu9e8nyWRcvnfuf8rUbthcqM9whAAAgAElEQVRV1pXXDUzKzQxNjJAbFBAFWzxOjdHqHxQzZdqCuQuWmsw2AEBocOTs6fPqawaSMEXBMr3SrJEb/Oy+7MxSf/8IjFTglIrhDLzGRkq1CpXF5QmxOLwyhQHFWQWvs9sDVGprWGhCaXGtgjcAINaozf6eII7VSCCKohQwLMUwhuUUGIU7/O1R8RFak4rXyTUmLS4lxRAKQxQkIsWAwhAOgzlERGMiUgpTJIIhkIggEZPd4Arx48w8rZIptBpeyXMKKavCaBaBECCGgRgGKAHA3T+u9nQ/efDX7a+//OL1swf//nPn0Kfbt+xd8tVPB6/9dnDFxiH1zWHF9f7VLbGlw2OLmqMcySwfKA4tsJqjlO4UY8XojLB8kyYYxBQwU5akLFmV269CV5bJzxyVNr4xZvr4wvkzBxYXhuTmeNOSDXFR9LQJGYunl4T5IW4LiI+U9a8IrCr0xARQhWmaIfX28kJZfjLcL4+bOSpmy/KB89pKizP8k6MdDpOcJiRyOaPWaFQ6rTvAHBql9w+W6+xwSKKppjktuczhSZIG5ygDMvnkftYBkxJW7R2/6+Ta5ZsWLdu4IrMqO7E0JjjLrgkShebJ0+tNRcOdoxYnDZsZXjcupGZ4VG5laFpOiMUlj4wJ2L5j882b3//1911B6Pnr3z8nTZ86e+HCQ0c/HjVhxJi2oZu2Ldm1Z83du9cFQXjy4OGaRWuSItOUMi2O0AzDyTgOQJDGaAqPirU73VqdiaJkJEmJgEit4LZvWHrv53NrFrd+enDz+S9OLFu89L3317WMHSkz0pydGjFz8KbD77ctbdMG6kRyEWuVapyMxkVJ9aLwVP2IadlJxeq8Wn3zlPD4IjyxRFQ+lC8YoG6anPzXk29fvLn/00/fPHv6oLen521X97Ufbl374dYPt3/74tLFkxfOTp4zzenzGG12pcZkMHvCIpMCgsMpmRzDpC5XQHhojEFtQSWUVmHhWYNe62hsHNMyYrI3MF6p9zM5gu3uCK3RK+PMSrVDrfPzBEQWldSaLf4AoDSlRBHWYHD5OUNoUoVIpADAAAAMkWIIi+McDEtxgpUr1BQnpViS13C8llOZlEaHgVFwYhgTQyQkYcSQDIZZCSQTAUoiImmclpIky1Jak9IVYveL8tMFaNVOpdamNDoUZjcbk24bNjZ72JiUwmpPcKzCHUKDCxf23P39wsunNy5f2Hny+Noffvzoxu0jX/+459IPO9fvnlheFxKbpo7N0kdmaQPTlY54ThGImaIpTShGudCU2tiK0flheQ5NoCQwiZyxPGXB0uT6avWsMbH7329ePKkwLlDG4cCqR6LClGEhdEGu7viRaV8cnZuZrIkMI7OzDFOnFLeOzc7PNOTlaAoKuOJ8uiANqcpmJg4Lm9ScVJxmc2hhA49YdTKNnDFqdVaLW61z6swGq4u1umVqK0koRUoHbo2kLTFoer0jrIgPzkdr2wIapkTnDQwqHJBaWJet8ef84rWpNe7gHE4fCULyyRELYpbtKatrc6RWc6mlWl8Ub7DJ3AHa5LTQwYNrFi6aMXvuxDnzpu7ev3P8pFaZUmm0W2oGlG/ZsWbX3vcOHNrw37+3enreCYLQ09n7+09/btuwszCvVKHQACAWw7BSp/f4giKi493eIEbGUTQtFotVCtn6VdMuHFtfkRsc6jVmJMXMnzvzm++urN200haqdkQrXfFqd6Jx5OymqhEVvItV+7FKC8kZMFQGMRokOs3iF04FJxJlg8zJJUjZENmkJWGTlybs+WzK7T/PH/5425nTn/780/V//vlLEITe3r5eQXjX19ctCD2CsGnH9syCfF9IhJRVwTADRASAcIxi5UqD3R6gVpkxWMZQap3SjiGcxx22afP+WXNX2d2RhNzCqBwyuU0kpvRG/+kzl65bv2PrtoM/3Lj93ntb8wuqnY4gADCG1uAYT6I8hSskEoogZATOkjhP4ByKMiyrUSq1nJLHaUyCiWFSojGpw2JDrX42lKQxgqWkGoxSY7gKQXmxmEFghqE5mUzGq1mNVaFy8byL5/3kcodUbkZ5E6x3Q8nF2mVbqk9fn7P9aGPbovjSRh04fnzF3r0zfr29/+ZPm5evKWqbGTFnZer8tXkTZmfkVLoCoxSBkVqbV8ZbxAoHMASR7iStN0XHe2BDGBddGBJTEOoXbaQ0Im+krGVCaFOza3xL0NFdow9tGDF7dPrwmsisaHuAmbaoQEwInZ+uGDU0ZMWC8oWzy6sqfKnplnmLBw8bkRkcRSVmyDKypcUFXHEOM7DSvGhG7uRRyQVp5nC3IjLAVlmQmZ+a6jTbtCqzjNGTUhnLSxglYPWw2k074/TuVKMiFE8d6KydEpxcx6QNkNe2+nIH+am9iCGQqWpOSSyxRuayYTmMOhhEFDBFQw0Fjer8warKZr/KIcHeMI6Wg6kzh13++si2D1ceObx92Yo5xaXZ1f1KBzTU+PlbAQB6s3rpihk3bn758PHv7949ffHsv472V2/a39z7/f43V77evXvn5MmtqakJMhkFADDo9KHBYXarS87KcRQFALAM0TS4YMGs+tQECwQACgGnw5JTkFHRkO+MVoXmWJxJatYfz+iXXDSowODTaJyMyoyTrEimJEk5AjOAN4HYLEVmJR+TKykfphwzO3D55pLz3648e3nzlNmDlq6euvHDVVe+Pvc/IN7Z1dvVK/QKwqkvLwwZ01LUr0pvsYohjMB5sYgWiSiCUqA4q1bZ/D1RCs6q5u3hwfGV5f2bho0pKelndwRKEDmKa3BaJ8GUEkTqC4n+/MyXgiD09AiCILR39Pz665/jxk5XKy1SSkVichzhxCKKJhVatUXOaiiSpUhWzmlwXIpjNCuTYwQqQcQQIlJpOT+vQ2fWylhOxihJSk5KlTJOj2ByCJISOEsRMrVaabJpDA6l1sXLHSzn5BgzwRjFlE6kcgFXDEgqZ9qWxy3Ymj57Q+KANgP49JNpy1dUbNvZcOrLcZv25UxeYpm4xDhuvq10sNLkFeFysdbKyHUEyQKlCTb5pLYIhTNao/WXumP0SocU4yQwBeGMOL84YMasooZ6T3WRYdOKugObRo6pj+yX4RpZmdyQHxPnkefHq4b1845vipzRmj53Rmld/5iq2qSy2lSjW2EMxHLKjWmZTFYGU11haWzwHzrYV5SrL8lx9CuJqchLzk9JCvcGqOS8nFWytEJKS2mZhOKBwo644gxhhUHmRB1kB74ivmlJbG6zNihXlNmgiyvXG8PR6ALzhAVFZYM8nlgQkCAOTkXCswj/BMgVDaJyyIxy8+CxGVnFvvrG1K+u773w1c4BDXlLF0/+4caXX3196rtvz1y8eHTV6hmZWRE4DnieGTCw6rPP9r96+bCr6+WDR/d+vPX9gUO75y+csXrN/CuXT964fmH54pkRwT4GQ1QyuVGlU8g4hiRxDAkOdDYOyY9LcDK0GACAYGIEF4sJwBgl5kipKYY2RDG2BK0qUKH2akzBBr0fo7dhejNjsqm0FpLVAU8EWT0sIKGQDc+QVA415ffj65r9Vm8cuG7biFGT80fPrB49vWHp6ll//XlHEISut72dPcJfj58s3/jB+n0fHrtwJrMgT4LgGMKisJxjLQq5FSd4Xm5xOaM41hEVnrVs0dod23a1NI8M8A+Ws1oxoDFYxssNcpWN5HRqo2ncpIkPnj4RBKGjs/dtp9DbK9y+fW/9B9tCg6NFAIZEJCRiZKRWzZsZiuNkCoPWqJZrIRFCk7IQX6jZaAQAIIiYZmAUF0sQsZRkpLgMAjBFMUq1ESVYCKZpiqdwqVGv8XptLn+9xatRupScQ0XpKVQpwtRi3gF0gUDuByLy8TGLw+Zvy5i3NQXsPTh42eqM2Ysjl2+Inr3GOW6+fPZ7xg0fpcxaGx+RLkU5gLNAoSe1ZlpvY6QamFLBzlBjSKJfQm6w3adFaLEIESG4OCJSV18f1q/CExuEpYTJJjWnLWotjXfIfDzR1j9neWv11GFJq2YVX7uwYsfG4TFRstq6uFkLWxyBJoABb5yquL8nq1CTna/uX+efX2BMT+eiIpBADx7gUhqULC4WQQDQBE4SJElJaYaUqwhboCIoxRiW5xdXHRZQYFJGiQILicIRxqQaJihT7EvDTGGQO1EaW6gNTsTDkpD4HHl5g6+ozhOdoQhJ5IIT5FYfanKjUYnmoAhV69Syxav6l9e63T4iNEK5bNnIp09vPHt289zZnfv3L50+fUBlRayfU4XAwKjnKytKjxzefeHLEwc+2vHZiQMff7z9zOmDjx7cEoROQej89acbQ+sHkhKcQimjThsXG5aWETV9TsuCVeN0Th5IAKelbV6DL8ZhCuJkDuBIZAyxhDqc8OXY/VOd+mCVxl+mssEWPzgkUuHwp/UOUUIOP6wtePKipPg8aXA8Utngjc/kwhLJ8rqAzEJrRKq6eWrJxPlDRk0YcOLE4c537wRBeNfVd+vevau//tIu9AqCsPXAPlapBgCIACWlDakpRXV1Q9x+wWqlg2Wsgf6J40ZPLyupNmgtMZEpXr9wFGJgCFOr9XqzP80b9E57zaC6r69/1yMInT197W972zv6BEF4/Oh5WWmNSAyjsJTEVBgshyU0JEJZqVzNqwmYREQYS8mzUrLSk1NwTAJBAMVEJIWgKAwDmJAQFEbKGJlKo9XoTEqFgZEqcJSUkrhCSemMjNoqk5lYzqGjDBygRIACjBFSuSWYHuiDRVUjXaPmx45dHAtGTDRPXeDZeihz86GE0XOY+nFg9Bzpos1Byz9MHzkjNClfZfRDtDbM5GAMVg6hxGKJyBvqSs2LiU4NCIiwqAwUp8J4JWI0inwBkvRElc8mceskM0aVf/rh7GEl0dmB1rnDKs/uWHDr/Lqvjs098+m0qRMzUtN1U2b3HzqmnFSglAoKSdYU1HpL6txphbrsImNYDJGcweXk6wN9UiWHSkmMoSkMRTAMliAimqUUBtYRrMutjSlpSgrKsdqTlQH5nCdH7J8NvOkgLAsJSsaVDrEhAIkrNBfUeaNSmJAYtGlsxsoNoxtHZWYU+sWmmv0CVQ5/rX+gmVfCTn+6aVT8wGGepEysos4aHsdYXcT6TSPOX1y7ZVvrhg3j2tpKFy4YvGjh0KqKGI9bgyLAadWmJEWlpUaOGlm/ZeOS0yf3Hf90x4ebV2/dtO7iufNXr1wfP2aSSqWjZVREfEBmScTAMbkDJxS5E0zOGH14ljsqxxdXFBScbbXFMa5U1pkmN8ayhmi5X7LREsXLnSKVDTgDQFqePCGTDokXDxnneG9n5tKNSXnVclsAFBTFmf3QwCi+/5DElFy7J1JWUB9R25y5dtPsH3++/OLlw3ed7Y+fP37+9vWLnnc//nlnw4GdVUMHa6xWs9XFcgaV0r5xw44LFy7GxSTSlNKg9agVLp3aj6F1qIRjGQOGysUAx1FczvO0XKvQ2YuqK5esWf7D7Vu9gtAnCK/fdj9+9vbh41fHT56LT0gBABCEjKKUYjEFAIYiFEUxKIKhEhyDCBKhzVpzTERUoM+jUnFSGUlROIrgEhFMIjhL0ziG0lLK4/H3BYSwMiUERAQiZqQSuRLjtDSllTImFaGWi2lMhEMYDyttuMKB6rywXwwRnMZ44klQ0B/MXRuw/4v8zUdiPjgYPGo+Vz5c1DiZHj3PtmB92tSlaYPHRkUmq2kecEoCJyQEjtnsJodLr9RiagOm0eMmC+H1ySIjOa8bpCVoKvKCJo+o3Ldh3hf7V+xZM37u8NJ5w0o/Xtv63/UdFz+dtnZxyaKFJQuW185bNTQ02QUIwBol/tF8WqkzqcQckEDH5mjCU6QhCURSti4h1RIcag2PCA4LD5fzPIJLEFJsdKh9sfb4Yt/IBTVNc8sMUXKxDpgT0OT+6uQaeVgmWjzAmVFsl2ogjQMPSTDkVgRW9PcVlXur6xKHDM/LyPf3hfNGG64zsU6nw263W23qqTP6bdszfMrsuKIqZuSkoNZZKfFZ8oo63cwFae9vGPD++qa2toJJbcUrlw+fOKFi0MD0lmElPj89+D+S7rI9jvxA1P6/obqqu6i7qhqrmZlJ3epWC1rMzMxgsWTJkiWzLTMzD3jAnvEweSiZzCTDnEwyGzqbzeY8k2x2N5s9z55zfF7sZ7jf/q7rBgCFAEPAOpU04ne47QY5hUswzGywLs2vnTl7KZZKiZVig09lS6pUQVQTx30VmnijxVEoM6doX6nOUciaUrQuQVjzFYqgGNZzcBOfsfP8BWSmStreZzlzpens9cr1Q961g6bDlxwXH0/2jKvsAaC1AFgMKBYOpbWumFzrgaMl6sbBxN4TEzceO3D+0s6zl3a99dP7X//uo9Wj26PZhFgjEyokloC/tKYxmS6emdn+ww9//u67bxOJhADCA77cyrIOgy7A5Ui4HAoAks+neDwU4kMohkIowbDqqqaqqcWpSzeufvzlV//yt7///b8e/u0//+93//BPt+88Mza1TWPQiggCIxguD4UEuECAwjDC5/NgAQxxBTBfBHFgp81ZVVkRCvmkDA0LhKiQxIUkDgtxBOZxAI/LZVUqm8UhZxQwj4/wORTJZ6QISsE8UgAzJI8geCIcJgmIECK0QGbEDW5KYYFZu4AxccHWpcTBy5HVY7o9F83n7kVWTuoWj5jHN+TLh62X79Xtu1C4+2RZ10hQpoH4CEciRuUURZE4JuIwDJdleSzLtVpFbjcaDAhLs8pLp7d98d5TH7355EuPnfr4jRt/+sVLFzYHRquC98/OfvHa1tNXBl66N3//hR2bW011AxFTVMZnAGMS2GMSSwzXRWCVn+tKk+4UyjqBI4pFMhpv1JLIy02m8tQGrUxLSTWoJ26MlTpy6mzN83l103FLPkNYubocQd2oZ2w92Tho6hkLl9U7VAa+2iiyeuQOH1Ve4+zuzTOYJCgB3AHSHSDFUqA3yq0mJyoUB4P2e88eunyzb3Bc0z1Mbz8QPny5ZGmvp3+a7R5l1/dlrtwY275SNTSQd+vaztmp2khAOb+tdaSv1mVmZaSAZQi7XgNzAQAAgwUYDAMA+HyY1WjVNp05bHamrbZ8vTpOsTkidVKoiEKyIGC8QBGAlQFM4cVJK1/qxkgzAmjAY4A5Iqjp1nSN6fefKHr1nW0vvNl19kZkbl20sAldeMyztMtY30Y3dTl9cVrtgAx+SO3hFjRaFg80bZ7q7Z5KtPb7RmdSYwv5By8M7b84kVvv4FIAiAAkhzGFRKnTlVZVv/POOw8fPvzkk595PB4+T9TTOb5r58l0ssZqiYlJgxBRUJSBIORCkUgghHhCPkojVp86lvG09TYeOHrgmZde+P/++td///t//tMP//LHP//5468+rm6u4MI8VEwKCYkQJYQYhpGoCIP5fC6fy4chISoilAqV2WTUadVinIQFqIRUUDgj5CEiCBLwOVwAFFKZ0+qUU4wIEmAIn8R5YopPMDAX5UIkKqIYGJOIxDSM4xwEwhhUrqMsXjaaZ2ctGHjn811dM5qSDv7uC/4jj+SsnXKMb7INo8KFg459F3JmdlkOXyrbe6KmptWtUAtwFMIEsIDLYUgo4JWHwzKzCQr5iERMUpShZydTl06MPnjm1IuPHr14cPrVJw989ODMS7fXnjwz/d27F/741c1vPzz52ccnrjw62jLiM0RhR57cHJfZcqSOHInczdXn4KZcidwLKbxcqQOwLp4tItHY5TKtSm00KvRKmZ6UG9FAnjFaajHkUMoo31VGZPstkSqaDYDSDuv4jkRDrz6vTKo2i0QSoDHzrV6aUXPdAbKk3JFM2do6i7aOj8wuV+Tma/0+o8VoExO0xaqaXazcvit3dY93elXfMkY1jtKjO4w7joTHliwbh4qee2XPwUP9g/0lp4+vNNTkwjxQXhzat2u6t6vSpKVa68tevPfYzPiQScMqGAoWCGAhj2AgTMbTeqS6sFzmE0s8hCwkYQIYbAKyAD9QLrfkEFIrpPFIWBdNm0SkTqB0YAqbyOhH8mvIjjF5/zSzsGFa3jRuHrQcPGXYc0yycQjZc0y877hhda/94KnSpd15/XOB2kFLvIpsHHONrucOrUbr+tn+eduhCxV7zxSvnSia2pMa3pnJdNocRWpDXMnFAeCCho6Gn//y64cPHz548IZGbeBzse7OiY72Cas54nElaEpHS3ViSoWISAgRCUnY4lKkSmzZemdla7CxO9MxWNkxWHv47L7NrZ2Hz209cu/a/lM7PDk2wAO0ljS6jDJWQUpJVAwLMR6PD7hcgMAwq2AVcjnE53K5QMATYKhELtPJJCwfCAAAMoqymcwuq91msJAilMJRBYOLSUiEc8UyGMK4EIbINBqSkQlEOCQUQSKEoAlSSuit6lDCLdMQ4PClXncKKuuU7z6fWTocOHCloG6ISlSBnmnVtp3moUXVyRtVj78wObdWGIgRCMLhAIBAgMR4mbS1rTWeSakDbmE8jPV1eKaHo9kcsr7IuDFVc3S1bWtHfWeNZf/2ym8/uPT+y4feeHbHFx+fufPUzNrByppet9QJcmqtA6v11UMJdz6tjQhNuYwmSpI2rtLP00f4cjswBEiZgQQQB6VxhUlGsLBQBtROzF+oNSWllgxR3GfsXPRWD2j1IU5Zm2HjaHZxV7J1wGb2IQYX35dENU4BoQS0EoTjzJ6DAz//9fNfff/E1qmezv5oOKpXqxV2u1mlJo12Qf+U7YmXOs4+WlTWI3Tkg8I2pGNK0zain1nN3Lqzfvr0SkFe0GxQSSkU4oH62vxnn7129uzu8tLErp2L3//8i1deuDezbchq06I4v6Q6NDBTVtsXLmi1OQol6hxUm2KkQVxoAjIvP7deW9Ht8OXRGqeAtaG0VsAYIcbIs8fFdX3ebTvyZtZ9e04GTlwNrx1UVzaBkiru1knbK+8U3Xk2uHM/duiU+tzN8J7jgdUD4f4Fe1E7E6vCo5VorArqnNH3LujaJumJnZahFX3XorZuXNUwZasZ85b1BWqGM+m6COuSOyPWJ5569OHDh7dvPa6Q6Q1adzJeZjIGKUpLEHIBghEUzUcQwONyBJDWpKxoiNZ3B/umkxMr2aoOT3G9Iyerzy2z+XI1KjuusBKWsDhWok9VutPV/pxs0OwxEjKEUgktLtZkZXEClkgIWiKB+DwAAAAAx3CjwUZTKpgvVssNMlquYORBj9+qN1OomCFICkcZsTAWteYXBfUWBnAARuM6qx4lUQ6fy+FzuXwuQeGUXCKWkkqdXEgIgCVMUgZQ3+daPlDUNWU9ebt1/WhhooxX0UpMbnfN7QzMbYY2tooW1vJqmkxOr9hkEbNqEUlwfF6motydzmE9dkEiTMyM5C5P5vXWO7aPFL9wY/0nzx85urMhaOfnRbGDmzXbxnLGRiJnL/RNLqYK61ShQrlIC+x58o7F8qrRhK9c4SiU2zNqbVhCWjgyD8cY5Tpz8ViJQeukuCiHj/GlWkJuRAgVINXAEWc8Baq6seDcwcKCFmlZu6qqU1rTJVnaG9w4lrtxPG9lK7V+rKh1whYrE5e0mOOFdEG5YmGt/OTlgbm1TOegu28skSm2KtSow6Ux2WiNlTu5Erhxv37PxXDDFBOuQawpLusB0QJ6ebPjqWfPnTt3KOB3/3cGoRBqaa157/1X333vue07Jjc2F1fXZzu76yemOxva8irqfftOdG9d7prYSFQPq30VkC3Lc5Sh1ixuzIVTjcqGEUe2RZ6uphOllD0iZG0CS5RnS4B0g2Tb7pz958v2nE1snHKeuuW//FigrZeIJMDOvYYPPu749lfjt5+M7T2qePy5zJU7+RMr2lQt5MpwHWm+M8OLVfHqh+niNtqbD1rGFW3btIFSyJYCnqwwXKEwxQlXnqZ7tq5puNwa0C+tLP/pj39Z37FfJJQF/KmNnYcnJ5c0OjOHBwEuByNFIomIlBJimUSmoQxOWmVBcrKKvm2J0majL4XHs7JUha642eVK0AoHL1jEzO6p2Xmir7gl4E7qbBGt2iE2uqlI2lpQGrU5tYyURBDIYNCk8xIWq4EgMIPerGFNiXj2yMGzx7ZOJiJJBqelGI3zUQYncaGAoZCKyvjQaG1lTdzsUIjlIpwWcgUA8ACAAOACgUiASTAYgyERHxLyAa2HRUpeskTXMuDvnQwdOFM3uzMdyYcGpuwNHeaaVv32XYn1/fnzq/HCcpk3KoimmHCcTaaM2azd56PVKr7PgQ12pR65uHj52OiJXV2vPr7/5z+++eqja3uXyrqaHMUFTFUlW11rKCpTZWs0OSWMI0foypUoXQjt5BlySWshZcknbPmyQNbiSmuVXkTh5qn9nIJGQ/NwPFygN3jlPIwHi4HWgbBWPqUFKgdfF4BbJz2Tmz7WA3wppGNUUtOFLO0PT6y5GkaosZ32nWfzu5fMnXOmjZMVdb2meDFWVENVtcizdeL2IevSZum25XJfRCkScwwOrLLFvv9cw+ap+NCaetvBcPdyMLdOZ4kwrI0sLE/0DXSMjg0nEkkhggkEqAjDjRZD/3DXroMrgxM9lQ2lBjsLYRxPXFPfFatqs9f3mbvn7TXDTGGXINMFF/aTBQNUzYypc3tw5kB+z6InrwHtmXEeudK272zz+Gqqe86R7cLz2+H2OXZqn3PmgGNkXTG1IbnyePTxuzXT86baBujU2eSvf7vxzIuVCzsk565Hb9+t6JqUFjWKKrsNuTWqTJOqdkhd1kUEswJHEqrulXdMW4rbFZYcSO4C1oSItnJEamCNM63j2WOX9rz9o7c//fjr4mwNj4uWlFZ9+4tf/vTDn0XiUUgACVBIY2R1Vg2tltAsJZIIAQSAAChNPF+CsIZF5iC/qsOUX6uJlSvaJ8ONI57ybkP/YqxuwM26YbVbGCrU+VJqZ0xmDzF2vzKacOmMKoVSeuz41ieffrBn3xqrVgAAbBbX3ade/Pvf/vc3n//yypaHiukAACAASURBVLlrE/3jYUdQxEFEPIGcInRaUq3DNUbJ0ET12SsbiQIfAADwABAAjgDwhTxIxOfCPMADHB6HltOA0ggIFcfkFUbz6YpmXWWzKpkVJQrhgXHn4HigukE9PBm4cKPnkacGVnfnNnRpw2ncEyYr6rzZUofZLJLRQC3j7d858u8/fPviE8cWh8ov7J+8e2VtYSg9O5za2t/W1ubOK5R1Dee0D8U9ubg7RTgSpCmCmaMSS5J2F8kcWVoVhRgnT+VAZVZE5RIkKjTFLaa2iVDHZDTbYC+scemcmNIsMPnQeKE+kTUavCipAYkKom1SXNEJD86w7UN0upw/uRIZ3x5P1eKBEpDtIhqm5P1rpsEVjzsJ22O8xgHd/J7c3hlXbY+6fcw+vpyq73LrXYjGwa/q8I8sZ5pGNF1z+h2nKzrnEuFibWVbYW42z2CxilBCrzeZTBYeX0CIaalSJcBQEYWxZpa16lGG5Aq5uFKosqOBPFlOqdydguqGdRX9Mn85qBiV7L5VdPL5+rnTkZ51d9ucO6+FsiS5mUZqZm9qaSvbvxxs2mYt6WcqxuiO7drhPfbOZe3Ufu+eM/GDp4IffLJ44VK1RgMqKlSPP9Fy7FRycIweGFNOLFgLaoTZeqKmy5hXo63ssg4sBPoXXP3znqFlf/+is31SV93HBLMCbwGSbVWm65WlHVZnGjdHJY/cP/Hw4f9+4cXnrTaLSi1v7274+Isf//Xvf7x662K2rJBRMkabweG10UqJkEQQXAgJhQgqcIVkRg+OK0FRvXbH4aquKW9Ju2L5cPHaibKZfcmFQ6nKXrUhzFN7gNoDq92CWLG2si3iiihDCbvFaZDKmMWl2Zu3r1y+dn5153aPz1Nb1/DrX//24cOHH37wxa9//tvffvub7vpOIYBRHkLhIqUCtTllJockW+VeXOuK51kBH/CFfIQUQBifYHCCISEU4fB5XAGfUsgAa0Y9UakvLhmZSfVP+G1BEMiBGtuY3kHjgcOVc0txXwhu67GcvVp29fGaF96ePHGlMaeAVGgRgwXWGxCNCiKEYNfKyMOH/+f9t+/uWux/4tLBpdHqkqSqoznQ3RXJzZMaHbzqdu/0Zk1evS6QFXsLJAonn/Ug3iJ5Ubs9v91qTGCUGdA6gMm5Ei0np1jWORmc3l3YNx+p7DBXtNkq253ZRlu0SNU6nOmdqAimVWIdCBbB27esl5/O3LxXPbcWaO2zDc3k1vf64mUyey43UAIKO9DmbdryHpUnIYwUUe3jrs2T1XO78hoHjNVd6s5Jx8Ke/K7xsCtOhgu0RQ2uokZ985i7ZyEZr9DYIorNrZ2PPvn0yNi0CBXz+YJQKGh3WGk5TSlkEqUUoTDAB0CE8MUEKscpI06ouXW9iV0n+jN12upeW9O4056BwrXIzNHw3scKunepU92ws5RvSnPUYeDNgpxqvjsfMsT4+hyevxLpWXeMHvANbLoKe6Qdc4HXfrrr+LmqHTtzBwb8JAFcDnxs3Lu4HKprkJpsXIefV1Qp6R33FtexJj/XFUNS5VReDVXRoeqfdXVNm5pGZXWDRN0wObvPc/ha2dJWbOFAom8uqHKBuZ11//Ffv1/fM682SHKLfK19xWeu7v7tnz778rsPy2vKeXw+giFqg1Klk8EYBHiAw+fDOKQ24woTZPaJajocR6/0XXpiYmo9uXGifPfZ0pVjubvOFy5uJcZ3RgqbNagGsG5uXa9vZq0plm8lpAgqFgoQmBTjWqN6bnnm2199/Ytf/uLDTz/7t7/97eHDh3/+4a//8de/f/vR14lAnA/4tJAScHk0g3UPVI7N1lrcGMNyTA5coUNxmYjRMBKWolhaoVNpTDqUIgAMSZRSsLa3Y3G9urnLtbiev+tQtr1fPTCuHxhV7dqXOHepfvuOyOiEdduCeXyWXtql/uI3q+9+NtPQLWdYYHGARIqxmjGICzpbSr757N0rZ/afP77nx68/01aX7GiKb5uqiudKA1GRM8iv7bBP7yzpmAo0jbuqBq2hctpdSDrz0Vgl0zDqL261OaOk1Sc2OAmJGug9oKhRNrsnNbEeKe2QJyrxukFH13S8bSxR0R73JMxqJxbOirtnzZeerrz/du+Z61X17aa6tlBjT9wUIs0R3BpH4hVESbsy26iJFcrzK62uOBPOVxy7PHTgVGemnC5tkI4s+QbnPTXdZltYpHORgbQtt8KdrnZEijSsU5BT5Lpy68ynn394//49k1HnsJtefvmZ115/PpNN0ioJoSB5OMTFBDCNC+UkpsblFpIxCGLFpr7p8mS5SecXutN0qEQWqaJidcJoE1QwhPbssY5sBcpGmZxGqG/V3DmvteUBdQiYUyDeIJrYH91xPrtwLB0olrEu4tzN6RuPzKbTUpmUQ+JAreIlk0x5pc7jFRFiIGVBPI23dDsaOizhlMjsBhorUJiBxgHiJWhpO9k8RrdNYlO7ZbvO2dZOWJe3rLO7zXO73fl1UNeE5/HnDjb3Zmx+qrDas31f79Un9n72i9c++Oz1QNQLOICWi/U2hUJHOHwGp8+CS1ChmC+iOIgEmDy4LYCny0xDs9nmQX9Np6Vz0jew7OiYlk7tsh1/pG5uX4EnLbTnQCVNpsaemMUvAxAAPA6EIAiKQSIklhu99ui1P//rv/yv//t/fvfHP/zmf/zun//5j199/sXa3AojolAeKkYkOILJFZJo0uaJsgo9lJe1DY5XxtIOIQPLjUrWqhFJUbVVm1uSpzCqEBrP1pSAZ1/ZP72c7R5yldaQ43O2XQdCuw74t81rpmb13f3y8SnN40/XPPJU8dnr/iMXDLefi995JXv8UqpjQFVWLamu09ptkFzOKS8Njw23JKKu4sJkQ12Z329o78xv6coN5EiKKlUldfJsjbR50Dq/NzWyEWibsxT3ynMaxLFaIlgsyNRQeeVMbqHKE5KqDJBczzEH+G0jtvl9ia55fWUvVdwhSTeSrROesg4HzgoAF1B6pKTNunmq4srTHRuHM3UdKosPUpqEapcA0wJjBImW0jnlst7JZGWjX2MWRVImk1tKawQ1raHaloAzADvDULpcEi8WBPOErqhEbsBoLWX26/UumVQHeyPq9T0T7/30+Zu3ju3bN1dXk96+NPzDD//w81982NhapjZLZXoaYWChHFVY5TILhch5jpg6r9JtC1OWEK334qgKIHJgDEtiVfpABa1LcTVpTs+ewObtsrIRWcOU+tCtku0nAx1z0voxcfMU2zqta5yQr5/JO3ClwpumAARCCba3L9fno3EMMJRAykAyKZeWcoUigIiAgoX8ESJTzGzsrVxey/eERDgFaJYjkgKFFVR00eM7TePr9O7z2gv3PMtH6KFlaPmgfMcRQ8e4qLKDKG3W52TZQErmzZGOLtYcvbiwdWZ+x97xZIFfbWLySkKdQ2XFNYHq5uTQZH17f2m2JhBIKkgFEJBARAMOAkiFoKjaHi/Usg5eUQvZNkXtOOk791Rlz7zdEuOaQ5yKNkvLYFJjI7kIFyXFAhEBo6REJnf6vcGc0OjM5MtvP3j6xWeOnNra2FzpaG20afViPkYjjARhSJEYxWCVnpCoIEaDLOzoOH95I1noF0kRsUbCGBiCJRQmhTPmVtlYhVmZW5YGC2tZswfPVkmCCdDYjs2vaBdW1Rt7TQMjZFkVd3JWev/l8qdfzL/1tO/OC77b923Xnnbef6P2mZc7n3x2+NDR+nguYbEJfH6FkhWRYkhnUOKkSIBxWBNq9ZP+JDk4E9/YKi2tIyua8b3nMlP7HH079M1zbH43XtQlLmpG69rlpZVMKl9mc4klDDC7hZkKZVmrvKKLaJ2WT+11Lx/PjVWLrLk8e56Q1PO5KJdHcbxp1Y6t5vWtqniBxBbg13faS5o0wRLYmxUWtMvrhi3upCiWr3N6NLQUDkYNDq8Co3gIDrRG3BOQKXSQzgrySqmW3kBpnZ+UwUDIUxhUCr1MriZr6zOXrux56+3rJ4+Pzc9XnT+3cGRr6uTx7Ssrw0WlEatXpTBLSLUQlnJNAVms2GwIYJFCXUNP0hljUAXAVABnORjL03iZUKndX2ZQRhHEBpQ5iLUQU4X4Jd3qwR2GhS3rxXuFF+4Wn3q0/MDFgpZxcd+8enTRZA9xJDKe3gjbrEIpA2FCrkKKKxUYTvCEKJeWIqxG5PbKi0oseYXMo3emr98cNVkQIQ6Ueh6l4bhzxO0T1q5ZxeQGffCq9ubL7gefFT7zTvTiU7ZbL8Qu301euVu/fKAskC+T6HihjPHAqfmj55fDGSPFwuG0Ka/MUd7g6x1Lj84VFlUZI2nF1GrpxpHG5gFXKE2pLJhQwgNcwIGB0Smz+iWV7dZj12s6plUtU+jR29HmMRVpALYYVNFmbB9Om9xSAAAPQvgQwYUwkpGpTQYOwgslY/ffePmDTz84d/3E0FiHQi7hAkDBBCWgxYhUTEhJWmz1qh0hVqzixdLmrv5yb9RIqjFCg+MqlNJLCA0uoAUwA5MagjFSoKWXThZhHYPypi50YJRcWldNL6JLO7DbTySefrboyWcKPvy897lXis7fMN17NfzWz/JefCf54KcNn/5i+etfH9861eoOEGYrybIkhvJYVmw0qnBSgJF8guFSaiA384bnM+du9NR2KOq6sWPXU2unPAOrmq4lTeUQme2Aq7uIhbWciclYMk9p9dBSDd8Rxkua9GXtyup+pnlaMbPlWj4RyKmHAmWilulQSWeI1KE8MbAGZb2TRRtb7ZVNDrMHqu10NA9b26f00/tDy8cSQ6uOTI2YUQM+AliNxOVVO9yszanGCCgYtjW1FEVy1N6QcHG9/MnnNme319g8NCUX4hKhTMUoFVRpUfjCucXnntn78nO779xePHN8dHayoqM9VV4ZCMd1GjPGaBFKg2AyYPCSTYOp8javJ1cSyqiNHjEq5/MIQKgEeo9M7WY0PqkmSCMmDtACjgbAeiCxA0suKO6Cp/eZt24ljj+WOXAls+ts7tCqMbeam1vGSWThgjI2r0DH0DwBjwNDPJGIjxJ8XAIxcsRsZzw+VSpjq6kNRqPiQwebdu+uISkgQAGtAiY3MjKfN74ajRRxGwaJXWd0x29rn3sv5+NfN156ynb8uulnvxz5hz8fP3yp1ZsSw1KQW+b/9n/8+MNvnwvmqXgEMHqQ8cWymZWqUK64qEpV2mAw+vnpKknLsLmyXdPY5yprcLEmEUwAXAIIhqO18kbmok+/OjW3y1XeAXYeDwwuuF0JUTAjdkTQ8oZgYVmUFJMA8AUwhZJyoZgSK+WEXJpTmHn9vXcePnz44P2XBsfbtToZn8elMIZAZEKIxjAGpyS0htTaKZ2TFLN8TMollBBtENNGiUiJEGpMqBQABAAR4Ek4fJoDbj1VcOpK5MSFnAPHfGu7dFvHrWcuWa7cMn/9y44//WXh3v3C67fiJ045ts1ip86Z770UevHt3Jd/XP3qT/re/HCtbypXJObSjIQiZKSQVDGkSirSqwmjQaHWMijN5RIgUcxma1RaF6+8jTj5SOLA5XB5l7C6j149mju7OzCx7D5wrHpiKqE1CUWMQOvG8mr1xa366gFLSae+sAPvW1MM7pIX93G7Fo1nnxzpXypHaAgIgMosypRa+8eLslVWk0foyyWKGhXFLfLB7baDV/I2T0fXt5LpUklOnqy0wqdWYyaDPOi3siqyrDQ5OtaQShuCEWJlveyxu7NbJ9uXdlQ3tsQNeolMiuEI16olzxwZ+uz9c5+9d+aTH52/dXHx7LGpy5dWm9sTahOPVgJGxWOUkFIjDCUN/dOVrSNJa0TEGLkKI8moJRgjUlsYb1SvcYgleoHCiWmjlLdcFa+TlXRQtYPKwnZpSQ/eu6rrWlZ1LqtGNu2jm57DN+taJqyBfEF9r75zxBPNVQiFAEdhghDyIcCBACoBci1XbYT1ZmEgJM3L0zqsUHGBcrDHH4vJGZar0HOMLmRiMT087zd6gTeXs3bEceP53O2HictP+88/6jt5xfvB55PvfbqyuCvf6IekJq4lqDh4fvuTr281DNl1PpBfJdt3rH1kpjCQIw4msaI6NlUtzqvDE+WicAGcKpPmV6h8MdJgRywuJL9U1THgru/Qza0lRue8wTRvaDayuFlcXGcsqnETUn5FbeL1N+8dO3F8cHhyYHhbYWmlWCEllIzJ42CthtaBrmdee3J2x6jRqVLp5SICE4ooBFVwIIrDFXF4fIjgY0pIZSNlJhRnuTgroE2U1CYTsUK+jCtQcCEpn8/whCoBqkbAn/5t+cFPq199u+7KjfTgCDk5JXzy6Zwvv2n7/R+Hf/f78T27jE31/K4OQXMDuHIt8t5HTU88n9l3wrO8x7+yv6SkwUnK+BiOiTEpAeOEgCcXCxwWucNmsNstWqPcF1cXlOtYM5dkQbYBOXI9snU1J1oC2aKipQP5a0eyW+dbr9+ZqW5w4wyHUAn0PixTqytvN6brFCqfsLxPvXbWc/Ju3uxh+/T+0N13d5a1BoAAoBRCSnlKLaLQiEwucXmTJ9ugG1mOV3UakxWc3acTjzzffexSdU2rsqXb3tUXjcVYn1tlM0k1Kjwv6WlpzPd6FBo11+0RutxoY7Pr+MmBcxdmlxZbfG45hQEZAepKbB++deK/fnjry/euvf/albdevvT8c6dmFhrsfsJgQ7UGjJFCJou0rCanviuVX2OxhXGJlovJYJwmGBWtNkgZFkcZHkQDqZ1f0medPVYwudczvm7YeTJx6HpF85S6pIco6SHTbWTngrO4U7rrbP3EWtYe41d26Oq6jDaPiKIFYjEipmCNHnP6aX9MYvMKlFqgUAG1huOwwQEv32kBc5PJa9eH6zu1mXJabeEFcsneSUt+FR4tBGtHXHffKjt+y3rkuuHeg+KffTV5/+X+nfsy/ZNhtZ2vsEAyCyzWcxqGrfsuFQ9u146v2gan3b4YEkjgVj/kiIFQISdajIQKEI0TOGOCsYXowHTIn0B8MUFJjXpiLm/7ZuXq7sqyRh2lBdWtvsWdDY3diYIKP84I+saavvjup9/8w5f//Nd//ur7r1f2bg+mfFIDJTNLtG45bcIVZinJikhWyFpUsBgDEMRFxXyC4sBCjoDLJ/iUniA0QoGUw5hgxoThGiGuEaJqAaaFSAMiNiKEHiZ0QlIvBF/8svaTb+v+8h8rT98rTuSAoQHJN1+O/Otfd/z1Xxf//MOOy+dyC3I5dZWCc6f8X38z9rt/2nz0Xn22WuQIglCe3OpnaBaBMQhBEDGGSjBYjPLlDCplKLlCns5EZ+bbegfzXEEsU04u7nHtORNun1J6cgWoGgSzZE2/tWU43jaYZ3TSuJRvcqNKE1fn4uaWSgsbNPogMrIWvvJc2YVns/d+PPrEGzP7znfKTUIeBjRmSqUR4wQEANCamKIqa0G17OjVlvndkbIW4cbRon0nasvqDN6YsHckODmTu21b/sxURWmRJxExVxTHO5pKMwkHK+OTKAAA2C3EzLaSWze3P3jjREmRGeYCBQXMLFjZVvjZuxc/fPPK775+7ZtPnr92eefYVEV7X3pprTM/60aEgJaiwbgpmNK5c2hPXGrxyiQKEYIJaDlJ0kIAAVKK6L3SSJmsf80xf8oztKFsGoN75qUTuxyVfZKiNsJbJDAlRLWDFk8GiZWqiputBTW69rFgvEisMnLkrEhCwxIGhOKy7qGc+ZWqsiqL1QaxCgBDgFVx21oNTfXylaWcz786dPVOzcSSw+iGlWYwvxHomTRnG3g7j5tf/lnNT/+h49I9x/13Cn/y2UhXv1mp4ZncQrkReBPSRJnGGAbNY6rrL9bcfKn8zOP5Mzsd0Qzf6AbuGJJtpBLlvFChIKdErHMLylsMl5/sPHguW91JB1OQWAU8EVn/RH57fzxdrgmkaF9SWVDlq2pJGt00ayUbeiraRuundw5ee+bkiZubQ9ubS9rjljjjzKXTdUZdCOZSAOCA1GC0XgJRMF8sgCRCvgSGKBhTkbRJpvaoSR0ByThiA0SbEEIjEKk4cptIH6DlNhHKclA1D1dDuBoCTz6ne+3t4B/+NPTF113rO3T791jee6f+vXdKf/FN23/+bdfbr9f3dsBzk7L3323//vv5L36+vnW6zBuHLF4ynGfX2GViViSUCDh8IIC4YkLI0JhcLqGlFCxCbA79zFzn0dNj00vxlb2hy09U7zoVK2gUNQzaM416dz5R3mMPFChROaC1PK1F5I2ITU4BzQJfjrip15tTTE6tB+683nroSuxHX27ce2N7plLFWkQmt4SSC8QSjGbEhBi1OBS5hZrplczTr84NzztyiuHqVnMgh8IlwGwXTs7mD48nB/pij97cPjdZVVHkbW8oaq7Oj/tNSglfRfFlJMhPGjZ3tF46P/HpR+cP7W/JyzW7bKKQGypOyQZaw7fOLX/47uOvv3T5wP6RprbA0kbtY3c3B8eL7C4axXkiimsJ0I4IbQsw3ohRbZCKGaFSjUlkPEbFz5Q4e6fSExvJmYPeoV2qbftNIyvs4JKsfZukc0bRt2j2FECefGHbpC1eRpN6kKlVzm6WdE7EDD4Bo+UQUi4h5TIqoDcLCkpMW0f7Z2cr3XbcrOdZDEgsjK0sx9Z35CwtBF99a/SdTwcOnYvUtMkLKoXLe7yd42xdj/DQRf+5O9HzTwRe+qD6H/+2/rOvZ2O5OAAAQgEuB44wHUgzjiToXdRv3YhfvV949dni3SeCs+u+3BKsqoPZfz69eMg7umrrnXbkV1MTK6G7bw489aDj5O3ihn4tYwAKM2zxS8wBUbbR3jyU0nrFEA1YhzhYYGkbq86rzZE6cXUQtxfQwSpFvEHtLaUSjcq2WV/tiCG/hclrNGiCNKLiitR8VC2QmDARywcU4FCA0BMKu4oySWEFwpdxcT1CGiCBFKAqjjEotsWkKqdQrOfDco5IwUVVPHD1Fv7KG84vvir94YexP//Pqa8+a376ju/WNf1nH1f88fdDr72U2bsp2bvB3Hsy96OPB9/9cKGxz8jogS2o1jnVKIMiYkgkEfAQLocPRBisZKVKjQynUQHO4/BBXXPe5dtzq/szKweCz7498MJPJprHVV2z/tVj9WU9ppIOU0GDyRmVBJKs2Y15wmggJqKVQKnjJfKl/hx4bjPn7U/nr96tOXWjvq7DkCyiO/rj0ZSGEHN5XA6CQEaTMpow5eQpNg/WPffmjqntEasPyNSAkAAYBjTF9XhohwMP+cTDPcmipD4dUTdVxPPCFiXBSwb1Q12ZTExWU2qanyrcXCt76fmlp+5MrSyX5uexNiPstaFRr7ivNdXVlCwvdpaWWYqr1A2d5sGp0OJ66exSpdkhgUjgzlHHCkxmD00rUDEtlCtFeiPmDTGZYnNbf6Kyzdo0amibkVUOQkPb9b3T2rk9jtUj9uXDlsVDjrohonVKPrM31D5pNYVBUbOieyZkiYokOqCyChk9LGSAXAfpTEJWw6uucne1xaw6QW6EWJyKdDRLh/rVq9sD9bXymSXnO5+2Pv9W3dGzyZXdjiPnU3uOx+Y3bc886D12Ja+8FXrmQc//enjtm18fqqy1/LcSQcRcpQm1hsTeDFrcTiwf9hy+Fp/d1NZ1EwsbweW9vj2nI4++VnHtxfzFQ+aydrE3CdV0KZ960PbJbxduvlQzvds7uZYobrZiLNAHhIlqTarOGijSyWxCkQa0ThU/+OLZp968XdyTwlzAXUW1ruaUjtsCdVjxkGJkn3/pVM7SidTIRkFhm8eeVhhjlMqHKn0ipVek8BCsT8p65XKbAmUJLg1zKB6qFuJaiE8DVMXVeQm1E2VMkNSMIHIuzABExgPv/ST4h39s/v5XDT97P/v1p7Ufv1/22ovR3/+687/+c/7f/jL1q++67j4ZXN+B7d1Nvfte84vvDhXUU5gKmAMqqV4MBABAACYEmATHJIRUzhjMWoWG4qEAwgFHBJQmMl2mjZfgVd3Endd6fvWXCxMbvpIOZu1kdeuUO1yChQqI3GJNokDr9MONbaZtCzn5JUqnD3Z4OWoTGJ7xPvFi38i8K7dErDCCWJqpbwmptEIUBwTOhSAgV5A2J01KQShBb1vObe2z2r1ApgRShoMJuTAfIHxAE1yjimvT8MJOOh1mnVqJgRFaVaKlyZqnbm/v77BVl4nXltPbF6Knj1etreY01LPZIo1WyVdLOR6rOCekCbilAR8VCBPRPDxegBRWEr1jnuGpVFG5taQ+3DJY1tibTea7cLGAxwckCRgpcPskRWWmqiZrXiVZ2YNX9fO7Zqn1o5HabmpoQb980Da2Rs7tlw2v0nXDaP+y6uCV9NQue6xCZImLPCmJK8FIzQLKABEqLmsSevwyi1HosYoSQcquAaW59PpccrBLPdSvWl7yhiNgZsH2y3/c9vl3Q3dfrL5+p+zuiz1PPj945EzFM6/O7D5cptBzxuaS//r3Z//l319qaA7yIa5MSaMSoUgi0DkZV1KaqpaNLPuah7SRfK7VB0K53Okd9qfeaLz9Wnr1NDW5W1Tdx3MlgS8N+uYUUxuewWXr9Gbg4KXG6T0F7owoXq3MqVWqAtx4jam40+XIJ4p7PY+9c+qrv/x0+sSQyMeVpYQFY/bsuMnfhHnruUVDyOBuw9zxWOOUO1CmtKUZU5LQRASasMCWYnxFOn/W6kpb9X4toSV4FJ8j4cFyGFMhmAJGpDySFTIGgmARmOHDlABhhAiNgs8+S/3uN3VvP4jvWBGub0evnmcfuab78CcFP/+m9rtfNP3TH0Y++KDq9Bnt1hb94581vfnJ6OJWMr/ekK0L6hxyrogDeECICymZjBBLpHJGpWVkakyqQRUGXO2gGBOMq4E+AFrHdHN7g6uH8+r6lfmNWNesq3PaGy1CbQFuME5b7MLicsXNO72vv7tj/5HK/hH33q2GHbsrty2FN7Zyo/mw2go8MZEnglhcGKvFtXpJJt/nEDEDtQAAIABJREFUdutQjMtIuTKFMBhT5mcVxRWaaI5Eo+H6vKzPZZDTJIHAClJkU0u8ZqquxN9ak+PQSXAucOqJ9aWaZ55cOHGs/Pixoqee7F+Yc62u+BfmvRUV4tIytc0iVMsFKimiU2ElWd/6zr7uvrQnhCQLyVQx4QzxQgmytTe5sHNoZK6zrjO/e6BidLStuCgajxqiUZXBxPFHBIlCUW2XZHqXfmafbsdR9+Mv9cysB5r66K4JpqKL0zXL336UHd0pHVmXHLkZfeqd1vphs0gNUtWsNy2HpABlAa3jimUcVg27rYTHiAQtSHlS1VNjbSiWbyzlHD2Y7myX1dVhP3p/6Je/2/bI09E3ftT80VeLZ6/UdvTai8vMdS2uvCJWIAQFxfY//fCjX/zyOY9f6vQY1zdXIvEoAECA8midKJBWBnIZ1sqR64FcA5IZ6eyOwN4z/kPXDXsuSw/f1O29aGybFNYPiDomJKYQsEbw9jFLUYsyXS8v7VGnm1XWPMycxrI9nvJBR7JZ6q3EIk3q4vFEqM2pyDCyPDFbiGiKOdossFeCdA+/b6dxcn/IVywRKIFID+ReoInwzEnckSszhmWkXkRqMUKNQhI+BwUA5UCUAFeIKVaKSFA+gUhUDC4TA5jHQwQCQgzhFPjks+Q33xY9eBDYOiQ+fcrw+st5l89qp8Z5mxv4o4/r33gz94svWz7+rOHFV2MvvJn+8Pup53463TsbzpTZGBUG+ABwACIUyBRSUoKjOJ+SCZx+VUl1JFFgd4TkrrjUFsFLm/XHr7V2TdpkZmCPgWSlsHs6ePzaaHNv2BuROD00QYBoDrljT+L2k4NP3Z+fX8l/+cGBr39189Cp6nO3GrvG9YXV5OJmprpVp7ECqwtt7cjs3b8tlfIKYcDQApuN6Rsoqax0VVbaa2o9Ab+sp7OivbnSY7OYNKxOKXWbtX6bOuhQp8K2uNcoRgAGgWzGcPxo6+uvr7z62vThY5mNzdCjj7U9/+LU2kYmU8BoWL5SislpCUWK7A7l8FhDc1tGrePK1VxaxZVpOAYrHE0bMpWh3DJfMKVq70vdvLX/7pPH7z19+Ik7O0fGY9VN8sYe6dQO08ELwRvPVp1/vOrNn63vP1mRUwCiBRxvHqdvnjl/N3z/g8rbrxUubOl7F401fabGoVBVp0ukAAAHhAYwOiBTcxUKTswv9RuFbhVv+1Dh1nLVWLvrysmGXavRRAxMTrGvvdly4Zp772HFt9/P/e3/f3TnZhbFAZcDYCEQYgAWAV9Qt7FntH+oQoQBi1U3MTUVT+Zx+QLAA7CEL1ELEAkgpUCu4RJibm1taOfeiqZ+8fYt9dmnPFvXrVvXXPsv2o/dCp1+JN03Y3flkPk1alNIQBqANYErfTBmAvF6fdmQx1aIesqEuR1KRwUJuwGdI/S3uoLtTk2WlKWBtxELN8PpTnT+aHr5aIkxIgEEII08uYurCwodCXmowGqLGmFaAHgAIAAiIYEY5qI8PgEjYgKVMAQjQwixiKJQiuYhIsCFARcDEAnefMf/6ZeZ774v//yL7Bef1/3pD/Mfvt+xe0N1aIt5463YS6+FX3gl+skXDR99WfXC24lv/jT3wa83m4ZsMg0XRrgYinABIHHYZJKpWNTpUrq88tyMpakt5QuxMpZTXGkf2pbfMejpGXGW1FLxfKK+29bY7+wYTRw6M52tDjq8qljMKZUKFWoQzAHrewqfe2n3gaNd9185eOeZ1aYe8/nbbU+9PDq9I7J9b+GlxwYHtoVZMyir9Y1N1ZhNlITgOu1qq0mWiJm9bqnPQ0UjKreTqatKlRYl7Cat22bUqqQhn7O/ozkdDcFcQIhgIytRywkdC5UWa+dm0we3Klq75JeuNfzlX5/4/T/dvHitq7Pbn0ralTKJUqpkGFqIclmNmNVKUIwroTGCErEGgjXgiIQj0UJqF6KycXxxYveexi8/v/lv//rmb37zyJWb7SOzuqV9tuvPli4fsI8tm6dWPCPbQqmsMpIWTCz5h+bd68eDh657X/io+b3vx4/ezvMX8O1x4a5jbZPba00eudoqYW1Cb5wpLjdGwuKgUxgwQV4VNFofGq53dlayy5P2iSFlT7f46vXUhaux4Qne0dOmb79f/tvf727bVsoFAEV4EMThcAFOQrRMhBFcIcoVoUIBLNIZrcm8IpPLDUtwWALxSY5ADFg9aTQzMpnIbpcWFOuaenRjK+qRHeKRVfHoGrF+ir36XOL6c0XL+4L2EKKx41qXCFNxuRTgyYHKJ85rcXlLpdo4L9OlzQ7YAnUqbQaTJkWKPNpUrjZVyKxV4ni7rLBX7S3BizqMwyuF3rSG0PDVLkJlE4k1EK1DDR61xW9RGJRcmM8XwRhDCiUYhAqFpBgSohy+UIhTkJDgwSiMkpAQ50AYl0dCQim4/3zo86+r/udf+r77Zd3bb+X/6ruxP/x+5eMPW999N//Lb6u++kX5/Vfcr74d//DLild+lP/aR613Xu/uGPGYLBjCAxCfr1eSi9ta9m32ZwuN2SJTKpctyOgbGsI6rdBuQY8d6T13tr+khDYagdcPGlqZvVt1e4/1J4rMBqeUUorsXlMqPy5XicVSkCmmTpztfeLJPU88vfXCK6eHJvOlWtAx7Lz/YHFiOZ0uYz/69uqPPj6vs6Nmp3RwtDKVZ9UZRPEck8shx0WAJjkymivGgZwROKxKs16mlBJGLauUUrGgb//mrpG+YZgHQ1zO4tzIudO77RYlDAOlHKTSsoFh/52np9/+8YG9h6pq6tWDg7ljo406rQJFUYVKRjGoQAh4EEBxoUIhlbO0Qi+W6VGhDEgMgHUDSxAUVWL7t/LfeLDw/fenf/rh6pVHite2dCtHlUdueEe2K0oaEZufK5YCOQtiGWRhZ2RqzT28amyZIif3mjbOJVaPp2r6jOaAKJBQe8PaYMyWyDh9UUVpjam7z93dac/ERDkOuCqu6St35Lkhvx70tZInjga2DlsvXAuduug9dd5347HcE2djz9yfGh3J4ihXjCNCBAJcQDECuRIjCIQgCJpS8CGCUWpCyaTZ48LkEr6Yz8EAnwCMEpPKCZpCKQrSmfiNXeb+WU3nNqx5lDexIdl5ml0/Kdt3wdY1oRIrAA8FCiNKqRE+AQQM1xzWhEucUgdiycXrxsPRGhMbIoxpGRNGETvfUCh1VEh9dTJftThWz7JunNRycivNRr9czEL2IKu3yyCMyxNxYFIgFItIWiwQiQQiHCWlIkLKF4gFiESAEIADcXgwhy/g8CA+jHIhIYcrFAgoEa4CN2+EX3+j9Gcf1T33QvTqFfP9e/nP3i2+81jO3adDL74SfOFV590XrK+8HXvpQerkRcP6Yc3grKqwhA64KQ2N8QEoTxnff3DyjRd2z4zntDfbMklxcZ68pdZlN8DDndGP3j145nBVjh+UFopWlv3z8+5de8p2H+iPpW08FPBEQKmTas0KnILUev76Zt0nnz35wfvPvv323fMXN6sbAjavKFMunVhOFlapXRHi3mv73/3kallDqLmz+OKV/Ws7h+K5mlRGn0obZAyPEHFwIY8UCpQMbjWqdCwjZ0i1QmHQaINeX1lRWXGmwm1x5yWjt2+dfuSRYxYTCwAgUL5Oi5WU2prbfOGonFVzGAZYTERPV1lPTyOjkBA0qtJJMAnEFQBaKpYqpDiNwxKIMQpiJdqKLnekFCuohcbnVacvxE+cCu7ebT95NnLuZuTwZcPqCUndCOiZla9v5eZm5akC6fb1/LGZUH4FES7iB4t5jgwwJ4E1BcWrJOGsWO8SoBKAiIBcgWn1kkhc0dhsrqwST466J/pcxRGiJd8yWh+ojOOVafjEwfgTj2dPn3fefCJ88abn/iuVn34ze+ORitEJu91JEjjEqiSkRAjBgGIErIbU6pQSiRRH5TguxxkGoXEhjRGsGKL5EMXjkRwgADI5FQq7fQG9w4uWNajO3Gq49Xzj0gHj5CZ99Jb70FXL4gFF55gimCNjlIhUJaJVqIji83EOrZVonCpMJaDNAkdSqfUrJCaS9cvVEZkppbIVKbQJ2F6IuYvFvqyKVIs4KDB4aKkOw+VcX8xstGv5CI8L8/gIH3D+e9/EBYDLhXAElUIwzedTKEqjOIaLMZzEuXwe4PAAB+IAhM8nYAENxofF28ap7na0pxPeu1t940rO3g3t1Bjv5g3fZ583Pfq45dJV9ulnwucuOk6e8z72bMW2JateD4oSuj3zHR2lnt5q/eWjdWcPlW5t5q8tJCoLic467URPoC6rPLxW+Oytts15S1MpdHxf4OdfbH/lpcGLF1sHh/IicZ3FzUAY4CNAIudJVXyTBR4aKnr+/sXPPn7rq89/cvjQjtKyQF6hPr9UncpKHX7IHREOz+Su7m2ZXmrZNtc1vzg0PF5TVe/ee6D7wqXF1pZ02GcxalgFxSgZSsdKZTSOITApomQUq5SzDKVAEcrt8NTXVXR0VIUjJooSUmJCSlMKmVjFojlJo9UuIwieWsmXiUEmbd/YPRmI2fk4UJkkMi0hV0uUGimtEAslEBAAc1g8t79m/+WBsk51upLbO4YeO205fFTb1f3/WHqrxrbWBNHyE25Je4uZmRlsWbLMlplRZmZmiNkhxw7ZSezEYSaHyWHGE84JHqaqU9BdVVPdfe/cma556PkX62WtBSpq4Yn1stHNvDV7ZIVtlPgCaNfJ/IOnK9Zuirx4vXn/8ar0QoHCDvhmIHQAthmIXFhZMAkWAZoQ0NkopZqs01FoVOB1Cwb74/t7nL3tpq46c4wdjtAigSh5mpfaWCw8fiBj+46guQX1rUepy3dSHr+s+cs/Nv7tn7uWzjY7gjkUCkosobM4CJNDFMkYMgVHKhcTiAgWi1AYbBILIXGIBBYez8ZiWSgUFQA8INIgf2J4Q0uZN1wnUaJjU+k7TxQcuVq07UhsZTe1cZSx47Rv5TZj+5C5pNorEJOICIpMJ5IoEIaAgsh4hAnjKRgUDHAMNJlHxjMIMB9WuiSWaAVFjeeYIWssw5smy6qMVNvEKBJgiaksEZEpxFiDNWKFCIXDAAyAEAxCx1DZGCYf4stoMJ0EAIZEoTPYAjKNBiNEMoVEpSMQAYtGowBAA4DHYKhYNB2Eu0FdGbu2nF2ST5wYVm2f9Xa3cBoq8Yvz9jt30h8/znz+Vf6L5yV793hHRpU379UeOlZo0mPDneTTu5tfXp24fbLh0oHCs3vybp1tXNpbOtETvLrft3dT3sLapHWD1u1TzrMH4pf2RF07m/XhRft3n0ffvZnp7Uq129kuDycsVq7SUwgwYHExchlWIoB8IeriQGJDTSArPcKo50qksN1Fd7gpUhVKZUInZIqnNtefOLOYV5DG5dMFImJLR/KHL2cePNrT0x1ISQg1qOQkHJ5KJPGZNCoMQTiIw5CEeeL6egdHhkZiY2LUaoVQyGKzESwO4DAoDovOYtCxGIxGLRsd65pa15+c7BGx0RwqSEm27tw7XlidBPOwfDVNYRQG+2xipRBNQBGZGLaSkFrpmNhR2jyZ5Emlh8SjatuRA0etx0+6Ns3qOnroa+dUW47Yt5xwjm4xR2ahWketlx80HVjK2L4vfmQqpKJV7UlG5B6U3IsVBqP5TixVhSEIgCtK6PCIrC7mmrWB4kAwk4zNTTds25TaVq0uSRMWxqncEqJdgI1zEarz2GvGTaPj4o5+qGuItmaz/vOPPf/9r71/+cfCNz9t37m3RatnQwQ0lUZic2hSBU8oYVNoVCyWABFJOBiPpaHFJp7YxINFEENNJnBxKAjFkdGiE4Oj45wSOSKQo0PjiEVNguYx1apt3sZBcf0Qd3qXa+Fo3MDKsJh4LZGExmBRJAJEJBAJBBKBSMQTcUQKhEOwaCIaZlIwBBwKj6LwEZ6aSuKjOFpcoM7XORrIr4w1BStQBIAj4RE6RGHihDIemUkFaBSGAOh8nMZKj0iSlzb4ajvjwxOVRBoAODSDR2UJyBAJjUIDAgxoDCwJwWAwAIVC4XEkHAYG9WWyuemwW9dKbiwHts96mqvY+cnYijx8XTlxfET45kXprz90nzqeNDGsHerX3HvU8ebd2MiAoyQTObwl4cVy/dc3G7550PX1nZ6f36z7t+8Wvnux5vqJ6uUjFUe3pSyudz+6VnDnYsbSvtDHN4s/PG97cr9+w3RMdpo2KlxcVunctKW0uMzO5QKpCK1VAYUUaJUoIRdw2UDAB3wukMlwBiNRpcMotEBtAsER8Pyuvi/fvmpuaUKh0TAZ09yWs7hrRUVVpM3KkUtpchHbatAmxESFe90WvS4/M6+9uW+wd+zWtZvffnp3787FDTMTcTFh4aHe8pKS8uIii1FFwAEAgFYlLS7MrK7KS00KDXPoA+kRkxNVD786tHdpVViykaui8RQchV7J5LIghCDVCcLTLFWD8bVjMXGlalMEIbucMblBdfV2zOOnaQcPBo2v4m/Zazv7IGN+KbRuSOROxFrC0ZVtssFJfVuvMK8CyaykpVaxTPFoSSha4yezHViWGefNEBU3WXPKVMkZ7KvXhg7ubQ5z0fOSxR21loxIZrielBumtfMoAgiVG8fesNK9cdqxaZN1cq2kuglq7mFcf5j/3a/DP/6+/stP2w4c7tDp+QAAPETAYPEEEh4LYQBAo1B4LB4PcADAQGBgGn1KZTBfHyZRBLH5Oliko8p0dK4QJ5TinKGspDxxVCYxLgClltETCqh1fbKBNZbZPakF5WYWB6JRyRSYSsJTiDgKCaLhsSQ8FkumkIhkPJaIQegkPBH3P4RApGCFKrJQg69uSx5dW6t3cDhiIkTCYCESQmPgCBAWIqDxeAiGKGyIJkCrHcTMcnXP6ojBmejmUbc/V8xSQEQ2Sm1BQqOEkX55VsCRkmUVykkA9f8PFiAIBc4eLV7YFHrjSvZvP/Yd3BkeFwr8IaA4Hd9Zxz59JOHjm/obl7MKsxkJEeiF2ZgHjzu//jz2w6fRexeLHpzPv3LAf+lg3KOLZffOV//yduqfv+z467eb//Lthuc32vZvib1xrvDZ/crNU8rtm4yPb5aePpQ0u9baUMYqyxFPDEQf3FOydVNKR7OltsxYVWzKSuHX1xiG+yPSkrgGNQh2kiJ9nGAnWa9DGU3AYAZSJVBqQUlZ2PXlc9eXr2dlpROJaKGYIldS6DRAQQCEA1Iht6KoYPXEaHV5SV5m6uH9+/bvPVBdVXXpwtn//b//7T/+89enz27s2LHt3u17/9c//vHxw5ui4jQWm0ih4KkUAodDJxJxUhFzrK/z9OHF1rasocmSDYsdyQUeihBmCJhiudRsNklkAoWOH55oCk1VGCNooamKYD8rJZ/ePyE7dy3qx9+aXr2rm9poau7nbtgTPrYlKCQJp3ACUxhIKiLlVhLq2hlDa3W5tZTCVl5yBcsciw/P48o9aE86Z/Fs9fo9yS39yvoWaXW1oigga6qxjvZGN5fZmguDY80sLRVtFUA1uebx7uBzxwquXSw6diju2tXcS8uph5Z8Vx9mbd0XdPlWzbtPc7VNHjYPQ4BRCBXLFcJ6K89oE5HpeAAAgQzkRtjiY+vcFHMY2RZFUgThhCac3EKS6Ig8KUGj40gUsNaMlNQEFdUYPHGQ1QcsPuDxY33xiD9DKNcSMXhAp9OYDBYZphFwCArgAUBhsRgsDo3FAxIZS6bi8QQ0Go0GAI3BoOkMEl9ENlgFRpuQwgFyHYMv5uGJDAKRgYcoRBKCwmDwRIjKRhA2RqDFeJPp/kJKWjXSOKEbmouqHgxyJ9GDYonF9brVc2nLj0bP3RosrjeypSgcGdA4gExHgdWD6nWjyuUzcb//0H7mcGReMro4nbJhPOTyicJnt2qWz2QtbPCVZZM7quU3LjZcvlb17HXHn3+e/NP7/g93K59fL373rPXV0+6711tePhx8uNx88Wjg8K6U9Std8xsjTx7OW5iLmBxRrRxV71sI37TKOjWg2T0dsnfGc2l/yqdHHU+X66+frHx4pev53aFbl1puXml892JsajIkLQ7avS1wcFd1QY4kNBiTFEfJzRaGhlAMWkJMuLanpXn75tn6ygIBFyEjWPT/hHxgmMNk08h0EV+Qk5a6a/uWO7cu3751saurIT4xbPnG2f/4P3/517/++ff//POn7778+vuf//mf/3H93uWM/Ni8kpSaxnKxXIbCYQAaEEn4mMiwokCmxsBjS/ESA40tg+l8skgikoolTqtBr+ZpVDSrg8uTYGEmYAlJYgXR4EAHqpgnl5P/8d8z3/1hZUO3PC6dnFkid0bDQgMQGEF4FrlqQFzchjQPsUfW6/OqSb2TxoVDaV0j9pZ+qz+TUNbC+/L76r/931tPXk6va2Z7fcBgAhkZgpHBqK4Gb2tJUF2OOdZJdWrxI92hSwcDJ/enPb1Ze+5w0q4t1kf3su88TD14NmR8o6Jthbyy0STT4pkCINdCKbmadVvzr9wbP311RXaZReNEipsNa7aFL9+vWFrOXDwSuWaLM7+GagjGynU4nYUolMESGYtKw1MZ2NKKiMaW8Ig4ptWDtXpwegeWK0HhyQALAywJhSGg6VwKk0vHQFgcAUsgQQiNQGFANAaOwcBQKGg8HuCxOBJEhrAwEU/hsvlkKhENATILJVYzhXIJAWGh0TCEI8IwAQ9hsTgiBFPIbApNRGAq0cYITHQhIauZWdQjCXTyi7oE9SO6giZ+eRd/zU73nosJ8ydjO1e5DF4azAEwCwPqA6iGInBgwfTbN42vHxbs2GBbnIlYPlHycLnmxrn8tSOqDD+6vpi9uMF/cFfW2fOFz182f/245suD6ieXcl88qP/4ZeL2o56FndmrV0V0NioLc5CURHRiIrq2XllSJkjPgCvKORlphLREXEUeta9OtLZHNdUpPL8z4tmFwFeXyn9+Ofzj6xWPrpXdv17x/aehf/x5/ZE9/jWjxi/vVn94tWbHXFZtuaogSzizOnu0PzUtTm9SclhESMlnuK0ib7DcbBKxmDAaBbBYiEZlEgkIACArNen3337817/+16nTe+OTPNHxrpXTfRu2jl27c/rV10/+/O+///SHn+a2z4b5gwUKclVjwczmKYPZAgBKb1WpdWIcFotBo1k8hCtHcAyAZwCumM4XsJk0mEMjCFg4o5au05K5PBRfSKQx8WgsINFBdpn0zsvO7/+6fvuhHHsoXqbFKE0EuRkyecneVEbNkLlrvTm/hVLQSK3pFpbUMaubhKMrw9bNxK6ZDm1oFXT0C+6/qH73TevuI+6FfZ5V62xZebihYdfuxaKKYmVCJNTdbF46WjK3yZ8QS6qtYB9ajPjj57FfPgxuW6fZM687tuRuHSbOHgw5d7ukpt2sNpP5cuCJprf0e9ZuzZzcmNk04OtbEz53KO3is8r9F0NPXQv5+HPex99ynn1KO7bsndyoK6/nJ2cKjBYGk0WgUCCYhPV4VDExCoeLbHERXD5quF+itdBxMCDRMRwJiSsnaewctpQEsMDmUcZn2FUmulRFsTnEWg2TDKMIEIpCJpARBI8nAYCD8CQcAY+BAZ4KMDAg0kg0No/J5FAQIhlBczhkCo2OwcMQGcYzCAQu2uAjRwUYiRXM+HJKWACUDHAH5ywFbZS4YpDfClrWQHNL9ovPqhaOV9rDJIAEQHspYaSVfvl45NvHBS/v5b++X3XtZMHMsGOoXXx4V+jV82krh5RTo/blM3WXTlXev1377EHVs+X8L49r3zyquXyleMexnJ61voQ8TkgEzhUEjCbgDsWFRBEtISi9FbhCUAlJcHgk2mwEYW50fYlg07hv/YBjcZV3YdJ1ejH+1e2aMwcjTh3xvnlefeJIwpoJ5eEDvssX0t696vjyfuL4gaLaMnWUBy7Nc5bkhBgVTDoB5TIKU/zGMA9PqyYqFESrQ2K3a0ViHpEIkYgEGhXJzUq5tnxuy9Z18Yk+iZzpcKsjYo06MzvIo46KDTpz/vAff/+mrbuCzEARKIDJI0sVIhgh4XCYyNgQu9NAwJIAQMMIxJWQuSqYKsSwxUSuCJbKqCI+wqJj1EqSJ1Ts8ggEUiyDgxVIEJ4UdvoYS1far9wfiEzmwiyAIwOmGBuZqkorN2XWaRpX2eomlOFZkNUHkvPYpbUqfxLVYMGkpDNHJx3tPYqqRlZBFaW2nbpuTv76S/WT16WrpmQLC1GrV0ZHRsJ1jfKF3eFff2n/y78Pj45K87LBod2hLx9Wf3rVce1CxpqV/DUzsv5V0gMXUl79OLj8uPHYxbLGXpPHT9TYILGGwBJjWTJM67Dj7tdNB64mDM/yVm+jnr2pvfXK+OCT4+oLy4VHrsXjjrYBlcFGBQDgcFgyCY+Q0FwOLsTDcwRTDXZCaAzP7KLReWiJhmxwsrUOsi9BFBrHE+ug9EJTY7c31M+S67BhEfKICDWDgcXhAZNDoPMIRCYWomEwJBQgADwLQCxAFRLkepHOrFOpxRIhlcPBCURkvoBDopCxJAyWgsYzUdoQRlqVwV8kSK4QVo/o6iZF/jJ8Uhm+f1o+sV1ZP4brWkdbOBV9/GptaUMIngrAxkH1sQXvw8tZ107F3ruc/O2rljP7E7LjQUUAf34p4pcf27953/n0Xttv383+/U+7bl+punex4NWNsgeX8q9fKRifcSZUMPV+SGQDciOQSoFIDNxealquLqfYHBrOCHbhUpJoyUmEonzWyKBjfpP/5rmmS4cqTm7PO7oldXHKu3FMPTMhun45+da17JYGVn42WL6c8uVzy+mlhHNL+VOTvoxEuk2HkvGAUUmwqJltdfE7trS2N0cnJUpMRoLDyUjPCS6vzoyNC+HyaSQYy2CSvF5bUXGGRM7EwwCmojhCyObkuoJFTqdcJqdVVWecPbd44NBUWYWfQgVoDMBhgckoS0zwJCaGSiU8nVyvkek5HDZTSOaqyDIrUxvEURgRs51htjG0eqLBSAyPliRx8eyDAAAgAElEQVRmGp2hfJGS4IuRJGRohUp0cq6kayTUHgbLjFi1gyI1wyEJfHcSV+3DWZPw2c3SlHKFLhiyeoiWEIItBFTUC2e3h8/viWzu5ueVIsERIDoFdA1xj54JvX4/4eLluPmtQRGRJL4UDE3ZrjxJu/Io4vGbxLv3444fDTl/KmH3jtDBXsH81qAdO4PWbtSfuJz/6EPrxJyptp979Ery8287dxxPckXiqDyg0EPBEfSeCffV5/WNo/ycGuzkRknvBDx/WHr7ddjNl2HLz8IPnndPbDDbPBQqHWKyCCwmmkgEBALQ6RG1AcMRA3MQPjSaHRolTkg3unw8tR2TFBB3jvp6J3xtKxzlTfKcEkmQjxwRLcjLd5qsdDwCWBKCM1oRnKR2xKu5RiZBiGFpsXwDpHNzrV6VVMuTyelSIZHJAFwukUIlobEoPAJIDDQGAY4oRXq5R2Qh6nyUkh5b+QqpOxWTU807fCn7xI3M1nFyzxT94OWEijahzoHSWgjg/qn8C3tjL+6PuHI06sbpuDcPKq6dSuusJ+6YNXz/TdXnz6VfPjX/9vPq929GntzrPL439cBc2OEtYTfOFhw7kV3aJpRHAqIGkOVApsNZTcRILzs3U9vaGLlvd/tgZ6TXBgoyGB2Nkh1zkTcuV5w9lnPvSu3Ta63n9xec3JG9d2Ps/LqQ5TN5d64WD3YJA9mgoZZw8IDv9Km4gweiX78aPrS3tCBTEB4MJcQwywpUY4MxV84PbtmYP9gXtbCtorU1LD1bH5eiC/apxAo2g0PkChGZkh3sMYRHOyRKOlNIILPRagOjsNAXFaZJiHV1tZds3zZ84/rixw/n9+4ZsVsEgbyY5obsrvb8wwfX9feUCzlwSV7e3p27+vp79HYVV0kJjtOllgYV1rkzC3UOL2xyYPU2NFeKsng4dT3x1W0RkUms1IAsvVDljkWyK8VFTdqYHFbDUFh+k80WS1aG4Pl2DMMIrPHs1HKHM4Yn0gOFFVvZJj12yf/Vp/LL9zNWbjCk5WFTcyF/KhSTiKpuxm7cJr5+PXn3oiciCh0Sje9eI7r4PG7prmH/Gf79R7G//9b/v/4xf/RwdkERYe20ffW0taSGPrzOeuRSyvhmSX4janCD7PmPdV/+rX9so0PnRGtMxNAoTkmDunHAFJ+Hr+9WTW2OTMujJWXhh9boNi2GTWywN/Vyaju5RbWCdZtzN2wui44T8oRAIMaY7XBYLMseQo1MYCVlyqLipQkZ2vAETngiOVAjHljtnj+UMbDaWlTP7Bp2ZBYI4lO4ja2+lByVxIDlaLA2vyA83xhTGiIJEVN1RLmHrgqh8vUkhI9lSSBnsCQu1uwOUvB5MB6PIsIQi0/CkQGAAEdJkZm5OAYGxwYUJSYyjzc2G7Nqc8zwVFDvSn3HGL9rknfyWub0vC8tIMgrlYO/fRr5eK/m4/2qp1eyD2w2XjkWd+dizskDnif30968yXz8NPar57nvP7SdPp05t9F982zpk0vVN0/kv3rQsX1HUmGjxJVOEwXhGTKgUhNKcy3rhrInu+OrctS9te6uCmN5BmPjKs+29e5Lp7N/+37sw6uOb951f/e2/8bpouOL6ZePVDy91v/zx83njpVmpaAaqtnjw+rxMcXsJtfSydzbN9q2z+Uk+ympCeQDe4s2TEePDtuH+m3J8bjWJuuuxarGxqCEZElIOI8jwWJIAKKgpFqWOUim0DNleqYnWm/1ynhKgsUljPMbTSqGVMDobC5/8/zCrz/f+ubz+UvnNu3ZMXb+9JajB1dOr62e3dgwv6V7/Zr265cP//rL+1NnD/jTwkITHXm1cXH5Fn+OLlBjaF0R3DsemVeh5cqxWCqIzNB3jiXWd3ua+yNbV8SmFcsTCriZVVJvOlzabS1otxqiCdpIsiSYgpMAvo3mTlbL7HSWHOSU609eqbr+rGTvaXf7MDWvDElIR/KLud5wkF9EP3E2/dqtwJml5HOnsletta2ZC1q1YJw5oJzaTTl90/r0ZcHRw8nvXq7etaOkoFhy+mLt6CqvzQs88aC8jdq7StK3WrXrVMqVZwVvfm29+6Ylu4xndsJWJ0tlQatsICXA7hkLXdxbdfHKioxcuSMECvczJBp0bBph9axr71LSxTtV91/0nrlWPbLWVdkoauu1dQz6Csq1ta3uioZgp48uM6CDo/GZ5Yzydl55O7uqk5cUgFIK8b2TpqJaQXgcOi2XFZdJj8ygBicibAtgWom2FDnTQke0RHM8XxNOhsUAUIHMRE5IM7e1Zqxe2ZKeGo7AWLfXWN+SpXPyAQEQ2ICtxFJEGESEJonRtlj2mVsjOw/V6myYuAza/tO5zSvkDb2c5XsV01ujcktY4OevGv/2zcBfP/d/eVx9ayn+9tnU90/rvv264dmjtEuX7V+9jH39JvPug4zrN3Me3K16fqfh4bmSz/c7fn4zee927+T6hKRSuSUKofIAjwtGu/wXD3aNNofUZojrMyWFfnJLhWh2nXt2g/XUyYRXL5uWTiQc2R9+9Xz6xZPpF47mL25Inh1PObC1fNdsfleTdmzIsmlD2OaNkUvHy1aOh8VFsUsCyux0Sme75ptv11y8WNTXK+3ukFWVC0oLRQlxbJ0e6wxGQiOFcj0C0QGeBngKRKShkDmAK4M8fp0vyRiaqA+N0bGZGB4VgwXAblBdPrPj+ZOjs+sb52c7//DDw3cvzu5c6L5wdtXMVMHIYNr92wsP7+16+vTog2en2wYqssoT8ur8QjMCCUBGpezIlbqrT0a2HazMLDfSxBCGAfzZqg2LtW0r0qyhDIUda4kgeVLopmicPYngTKOIQlCqCJowiIYRoegGisRJJwpQZAFIDmiHp2In1nu6R2VNPfLMgMxkJ6ZmCAPFvNYO+e07raeWqrvb9Ad3Z548Vbx5e9TYekvrCGNwLf3hy8JHT1sT42mxYZKMZH1EFHdqfVptq83kBkHRoLpTvnAwt32Fu6Ba1TSovvyk9NPvK6e2JaiMRAod5YmQB8otde3O9IBoaCz52YvFjFyD1oQNi2YIlKCpz/Ttn8Yfvy+fnBOObuDefZP3/PvKY5f9s7sj8ipkZje5sNreM5qUkq/SBoHEAkrLuLRjtaikg5Rdg0kpIaSV4IsbkKI6elYpklpAzCyj5Tfysxp4Rj+O6wKmBKYwiKaJFOS2ue2JdJUHNoQxtUFEazDi9QqbmzLrarO4XLLJKu/oz67piNB7yEoXyhhK4OkAXw9Zo5hOP3PdfO3QyjyWAITHcTbtSB9Ybe8cUczuDq9q4aTk4MHHewV/+7b726d1P75o/vsPQx+f1L55WPXmacmlc56zZ41Pv4r48Zfirz8XP/4q8PZ13ZHF0FWdnIen8n55OfrgWue69Sm+BKrcApQGUkSUaOvm4vMnegba3OPtvpnBhJpCTX2dYWDIvmJc394nKaik+6JQUTGgqhLf2cJorGCnR+PK08Vr+uK2TKWvGgpqquUU5pJbG0xbNgSKcvVMCkhPESwsJN570PjDz6O794e3tTEP7s+4eLa5t9OlVQMuDxgtkMZCEGtJRCaGxEGbPTKJjgExAVsOycw0jYvjSzb505wsOoTgAIIFQhZ53+LkzeXFKJ8yLES2bXPv0YNrDh8YffRg24rBOKMenZujWDEYe//B1u9+vdHUm6dy8mR2Bk2JZqhBVrV8/mjJ1EJGZUdQTLZKaqWQ+FhnlKSyNdYbq+ApIa4Kr3DArni2KZpgjiMGZbDkYUSeExIGUdk2hKKDKEo8Q4ljqzBSE84bSw8Kx5ld6OZ2X09fOoeLNZpoDU1BgQCvvEQSEyaQcEFtmWZsxFNbJxoYtlXUcvpHNM9erNixo1gixAIA2DRg1ON94QytAW8JRnv8IFCl3HmovbI+ikQDfCXYdTLw89+37jleJdeQxVLGwHBZU3tyYoZCY8LYQmhdK6K6VoTklwmCw1F6FxiZ9vz891V7T4VNL8o27ROu3EZ9+2PZ7/8xvO2wzxUF2DLg8FGCI9nB0YzcGumq7d7Vuww9GxjDW/lTuw0js4rmYVZxMymvGqrt4tf2CGt6ZZHZtPBsUlEnP7OZ6cuDHUlkf6msoMusicCpvCR/odQfEDhCCVw+EAoIJiObxcWhsMASjExsTOiYsCaXEgqaxRlVMlMYSWQmSiwUc4jIFSoNjeIHhVHcUbjaDvXsnqTCelFEIugdd4AfX5X++LL69a3iZ8uFz64WfnWj5PWDqoc3s+/fSnz0IPr23aBP32T99qf6tx+Lz58PX9GOG27EPj6d9sOTzkPbkrs7HBHxNEc4OaPIsGau9NjFFVv3VA9PJnd2RhQF9NFxoowiY0N/aEO/o6hRFZ5CtXoIJju6oVm2ctxREWA3lqj2zRbfOTt4bGfx1LhreEBTlMey6XFWDTPYynZaCS1N5gePO37+48TLdw2rplSBAGFkKPTMicY1k/EOGzYlVVVSGawyE+RGRGFlSc2sEL9FamAjfDRPQxZoKQwpTqCnOH1Ki0lAhgAAQMjB93XlrZ9qseh5FBJQy2lpybaJsaKuTn9aqiQjQ9PQ4Jxal3rl2sSxs2NFdVHOGDUsRHF0RIERK3fiI9KE3niy2AgYMsBVIzw1TWqiKywUoQrW2AVSE4fIQ9GVgG8BphhyZIHKniSSemmqCI46gkPRYjF8wFJDEhOJLgEWNy0+Ra3WUrQ6SmSEVqmgqxS0nCxLol9iVKGUApyIhQlzUyJCoMxkWnOtMcILpyZxe7tjMjMsUgGZTiRJuUy1jMSgAwIRRMdLskt0WhvsT3I4XGoAAIYAxmey3nw7V9/mJiJAKKJ5vEaViiYUo2EKUJupa+dSj5wvHl5njc3AeBNAzyr54vHwxj76ugXd5n3qofX0N9/WvfjUuGqLLS4bNnrQBjcJRwN8LdS9KmrriYSu9fS6CTB9WHL7Y2B+yVndRxhar+tfoy9soFR08qq6ZU4/PqtaMns4YXzBntMEh2WjwnIIscXk5GqZO53hzsAG2lVZJSqrnczjYoUCnFwFRcUrGrs86+bjRjYai9txdSO8gY2uih6rJYJH5GBRJMCTwloT2+RkFlTaiuu0jX3W1EJxVqlkZns6+PVDzbcvql7cLLlyNOXq8bS3D+pe3K06f9x/60ri+zd5nz5lvXuXeu9+9OMnqffvJR/arTt/yPXhfsnPb3pfPuibnIhKDcgTCnWReaqirvC2qczkWmNMsSo4QcBVAbYMSM04axjVHEYO9jP92YL0gCwqltLYYNo4lbRjU+6Zg01bp9L7Gk0LM/EvHw8+vNPVUKURsQAKAAoE8rLUO3fm3bjT+OxV6/e/TlxcLiku5sbHwRMjvgvnejZuzB2bTD16emxsqjI0Xqdx8XxJDqtPRxUS2XKKxMDhKqgkDpbCJwjl1FCvMj8nPCM9NCFOW1TgSU+x8Tl4AACDiouLMaalGFNTdSUlrqHhtPHxtOaWoO7+qJUzJWu3tNb3F7I1ZKaKLDLSmQoiVQh4ciA3kVR2lsQopAhguhgv1sNSA1VqptOlRDQdIBIgsqHNfpo1nq2LYFtiJbZEuczDpOsIFAWeJMJawsSRqaqoZFFukSkt3WAwIDotOT01KDfLExuh1ivobASo+BiDHKcQAqsGmhnLGe3yey0Ur4PNYaKFAthikEl5PLVYpJPzmFQIjwPRceaa5kSRnAIAIME4BMFjIZTNza9u8lpdNBwEqFQsHgewAOAxgEhAucOERbXBSQFR72rlyi2a/nXM/ml6z0r21r2+zYvRyTnI1GzE47fdkxvtq+fC+laGJRXw/dlijgIr1BJbRyJbJ5yVA+xVuxSrdytuvS85ej2hfpC8Ybdv025/YT07u4JZ26Ob3pFy+HztsStV244mjGy2VnYLnQkgsZQ5Oh/Vvs4S6ObWjJkqW4PtLh6TiWOxMDYnp6jC2TMcuXousm+tNNAKcppByyRv/b6kvrWpKhsHgwC5lilSsMNibRPTNQk5hvhsSWWbpbLVVNZsBD9/bvrT9/2fn3e8f9L+2+exN48ab18M3L2Sf2nJf+6E++WzlB++FF5fDr1zM/brV4XPHme9fVH87Zum989aX341NLYq1hlFc6dJ7CkSURhszBBI4sgcH45ixmN4gCoCYjXGYEdUJkikAnoLLiaOkxjP8kdQ02JZ471Rpw82DnW4MuIxQ93GnVvSdm7NHl8RkZ4oELAAGoDKCsfbr6dfvV196lzlvgOB4RFvW6tl0/qUg/vLl042b9ycW9fknN/bMre7O6XQow8R6d0yoZ7LUTJFWq5AyaHxEDIHYYoYMB0SCuGBgYKjx8YChbaEBEWcX0WjAABAZISpoy3P6eBHRarj/VpvKCcuTpSRJl8xlL5tZ/fsrhXtY1UGn5qr40hNEqlBJNFwBTKG1iLROxQ8JRtHx1L4WJOb44gSikx4RARocsDWAWssIzJfKQmCmDqUxssyRPJZejzHQGRqICwbZJX75g90VDS5PJGktExFRoY2KkoQyHdmpJrFXCIEgICGVfEgIQuoxJicRO3dC+s/Pz28c0NLIN3DY8JMKlHIo/NYFC4V4dOpfDYVwqOYbIreJGXzqQAAHo8ZGmYUy2hEMiDTAI2OodMwDAqeRSOwqCSEAGFQKISGZYix+bW2heOxJ29HX/oq5vDVoCuPsv/6nzuWb4/pTczEVM2qdcmF5aK2Acfoen/3pK9vVaw3ga51ESrbg+Lz5ZnV6ouPayfmnHV9oqEZU8eYdGitsXvMmF8jSA1w8isVEzPp5Q2+nDLL8HTYyjnfwfOl1T2GsAxSQbugpI/dvdncOe0ubnCK5BQKDecKVvjCZAIx1h5CHFkXMrBOVtYFWiaII1uEE9tsdX0WqR4BWCDVsDyR1tgkb3i8nSGErV5eWBLX7MXZw/Hgl2/7Pr7qfP2o+6ePq378MHbncvGTm5XvnrRcOJ64Z5vx8c3kv/zU8vZJzqsHub990/LNh6anD0uf3q+4fbVs176U7HIJVQlkHpI7U2VMEJvSJfxwCt4IYCMKlgIGH6gUwOVAWpuj66q9ehXObkAFMkS1RZpwKyrKgetpMO3amrV9LrWvyxAeAlL98L7F/Ns3encsZEdFkZNSqOcutRw+2pCZpZJL8VwWyEpTnjrRvWuxuKRYmJxCC48me6I4jnC+M0pqCVdw1BSRgSczSzhyNsKGsUQMkUqkc+kMFoJCAYtZML2+srk1PD6BPzYWqK9LCvUoc7I96akuAY+oUtCMeppUipaIQbiXv22u+9K1XbO7JxoHK6xRZrqCzlUJCRQSASaKZBKT3ShS8WlCEhpGASKQmYnJhfrkImOQX2Tw0ZTBRHeyJDhRInUQuAYs14jmGLGIDAgtkNqNKBxIXqV7ZG1RoNRlc5BMZqigwLh2Te7KlVkN9d7QEL5MiPG5qA4dQS0BcZGMjrrwA9u6r5xYN7++LSnKImASuAyYz6EoxDQmGYNAGD6HRiLh/0eBptCpCBkRSVkhPr1ETqXScSQiTCPT+SwmhEEzaHBuVlRlWaIzSEpi4Phq4sRszKYDoet2yx9+m/H+z8U//aPvv/774KHjrVo9GSIAvhCn0eMiEiiZpYLyVk33mDcum+mKxNd0WuNzFSYvdXQ6qaBaz1MAbwzU1m9o7ZeV1tMzCzm5JZrYZKHaRITpgMpFOSORqAz6xObkwXXxEVmUglZpSS8vq4la3W+c3FBYWBbldAt7BgMjK4vDoqXuMLi6RVrfzWgfJ0/tEs/sk6/eoV6x3hqZymaLAVcCSZQcoZQD03A4BDDFeIWJoHVA3jgW+PtfZl8/6/vwatVv3819eLnizdP2O1dKLhxLv3Ii8+7FnNf3il/dDby6nfftVzV/+Nj95WX7q8dNr580LR1Pbx+QR2eTXEnM6HyNK0FqjhIbovlsGwEjARQV8MYJysrciZG8+Aj21umKVQPZGj7eocJPDfoXp1LL0qhp4ei+JvWz+0OPHw3V1snCvSA9HjfYo3/+tPdf/9r3/FXb2hlv36ArMUmEwAAAQCWBojz3jvm6/FxubZ16dq4wOV0OMwBDAhR2qtBAFZs4Fp9BpBcgHCIGRgEMgBCIyWNSqBAKADKMqa0N7+2Pq6yx37635fyFmZ6erOqqWKuFxmYBKgJYdDSLgaWQQFZqyPEjsw+fXL77fLlpRR0iQKRGSXVHbVSCX65SW2xBGr2WL2WxpUSZgWJw08LSWFWdjsquoKwaqyOWI7WTjD6W2ErUhNCMYUxZEFrqAvJglDmaEJMrTCpUeWK5Ti/bHSJUKhAyDMJ8zK1big4dbjp1pvPAoYqhoeDBPmdCDCnah+5oNk4OJTdXRXpdYruFHWQX6pVcMYcaZFVHevUSAYHPISpkPB6fSYIJAIOGKWQ6i0KiYNgCAp0F4SEMncJUSbRKsYqExVMQQnlp/NSaksGRlLBkCVMFsmrlc0eiBzcIp3ZLj98IPX41eW4xOSZeYrJQvaEygRCiMoA9BGP3oHUObEYRNzYDsflQJY3yololXwn4cig7LyTUp3cF09dvytywJXJsjaV7wB3iE3D5BAoN0HkAYQMSB5DFwJ3IKu8MCk5gRefy21c68hvE6WXSrXtbVk3XyLXM5CzH9n2ts9tL8opVNje+oJLaNc7vXskY2kAdmaVv3G/tHNeExOJINAAAIJBwRASPMPAkOsrpk2YVuz2xAvDvf9n5/s3an7/b9V9/P/nTN9P3r9fsWwg/czD12on8+xeLn1wuOL0r7O6ptD++6/vhacfVg5kvrta9udewfq2xb0S5Ytq9Yn1CWatPaUIkaqLOxlDZELEeL1KCsnLH4raG6mJ7Q4V7pDs5wStiYoFLRb99auT759MnFlM2rTTv3BL5/OnArXvtA6Om1GR0f7vu4unSyxdKL1wofvCo/fJy0/qNGZnZOh4HDRMAi4YO5AZ3dUWnppKPHW98+HAuIUVDZgO5GVbYmRQxHhESOGoGTQQTGRiYjoWpGJGc7U+MkMuFMB7jtMiTE/WhobSaWsfJpYHFnS11tWFJCRp3EDPIyXJYeFIhkUoCLApharL784fH7z+++Of/+cfZW+ddMcFyq3Trgc03Hl1bMzOVmZ2jVMvEChZXjssstcwdDLROaPMbqcllcHwRKyiJpgyG5E68Opgkc5C5Rpw3g5zTxEutpiSWwZHZSFKRxBVOV2pJajWilBPEQpTXQ123Nu/Q4YYzF2vvPGo4cyn18rXchfmw8SHN2klbb2dQqJeJJwAIBjIZrJYx2WTIrpP6gpUCPlYihW0updmulWuEVA4E09EUFh4PAxoL4gnoVBrMYlCkQp5cKGZTaVQiXquglZRYB0ZjU4vF5ihUehVr+8nUkzdLmlfIQmJx1mCKSIxBo4FWy62s9pZWGmISqVEJ2Ag/rDaiUrJZ5Y1qdzRk86GzS5lltfpgL6u5ObOjpSg6Qrp2TfbQqH3H7vjFnUUqFRWFAjACxBqSO1bC05IgIXAm07IbDWoPSWQBZe2OthXRYfGctDxzep6DycdLNbjiKltDW0hMPDcklJ6ey8goIORW4Ce2SNfu5I3OsSfmtEUNPKEKjcYCDA6NhzBYCAMhKJOTF51k4MoJ4Mfv57982Prth8XvPy68fzn+8lH71bN59y6Xf3rS+/hy9fu7rR/uNj+7XPbn92M/P++/vj/zxYWKe2dy1q9WblsMHZ4OSi4Qq20UrghtcwpCvHKznR7sYVos2OREYWWZLdTD8EcJI70cPhnAAISamJcOt3/9aPDa6ZznDyo/f9391dP22/eal86VDQ4YTx8t+vrF+MxqT3oKvqJC2NpmqKgyZOUYgoM4EglCJaP1GmJEGLW91fng/vT+/d0mO4PGQ5ncfK1TTBGSsHQ0xMTALByOjKZxSAwOUaEV5hdl6vQKNh0uyvMX5gYFu6C8XNH6mZzz58am1hZnphuyM6yVpRHrp5qqy+MdVkGi33n+zK7/9//5t7/+7dcP372/cv9ax1iH3CEamu77/k9fRidHlColm0tjcQlkNohO488fTZvZ7xibVw1s0nRPWXPrpdZIbESGoLjJ7Yplaj3oplHD2l0hk9sdbStViUXkogZjQqZOLCMqlYjdynBYiWmp8iOHO+8+GJ3fHbH7SNCJ8yEnz7tv3Ut78jh/186g6hpBcrpCqqaQmWg6A0VDgIBBcpnkwU6pVAoJJVhTkMju0RkdEqOdY7Rz1EYeR4Bw+DQOj8kXMFhMAhYFZEKuTadF8BCNBMJCeTkF2rwqbX6jsKKHX9Mv2bNUXN8ZQoD/h00ACgA6AxvlZ42u8a7eHJJRiPen4hLS4aIq0a7DhftOlFW1yqta2FObQqc3JpeXue1mEZ8NhwQxmlvU9+73bJktUEgJCAkDw9jkLPfIdJU1Uo4XAHsCEpLK1IYSLZEMs4/pDOcqjBDCBO4wZW6Bz+HmubxUp4ekNxMyczS5+fLQSJwvFjW52XTqtn9kljE+Jzp4PnN+X1l0ooZEBgAFAAAwFcMSYFgiDE8Bgz/94cjf/nL61dPNl0+1Prje9sP7kW/e9Ly62/D75zV//rz+j++n397ufrrc8Px6442TeW9u1X59r/rKUsyl83GHTsQWVDO5SqC20ROzXaGxWqOLq7Yidi/d6YMj4hh2N0kgAVIpissARgWxPNu2dXXm1ZM1e7aE7Nxiev207JuPbccOxY0PmzNSlLVltiuna3taXLFeTG4ataFGE8jnh3gx3ih2hF/jDFYJRVSFFHbbqX1tkWdPDjc3xbF5KDobq7NKNBYlnccks2hsAYdMQwgwgcGm0llUhoCtNulgKokEYywWdmqipL7K1FSjG+jxHjvaffDAwOaNbQf2rpqfGzh3esuunePFJdGBwrD5HSs+fnP79de353fNdA611HVXxmaG1XVVD60aUmk0AAAaDREKYZWaEBZLaBkSbVsKuvOh6MSd5MXTcf3rbEkFlPIWc1WLyxWJL2uVnLldvN+cnEcAACAASURBVGlfyLrtQXtOZneOeBs6o+OSDFwexqBnuxx8hRQfHETdsDHl8o3yqVn56o2s0xfdh08ali46v/4SuPMsfWLK1tTqNVq4FBqGx4GZNLyQi+jUHImULBDjRQpIpqdpzILgUEV6tiMyVqvUssg0HJkGszksChlmM8h8JkXCocV6XTq5mMeA5RKGTEmJSBQnFjIaR8Qdk6r6XqPdw8FgUWgMGoUGaj05p1jbNxGyeVfM3J6wmnZ6cT0ysErVNig8cCrj8y9rrj8qX7qSvPNQ+PLNxpnpbCEXDwCQCXFXl4d+/ulAWrIRjwMUmAjhMa4QTUlNgtouwLOAykUw+SjmcIbCQcXQAcwDIh1E4aBDfNq8QCxfwKTSUQlpuoq68JAwTnqmKjlNpjGCienQ55/bJ2f563fLlp8Wnr3RUFbv4AhRBASgIYAhoYgMFImJFutY4MXjDZ9ebd+/UDHU4Ti5L+/T8/6f3w9+fNL5p4/r/uuX3ffPtu7dkHDlSNGBuaitay1Prhe8flx27Yr/9t30M5dS5vcm94zFtw2mlzYlKGxUsQmn95JMPrwjiuBNpAdFM9yRvNBwiViATohiXjrR8P3bVR++6nh0K/frF6Xffqq/fztn07SuIAurl2Iq812XT7YPtniKMsRLB5oP7akP5CqCQ4gOD9PmEWsMQpWal57iK8zy5CSoW6ojg4MkEAGw2HilVqi36lQGrUSh4AoEVAZNIhWyeEwCjUQVsBEeE4Og1QZmcUlwIEdSV64Y6wsa6nGvHE85enjkyYOj719f3b9rzZqVjfPzA7WNSWk5tqb2pE1b2kfGqwMlMbml8UU1mXXtpe2DLSFhHgAABoMXi1hWCzc8lJGVw+pfpVk44T5+03/8RsK9d/ULh5Pjs5GoZHpEHCs8HhleG3zzSWPPmCGziDK7PaO8zilT0zhcIp+Pl0kRmRhm0VEOB76rT7Ftt+ngkmHLHs7aTZQd+8QXbzqffJ3w9S8VLz8NLu6uczqECIyTibh8HoVEwmLxKAwBkBlAICdyRASYhlWq6X6/NsQr0ei4XD6ViOBJMIRGocK9rqHe5hCrOsptTo7xcehUKkKBCFi1iZqQw2kbVW3cHVfaYGDyMQDgIAjP4KCSsoQbtsefvVW1eCxpet519GLyk0/1y09yhqc5MzsMh874t+13PHpbeP954Onr5gcPJ+OiDHIRNTVO//jBwo3lTRIBHQUwBCyEQQM8HkVjEJhcPJUFBAqC2c1VW2lkHlqopfLVMJUP+FK82co3mnhYHAAYEBEnGlqZEJ3IdIXgXSFUrgi09Ngv3y8fnuEsHNPP7DJnlSEOL4EpQPGkGIESQxEAiAHIXCJbTgcL67Ounx5Y2t3QVKxoKOQuTof/8Gr4Tx+nfnqx+vqR2nW9wad35r280XbrVMGp/TFLB313b6S9fVv+6HnRhRs5J6+Ub9pVVNHik5vpZAEITaSllvLjAhRfKjEoFo5KE2YUGiJjeE4bOjEKNzVq/epu5Q9fN755UvDlffU//z768F7eyAC3r018cKHw9vmR79/u/ermhg0TmTfOrzyytzclQSWTYbhCnERJ54soPD7RH2utKY2tyPPWl8U6LTIMBsXmkmRqtsooMQXrxDohkQmRuUStTc6S0jE0NFlMxnMhgIDgcPHSqdHTJzr62i07NidfO9+5c75i+eL6dy/PvHhy9uDuNT3tecMrSnLygqP8ikCxZ/VU7eatnSvGyyoakiqassfX9l69dXHb4jxPwAcACIREu50WFUWrqVNu2x1/5ELawfPx+07FX3/UeOx8TVqeFKEDoRwprnR1DHi7hoMzCnnBkdjkLLHKAAMAUBhAo2M5HIhGRVPIID6Rt2lb6JHzQU/ex9x77Vkzh/ROgF3H2Gdv2p5/LPntr9vmFxoNOjaZhGUxyGw2iUzBo3GAzoaYXDxfDMvVbAodT0YAn4Pjc3EyGVNvlAklTCYbRqgYj9vQ2VJq0UhETCQixC7kcikIg0wha83clt7Ykenopr6g6EQllQ6jAEIkEhU6fEoes75H3DOhWbHWWNLE6JlU3n9X+vy70r1nHQfPh+w+6dy7FPT8Y8nNJ2kfvm/96Zf59ERHbJhxzVh5Q1VSlNfARGAGzCBgIQwK4NEoLAowaDgWA0tG0AIRLJUjrmBZU0tOSrqbLyKSELRcQbEHMTwRnNI6S22nqm1IvWK1KzWPobcBmQ4UVrGntpkH1jK2HNRNbFQn5mCik0mhcUhcFrO8xZhSpGApsICIonAJoL1CvziTc+/8yMyK2PqAYGrA8exq28kdeU35oqJ4eNNw+PPrXa/vtnx+3v7mYdXFpZgrl+LvPw4s381fPOIvbBCaQ0liIxbmAKUFn18lzK9hxWajPQnAFonxZwv86ezsPFF3qy0/lViUDvZttb24V3BvOfOnbzt//L538wbDQDdn51zknQvN37/a8t9/v/X924M7ZspGupMC2RajjsJmYWh0PJmCRyhoOh0lEOBMenpchCY/3eN1qvhsSKvjiZV0Mg8v1NOZChKJj6ZKCRwdQ2Dm0pQUiopM1VFJYixXisnLM55f6lo+03pkV+Dahc7FraV7drTfvLb9h083Ht06MD5Y1N2elpNtiY4Vp2XoV68tf/B4x8Ovdh05vXLp4tzVW8f++OfvvvnhY24gTa3hag1krQHkFkp37C6482Dg+z9sefF+vL5NGZ/KKK7SxqeJ+VIcR0zwp6qjkgQWD04fjDN5SEY3gSNDC+QkjhjL4kEaHU+upDE5IMgLr9xgP7Hs+/hb7n/+q/3B2/g9S4q5vcwtu8VPX9c8f70qJcWCwwAWk0hnQGg0QKGB1amoacjxhpuUGo4n1CyVcQgQoCMoCgnNpBPlCi5fQOHwSBw+gUrG6pScIKuCiUBcOiLksdksDplCgWCMJ0rSNexPz9PDFAwaRcSgyACgvNGSLXuzRmds8bno8mZhbDoxMoVw7lbW7dfphy8HX3gQe/iS+8n7wp/+0n7isvvDDw3Xb7SpZVSzhtnXlmozSAAACA5PJZHJEEzE4GA8ngxBCIQTc5kqqUDEo6plzCifqa4iY6ivpqO1SCbhyJWU6sbwDfP552/Vrd8Z1DrM2r0Uv+9kRl2nLKuU3DLAHFrHWbddsWqLev1CyLY9yRPTnpp2QWUHe2p76Mye2ECTjK/DYmgAJITgBxutuzfkT3aHbZ9Oe3Vv7NnN/rZKXXIYuafWeHg+/8hi2qoVsm0zxmvnUx7fLVg66R+cENR20AsbuTE5VFcsXWGFMov0/aPh1U2StDx8bBrKn4X4cxj+TIbPj1kxFHzmWHlzqSjfD1Z2CWeGNZP9umsXKnfvjCsrJW2cdn51r/Pp9c7vXm74P38++/HJ3LUzw01VwUYNkUoGFCpKIKQyGCQ6HSeVUJlMLIkApGKS3ShQCihCFi4oSK4xcQgswNUiEjuLqYMhMZooJWrDtAKHkCAlkTQ0shIyOukxUdzqYv3RXWUn9hRfONY4vymQnihqqY/+8u708wf7+tsT2pvCmhs9ZWXmggJNV2/41RvjD5/NvPu87+c/Xf/4zY1f//j20ZPl4ZGmrt5ASpomPJq8eSH/+Ommua3ZT57MXFket9hoZDrQmYA/RdLaF51aoHREIhoXXm5F0eSAZ8AYwzD2SCSzxOKK+P9IhOv4pvJEYfi/yMk5SU7kxN3dGm+aNE3StKm7u1J3alAqlBqFIoVCoVC8uDsMDDbGuMvuzOzszNqd3bt7bd/3fu7zPs/zx/v9fLkyPeyPGJ3xCpUecgYItZ2cgSnWxp343/21+6ufWz7+Td3SIfXCXt3v/7jrL79eHhosYjFhCoXA5OAFUipbSMkvTVrcOxJOtUvkDLNFoVaKGBRIzKHKhUwOhtBRIhkBVBRQURwAQKPg93RUx7uMMAS4XLpQzOUKmFQaxBPj/RG+3cOByYBMppEgCkwGxTWWx+8OPf9kc+cWg90PmZykvHLJ+18Pf/vn3rVLtvWrjrO34lfOWt76rOyT39T8+OfNO2bDbDpIT5YMdoUj8UoGjCPhABmGBRwBRmXCeBKTykBhqojDc5utvri4eJtZzsXELLSjvnT37KhBKxdLqZOzFXtXS49fyp87ZOqdYmzdJdlzNO7MjcjaJef0AcHOo+K965rKVnhszv7e532rp9Ond5vnDuknl2V7z5mP3PBOrphj1QywZ3vo4Hzs7Gr1heONV043f/jOzKfvz+/ZmTU/nXZ2vX56LKG6nNJYDzra8Jv7qYcOONeOR7pHZCXNnIwaUbhIWNjk8Md4fSP+y9dbpmc8o2OmuaWkjZstB06W+2N0tRVU1fKOrcSOLkbGWhV9Vfz+GnnEAQWclI5W2bEjsRuXi18/6/jxk4m/frf3v35e+/q9uRsX20oKJXw+sDtERjOHguKFQlpFaWZWRiJKJeLwgEzFcTBIwkaUYtTtUlg9Eo4KElnoMg+XZaJSNQjXxpV55Cwjl65nwQoaxMP7Q/KejlBmhNleq7m9senK6abNXa7sGLel3nNitevKqcGR7sD4cHDnTFZ3Z1xHR9zJMy1vvTu//2DRwcPVFy+P3b6998nT00tLw41N6V3dWSkxcVae4NaDscEtKVY7qaE+Pi/XhrGIZhstr1TbP5Z65Fxz//aExBymM8qyJLHFFrLUiWj9kNyBc0VYcYlMs4/lSzaanFKNlWpw4uKT8YW1SGkjpWNEdv9l48WbZdF0Uu+A9fLVlnt3tp84Nm61yAEAMh2jvCmanGMRa2kqMx9lwhQaXiBEBRwam47IeEw5n8GiERlUvEjI4HJpdBQSi7CcjPDCzJbM9EQqFc8VoBw+VSSlKVRMrZGh0OF5YmCNk6g1MhghiRWE7FLhsQuVv/73xqFT9XQOAabgA8nc9Qvlv/xj98FTCVVt8O7DCWPz2pEd8ocvKu6/UX3yVGV9jaW3w7V7rjA7ouMgeISAI0IEHk/A5wjoKMZm8MhECoVEEXGEGolcJZSgBCIFAKtGHg24hDyMziRk5VnbeuPHF3zb98YNz8rHFhULK/qT1/zbdnP6dyAnbsYd2rB0jKDLx+wb1xMrm6it/aIDJ73Ty4rFE7KVq5ob7wZvvp8MXr8YOraS9frV1MunY/Oz4a1jrsHRuJoGaVW9oq3bVFiKZRfgh8dFoxP8+mbiyBbdzqWUln5LMI+j8JLEVkhiQYwecmunZcd0/Oqh6He/mf/rP0789Ndjp643BLMZKhsIpeB3znpvb1Sd2J0x3GApSxYZuHgpBhqrpTeuVD66XX7jTPS373f9588LP348+uh6xdLO+PZOVUefa++h5vKaBCIJyKSsXfNbG+sKhQKUhACEhjOZJXkZ/tKCcGFROJrpFhsZVBmBqoTICohvZQrtbERKBCgAGAFV0CVGjlpLTosIS7PFK/O5f/z66LM7o0PdrmOHmm5c2rp9S/ruqeyl6fSV3dnHDhUf2Js7OZG8e1fhysGKhjpDbpagrEjfXBdoqotEktQJ8YKcHJPLwzDbkfGZ4pQMHcoA8X6V0yuyezgF5ebWgcTOLYkVnbr8ZkFiPtWRgjmiMn2CSGJniK2oxMLga2GRAVLZmSqbRKjkiDU0gRqnNAGzm8CTAV9IeOlG/5bxLJQOQkni6nKj08rQq9ksFolCxzsTZSXNwexKl8XPo3IAAQEYh8Tnw1wmImTRhEyUjUI0GEj4tIxUX0aaPzM9MDczOjTQnp6aaDLJMBYJY8MoC88R4XhiHE+Ms7jgogpXe2eewSABAPDFIJLOnNub9/TdhbaeKIkCFBqBNyBp64v//PsDp69VBFIpujhadbOqpFo0v5Q5Ppk8vSP70MHKQ8ulexaKnHoOC8IzqSQIJjKZLDabLxEr5DI1SqXDJJgMwyiFSkWoCITQyBQSHgcT8WyMzmCQ2RyCwUKLZnIqmiS1HeKZfQmz+1xD05K6HvLANLZ+zXn1Sdr6Zf/Fewn3niftOigvracUVFAKqxltI+L5NeX5NzxPv0wFL9/smthmuXu79d7djq4+ZUUDlldJDWWChBSQECPmVTHLmmmNPYz+bcK2AX73gHVTu9MRpPFNgKnDURSAKgHORObCYs7cjoTJMd2HH27+9/86fu1BfVWnNFqGuWPESA5hx7xnfrurrVLSWqJrLrBkJ6pNCqhzk+bcyawnt0tf3S7+zdvtf/h85Kv3Oj//sOv587oX73V+94f9q2fqgykcvhBv0IlamopjKR6jSQRTcHgiMJmlbU0F87N9bR0lgWQbW0Ej8XFkMZEqJ4qsVFkcxZokNHpFMB1wlGSrV2i10usr43aMppw9VP3J85nff3XkjVtbL53qObLcsDiVe36t5dje4sO7svftjM1MhDbV6f1uQrKfUpwlzQhzIz7MbSYZVMBhQTJj8uIiU02t2+HlKw2oVAOLFGSNlW/zSUKZqlCOsKTZ3DTotYRBoICcUsFVukkaN5enZ7JVWEphcvmmYnO8hswDVCGeKaJTuSgmJnPlRK4cDzMAAQaNm9J++PHh0FAVAIBFwysEOCoBwHgciwULpGSJjqK00zMqHJ1jhf6YWiDHawwMg54j5lKlHIaATmdRYIwCyQX09GR3Zpq3uDA8M725sjJHpxertQI2j4InAjwEeBK8wwd7Q8jWmdjrT09sGatjs8kIgmdz8b6goKLW7fUL5CqUwSIrVDyNHsstsv3whxsffX2gscujsVB6BxOLyx1qLWazcgR8QlaW+Orlrj07C6QsAhkABpVAocBkhIrAVIlUZjDo+XwWnYGQqRCMwCSYQiQiMEzBEyEcAU8ho3QqChEBAQKxTGv/SHpaLi85g+kJInllaP+YenxBt2VOev5u6ge/abrxzHPiqvDWG95j5/yzO/3RdKHWitsyZ37+WdPyWTf47XezM9NxAwOKmTlPUQU1r4rSPqIubMDsScDkA8WNvE2D0tpubn0Pt6SemVssCsWkEiNRYCJIXGSxA+br8QojvqJCcWBv7MyJ2PM3a779YevcPpcjCjzZcHGXqnWrsbadnZGFy0qDY4lwdb5qoC0Q9JO2bbE8ulv19Hb5uQOhpRHzwWn3zQt5X3018OVv+n7zh7Ff/m25f9zu8BNi6ercHE9FedRuk8rkDJ6IQYCICBnndYsrK8IpaU6VgS9Qs2VmvsSE8fWQ2gEn5ym3zZUuH+ns6E/b1BXLL4pra0169mjx4ZXB+RH/3Ijv/JGaN+9sO3Fo0/xE/syWjG29iV11un0zGYuTyY0V8qZyXXOldaAlcedY0bbu2FBreFOFvapAO9QT3L2zeHBz4uJSWWW9E2YAGh9IjKg8ju1J06aUmtzpzEA+K6NW6UiDirtUuY0aTAUoAgLCJbFlvFhBZmFtkTNkp4upEBOPiRkIG2aKKZiYRGEBChPAZJCR6Vzc2Z/kt6IkApuCEzFIXApsUMpCSU6ZmgHRAY4B0kvjDp3b0rOl0BCHSuU4lZLMouG4NIqMzZeyuEImTcJBjSq2Ro7KZYjbrYimOgJJFomSRUQAIAAAAEtErG7RbB63rpwov/t4LhgyAgA4GBOlUqgogcUm0OhEp8uiVIqoVByVBrRG3sbV2ZuPp4emkpp7zT3DibFMMwCAz6PY44R6Ham72z09nmJWUXg0iEeHyAQcCU8kADyLwRSLuEwmicWGEAoBhwd4Ah6PJ+LwJDxEgikIgUAi4EgICSIS8b4EU3FZ0OFhSRU4BgtY4ojhFCwUo8UKwNiC9Nmn+c8/Szx7i33xjubBs/Qfftm590CeLxG/ZTJ47HStN0QH3383e3wtratLUNfESMkE5Y3cAyeyxncG/GlIOJde0SaYWEo4daN6bGeCPwUWq3EiJcSU4jgagtCC8M1ksZGo1IM4K2ip175xr+3vfzv451/3P3zZU9uj0QdB31zi00+3Tex2l9QwJrY7C/Jp+Tms6amksgpWVQ1325ijq1VZnU9vKhJWF7DaNwnX1lNvPCi59Wbltcc1zX2q5Gx2QZE1EFC4nTKVgimXM+1uPZ2DwlRgtdF9PpHTLbfYlXFeY3xSnFzPVJng+pbA4ePtBw/XnznT8/r10YeP9vb3pW0dybxzZevjK0N7J5J3DLgXtoT3zuTfubDlk7dWT620lWUIStOwA3M5Jw5U7JyILc8XPbs9/faDhbsbw29eHn/v/vzL29M3z3afX2+8cmHTnr0ZWyYCmQUCiR5oXAxzksCbo0updoTLDbY0ttiFk7tBqETYOOrxZXLpUkBkAqaIItEKZXqRK2jpGGnIKInAdIghoHLlNIYYJqA4PBnQWYCJ4cRCSMCGeHRYwkIFVJKUQZFidI9FU5SfqLdgRBpgyUBaobK5N9jcE67blNDSklRaYpfwiTSIYFGpdGIpn0aWsKgCjMChAz4HZzBynF6l1sgVyhgCOZsroZNRvFgBtQ7YRna4SmqlSVEhk0WAiAgFYZGIKAAAD3AKqcTtcLKYDJgEEDLAEYHBKgikSJKzRZlFsoRkbn6pMy3D7fPpc3MtXi+Wl6ua2pZdlGXsashJC7qoeDyKJ1IJRD6DLuEymHTAYAASCZBIgATjYYRMICIAAAKJiFDIZAShICQSRECpEI9PVWs5MhnKYRMFPMBgAJ4QxPLgzlH64hrv1kvr+98G33zfc+sN7+tPm7fPxVfVCo+vN1ZUxgEcAAf3JS3MebZP2ecXfVM7HLv2Jp25WDU5Fy6rl7UOWGLFzNYhy8qZku4xj81PoXIAJsJRBThUAmhSQBUBmQHSm/FyCXDboJ3bU48cqpzbmfn89cLqxiZnBM6s4N592fvJ97MXbpXO7Hb3DZu7BixT84HGDqU9HugtIM4FlZcbtk/kNTbEhSNwdh42tiNh9Wx+7zZrRjE7liu02lG5DNKoWCIhzWSSxSdYpApMqUVTY6rK6oDHp1VpRdY4jcWm4gsRmw1b2t2wutJQU6Fqa7adP9W/Y1thekSUnykvSBOMtnmOLRTcWGt6cWv82pmBxzdn/v2Pb/zp22sn9zdO9AZW5vPX9pVNDvm39novHW+6vFa/MJx4+XDN04u9jy90v7w5cGa1YHbSuW9/5OCxvKoWjcVHtEcwcwqmjbCl8RgvDhK7IJ6VYA7T06rUSflStgbw1QS+AlKbOYGoKZhq7B+r+fDbRyPTbUQans4nidQomY0js3BmlyQzN94br+KxCUwyYJOJGAESUhARlSCi4V0GblpUmZklSc+VJ2dgsWxmWbWuYZNjdr74yePF29cmygqsKjHZaVLKuCwMJgjpJC5KpJNwLBpBqWBKFXS5hhUXr02MOoJRlyVOqTVS0gt4Dd2mSAaXzgIUFEGpXBzAiICJB2QIBws5IhFHSMTjYSLAGDCVRsIjgMYFAiUREwE6D+SVeRZ2dUVS4phsoNGCzHRFetSY6JbvmupqKM4U0ihClMaASAIaLSXgLMiKVytpXDaRz4dQFCKTERyOQCASqDSYziTT6QiVQiRBOAoZYmFUHo9BQyEGjcik4bgcxB+QVNTL67uR+VX22du6m09sLz9OevFR6NIdT1Mn8/Cxghcv54MBCQ4A0NEuranEhjabz1+oP3224tBq/sxcSk2DprRa3dLr9EUZ2RWy2i5DJI/lS2Eb3UyTl6dxsvlaslCH8pWwUI63O2nOOErAQyvJUzmsVDYHFFS4u7ek+VOwhCg8sTN859ng2oXybQvBI+cap3Zn1HaoG3tNnjBVqgeOADOapwtlaWzxTI2JwBODpFRR/2gwu1jsSCCHY2K9mSISkVRKnkTMUSqFVovc41U5XHyLlVZU4kpMMomlTI9LZ9DyyCSglBC7WxPaGiw9LXHDPf6SbK1dR/Fa0JoSS3aY015quHp408cP537+7PQHzw6eXe3bWBu8f2lyfV/9nsmsk8vVEwOB7AhSmkFf2JJ4ZCF9W5txS6Nmrsd5YmfW00vt51eLB9oV3V2K5SMFg9uD1kRYZAXqIBB5AUUDWGagD0LeLF6sQh8XYktNJL6aIFQTpGrY4RUGoxp3gmTrdMPrT280dxbhyABhAJaAAEhArmEeWB3fOL8cSbJyaAQhk6xgscQIJqdTXSosyS4oSNH0bIrfON368OFgf7+lvk559nTH2mrj1uHw8lLJw5tjK7uqOptCjdVpGhkHAQCDgJzNEDPpLCqJy6aKJEyFjseXYSIlOxR15RUm21wCkxMqq49LyzWTqYCMoBSEjwcsEg5DCFQUpjIoKIUIQzg8QiA6bcakiJsrQ9liWGPhcGUwUwzVd4XHZss9QbHDJ7S7aDwuoBCBRcfq2ZSZFbFLMESGYSiRSAK49LD31Pr84EC5QY/KpWQ2BqNkEkolYxgqENJodAIFBRgb0OiATAEIAlAUT4IBEQdIRKDTcNo7Yps67Fkl4MzthHe/KN27Krt81/3V76ruP0vdudf46u1tx9c6FWIUhQBoalaUlnKamzT9fa7KKlVxiayiUlNWbkjPlqdmC1xBOJDJiJbw7WGqO5nvSZZ6okpvVGd0S5x+rcOrNFlYkbA8GuHFu8iZaapYqlYkpuJgwFMSTQ4onIZ1DQcq28yhPP743tL+maziTZbmQV/HlnBCTCAxEMRGGJUDqgKwNTiWDE/jAIkKCUYUsQxjUlQeCEo1ejqHB9PoMIpS+FymTEw36TC5FKbRgT8gbahPLSxI7O+prCoN+xzCijzbts3Jw52ekys1xw/U2rUInQAceqSh1NpZ5djRE7mz3vu7947+71+f/fzFtaXttWmJgs4672hHsKFAMTWQtGsya2Y4vGciur6Ud+5AycUDJSvbknZvdl3aX3jrWM2l1YoD8+mtTZqyGmletdSUSDQE4dohTf9OW92oNquRGyqihQrYyYUiiZHAEACJmkhhAogKNCaK3UuXa4g2pzi3MNHhlVOYAKbhhHKYwcapdYyxbc0DvbUKISphIR69PF6jM3PlLpmwszx8dW3r3XNj5w7X373cdvVsdX+buq1OfXy5/KigXAAAIABJREFU5vCuytpCRVOZ6ujushP76k4e6t631Jvk13LpJCmLruULJEyOkMUW8jkSGVcox0h0HIABT0RzeTQGC0drRb1Bmc7Cw9gUBp2NkNhEHJOEoyIEiM9mirgYjQShRIhGglMiScXlORINh84nKsxcroIhNdG6J5JzazX2IHVqsXBud5HbIyITgdfOba71B30KJhXHJEN0mAgBIObRBweqR4aqVSoql0PksMhsJioScNgcskRKFctgoQQnkgGNGW+wUeksIFNSQmGzx6URCakiIamg0F7bZItkgold6tOXwzv36C/fjDx8nnntTuzytYKpyRSPQ4LgARMBoKBUVFajyMrj+xJJ5jig1gODGXK4mGY7qjIRHEFqIJdpj1GMIZrOz5LbUbmFbvbKdHFiq0Ph9xtSIoaMNK3HSUmIp/X2RXsG0vNL7FaPmMrFsSRAFUfw5wri0lGBG59cb06qUhtCNEdEEB8Vmz10k4ujtvEFeobIyuAYEKaSiArwMA2w2IjRINTrOVIpyheSOVyUgiJkMsxhoiIOWSki6xQ0u42fkW7c1Bjras+bn2kd7stprXUfWCg5fah6atDT16LfM5vRUmtNCQny0sS1BZoD0yV31nsenu5/cXns9b1dl44Ot9cGQx7OQHNkZjCnJFVcnS2f35pzbrX13kbXhZWy5fHI0e2x03MZF/fknJlL2Tvk7q1S1eRKCrO5OYW8cC7NlY7vnLEcu5t28n7o9MOM2TVvdTcvrZRU1MgJ59DFWsASAp4ECGU4qxMurtSW1hjVRpjKABAZAALgyYh55cZYtkShwbHYeCEXUglhGQuySjgWAV+J0sNGxWBVyssruz99vLytzdNSwp3sMQ41aae6A/u25lcky4M60uJQztXVns21/rIsc06WSadl8DFIzccsMoWKKxKx2SqlRG+Wm51KvV3MFpFxECCTAZdH0lg4Uj2dI4IVagGbw0VIDDqFy6SymSgqFXLkIhYTwVPxgEzAO+3GxLCbKUIhDMeUkmVmgcTMlsZRrEnk6i7HgRNN+4/Ul5ZbuRiOQQFxBkylJENkACE4hEykkCGURuTxEZ2BLVVQGEwChYrHmBQOB2VggCcEYhlBrgaOBFJhNb+2XZlfriyusuYXu6LJFqdDzuNAcjns9LD0VpCWR8gqBDsW4t7/pHX3Ac2Fa0nvf9zr87EBAHIRMOnwoKBKZ3KRNVbIF2Y6E8gKPWALgc6CeYJynpJkDrDzW2zBUpk+whLYyVQZYCsQmZ7Ll9FEEqpOgwUDqmhYYTFBThccTRMkxXhpBbL4iIAtw5EFgK4E8gSSNgXmJQB1jJFUo5fFU+hyINbi3H5uLMvuCZgMTpkijkOREmAhoAqJBAqeSAR0KsREIYyJMBkIm0PT61W+eDubTuYzyV6LNNmvKcx2luS7K0sTqsoSqsq9pfn6/DR+T7Px0O7MY8uZvS2yxR2Jp9bKdu3M2DGRMtTle3Z7+8+frj+5MDLR5s/08SMubku1f0tfXmtVIC8sj7qxwqh8pCN2drXz8lrjjj7nQLWmr0Q5UKK8u1r5/vXOt660b+/25EdZzXWmglJZfCohrQ4eOahd3JDvOs05cjVu1zHr0A5Fxxbu6IJiZtndN+Zo7LTOLMX2HMrZsTu6fr56ZikSHyKpzcDmpuqtSFImaWEldWE5ZnGScAQgF+OVAoKAAmQoXkrGCQlAzyAnKNDB6sRrh/tWdxTv6I3fXKuuSWP3lNg7izxREztBQRmsDu0dqahKMSc5BPlZNp9XIWQjGAz0YqFDrxWwaEIhXWMQJIQsucVJGqMQDwEEISAIXiBnOQJ6mY7L4FDJVAQikjAGWylTeJxxcSYVm0rAyDgxiyLjM/QakUTBI1DxeBqgCkjOkM2X6iJxcPFpkp2HKyYWszxBntPDDQZkPIyMoYDFxxEYOAINj2BkBp/B4KEoiyBSUjUmNsaDiDAgkvAUFC+Wk7RmWKYBBjsob+LOLTt37LNuW7BsmQ4mp/HEErxIQNNrOQY9nYkBMg2EY8jmrZbbD5rfer9lbklx9U70nY+aezc7WlttExOunYtBkFliUJpgjQXxhbCEMDsxKooPSWtbM8ubM1kKMl1BSCo25bcHUuocUi8DxwEsJVOoZpGZeATF8fmQQobKJBSJiGCxUcx2RKAElgRqcqHGFuLTFYClJXgyJcEytTwA6cNobrM7VKh2JTN8yfSULGlRhS8x6uCpWIgAD3EBVUikckhECo6MQkwGlctiCLkYg0JgUgkmjSQ75uNjCAdFssLmkFtu0zByUsx9rbk5qTa9AnGYqDY9IRZmbBuOv3m56b2Xg+dO5O0Ys81u8w73Ooqyha31zp5NgaYKVyzA10lAgp01ujlrZV/7xGhJUabFb+fmxUwzE5XPHuy8vN7cWS7dXG2Y7wn3Fmknmsxnl7LfvTtyZKmou8V5+FBTR3+8Px00jLJ7lxjja9S129qVM7b+Mf7kTtPi4bjBOWxqWXnmVs6TD9p//Mf89/+Yvve64uKDjH1r9sJqYmkjdXbZumvVtue45dqbmY9eF+/YGxdJY6jVwGak1hclpLq1IiIQ44GZT24sdE4P5mwcGbhwrKu1yuExwXnJwpZyT2HUmBHQBON4YbewtsBTke3ISdEP9xVuGSwvyPLK+GQOg2DU8ZVSBhvDS8RILOpoaig0meQAABJMIEB4lEW3x9sVWgUggP8/mU7UGWUFuanpYa+cS1WLGIkeg9uulcn5NBoN4PEQSmDwaUqLyhJv1liFnrCkosnWPRRMTlO7veKSMr/BzCczAEuKcDUYXYRCGIkiQNkKptSEycx0TRxXqmOTUSKeCCAy0JopVY2mzdvcQ1OG4Wnx2vn4+6/KOgZFm7qk22eSc3LkKhUuJSrLSJdrtMCXSB+b8h1czVg/lX90PXb8bOj2k5xjG467b2Y+e6f07hs5T1+VAkcCq2tzZvdAutGGWB208ipXfrmjrj0tvcSHSvBUKYFnpvrzzVlNfpWPS+AQ6FI2X8Mmc/AwDTBZBDIMKDCOyybbbCJ/SCHVQRITKb3SWtAcbwxwJFbY5Od50hSGBJo3VVDW5EvOkSbn0LLKWJ4w7EpiqaxcMg+my1C2gsYQw2QMQplkOhOlUBAuRhfzGHwmJOXAEhZkUTF0copNhzVVJbZUh3ViQsyvmBtriAVtKBEoRASVDJ/gZVRVqPcvZb/zYmTPfEJzBX3nmLe+VKlVAY0WiMVAIgY6Ddmkh6Mh4dBg+tYtWR2t4ZwMs9cuSHCLM9LUg73hPdMZ88OJK9vzn2xsubivsSaNWxBGhjscVaWq7CzJ1ExR+6A3VAAGF9XHHyVtX+cP7sKae1hpWdDgVsPCSlz7OGl2VXn37dLHH1ZceRG980nqiceWnWuclVPKoxdMqxe0Ry/Lr75pe/Jx8Omngfvv2199GXv708aWDn1muuTYck99XoJXRh+uiRyYrT5yqHHfUt3JY5tbmnx8NrCa6XOzVbt3bsrLtvm8IpeD63Hzg4myOBumV0OhBEFFiaemMpSSYjaY2WIpLBRALDoQYLhIvLGpIj/RE8dAySQSgcnGuGKRRKXGODwcHgeIgETDMYR4i1OSn5u4pbd+++aWWILFbhQLhBhCpVDIGIIwKHQ6hUVFmBQSjcSXoTwJpNCA4jJTU3MgNV0fipkVViZTDmEKMlNOYUhRmA0BFMeUoyo3X2pl6Nw8i1cpVfIJJBzKxEUzpDO7k68/Krn+JLb/pPbQGePdZ/mT8/quftHRY9mDww5fAj4jg56Xxy4p5U7OeBb3JeQXYMEgeXSr487j5o++7T9zI/7KQ++9l/5rjxyX7pqBUEw+fnJ0/eSQSknicUEgwPL4MLODZvdzlHEUjYtp9AssSVKFk0uXkRhSFJOxeWoOW4rS2QQun4KiMIeF6tWyeI85KWwzxfFZYpzMRPGmKuKShBoXprSx5BZMZWUa3Ryrh2Ow4yI5UOeIuqFb4Ushi3Q4mpDIUjDFRiFbTqPwEEzIZrBZMBlGUZiFkaQiioADaeXU/HRbRbE7HOBVldk3To20Nfpz0lRlBU65gIHCQCWDXHZ2dYVnYbZsfGtKaaEsLYLUFglmRyKlOTqBAC9XkVVamlBExDCgUBDaWoOrh9uHBlOb6+Kz03RmDWxSEeRCIGSBjCT67JbkxbGs0Rb/VFe4uzouJ8KqLFAV5asLS4w9o2mFTYZgAbJ5t+PE48LRZX0gF0jUIM5BaG6RN3bxNg0zj19LOXM9a/agYdMYoW8RXrtrvvzEd3BdvrwuWdkQnLkrfPMz27PPzY8+Ur34yvjGx/Y//Hv/b38/d3K9Y3mhLSNeWhKWPtoYuHCisaJanpEprK11pmXIHE5qdq704OFNh1Y7GzcFcvIMbg9bIMJTaIArwKVnakpKLYGQIClFU16XUtmY4QloBGKSkAuxKHiNEMuNBnOjEafJIBPzpXIxxudTMTZCRTk8lt6qsAcU3ogqJTMu0a8d66+7eeZgut+GUQCdQcKTICJEJVNZGF/IlrIQNpHMBXQRIKAA4wCRBNLq6e4EvsmNCQ1EmY0qNJA4KjxPTSGxIIiB58jpIg1NrKManFxjnECj58MI4PDwtY1xB4/nnL2WfHTDsH7VeOm+d3lNM7yNU1GL7tobv7qW2tWrHp9wDG8xTU7HHTqWOD4jtdoAHQWzs3lffnf4qx/n1y4k7FwVvP1F+s03HYfPCYHFyLy0MX58tTslSViYZYiGuDYzMJvx6Tmy1Gy5wYl4I+I4v4TGx8MYoPEgTEjlSOgYl8xkkZQKLpeL0lBEp5JbTVqzSW00ycQyOkcM0QV4vhJxBpVxPo1AxWRLqDATx5MSYjnijiHNyunIkfPp9T1Kq4+EcnF4FM/TsqUWEV3MgDAKBaNRGFQIwYsljEDQwGZDGjVrcrxmdKQgFhPX1Nreenv57p3tU+MF4ZAUYwCzAfMnSBITpdXVvomJktxsNY8NPHGUtrr49lp/wMPl8QDGxdOZEMaEeRyi08U9fLj70sVto0OZU2PFPa0pQRcWiWfnxVRVhbbSXGVKIpaexClIEc+M5h7e3VRVZI6G+C3tocHx/Pr+xPRqTUGboW06vnunZ/F0xuCsL5CM5OUzK6tF/ggxVkyqauOkF6D1XdyJffKuKcrxW/47z7MnZlm17aB/O+7SY8XTj4333pG9+sr8+//M+fzn9NdfF3/z/faN05u7GtJtEnrQSFvcmjQyYA9FyUYL8MYzi0vjcgsUqVnMiR0pI+PBynpNc7u9qs6cGGbxRDgmF+QUaepa3b4Ix5kkSClwVrVkl9TGUjNdSUGThIfSiDiTTJyXnBx0ufkMBoNOIZJJOBIRoVHMDn1OSShW4IzmWqIZJqedX1MUGu+rtcj5KAGwWQgRJgICCQeRmUKB2i5hqoApxK4d8PmiQrYAEGBAYwGbl6a2QxoX6k2TOsKcgmpHco6FgOKYPESh4dKYQCxHEhJlRhODxcJRUcBkg8QwNjJhPXLGffvNwMtP0jZuW2eWsKExWksHde8Bx8XL6ddv5r96p/3G3ZKb94ve+ajh2r1oaQVPJAAjI5kXrgwMjnmiOfDELuU3f2q88sTTOEAEbdX2Vw92H11qWNpe8tbDPdv6UvPTBBVFqoX54lOn+ssrrXI1XqYkyZWwRE5GaIArIImkFCoNjzEgDofMYsEwjGMyyHSUTEdpbIzJ5dIEYhpCAxQMKE0csYZH46KYiEZm4RR6clGVeuuc9fT11ENnEyd2O0NZPAIdEOlAbGBrPDJMQScyIYRNgRgkQAAao6i0KlmqZFJpcF1j8vhkSVdvpHdzeHomf26uaHg43R8QyBSEUFiTV+gJp2o8AZ7ZTudw8SIhwWFlpkX0qUFNgkfo9vDD0TilUkyGSTwOEks1nz0z+cYbB/bubhkfKW+sChZlGkpyNF2bPBfP9F4+v7Wm0uu0orEk2Uhf7sjm/JJih93NTM3VlW7yhkqk4SpFdofRX8mJL6XMrUefftJ96GTS9Ly1b0hX0cBt7hPUdqDRHFC5ibb3uHVmRb9tl2Zom3DzMLOlm9izFXf/lffTHzJefOT/8qf8P/9H+09/7bz5ML2yVmLW8dRcmopJ7apIPLG3sq/dnZmrcXh4xSXB8an6UIoovZB56HRO/4Qqt4pQ0czYOus+ebl6x+50XzI1GKNll8p8UZY/TeSOiBPTdMk5tuR0ayRsVkqoRAB4NGpZdlZ2JMoi08gkEoGEBwCQKCR3wFreEEsvsidEJQ4vOykgL8uNj3o1Th3fqOBQECIODyAqiqdQCWRIHscMFnGbxy1X3+6YO5wTH2GpTVSxCq+zE60Bcn1fam13iiPIyq8055fblDoyxiEwGbDDqqqvTq2qiA+FOA4HyZ9Izi2W1jVryusY/WOM+y8D732ddu2x7fh59cpx1dGTloXdsqW96rsPs1+9rn3v46Yf/zj6539sfevj0sX9zkgyEkvjZ+aJxWqgteF3rQY//7n37tuZW3dxQV+17dnVydmB1JP7Nv39p3tPr02fPtAy0R9549b0f/79+cJ0id1INGuJRjUU7+T4Pfx4F2Y1UuNdUq2CKRZSnU4FxiLhCYBOp1ApFCKRSEYgBMEjFMDkAgoLR6DgMQFDpuNLdXSzm5GQgtR0Ms/dTn72Ud2bH/ZO7c7WOVC2DFLG8aVxHIYCQcVkqpBM5sIwnSDXc8PpcWIVCghAa6blFpuKKqzZBWqjBfZ4mCmpIp0BUelp4fS4jCKfN6pW2ahsGdBa2HojS8CDczMSGqsy06Pmru7Ma9cPjgx1a5RyBgrZLIKO9ozt2+sqSn15Ge68DFdJniMtKqytNpw+2f78xfL589sb66N2G0+tJLvcnFimwezB+HqcxAH5CiUpDQZTFkMZBQlVcN+i8fi1lIt3089eSVla8YzNqnYfsZy47N++W1TVgusaZk0vGTb1YCNblbuX7HOL8pV17YsPM7/8sfyXv7b+9//a/tOf+j/6ctOdh8UmMwAAyDBiYdRxfX38wpHO6lJ7UXFiarqvsDh1YKg8liPqGTMduRg5eM556Y3Y4pppYkn18J2mD77Z2jemzSxGC6tkCVG6J8RwJ7GDMUUoTZ0UVQaDCruFI+GSGTDBadIH3U4unU4jkyg0EgCAyaEVlMcqmtOcQb7ODutMUGKCKOAQSZmE0qxAc22+WMABeECkUnAQEUDAGOAN7k4e2mc/cjv/4MXyjDJFIIWvsUICFfBE2dt21WeWewRqnMWD5hYZ9+zvnJ5qz8tMPHZg4ZcfP7x5dXZ+NnPPvtSpOeeug4HTV0pHpw3lzWDHPvrGXc2Dtz23nrrWz2ufvp156kLcngOSmw/Cb76T/8uvI3//5/Trz6sevEw/vuErqqTozIDOBd4kUVOXd3Q6eO+t7m/+NPXOly2gu1B/7WD7VFvigfH8f/niwr/9cPMPX1y4eWLw959u/PzFpc2N/sosRWWO0mPCVeSp57akzY6ktVY6+lqjOWn6nCxrZ1e2TEmDKHiNUcITsCGYiIfwDAYSTra6/GKaAGBikljH0TnE8cnq+Cjfmgiqu6lvflL5u3+MP/u4e3m9JJIp5SsQhZUrMNIwJcyUw6iQSBfAmJgiVDFVFr5AThLICToroo9DREqC3gY7PfRQSFRU7LA6BAIFavUpJWY2Uw2xtRBfT0kp9LoCOioV73Fou1rKt43Urix3fP35rSsbR5qqSxwWtUQIeTwCr1esVqENdfnH15b2LA2XlDpKynT7D1WuHK2va3Ll59tLSxNdHoHGSDa5GHovU+GhiVxkT4HaX6bnukmaVEKkiZpSi+Q3wMPT8t2H4/avOZfXrefvJbz8OGfjhqNvC9zWS21qZ6Rl4bdPOzc2sp4+r3z9We3aWd2RU7Lf/7n5v/9n4sGT6LV70S9/01teKWIzcRYNobHMeWFtYHG8MD1Zn+CzRFP8Tc2Fg1tKekZ8y+vJgzu4O9ckP/5b5523o8PzyKFz5rc+q997xF3TjFXVyopKFelZsrRMRXWdr6snNrA5q6kx0NIcaa6PyUUogwznZ4XTUuIxBownAgCAwapdWplu7i0UaIDUgLM6ULeDZVIgSh6UFXFWFaUbtUoIJuEQEoIiSqssudBeP+gLldIaRoxbl2IGL8pVkFRmxBHgu8PCtCKHxi5EmIBMB7kFrl//+s3f//abhcmO6xuH/vf/99e//eXB8zeH3njWtHY2eOCkd/1q2tiioXkA2X9Cc+dlws1njvP3DAdO8B6+Cl+56xuepC4fk918nPT6i6rnr4uOnjVfuB1/83HKoVO+sRlnQjK9stHZMZCiszHT8tQL+4s3bnaCmiD34GDO4bGCq8st//zh1v/7u3u/fHjmL19f/+cfnrx/a/HYXM2Bifz+eltZBndmOGljufSdm8OPzm/eM1XQUGHp7YxM76jyJQrjvJLElDiJhkfjIDCKd/sMh45O1bWlCfVEgRZBRURVHCuUo3GnspxRfMeY7PLj0pkD3oIaVnI2yxBH5YspQhUm0jN5GoSrQjAxxJZQMDHK5JP5MrrGxIqka6qaArWbAvFJIqECp1DDOh2ltT2re7DKFq+kiWBAA7aQMbchLac2ZWJpqGNznckm83j0I4Ott6+vXjm//eaVhYN7RuamuqvKUlVKqlpD4XCJLA6prCJr3/Lcwq6RgZHyrAJ9LE+QV8Ytq1HPztXvXuotrwmI1cAbkdT352TUJmiTRBIfR+TFRD6yr5IZrif5CkA4H8SnAl+MODApfvlJ+R//s+/T74sOn5ZO7WSeuuAfHdNabSA9k3bkWNJf/77z9/8yfPqy7dGLyC+/drz9QfaVW+6X7+V+/0vv+cvpvX265DAhN43ZVueqLbY31SQVFCQUFicMjhZOzuZN7wpfeVA4sUfYNEh88Vn2808yFlbZh84qH76TffpK6OjJ1Lu3O29fH5qezMlOk9dWuRYXKo4fbV/eV3/oYPva4eGwX0eBcCUFSVWVyQwaiUDAAwDsHtv88nhqYTxHAVwBdiRVZTUzLVp60CWX8+kcOpnLpJMRKgmliDSShFSPziWSWmCuDpj8aFG9zR4UAQRwJJSa1oyiqog9Xh2IOjliBgAgLcvz3W+fP7i3HvHrizO9Jw6PXD7be2A5duxU6oFjCftPBLYtWTMqqY39gvUrSY9e523cj1u/rjp+VXH9ifPcbWfLZvzMXsb5W7aFg6LOEWTzFLR0VHjkvPH6Gxm//dPM+sXqhk5PNFNPZhABACgTUhsxUOcXXNnZenu59/1rO//Xz0/+/PGl754d/bevb3x2f99bFye/f3no3nrn/ObA3XMdH74xfmQy6cpSzoe3R24c3zTU5hoZCLe2+hNCguwSVyBmZEpguoAkM7DdQVVJdcgX1cmtTIGBxtaQjIlsWzLHECD5s+g1XfqMYoFEC5g8QGcDqZyi1go5IpTOhygsvNEhLKyIVjcV+kNeGobSWCSLXdzSnXX60uT5q5NdAzGBlECAgd4q3D7fObc0GOeT46iAJiD3T3TvW1/MLE8emGw7dWVlaKJ15/5tF68ee/b88sN7q/M76ru7M+YWmjcPlehNNBYPwCgQSulWp1Rj5Dh9iqrGVE9ALNeD5i7D+Sudj58sHzm6pbkt1eygdY0W3XqxXtySzjHSDSGN1CtQJFJzOoWlg7TSHkLzMK24GfVnkhp7RZ/90PfdH1qX16Xbd9FW1lWfft38+oO2zi5ZShqYmtW/+rDx1SeV5255rz1IfPZ2/vJh5ckN07e/q/vwy7JPv627di+jrpHS2S6OhfliNmiqtS2v1K4crZlfik3Oe6Z329YvBfYd19V2EpeP2z79vv6dz0veeCfz1cflD56Vvf26+/vvFs6uV4wP+qsKDBkhfmWRbPtY5MBS8XBf0sRocUNFlINCdqOwMMsRZ+K77AYqFZYohYGYW2JkiPWw08/zB2UWI9vvUqRHHEI2A8IBCokEERAcRGSL2WqzAmYQcVTAlhExMd7oFIYzzTQ2TCThMnJDyal+jEO1u/VKIxeiA2+SautEVW62R8yjFGa6q4uc0URGOESqb5IV1wizy9kpRZgjGVfUwK5o4WzfZ5k7IjtwTnbugfn4ddXZu+bFo5xti6Tzd80HTip6J5ADZ6QHz4rHFtC5fdqHL9uPX6hr7gmU1oZi2YkqvZIIkwAAoCVJ8+2dIz89O/f9i3P/zw/Pfv3i5r9+eeOP75++v9bz/OzgH99fvX644dD2jL98feLvvzl1bDJ0eiLpxv7ijX2l+6ezBjrjoyl8tREyephSM0oV4FAhQe/iWxP4MiOkd7M0bjbXADvTpd5coSAOJ3PjfFmsYCaPJQaAABgYgS8gCoWwWIJJZAwWHyHAwO1THVydXNo3samlprS00GrT0TF8Wrb1wvXZt16fHB0vtjlY8Una2rb8/Ws7OgYqVUa2SEkXyOhp2aHKukKdReJNMiwfmzp1be/cwaEj5xefvHP58vXlwZHC6iZ311DKyGSxP1nOFuFQFlDo6DoLXSTHeQOS/sGSsqqEYAib25X5wUdLr14dOHCga2auYWyqauXEtvtvb2RXRQEGyrsKti13JuTz8zqYey95l86aRndzJ5Y143tNRy/Gvv5l+MXHufWdoKETvfko/Nufu/7537suXU3r7MO27tCML6rO3Imcuxc6eMJy5KRrZpd49ZTm9hPfyknRgxdJT9/N3rgWvP+47NDBlJICRkuLaP9q5OvvJ3/6y/Sb71XdeiNz12HZqcuO5eO20jrq6UvRb37qeP664MMvWn/7u5nvvl/4+quZme3exR3JLx9NjW/215Twzp+ouXK2eWk2+8j+lv3zbdF4LQsCPoOwuiBcmpfG4zARGizW8kV6plhPESkJQjFRpaB7Har0qDcS9EjFXCIBIkFUHBEikiEak0KhEWkYEePBNDaRwSfJDSw6ByEQCVK5mMvjIAhJJOHwFSjMBXonp7Gv89AvAAAgAElEQVQ9KzPbq1Wz+rsqJrfUWQ1sFhOkpssSU3mBNF5VlytSwrckQiYfSMrD5TcRdq4rLj11nn9ke/lF2v33Erfugtavye6+9KxekF16bLvx1HXotG7rtKRvVJ1dwk7JlvSOlg1PdFbUl2r0GgBwoMIle3p09tcP7v/37z745y8f/vOnl3/5/NqfPjnz9Zu77h5t+OndPT+8u+fR+f7XD+ZfXZ/Y2Jn36a2h964NX1ttfHhpZGpLht9P05ohuYXC05AwOSTQ0QRaGltBlBoJiTlyX5bIEKKW9HrqtgTMqWRlAgjmC90RjCsBNDpI8Mka6pNCQQWVAjhsyGLDNHrE4WJ3dOVt2dayY2Z47575wcHOisqMcNTgSxSVVcQnJSmNRiyYYg3nBBp6Ksbnejr7qopLU4MBh9OqzU5LykrzhyKm4cmalbNbx/c1Lp7afPjKjo6RotR8nStMTcjAKtu8+dVuo4NJ54E4jyAQlmTnmeZm6j/+YOPFk/1bR8J79+R88uHS08czx460v3h++MPPLl+5c2DfsalwbjxVTOwcqzx4YTBvk2DuuPfjP3a/+0P14avW/kXW6F7J2tXAe982PHqd0j2KDIyrXn5Q9sk3Db/+2+Qbz0qGx4VTu+3927XNI7L2rfyVs76n79Q+eF505Kx25bRw7YJ8cYV551nwm59bvv9jzxffNn38WfX9pzmT8+LTV+K/+LHm+QeZ735RdPMN/5HTuuPnfNVNUH4Z6BvmTc2p53fZDx/OPX+x5eyFTf1DzvnZ8Nsvxw4tZywtJH375a6//3r2m88OvHqycP5Y/76p5kSjzMCkV8SiXouJAkN4iIDyqEwZWWSgi1QUNpcg4FOEAppBL09JCcjlYgDwMEInkFBAJOKJAIJwdAaJSiNSGUSUDeEpAAAglApiWakms5nDZmNsOplNgHk4R0g7udBfVBYzGKSjQ72dbbVSMYtAwBnNvEi6sajev2VXeWKuCuKDuDA5s4aS14xsWxat37KsXdFdfx7/4Y8Fx69JVy9w3/k6vO8Eb+Ew59abrqNndeM7xN0DsuJKYUqmsKU7Y/NYY2N7qdWhgRAAsvScrRXpry4c+Z8/fPkfP338X7+8/urVqadXJn7+ePUPHx/4l88P/59/vfuvP1y5dnxo12j+iR35f/v6xP/86xtfPlt+8+bcmeMD9Y1evY3CkRE0do7OKVRaOZiUjEmIIj3eHWMnl4kTCtjZLdquueimyWCwRKRyEVUWokRBQiCQ6JOcWu9dXWmwGKgSEa6kzFhaYYllKDo6M86eW7x85ejYWHdff+P6yT1Le7ekZdhTUkzxHrVRL9JbxBBGRDhQara3t79moLdh60B7bjQxyW0tL4hOb2+dW9o0Ol+y+3Tr6HJJXmtcUr4iUqh0RhF3GjmYw0vJV4Yz5Akhfn6xJTdfe+70yH/++vSff3v0zUf7984l71kIvffW1refb3l8f+TTT458/tWFxy+OTS911/cWVLalD82VD8xGmkckTz9tfPub+oMXPEunrZsm6MXdpNat3LtvF99/O/3gSc3Rc+6Tl3znrsU/f7fk4tWU4QnNxq3mwdlEYRxIKkLbRqXHzud/8/PE2eue3Uc5l++7lo4KLj9wffzbsve+zPv69yV/+Y+Wjeve5i78zB7ug7eCa+flq2fkX/1Uffy8uamLOLNbvm1GkV2Ei+WAkkpyTh6aGKLorRSxilheLVo9mn/7dtvtm61PHw++89bko/tDz55se/Jg8tH1uc6KVAVCNnEELAgi4QCeiCfQCCQuXqBhGOxio1nM56N4AiAhBI6AgdAQPAECOBIgkiEyGSFDeDwg4PEICUIoMIlKwCE4BouZnBGtbqzVm010GgqTiRAdT2QCZ9i4da4vlhNMivjbWtts1jgOB+MJmBwBxRe21HbmVHdGDQmY2EKMFHGrugUTB80nb4cvPAwtHpXPHuTcfum//NBw6rrg85/Sz97Q7VvjP3nH/8ar8J2HqYfXglsn41My+DlFloGx8paeXHdAzhMTQKIEaUxxPr+09n/+44//+vtPvvng7oPLuw4v1Ly8OfG370799P7Bb98+8NGT/acP9u8arzg6W/rT60P/5+8vvv9g48rJbUs7mzt7UgNRsdKEuIJKi1chUqO6OKy4xhvJVkSLpM2jgbphX2KpIKlcNHmkamR3scZJ5cmATE4RcxnpEfXK3sKNU+XVZdzebvu9B2O79lYUFGuLS219/fmdPcU+v04koYfCtrr63Obmor7euuyMYCTkys4L+sJ6k10iVdB0GqbXocmLJXqtKjmfXJDtu3nj4PLhnrwqbV2/o6RLl1jAyKxSlrVYk3KxQCaqcwN3GB3enjGzWLplLLNtk2d5seLe5cGNtcqjS5HV3Ql3rpV+8G7ny2f1jx42bJxv2Ljce/HGxN6jPcsnB49d3bbreP22fYGlk95XnzesnHbmVIPeaXVpD8edg/NlIXuPh++9LLrxJHN0VtDcDy2vaa7cTjl2KtrUqRycjuY2GoROXM2gJ6tG4I6QjpzLvfnk/5Jw1w9N4I3jwN/r7mQbC1bAijHG6I4BG12ja3R3dwgIGKhgYotdiKKIYgd2t56ennfend5zz91TH78/fF9/yMs8uVu5Zb/TtUdJt1+k3HwWc/NZ+LvfU68/Cq5qxZXX0xeuxT/5UHD8nN+mPfLL96PP3Qob3yq+eDt5/kp8ST2mpAG7ebdPR79ergFIIsBSIUoXRGm1dv+honUTibW1riXl6tIqdf/ywM3b0oeH4qOC5FwMkoVA2eDRZCwSQACKiibaEqh8nEIrVKpFZDIagYYSqVgkEQ4wUDgGCYEjAAyBxmEEQg6bzYAAKBKOQ6EJAAZlCdlJeSnVnY1uft5IAhZPxMBRUAAFMBzEP8pQ1WHVetornOyVai0OTyFTqWQKAYYCKr24qDYlMS9Q6UVVeGOCEpnGFFxFl92anb5946riBkppA3ZgJX39dpvp4/wTZ+VnFtUHZ2TnLnken9MdOq4/dyn5wLHMmCSBSA5Ssj2qGmNDzPaOWgwIkFNyw3XPrh3/vz/f37py7PLCnlOHxw9ubz9/dGDLSOZIY/hgQ8R4f8aJ/cv2TrVsWJ767s6m//t2/eWdI7s3deTn+Gfkusda1EpXotpgI5RT8BQIX4yva41u6TFllDpl1boWdQR4x9sSxcDNLE7Id3fyZNiK4AJbWEqs6/7tVUemU8eWKVvrbGaPZz94vHJgKMaSqgoJFfn48l0MbCIVIFCAZQMT2pEFQpoNm4jFIAQCkq+/PNliaG22lJdGG/Q8KhmQ8YCEB2Qi0DrxysqjSyqNiZnKqDShKZXha0YFx1AjEm38IoghMeQAMz4oCju+OfnwTN3oaEJro781TVKRJxnpdF3Tr9+9MWB+NunoweDdO/QbN+lXrvYdn4zrGAwbWps6vDGjYTgkp15a1s3afsLtyoOkrQcMk7s9Zq4X1Y95R1rFBiPVOwyZWUQfm3Cv6xSVNzHWbnY+uZD2+t2qHfuLnALJPD1UYyb6pfA1wXh9KHpkQ+ie49Ejk5qO5eLFpaxnH6qWnifcexdx+prznmP2J86GL1zJefq24dO3riOnowbHHc7fjPnh9/LLD6N3HdcNrOU0D+J3zDidXYodWK1XuAJjvHNGkb+9Dm2K43YPGNOz7bPztcXV3harqrLNp7LFJ8TEVSqwDnYMRwFHbcej4dFQOIRqS2NIGDQBydFJJLJjE4hoIhVPsSFhmViAAkg8ylGrcnBSYogolUaqd9VAoRAAIADAWXyb2Gxz43CNtdFqI+PB8HAcBQOBASgSKtdJ8mvTssrjuXIaFAtQeDQKh0ESkAAKBFJWZmFUXWduZVuaOc1FF0gOT7UNTiDH59FSCunhCfCQSEhSOmLZCG/fEcXp88rTC9IHT3xPnnZYO0EZHsVv2yU+fynywdPmwyeqwqLswmPsqxpjQk2OHAEcDFVZGvNMP7+59su7m6eObX76cP7zh2vvn5/55eXc5uVF+bHqkhR9R03khlUVA13JE6OWb7/Mff/+w9Vz22pKo4uLjOs21S4fLwyNkqt1DK4AA4ECJBoUlXivHLdEpnCVPjB3E03pQ0GyIFAqoAhgfBnW3oHgIEZG+PMnRqPPHEvautZpckx57kzeletdR2daZk4Mjo9XmiPVIglCKMUFGh3lSiqFDmPZEPB4JABAo+U21sf3d8SPLkuf2lDfWJ/o7yd1deMrtGwbAZ7MhGCJEB6fFBnj1Nlrrm/xjIgiGSOIlnRRTAIzKY1R0SBPz6NYy2zWboieXJ/Q0eZZViDpqFfunYo5uS9l/1TY9vXuh/f7nj8XMTtr2jMdM7rGmFUqSi8V5tSJs+ttK/tFg1vsDl90XXoed+1B8psvbVeftTSOBccWaZwDWTZyEBrD6Oj3KqmV5ZYwewbV1283ff9+8c6zNZpQnsAH55fLsTHAaSoQlkE/uFA8dSDJkkuJTSVby0UbdxlPXTYdv+A0dZA3tdfx6ZuaRy/bJqeCRicMkckUZy/o7PnE/30fffVL6fbjTr1rqVNHHe58iDv3IGzZhH1WpaB7VXz7SJx3OCWzwGl8ndUcKxXKUVpPW1OarqovMaMqwMFAtLVHyRyYvl6alOhQezsOGgdjCOlMKZMjZwmkLDwRhcIgqCwyloaGU2AAB8RqSX51UUVjhVIn07iI0zJjXA0anoCNwsL1foq6oezi7oT0arPazx7LwqDJCAwZReVTvM1eRY053iYdXYijCwg8KYPIxgAkoHARqXnB3cNlJfUJla3JhfWmsER5eLLYx0SJTGEbo0kRMdRwE8Fkhi4bls2cdDs+K7nzwPD+k+n+fd+906I9++wuXvU8ccpr4VLqz183DY7FunoxQiMUjkoWFAbAkwu7Tuwa+fbLk3tXT+2ZWnH1wv4/fl16eX/vs2ub7syPr+/LqckJLM7wras0VZT5Tay0PLm//sWTPQf3tldXG2sazBu3NU5ubYxPdVU6Uf187AP9FG56m4bq4BXL41NS7ELMbI9ghoOeSBXBYRQAIQACFUjFBJ2C5CgA7kpoTiKlu4G3b2vo88f9X78d+Ne/Fn797fSpM8tj45UkGnDS2eQWRGl0QjaHoDc4KlQiDBaakxvx/PHRd0+nb15ac3lx7Z6dreWlQRaLc7bVJ6c4ICBMyhcTeDwcjwUN8hY0VPkMdBhLsx1zknil+fYdbfraekl5DSe/hNzTr9u2LXFk2L+9WdPbptq5JeL8ybxTR9IP7Ig6PZN87kzS1ObA7m63miaXxFxWiAVk1OGbVklW7jNMHlLvO+t692X2+atpExt8apocsytVYekOQh2JLIa4h7FyynWxqeKgMPyy5V5Xrjc9eLaid1WUJoiU0mTI6jVw3OAcZxCWTj+71L30ZDwhTSq0AwQSqKh2mb9sPTTn+fKj9do9y7W7mTsPBiRlw+LSEJ7BcDsVSMqzXbxb9O376KuvDRceW/YuuB6/6XpiyXDwgtfGQ8GWIoGPiaTxhPuG2LR1pjQ2WTy8FTwJMTRR27LCmtNs5mlxBB5gcGC+3uqmqoIIoxeVicbSYXgemibB47kIgAFQDBBKbHgiNhwHxdDRwbGBpU2FKdZY7xCtp6+ypDS9urawuCIzJFofleFc1Rte2Oxd2mKMz/bmSikkDpZjzyZLqFwtLywzRBuioElwjh4CqY5FE8L5jiRTsnNNe2JFY6y1wljXmVTRHK3354sUeIEcoTKg3LwxoWGswEBCcAikvJp+fC7gxLzTiXnZ9TuGNz+Y376Lvv84cOmh/8JVn73HDNfuWrsHDEwmwGMBEQshoKDgzN7h13dm//793bWFmYO71l85t+f21Y3HpytndlgPrs/rLQ+tzvDvqrWsGivt7Ylbscy8f2vWzIGyq5cH5xb6y+sCw6Jlpli1g5LCYcOzLf4bxqoGmuJXdMUvbwnvawwdG0hNTdHZqzA0HoAQAIGFthWSJUKCRkrQCIHKFrgrQG2x3ZVztf/+48B//nny508Hbt9afexEg7VIhycCIhklkXIpNCKJghVLWLY8MpOBys2OmFhZsX19yb0bG+/c2rpre9268dz+7qiGBv/WbnNxjV91Y2BXZ0R6vKO7gu6npbYUeVdYlB4S0JCvXDhesXyZW3OL3fIxl1VrvFePBwz0uS7r0/f3aEeG3bZsCt+6OWrN8pC2GqeCHE5OJjs7Sx6fzA+Jw0ZbkZXDjOZ1tt2bJL2TtnvPBJy/YS0tk7uogbMKxCULCxuCfeIVHBecMpjpHy908qDGW+R37g+8+WH19r0ZnqE4vZE4tjena1uiKhxnZwDeZvKm3eX3Hk+npvqIeExPvbbA6jcyFja/mPV/39fef1b44kPpmcvmlj6bohpWaZ00MZej9AT5jfyjl1LOPyjccyZ8eKuwYx2mez3uwKJh3V4v7wh4dLo0vdA1OFwaGaUvyI1srEmva0yt6kwp7UlIrPJXBLKlLmSpPUkkIIaFeoQa3aUODBsxni7BEOwQcC5AciF4Dkzv4eDjY6BSiRgiSu+nCUvysVPTKGw0i0NWqsQxcUG1LdnV7XG1PcbxHWntgwGl1a4FZX5uviKWmEQQECE2MLQ9ju8loGuoSCFgKLE2SpQukJNRFlDeFFVSE2YtD8otDahuiUnL86ZzMQAOSHSIUAYXyyByB3hICKO6zrl3SHvsTOTdl+nHFvQHTsj3HOQfPiG+9yzg2Qfz3Vehsxd1s+e99x01WpLkMAAAAGQkFPRWxf369sa3X99sGOvuaSzYs6X98K6Kc8fLr82Vb+g3lic59lfHHdjSt293z9hI2vaJzHNHak4frZ3eWdTdHxUWIxZIIVI5TiIgcEnQgni/O6c2vb64dWl/1/bu+Kn+9DPT/U3lkfZSFJMNSAy4SEpzdRFpHahqO4y9DYjxI412Bp2brfrtp81//rL/tw+Hv30+cuvq4JlTNf29wRIxjIgFCChAI6A4NBSPhpCxSDIKIbGlCdlYNyd6U11EbrZ/aJBkaFnq5o2FZeX6rAJlUraksErb0Oy1fCBiWbtJKYBLaJAAR7yHCLGyI/TX95svLlTV1dstG3Y9cSpvbr74+Im8o8fzjhy1HjlesmkqpaRUE+BFcFGBQD9YZbmmts7fHGcbnW6TWyco7GQV9FCWbdOOT3s3D9vnl/PjE20Lsp2jjLZhZtv8usDYYjdVGNPbIjZmCJwD4NnF0scvRr5/v3T55rDZInL0wCWWuidWuikCcLYqYCuD6g3C6EgvmdCmrKBg6fKZmoooqQRaXOJ06Ejy4qWcf38fe/e5atm4ND4DW94gq+mU5VZTUkqQmZWU9lHn3BpWSimmvBdX2AbbcSKgd7W3vSs0PEllrQhNyfT193NwEJEDPR2bGrL7xypKOuMyGkNiit0LG81Z1mAbGxSJiJBImS4Gu5hkv9isQLkHD1ABUYTgOOKVOjuN2hGPwwEIwDPRTBERTYQCKEAgkSg0jGNLMvjZ5dX4tK8wbjqcun5XXEuPV1mtt1+YkGGHJNhhyUoC0hFF1GCcoqWSABbaDrCUsOgsl/q+lNKGqLzikOzC4NziUGtJmLPBFoYAaDyCzcNK7QlcHoxGBYnxytGx2FUTYWPr3PbOhN19XrB12mntJv6pc57nrnnOXXK+9thj/obj8UXJ+y+5z1+111T7OcrRVAIAA9VJ//n6/PPHx00lyaXZodNT9RfmWt8+HPrt9Yp3S8u3DFlaC0O2jzds21hXX+3X1xSweSyho8bHz5OmVKK1eiLHFsJkIKRcgoecPVSR9mJu6s2piWf7u54f6vxwecuduQ1FSd5sAuAyYUIBisdGOojQThK0mg9xk0N7a9xe3Br888vUn79PfXk79Y+fZr7/eXbxeOXODVGH92Q0VRsCPGgkJKCiYToHnqtCquDzyDA4HAACDIhtMRIhgk2Dc5gwVx0jwE8QEEjJKpTlVzmkFQgq651HRqJGB2OijLa2JCDGgspk7Z2Fgb9/23d2riwyCpuRxdu5x3LtVturD+PP3o4/e73h6tLKjoE4tTOJzwf+AZT8InlHd0B7T0Rzd0Tviti2kcCUCpvMRubEobCtMxZrrcQYg25qd9+6paSmKsQYLUwq1DWvSi7uN0YWOVqqpPWD6vJWu9Zew6n5rnWbi4OipHQ7ONoGMORoOy3eVobC4yH//3/HIVBj/b33bp7KStOp1SijkZmXw969M/bTzwOzZ6MKqzE17dK12wJaBvntIzZdKyXeJnhEMim7TOYaiMirZY1t9jq6UDY6mSd1tmFJiFpPYUiEkzHIKSbUPdBdo3cSp2Uba3vTKwcSy/pi6wcsuSVGgR0RBgNMBlql4WbmmVsGyoIT3GB0wJKR5DoulYVDIZFYNIHN4YiUAqINHgAAhyNpVCaVSiHSkGQeMGdJ64Y9+zZ4bz2asHZ7dPtgSEy6QuKMZyqxAj8WxRVD1SNSWwPLhmNF3gQ0H6h9bfJrzS39ueX1iblFERU1yVl5YSwOAQDA5hL5IpJURhQJkWQSxNOdGW7iZOZLm7q1Na3iDduCOwekM2dirt9N2brXfudh8cX7umvP1Cev2iy9cPvH/xrefazfvC2wrcMVHJjo+O+fL7/89HDjaP2Bbb1vnkxfX+x6db//70/rv3/ZP7ejNtabO9aZeWBXW0GOOiWaFR9K8nCCigXAlge0zhiFAsNhwJhYEOvt0JVrGsgOWV0QsKMm5N2x3v97c2rv2kajG99FzvDS8WQCpISLCPdiG6TQEC1qsjv4xkzly5tdv79f9ev7Vb+/nvj+bea/vx04sD5ypMNhZn/8lbOVM/vL48JlXDI0NVpfnhvhpRaKaTgKHPBIcEcRQcjEBRhUkUHOLCIMAwVqBejt9zq9UHlirvTIsdLVa+Lbm/2qSnQRnkweFES7is5MV/3+45a9O5Ojo/DunmhPH2qW1X71+tj1W9O6B82JGVoHHYnOA2IHqFcgOTFdUN3sunl3/u5D9T3Lkyra/aLz2MWdsomDpsFNwR2j/s19bjUtuubOkJIa39B426BkbuekpWt9cnSRLK7YNqtGFBRHcvWF+4cyRXI80xbP4OOQZCiOBZVraAoNi0xAYGEAAQCLhGmrs+6caq+v9zxw0Hr/3vCK0ZDCPJvGZoesAnJuKencjdy7r8rbhnmtw5SRjfZmCyHQjDclcPS+uNWbMx++3rpxZ211a25sRqp3WKiLj3NImEdkhHdmYnRsSAgNhyWTUf4mfXFbaklnsm+0I9+eQKTC8DgYh43lcdGu7uLq5pzSpgxbNcnBjRsUZaAyCQAAHJYgk8vMSWEKvRxAIQgYEocmiMV2IRHergHCwCRu/ah3zbCqpFPUNOTc2O+VWqDS+pGZSog0kO2cIGZ5IpRRbGtvoCGWyVTBeSqUayA/LsMrJEptjNQUlEYmpflybXEkCoxji+bx4Xw+jGMDk0qQPt4ULx+cTxAyLV+QUWgbGoUqKBefv1a6eZf74Cr2gZOKuWuKq4/VD967HZznzF3RPXiVsnAl+uGLEnD16Nr/fXv07df7e9a3Hd7RsXRh9fhg+Mye9FdL3V+erL+wrz3a0ybZaN/XEtnXHrys3deayjUFY6MiSAG+OFcXqLMKKucDGRskBYisofK6WPXO9rjNdYEri91qU9yNbrb+LvQ4ozzJpPJ1oRekuJzcVTdQ4basXPPgVNWXe71vrzf+8Xb5h4ddb251/vF24t+fNj67Wjd/KG79St2hXTE/vhw/f6pltC+xrzUqJ0mbEuncVBKnFpDwEMDCIyUMQpy/W4bJR85GqYRwHz1084T565d1Tx707p/Orq3Spiaw0+LYRcnyYAcaGwBrjONPbyZ/+Wnz/MnaokIdDg+UamRppTYxTahxh/DsAcsOsMXATgVz9SfEpPIrmlwOzVVv31du8OWp3OmpxZLGYW3LSmVmDbOiXdEz5l1YJ43L4cZbJf7xDGcjJixL6JvAVgZgXMMwUldAFwO5M8pBSyIxkEgCnMTEktloNh8rlpMlEjKLirIhI+UCUnigqr8jr787sbLKaWGx4eOnzcuHgvKybDPS+Q4akFMiPXMlY+Met8J6eO9q+todmqpmaV2rf1WDMafQZ8eB/vkr23JKIv0iAtKKakobu9IL8uOSYsymkAAvb4PKRa92Uyq1FA7NK8KzpLXAN9LdRkzBEhEoJISEh5PxgM2CR8Z5NPUUpBaGpxWHV3fkefo6o1AwCASCwaEd9TLfcANPwIRBIQAAGp1sjPKOyjBEZEtrRnxK+hTescDbDI1MpfmayBIXKFMBuAaSyJ/BcIUK/REhVlFguq1/skjjz6AIgECBN8ZqiipMSeluTnq6WI62sYXz+DBnF4LcHs6gA0uyqrrWxxTD8g9DRyTSAs1EqQaEx7MPnsybWUjfsNN5dtHzwJx46gD5wduQ+esu0zPih28Sbj6MP3fNDJaOjHz/7fqvny50lIUWJSpXd0cN1Blmt2cs7M45NpE+UhXgK8NKKaDQIjl/ovrymapdG83rVwWOj/gPdhmyk+ihHnCjGzI7ktOYrVrdEHp2W9XpqdLxpoDiWI6SB2zJwEkGd3bA+bgQE8K4PTU+x6fypkfDTkyaLu5JvHU0/dNSw7cXfWf3Jx3YaLx8LPv2fNmd81X7tphKc6nZFlJ7g8uasdi9O4pWjyVnWhzqykMmVpS6aegkBCBAAQ6ACJ2iIMozQIMvsogrrcLpLRG//DA4fzyvoVIZEYIN8oX56EFdnv2Ricwkb66MAiqzDU9urfr+/eb8qU4XJ5y7G7GwSOvuQ5KogNKAULmT5C4EjiPQBuAT86TZZdKeUf/mzgAWF2ErJtZ3+lT12FvKoZnV6KYh+6EJj/I2abSVYYjE8l0Rts5QsStc4AyTuxMkeizHAcmSopl2MBspjiHEULgoBh9P52JYPCyNiSCRgQ0DCGwgzmpKlEmdGOfm5cVy80SmZWdtz/oAACAASURBVEoycmSWFP5Ab1RFpSdHBKIs/Mp2SYQFVlSPXr1NenAupqJeb4pWZuaEBoVropI92wZLatsLUwrSM8urelat2X386J4jB3bu2T2+erKvc+TsmUv3HjwxJ6YxRNIVmzY29XUr9RoCFQ+FAhQc4NBAJqHExXuV11pa+wtblxU2dueHR3oRiEg4HEKk4rAshNpT7OjER6JgJDKGTMHgKGi+hhSYKsxq1Wa3OQZZiM7+IDSW4RfOtnWAUSUQFB8C2IDngQkvso+vUsWWqeJLXD1MIq4Ca+dEKqqLHFpdFGKWCaQQnRtFKEE66wkZ2Y7mSBudC6K21qt/yGTww2nckXHZQmc/IokDMorUxxZqV2wM6llut3/Gc/qYYt12xqbd/PM3gy/e8b//KvK3f9bcf54GHs70fP/19K9vD/WXeZbFi7b0RSzuyf/hStepjYnbuoJXlHu1Z7kOVwUuTOd/fTPy8lbDzfncexeLb8znP1gsvzqTfXJH3NyOpMsHrBenrWd35B7fnDE1Fj3U4mUxM7X2wFkONDIg5oJgd2xLufNQk6G/yn5ti+L8rsirB2KOTHg9v1D85WnXoc3GoRbJSIfDQLNiZY9nb7NzSixRpwIae+Csgfp60UpLdNY8la8X01XHkorgIi6EQ4Ey0SBIZZNrVhQkSCZHjNNTEUd3h92+WHRoR2J6MlvlCNz0sMQo0operycXGu+cqumt9JbSgbeGOjVZ+Oj25h1bKgb7kvv6402xIhcvtFQLcfanx+RoXcPpeiMuJpMfmUKJiEeHmYhcDozNQecVq9uGdHX9NrX9tKYhXvOgXcuwo7Vd7mhE2LgATSBNqCWQBHAHd7bEmYVjIUhcNI4FRdIBgQsRKSliFZ3GxZAYaCwRYsPDuLpxtFqSTIIQ2SEZLBibBzN42ji7kTkCoHPFhYWJ7BUksQJdVOtc2iQ3JkKyKzDrdrnOXSnOLfJEYwAGC0cSAU2IziiNXjU1OLCuv7a/oXvNwIH5I1ceLl26vXRw5szeI/OL1x9fv/+msXecQLPzCDCFx6aK5CoKnYHHowlYKAENnFWcNEtwSWlCZUNKSX1icKTORkBEoiEoDFzn4eRu1PEUZJYtSixhpqVHhpm9AAaQxbCIfEVOp0d2i3NKmX1chjS32Cs1y0vuREeQAEADtpoWluucUucalicIt0pC0h1k7mSOI4YtQTr7sL2CuXIndGikOKfA2zeAGxzKyrUqB4dMExssK9fE17f5+hiJLn7okES2WyjdToscWGOZPlmdWcqubmVVNTHGNzoeO2OoacHsOmS4ej/o6Lzj03eW3/6qAY+OVfzv3eZ/vdp4/2jV7cMVn672/uPB0B/3et6eLf+42PJhoev9+Z6/nqz5+qjnzdXiV1cK398q//F21esrxU/PWV+cz393qez9lcqnpwtuHsw4tSlqU7/nnnWRU+PmqFBykCemrlhZmiNNjWZMDIXfOtu4dKb81qm8G8eSH5xJe3HJemM2+cf7TX9+HLt/tWbPFuNIr2qsz7B6WWBDuTrIG6ORA5UM2PGBwBY4a+HubhhHewSbDcR2yJhoRZrFkBKtyoiSWRPFbTXOA12aFaOqrRsNOzb5bFprLClSyeyhcgfQ3xt48mhhV4388mzxf37fsXdLdmSwjUKGTI7Vb93YtDg/sXFTZVGle2WLb2SaxC+Gn9fgn1HplF5uX9yoteTYRCcQs7IkIQEcFgMoVWhrsbC+m19Qhylpwpc0Eqp7uJktPGUkTBeFjciSyVxpCBpEoKJxpAyAhgIcBEaBYFhwki1cpCRLVAwsGYEmYLAUlIOGn5Dq7xMoozAAmQXhSMgUDppuixXY42xEKAoDwuJAkDggU5GG1yav3BIbmYrJrbZZvy+sdcjTUUcDUABgAEoEWC5U6MwMSvCtGyhtWVlc3pPRuaphZPNIWUej0ZIek1vmn5CjDYoPSc6Xa70BFA9HURhsIZ3JweEwKDjgswhxJp/KopSkxEBPX7nWXUjjYgESwNFQJA4dHBlqrc81pvj5hjh7+qgTk8N9Q3VcB4JvnIO1M7RsKMza7lXaHlxUY4yIcvbwdJTIeQgcnGVHLe1Kqx9JcoumOJvgYbm2blEcmhxQRVBbBd5eT+bJ4GwhCDHZxSW7KNUUAR/p4kKc3JB/5HhzWqZaZE/0CqUVNXgkFWnC0kSBCazITLuwFE5+g3horTa3FNGznDe1V1HTip3aqzm2qN53in/+lufSUxN4erLoy822X2+1f7nZ/u1e37e73b/davn9dsPfD1u+vxn+34sV/3224n8vR//5tP3jjYKflor+87r9v2+7/3jS8vVR809L1R+ulH66VvnpRvXHG7UfrtW+X2p6c6t1/nDmtknz8X05187WXz1bd22+6v2jZX9/WvfXh9Hvv63++0P/6+uFr2+WPL9R9vJu/e8fV/z+ec2Pb5e9eNDy9F7Xvu0pyTFULwM0L1MWHcYM8qMUWPVOaoJGQysvDwwJ5ru60rZsq9qzr66/xzTUbVwxELxxXXhvl0NzC6u706arg79smUdWjlzsCHV0ghWVapcPhacnkvs7XX98v/b7/w6/fTsxtiJFo6Ha8iiBQZqkFF1LT8zkjtKqntC4fHVisSq7xqG0RZFTJohKxBYUC7u6vAry5RolhMMC4RHkslphVQtvcI2qb6W0qpuZ1kQJLsAk10uyGlw8TbYUARRDhyEocCQFjaShABngOHCRhu5ncvIIVJCYeCSRgCRiaRySXMPjyQhUWwRPTrSRUWkiIkNCYIqxNhI8jYujsnFYMlzsQO0eTm8fMrsFI3vHwxfutQUl2AAAAAzQRWQ7Zy5VhoLSAJwKDUjUVvRFlnWZM2siEopjInItvilpHomZ9kExmvCExNLqjMoamUYHkFgihU0g0gAEgoRDQ3zd921bf/zA9pAAPQIJ4BgAwwAIEkAgEKFcOb5ly9SxXc0jLf0runMK08X2AgwZ6WFUlXZa8rsiM5r981tCypujQsJVFDIKi0KgkEiJvV3bcNWWI/3p1XonI9QQg/RNpqiCyGQphCFFSV2YKi+O2p0lVmL5UgRXiCKTIFgkQKFASqpreaU/jYkAEKB0xRc2+GVUu4Vl8AMSKW4mhJsJlLSL1+7w2n7AZ92UsqwBlV4AXb1Jdua625UnnjeehRxb1IFPt5pfX6q8P5d382j69UNpF6Zjbx5NuH/acncu4fZs0v253Gfnyh+eLvjhRsVPd8vfXy/49X7tt6etXx63//l62T9eL/v1affvz3r+fjv0nx/H/vVh+b8/LP/Xx5HPL7q+vBv488u6dy+Gf/lx9X//3PyPn1b+66exv34c/OePA//+NPj1TdcPDxoWT6Tfulzx4fXwm+eDv/+8+n//nPzy4/KZQ5axQf2WSePimYpVo6HLB8KuXlg+OZ7f1ZZQXRHqoiUkJkh2T5d29foWFAj27856+3zsyYPuc2fzTpxMOHg4YmoqcGxlkCma7qiFJ6Vr0zKdAoJoaWl2ze2eKybM2/emHz9bse94UUWDl0SBAjBApIGAMIfUfJ/QFLl/Eic4lZZYRK/tkte0iuOS4anphN5edVeXOj6WoHAAnp6Ekgp1R7+hb8xpaI1yxVZt24S9tZ87tMe4en9aRU+QxpcNwQIoEYLloDBcBJoDKCKYPtAuMcffzV9KYuFQJBIUhwZwAMECoZoanKh0DbVDM+B4WyTfmcx0QJEFcAoHiyXjyHSqQiPLLjDXtsXr/anpZc5nbw9kVrliGTCAB0It2yfaRaSn42wBmgO8IiXFLUGFzUFx+d6mnLDoopyg3EJ1dKYoMM4p2uIWE+0a6s+VCjBkAp5Eg8HQAAAkEhlnCt8yvqKxosiWTUfAoWgCHCAABIEAAMOX6vvHt/RPTmbXlncM96fmZpLpVAAD3mEehc1ZUfn+sYV+xc0JCWl+XA4OCwU0DBYKgKeny859Y12jGcYUbmatKq3aQW/GSL2QHA2SLIJThEiWDGOnInAkKDQFMHgYDoeERkBxWGREhKapOU7jwiUxgFiDMVrEMfkycx7HOw4RaEFGWZEp5ZjmQfHpy1kHTkRlFSPNSWBgtfz4ea/5mz5vfys8fNYTfHjY/sP9lpe36h5cKLm7UHT7bP6Dxby7ixnX5uMXZ6IWjyeeO2I5cyBp8WjS6X2ms/tN5/dHnt0bvXg07eKJnBsL5dfPlt84W3L7XMn9i6WPr5S+uF7+8XHTzy9aPz1vf/ui++njrnev+3580/vTm66v73t/ftH27Yfef30e/d9vE++f9s5MJ7151P/5h9WP73Z+fDf09ZfR9y+7bl0t+/Cm48+vo99+Xfnh7cjvv+7+5cf92zYWVxR6aR2I9mL85g3WqanUwmLumvHgKxcb/v3PXf/4beOP74d/+mn45y8rfvltcn6hIczMUrvgmjsSh4bzcgu8swpdciqcYnNsEgvZMTlkcwolKo0Zl27r7kvhCKAYIsDRoUoPSnyBIiqH52kEeWWMNRs827qEObnQykr80KBDb586No7CtwVaHbmgRFleJ23sFm07Grz5hH/tSm73Zs3YtHHVdFpuQzBfSaeJyRQxGskBKA7gOCIUbjRHPY1hi8DR0AQaBYFHwXEQui06KFZV1BLkGm4DZwFABVAGoMqhFAEMz8CzuFwa1UbhqPL2cQ2P8lC6MOQu+BVbC8Z3l6dXhLmHO6n9ZKGp7ppALlUCJK5kS6FnYX1AklWfkOdf219rbWu18zXj1MFsz0iWqy9OLESzCWgaAk/FoXEECBwDx2LgKKiAywzxclPY2RJRMBwWDkdDIAgYBEmCwNkooj3XMUDuZXSPiguMTRQqNBA0HoYjOup1oQnhPlGeESlBpvgAgYCBgQEWDktDIYVsujU3vrMnt7QuuLozuLonMLfexT+B7W620YcLuWoilguYMrSNDEPiAIYAaadg2vAoGDREqxMWlZlXranMsHqp3Uh+kYLgZK5/Mik0mxCahUqpplX1C1LK8e5GWF6FtKxW5hkIDYtDTO0POjwftv2I+8O3lRunvcGju7XPHjS9edb56lHHk1utj5eant9renqv+s5N652lgnu3yq5dKL40X3TtXNGV+Zyrp9MvzCbP7o87ujfxzAnr/Mni2aPW2SNZc0fTzx5PuzCbevlkyvUzGTcXsm6cy7m4kH92If/8OevifOblc+k3L2TdWMi6eTbvwYXK50ttV+cqFo+XfH41/uJO790rDQ9uNT2823hvqe7WtYpH96tfPK199KDm6cOOP37fszjfHRPGtxdAmHhgcLKZPdo2d7J6y+bIl88Hf/xhzc8fJ77+vP7rr+v//feO//7fgR8+bhwei3fUoINChTV1kdExuogYdWKu1j+eFZBECkkhuUdAHN2Biy8orlI3tPjk5WujYxzFMgJbAPEJ5cdYxAFGfHI6YXhUPTwiLS2DFJdChkek0/vD23qUChUUgwc+/oyicmVNi8OKze7r9rkO75AN73DsmFD0bQoqaPNT+wnFrnxbJzLTAc1VYsQ6FFMMiCxApMHxJCyJTiGQMWQanC/DpOS7Tkznhlj4EDogiGBMBxRPhRApsbZiFo9nx7cRq2RqrUJt0OvUThJbGS4u19C+Ire2r6Cqu7KoKT+jIiokRe4WwYjO1JTUh9V1xhXXRlrLE0YmV62dPhpf3uOZWpfZOW4uruU6KTFsDJYOwxCREDgCicdxJDZsIQmDAWQsVMgkyIUsFpOEI+ORRBKAkLA0lcYzQxdglfkkOptS3c3JtioDBMuCoGgEliAoKra4ocYj0BtPxMEBIAA4G4WlI6D+bqqWxuz8guCcQq+yuoAUqyYyXRaaLDFn6WILfD0jFSwFju2I5WuoTDHa3oXOlZIxJAiLgxJKcCEmh7QcN3OSQ1SaIjiR5xGN9k9BhmSjkqspZX38kR36yj6x3BUI7IGjE+CIgJM7ZNvBmJtParbsD5/Ybj59uQG8etn0w5vOj28HPr5Z/v7Z6IdnY2+eDLx41PLwXsWTR1XPnzY8fdD8+G7z43uNj25WPl4qf3av9s61qosLJdcv1V692LB4pnzhVOGFOevCsdQTe6Nm9phO7o+ePRA3eyjxwJ64fbvjDu2NOTwdcWhX0KEdgYe3hUxPhkxPmnZNxGxeEXntTPPz24P7p5L2b4s/NG2Z3p24b9pyYK9l377YPdNh27eH7N4Zu2dnelWpzlECBCxAxQJbNrqpLnDdmthtWxNmTxYeOpJ7fMZ65nTR9esNj54MHjlZlVPmJNUgKTZA5YTVudCxREBkQeSumIBEtjmX4xmF1gdD3YMRsRb2xGTSiZna07ONM4frGusDnFR4EhF4edo01Ps2NTo3NQqWj8h7+jgVVaiBIcmeQ6ZV632y8iV0GxidBc/I0Ta0edV1KjvHZKNbFSt3ObevUWQ1iZzCSBQZkumAZ9ijXEJtavrMuTWedmoMlgzQOCgWi6bRKAw6kUyG0VkQPyO/sT+osNlFpIfEFwsnD6TkVCvUblilmk/BU51k2hCvABelztvgo3VSCeQMr3B7Y7LeOUClCzD4mnxDEjyis7TWOp+WgbiKxojiqvC+4bJ1m5ePrVu7ce/szPW3J+9+3nP5UWJFLYHHxNCRZAaSwsDC0Qg4DiHT810DxConOocJ49KgLhqhh4daqpLg2SwMXSRSm0ypPeasQUN0pVtskV9yidQQBsXYAkBCEfnJeWWt/cslDkoAAA1N5iApbDhWSMS5qwWRRpW3F8vNi+IXzAqLtotOVQbEip2DOLpQoT5MYqsjsxRYN5NC7SOgCGAENlTkyHRxF7NsUXwZ0jOQF2XRJFqd9BEYnQl4JAJzEbpx3KFtQj6wWda1VlDRKUrOFbp4oTwCiNEWTmmDpqHbL6dUHR7LGRnPBb9+bv/tp57fflz29YcVX99Ofnu36a/PW/7+df23zyNffxn6+mXor99W/fPLqq+fhr686fzyruePj8Nffhh+86Tn+f3uF/d7Xt3vfnW349mNujvnim7O591aKLixUHTxdMH8rPXEwawzR3IunMhZPJ569lDsqb2R8/sTZvck75qIXTcUPj5kvn6u+/Gt4Q2rwidXBW9ab1ozHjYxEb1uInrNOuPqtX4TG0InJiOqq1XmCIqXG9ZdRzSFygN9+dmZjm1tXmMrwwfHgrqHfRo71KWVvLIqYWou1zUIK3KG8VRInj2ULwNsIRAqiEp3mp0zNCLdNq9Bk1xoG5dFzSnht3d67pjKuDTf+vL+6OUz9etXRhVnq+W2CC4VHh2urK/26WhTT0547NgZXFiIbesQr5r0bupW9I+FpuboCDQYh49Ly9a39Qa097u0DTg2DzrWDTmZ89gMFYByAFYEqHKof6Kwd13kul2ZLQNRMhULAgV4PIaAxWCRcBwayqSh6UyokzuprlefVU8YP6j74/vIjec1xhgakwllEfGuDk5xIeF+ek+DRq9RKdQ6aWicm4/ZSaSxpfAZWAaJ78gOMDvkVwVUNIXGpCijkrSd/SW7923auW//tv2nTlx5svf8bUtZHdGWD8PB0UQIngTj8ClUJglNhSu82THZLtYS/6hIR7kQIRNhTWaPGIvJ2dfL3i1E65vpG9XkFd2qj6r2TKoOsNS6mwvJtgYUUa5wMSZmlQZFxOKJNBiAsTA0OVUgxFKDtJoCS6Ql1sPXy8bdQAoM5oWaxH7hQrcQnkiHYSngSn+e0JWO5kG4CgpDSsRzYCo3XkScf1CEt1JvF2w2mBM9XfxsDaF0rxicfzrCWIC29jBWHXLbPOc9cVQ5uJW5fdZ79fbQsDhK+0DUtv2V7v48BBZCZsDIDCCU4sGbp1WvH9W8uFv77Eb9o8vN9y+0PL/Z9fpe17Nb9Q9vlt29WvToZsXbR83vn7b8+KT5p+edP7/s+/xy2efXw98+rP7z49q/Pq3978+T//o0/u3dyF8fV/37y+RfP0/88Xnilw/jv/yw4vOroc8v+r+87P/8rPOnZx1fXg58fDL45Fr3/Us9ty70PLk5/MvbTfevdVycKz09U3D0YO7M0eITx4uPHM7YuzfuyNH0rVujqmvk7W3uQ8vMlWVuB/Y27N5VMTIavX1n9v6D1t0Hsien4uvbNBl5jMQMSoAJrfZBGMLpumC6zBWlcMMq3XABUcKoNEevUGJ0KruqVVfVorBW2lQ3Snv63JYPB65YHrx9U8KerZblfYGl+aoADwqbDIgoEOrPH1oWsHNnzJapiJJydkunYmTct7pV3r/Sf+fBwuJKbxINcLn4kFBpRqZDVZ2uptW1ttcvo9pF6UdAcQHaFio04Bz8cCo/pLVOv3V/vTHWFcABGg1DI2AoOIxKIgj5TDYHxRPDgqJYvWu1hy6Gzd2Muf+mYWSNyUmL99DJjT7eAW5uLkonrUKrVWuctA5uPiqdh1xrcHD10rF4TBaf7OYvNiUpwxIlkSmq3KKIiuqszu6mtesm9+yfOTB7vqS5i8i0ASg435HPFpChCECkIeRqjmugJMHqklXpVlTjU1zuFxYqlApARorfyFh3am6eVBcoco5R+uargsv08bV+2a2+lhoPc5HCPdHglxoUkSVVuCMwJCQSQyMQGRgcH0/zdFSPdXYc3bF59bLWkb7KrrbsgsLQsChHFz8btQ/b1glHt0dogqQOPkIYAwIQAE4BTn78cIvBPUgjUdm5+OiL6opSCix8FYPpCDRh+PBCRudmj9ED7h0b+asOyPZe1G88Jp65FntkoSQ6lb96Q9nlpR0ubvYAACQG4Ihwg6cM3L9acvti0fWz+Rdmc84ezZo/kr04k3fpVP6F2az5o4mnD8efOhh75kjC2aNJl2YzbpwpvDJbcPVUwY2zJc9vNr691/H6Ttvbux0fHva9f9j3w6P+90+XfXo59OX92O+fVn77PPb149DvH4a+fVj+j4+jf31e9e+f1/7r8+R/Pm/6/ufe/3zZ8cuzVf/6tOX7153/+mnDnx/Xf/1x8o+fNnz7ee23Lys+vu/58Lb70b3640dSrl+tf/50+ZGD+Wfmai8sth47XnzhYsP1G6237nadmCtduTasvddjcEXo6ER0bpVCH4SUukC8IsjhSXy1B9Zejw6N5iRZeLl5gs4efUevuqSK2dhu19rjUFItKKoQ9S7z6+4LyLM6JFvsTGaOrzeTb4NmU4ElSTQxGbNtV0pHn1txjX3HoFf3iEdzv2rbgYTZs5XWQh2VBIMAoJAQKkr9OvsSm/rjG/uTorO0dDEUzQZcLYZsDwh2QKwjmC0u/pFaHAsNYACNRRBJeLFU6KASiB2oTB6WykaMrI3bO5NlTsaV1UlXTcbGJdl7uEuiIwO93F0c5HIXnUHvYnBSq131Gp3WPizI0xjoacujMDkYBy3dO0IYmCBMyvPKK0rMzEwuKrSmpaYXFpZNbphKTM1EEcl4BkWsFnEkDIACNC7KFOda35rY1Gmy5DmEJnBSraqCYnetAuOnFzRW52Zm5jq5h2t8Utwjy93iagLy2qKrl4XlNQUnVRRWj+QV9Ygk7gDgUSgsjUKwZVPoBCQJCY0I8u9vb2uvrmkqKe9qqGttLK+oykjPCw2IVmkDRUIXBkWKl3tIlN72aA4CoAFViPSNlbka+UQ+HM3E2mkVbmGBLiHeAhcRUgCwMuASg68e09etti/ux607IjtyzbDwIGzpVcOpi/2JmS7xqR6FZUlMGxqRgmFy8CwuKjLBA/zwpP3lvaanSw2Pb9Q/udn88HrDvcs1j643PL1Vf+9K6dJi/rWz2ZfmMi7NZd5YyF9aKLt6suTaXNGVk9aLM1kXjmeeO5I+fzBt8Vju4rH888fzF0/kX5oruDxfcOV84dWFvGsLuTcXC29dKLp1oeT2xYpH1+ofX2t8er3l/YO+t7e7393p/fhw2adHy3683/fp8eBvr1d+eTf66/vBP38e/uv35f/8ffnff6z86+uaP3+f/PsfW9+9Htu323L6ZPHDB70P7nbcvF5/9Urtybmi1WtChkb99x2xTh/OrW5RexuhXkZMx1BAbYcvUwin2YLIWHZuDr+qzK6tVdHW5VBWwyipoTZ3S9ILKDEWXE2LS2OHb02jb3aBU1S8sKwiwJrlz6WjaGSQmqocGo2raw0qrfHrHozrGgrvGfFdsT5o27Rl34HS0gJ/FhmBg4BIo7KrO72xw9Lan1nVkuBjlKi9baSeTLQIMFUwkhCOoAF9qFzubgfQAIIGKDxSqXPQ+yiE9nSekM63I1sL3fMKXO0k0KBQckmFc1q2i7uPnbef2tvf2c1Tq3fVubjovD3dvTxcXDTyQC+tu7O9hE93cLCROlK8w0SmNMeUgqCC0py09LSMjAytswubzUtNy84rKJGr1BgqkcQhE2ywKBrE3pmdXWjqGcitqAqIThIFRLLj0uwbGoyRwTIWBng6C6srrG1dvRXN/YUNwwUtq0t6N5f2bSpoXdnQv2F88ojFUoFA0rFoEteGxSRjyEjAICCjw0NXj63sau2ND09KCE1IjU6KjQw3R/kFRrioPPmGMKVLqBOeTyAKKHwVnyRAYziA44hQ+VHt9GiKGIrlotA2eKIdxc7Al/pyRd5EfRwvNIfvk4TSmUB2M/fErfjZpfBbr/P3zVrzSgK8/O3pLBQSDUFjUGqNQirnU+gIvYcEvHnY8vpB88u7LS/vtv7wuPfHZwPvn/S+f9L74Wn3m4ctL+81vLpf//RW9fM79a/vt7xYan1+o+3J1aZHV+ruXSi/fa7k9rnim/PFV04WXDhhPXcsd/5I1pkjmWeOZZ6ZyTx1OHlmX+zRPbGHd0Yf2hl9ZFfC7P7U2X2pM7uT5/amze6xnD+Ws3Ak69R08snp5NP7Us4fzbxwMuvy6cwb57NuX857tFTy6lH9bx9HPr4e/PJh9YdXo7unom9cqvvz981vnvYtnMrbtyt68/rQkSHDmjUBR4/n7N6b2DngnJZHKqjgHT1ZtGZ9gsGLf7Gd3AAAIABJREFUEhUnrqp2Sk7E11WL+/u0zW2ShlZ+cSW1pllQ2+aQVyqsqHfu7A/vHowtq/PLK3Lr7U9bOVKWmuBNJ2MIeKB3ZUfFOJeUJTS1Zrd1pY2tyRpaGdU3HHrwUO2+6ZYMiwebitAqaF0dGWMryls601o6s+pa0kobEqKyPezcKGQZwNsBkhgZUxBszAwgC3E0Ph5DgakN9r5hOjoPa8NjSKQ8mYwgFsFkYlR8vLKmNqiyJsyS7mOKNRijDf5GnYevU3CYV3xSuCnSz8db4+nq4GNQ+XtojUEGH19H32BJZJI6MskjPiUu22rNycsPNZrsHdRqraGsqr6ivknr5YGhE+BkGFWA1bhL/MOdjSaNt4+NXxAnKkkRHinNStVX5ft7qeleWvbqsZpz5/ZPbFhZXFFdWN5e0bwqu2KZtbavsnkwLr6AZ2MPAQgCEsUkoWkYYM8lVuSmHtw1vXfXsdUrtteW9+ckl9WX1ORnp/r5OctVHI6U5GCQyFzlSBoGYKAkPknlLdEF2dnpsAJnuEiHFGoJJCESyYJQpDAHP4pHgk16k759IqZ6KMgvkeDoDcxZ9F2nLCcu5+w4ktQ9FBWX4OPppcXjMQBA1UonU0QEl8uCQAGbgwHPbtc9vF5x+1LprQuldy5WPr7R+PZh58fnvR+f97x/2vH+afunl91vHzW/ftj8+n7bq9ud7x8se327+9397vcPuz487vzpec/n533v7ne+uNXy4Erd7YtVty9W371a92Cp8f71hluXqq+fr7h6tuzKfMniycK5w9knD2acn7GeO5Y3uy/lxN7kmenEo7tjZ/YlnNqfeHJvwqkD8acOxZw8YJ7dF3FuJnnxZNrC8bTF2Zxbi1Uze1NWDRoO746/fKZgZn/8/h0RJw8nLZzMPHMi4/Rsxvxc9um5zFNz6QPLlIUllMEh1/UbInbvtly/2nnmVGVzg3z5oMvUlHFive/mbaGj4+6DKzxWrg/rGQ5s7w3uWhbVuSy+rS+2azC5tSN+oD9n61RLcbGRRIYBAGgMrKNC5OamMEW6p2V6p2c5Z2Q5NdRHrFhe2teen57k5+kqiI5wriqPbWpMa2nJ7Ogq6FpWXN6SHJfn4W7mK4Nowema6uXWjMYEv3jnuJwg1wCHgCh9XFYwx45MJBNEtkIhl85nYWUCstmoKS0OqqqOKKmIKG+IzquKSMjxi830j0rzD4l18wnVBEfoExICE+JCjCGeYcFuZpNnSLg6ONxepqBzhJzAsPDI2ITI6PiwsGiZvSYyLmVs7caSunq+vRTHINnKODwJg8HDcmzRAj5CpaZ6+Yo83XneOnaa2Tk/0S3eKK8tCzszs/r64s4VyxpT42PDQ2PCzSnBplgXd28GmYsEKBaOLKARWTjgIiWt7q44tW9bd2NLdkZJZ+f4itFdDdX9lUWlybFGTzdHhZrPldDZYhs8hwqwCAADLCkruTAquyrayZ8tNWCdAugyAxXPhWPYMIoIaqNAyDxJoWmSqr6grvF4c5atZzjcnMpYuSl51+GK0lr/hCTPUKO/TCqDwRBIBMZZawgNMXK4LCwOzmChwZuHTW8etrx+0PLibuuLO60v77Q9v938/Hbj8zuNT2/XPFmqenyzemmx8PLpnAuzOVdPldxbbHp0uenJtca7i2W3zhfeu1Ty8ErZ/UuldxfLbi2WL12ovHOp5v71hodLLU/vdr540PPqYd/rxwOvHvY9vdN971rLnauNj262PLzRfO9q/a2LVbcuVS1dLF+6WHb7UvnSYvHV+ZyLcxmXTqVfPZ11dS77wonMk/sSL83m79tkbq8UjXSoNq/03jnhv3PS99hu09UzWTfP55+bTT1xKPrArpAdW7z27Q5YOepYUYrLSAUrR/VPH3S9ezby/H7f2VO52zcHH9wfe+6c9cy5/O17YjbviJ3ak7ZyIm7Zivie5QmdyxJae+J6l6d19Cc1tESvWlMyPJqXlOrq7u1gw6NA4QCBBGgcwBOBjQ3SloeW2FEMTuJwf4MlPig0wEnCxzraEUyh2rhItzRLYEtrTltHdnN3atOypOz6QGunuX51XnFfalFnUuNgfnqZKbsqumlZgV+YM5VKEtuKXdVqtdhOxv1/JLtFcxyIomaZJsliZmZmZkolMzMoU8mgZBQzmsouyy6DbFnMzGQxG6vKxbfufTPd029iomfRi56IO4sX8S3ODzirE/H5AQuTWdR8qRRYo4UqzQihCcw3wwRWDFMNI4orEexCBL0QxywHIfLyi1PKK7JAkBwgJLWwPDopIyQuJTa7ID89KyslLaO0DJSSmhMdn4ansLgiWX5ZeXhsdERMuIeXU2JSRGZGbFCAU0iwa3CgY1yYe0qYe1qIG6Y4kQhJrMj1bjGg/7ge+c9v6/Ovu5p1YqWInZoaAwAA7gIA7jdsEn39i+LDAhwACjrwz4vlupoqEgoxNja7sXs5Nr1TV9eFhkKSovyT4gIzMmNiEsJiUuNcA/0BtjaAG4Cg2CASD4nhlCYVeZXjYgnV+dmVYS6BNgB7gF+kl1+0+w1ngEsggCrI7n1WTREkIKiBCHKQXF+pMRJLy9OiosO9vP3t7dxu33a8Y+Ng7+Dq5e3j6ePi6WvvE2gPONnifjpU/P7B/PeXxj8/1v9yaf753PD1RHO9L73eF306knw6kl/ti8+3BRc7sqtt3fma5nRVfrgs2J6hbc2QtmYJGzO4jWnC2gRxaYy0NE5enqCvzjDX5ribi/ytJcHuqnhvTfp+XXqyq/p4avlyWXd5pL8+MX48M16e6K9P9B/PDR9OtR9OVJ9O1R8OFddHis8nmt+urZ8PNB/21L9d1H/c1XVbUvrq0q+3lV8OtB/25Ne74qNVzvYcaWUCPfaqbGoQuDwJG3qZ+/he9PcPYvofJHQ1hz17kL0+Q1+f5mwv8tcXmP0P8969ga6tVs3Os169wb0epLx4y+p7Qup4QGrtI7f0Ult76c09tKYuSm0rQWtB6qy4jj5h72O1SIkrByenZgVHxnl6+9nZOwJsbAC3bwBuAgC3AQAXB9v4aN+oYEcPB0Con21SjCewJFEuwLRYq7rbq9u7mXW9VFUnjl8P45jgsiaavqNaVkuTWanGtio8ozQw2D3Qx7MgPaU0MyPC2ys/NVLABeq1KHMdTmYCcY0l1Q2Qqnoo0wziN+LELRRhHYmjw+OqQBgGiMCEQbHFeeUJWcURpZBMELy0AlSaV5CTlp5SVFycnpEVEBjqGxASHh0fHhXr4+vn5u7m6e5GwmKQYJC9zW0PV6dgX09PBxufu3eCHRyiPd0zo/yy4jwwpWHDD2X/+WXyf/2x/NvZ27nRJr0KXZEXGepyxxsASHB3inK+mxvpOfTA+vaBJSbAoawwrauno7a1TVSjQaKxCVFhId6OGcmh2TmxETF+EQkRDp7u//V8CY4JqkDm5wHjojPdMsqD8qHRJcjktOJYFz+37OLCjIJsZ08nF+/bBeWRNG4BgZGiNIKLwcGB4Q5hkV4uro62tg43btwFAO7evu1oa+t0x8bu1p0btvY3XD3v+ATYAE42OMdrnOO1qvNN4cWW9GpH9nlf+fG9/HSDd7TKPtviXuxUf3wv/Xyo/HZm+vW86ceD+q8H5g/vaz68l13vCS93q67f8z8fST4dya8PFBe78qMNyc5S9dpc1eIUY26CtjjFWJxmLEwy58bp0yOUqWHyxDvC+CB+aoQ8OUqeGSPPTdLmJ6kL09SVGdr6HGt7ibe9KDhckx+v11ztmn+7bJ95TWk3pJxvqP/Hr/d+v6j75dT4+6Xpp+Oaz4fyDweS1Wn8/Bh8d5m4vYRZngHvrWF3lnGbC7j5YcRIf+X8O+L6DGdqGNf/qGjwFWJ0iPTsGfL+I+jDJ5gH35O6H5Fb7xEbuwnNfeSmXnJTL6Whh1zfTa7vpNa3M1v6+O0PJR0PpW33xXXtXFMDVanF0FjFEGhqYX5sYlygl4e9/d2bbk4AV3uAgw3Aw/VGSqJfRXFCYXoIsTJZwyvXyEob23C1vURJHajKUFmlQ4lrafIGFl+LwXHzoYS09KzQ8BCP/PRYTGVJWmRwdlIIBZerkEHrm6i6RoysGS5rQwqb4bwmKLsRWtWEYdWi6HpUtZWmbBLwdXSukkwVISGkfCA2t7gyI78kNa8gOTs3qaAgMyMjJTY22tvbx9vbx88/wMHB0c7mbpCPfzWDQ0Lhvd29YyNjc1Iygt19nQA2/nc93W87ud6xTYsKK04MppXFdEgqT6fq/q9vr//68dl//Db07WrgcR2nMMQz8AYgxtn2vln+8/5SDRuVmxyEQ5dWQosKK/NTs1ODQwL8vVyigzwykoJjYrw8/GyDo309AtydPFyCIkJgWAhPxiQyIRXIjKS8AO/wu0n5EelFKa4+7hEx8cFhUa7ubm4edr7+9p7ed2ITvOicwsyCEMBNwC1bwB3bmzdv2dy5bX8TYHvrhq3N7bsO9vZ3bW/dsQF4+thGxrgB/v5q/vVK+3FfdrUn+Xam/+tD7U8nmqtd8dWu6GpXeLHDP17nHK1w9uaZB0vV5xuay03Dp/fGj+9Vnw8Vlzv843XG6SbzfId79V74+UT1+Vjz4UhzdaA9e6863lMcbIt31wV768L9Lcn7TfH7DfHWimB+kj47Tp2doE+NUiZHKONDpHevMIMvkW9fwN7+gBj8AfP6KfrdM8LYS/rauGTyFcssjXvcWna6rtmarl4apm1NcQ4W+Vc78p/ODNf7yvUZyso0cWeZtjqLXptFnu4yPxwLPp3KzraEa+P0jUnO9jx/dZYzO0Yde0ceeIl/3k94/JTQfQ/dcQ/T+ZDc0keo78Y29GBNHQhTB7Kul1DfR266z2i5z63tZJhaKXVdzMY+bvN9budDfu9jyb3Hyo4eSUMT32hmCMUoJguKRReXFydHR3rZ2AIcnW0CfJ1cbwNSvO8qCVkqZmYVPU5nqbB2oDQNCIkFwzfgRSZSlRpJEZUxRUAGpxJUmVacGwMtSc9Pjs5ODMtLDy4tjiCScqokZaoGrLqdIKiFCJqg1S0IVi2UrAPSDHBeLVFcT+fqCdUmqqSWVaXBc5RoEg8IwWXnl8VmF0TmFsRmZEfHJgaHRPinZiTlFubEJcRFhkdkpWZSsSQ8ApeTnpeXUZCfUZgVmxXhHulj6+d8yyM+Mg0FRGZHx6T4OOcG3jFxcn486fv//t/Zf//vzX//+/J//2OpQwTN8LHRs1Bf95Y+bK2oqhhleakcNlEs5SJx4JCwAAe7O8He7vFhPqH+9h6eN4IiHErAqUhSJZwAg2LgXCFXqZUx+WQKB8OTUak8LBBV6hvqAwAAbO463bpla2Nrc9futq3tDQAAcPsOwNvPwcvf7qYtwM7ZxsHFHnDj1q0btndu2tretr975+6dW7du3QDcuQ3w83NMSgkG7C/Tr/aEX46VX46UP51qf78y/nqp//lM9du17s9Php/OlB8PpJ8O5RdborMNyeGSfGdafLwiu9iSXu6KjjfY+8vk3QXC+hRmbgg+9QY69RYxM4RZGCcvTlKWZylLs6TFGdLaAn1rmbW1wtlZ4+1vSY7f15weaE4PtEd7qq016eq8YG1BtLEsXlsQbC5JV+ekk4NVY6+rZofF028EbebCDkvhyrh4aaRq7AfC6A+46TfExRHa9jx/f1WyOs0ef4MZGUCODMAGnpW+eV48NghanMJtLjK3F6q2ZvirE/yl8arFSe7UKHPgB2L/97gfntOf9jM7e3FNnejmXnxjH7a2F2XtQVp7EOYuuLkL0fSQ2PSAXN9Lru2imDtI+ha8tgmtaUJq6pHGJkJTN6ulh9vSXdVxr7rznrDrnrqrW9fZpVaqKcWg1LBYH2fnmy43ANiM8OE24doLbY8FIhcmazR5dc0obQNObMLKrCRFLUVmJiqMRLWBJhJjEND04uyYnMTolKig6CB3P/c7wX52CfFuEESCoAasrMXIm9D8WijLUMnSg7lmFM+M5ZmwHB2SXgOlq2BsLVpgxvGNSJ4WzpRUkqtKUNQ8MCazApWdWZKQlBOTmBWbmJmQkZNRWFhQWlRcnF+cn1OYlZabmphZng8qy6z0cw5xtwvAopjiak1WXFZGcGSCu1Oy/20eJfXZfeb6O/XZVO3hkLFHVlFDzupvVdxr0HEJ+ILkjPCA4ML83JKygoBAb7u7tz2dHMN9fcN8XL3dAcGhtsXASCqvgs5HIgiggtKCvIKC/ILC7NysvJIcLAVN41LAqMrA8CA7RxcHF4/bNrZ37W1u294A3ATcvH0DAAAAbgJcPO2dPe7ecbhz284WcOP2rRu2t2/Y3ALY3L5x5+aNWzdu3HCwtwnwd09KjgCMPC/ZmMafbfHPtwRHK9yTdd7X45pvF+qfz5W/XCo/H0k+H8r++GD684PllwvL533T1Zb+66Hpx2PdpwPFh33hxwPhxwPh9XvhwSprcQw79RY2+QY+8goy9BI08hY8OQKbn8IuTOMmhuEDP5S97C8ZHoCtzLM2lnmby4KdNcnOqnR7Wbq1INlele9uqA53jEc71oON2oP1+sv9znf9bKMybfIt72K3bmdBub0gXZ8Vrs1Ub84LtxbFG/PC9TnB7Dhr8CXm5VPw6+fg0UHM6Dv02xew1/3QgX7k4HP8yAva6Cvm4AtK/3foh/dQD+/j+/oIbR3YpnZsfTvG2o4ydyBMnTBTJ8zYBfmvWfpglj64uQdl7sKYOnGGdqyhHaNvQ2sbkZoGtL6BoG8gGBqIpkaiqZFobWZbm6oaO4Udj2pavqvRN1VRaGWg/Gh6eVy/kfp/Xw7+t0+vHjRCqulhJl1xYzve3E6pqcNJjRiFmaCykPVWlrWhmsuBl+anZMRGRwcEhXr5ON26Y3cDYHcT4Ot+s7QoTCSFGBrJCitaqIfxtVC+DiYyosUmtMCE5OlhVXo434zmW5AsE4hngQosMIEFwTMguFo4R4smSaBgWlEeIiMbnJFbkZVZmJ6alZySkpCWmpydlZ2TnQ8qh4KLoXHhiVFh8QgEoapKCilF5cXmJHiF+NvZ2d0ABHvcqIhzJ6T7ENLd8Vnuek6hnFmeGO7l6eDkauPm5RIQFRHv6+9vf/euh4NjsLtXgKuHr6tjSJBDaoY3EB4Lxack5wS7+zq4ebr6+AYE+IcFBIYGhYaFRUeHREZExEWGRIX6BYf4BAbfvmsLuA24dRdwxwFw1/HmjTsAG8fbXoGurj5ON+3v3rBxvGnjcsfe/aatC+CWPeCOg429q5u3b3BkZFhMVFJGKuD9Eu1ojXWyXnW0ytmdp+/M0Y7WOOfb/Mtd3tUe73K3+mpX+OlA8flA9eVQ+/tl4z8/d/31ofnrke7zofzDe/HlbvX1e8HP56q/v9b+cm38eKj4cKg4fy/d3+RtLtM2V6nvtziHu/ztNebCNGZqFDE1ghp/hxx+DXvzDDL4Aj49TF6dqVqb5s2NMscHaZPv2DPDgvkx2fqcYWvJ0tVY2dVQsbWg2VxUrM2K99Zq1hfEa/PC3TXl/qZmZ7VmbUGyMF09O8mbnuBOjjFnJjnTE5yRIdqbV4SX/fgXTwivntJe99P7v8M/6EHc68U9fEDr6CRaG1F1rdjaVqyxGa5vg+rawbp2sKYdpGkHadtBhm6woRti7IYYumCGTqShE23oxBjaMfoWjK4Zq2siaBsIukaCoZlgbCZa2mj6BrLSitE0k+vuC1sfKVu7pVY9jQyMxeZ6zn8v/vd/rvzHz69eduPEjCiNuqChnaC2omqsWHMbx9TK1VoZ1kaBSsXCIsvS4+LjgmKi/KIcbjrb37B3u2PvZXMrwOVGboa/SAyqb2Xp6kgiNUykhUv0cIEGJNABq/VggQEqqcNWWWFUfTHTVFZVC6yuh/CtEI4JzNCD2GYEv45YZSFRatDoKiiCXlmJKy0CZmdmx2flpOQV5BQUFBTlFpQVFuXnZBcVFRFJNDScGB+S6mvr7+8Y4OXk4wy46wUABAMA4TcAmb43kPl+lbnBSdH+ybHx8WHJAV6Rvl4h3l7+vh4+gc5ewc4+we7+wT4+sTF+OYXhYEwKgpSVV54QEunv6e3t4x3s7RXi7hbo4Rno4Rno7uUfHhsdmxQbGRsVHhPp6u1s73HLK9Q+ItnbJ9zBweemW7Cde7Czi7+be0Cgu3+ke2CcW1C8s3+Me1Cca2CUX2RSXFZhXFZ+VFpmanEp4GpPcLTG2p2nbc9StmYpWzOU7Vny7gJlb5Hyfomyv0x7v0jfmqWvT1BXRsmna9LfLhp/PjFfbks/Hcg+H8pPN3jvlxgX24LfP5j+8VPd75/Nf3+r/+9/tf31rfbjueLsUHh6IDg7EB6/r97f5hzt8U/2hNtLjKUpwvQQeuwNYuw1YuYdbm2KNT9CH3mJn3zLHH/DGXrOGOxn3W+DmVRpr57gt5YU85OcmTH61Cht6A1ueAA3M8Famqmem+LPTvDmpoULc7K5OenMtHhmWjw9LZqY4I8MVw0OsF8/Zz5/wuh/QnvWT/3+CaW/n/vsufDeQ3ZTB7mxk1zfTbJ2Y81dKEMnXNcB1bbD1G1QdRtM34XUdyEMnQhDJ8zQCTd2IYxdaF0bUt2I0Lagda0YfStW14LVtWCNrThTO97QjlM1I+VNCGUzTtNEMTezW9urzVo0KN8DX+p5MGv69/+z9B9XT949oLdaKnWGcoUWaGwkGJqoCjNeYcKrrXRTnUBQTSnKyUmPy0gKT/e86+d2x8vHzjPAwc3f2S4i2JFIzLM2sGv0ODI7H0/PovHymeJ8jqKAKS9kKIo4WhBFXUKoyWFbS4UtUFEzlG8FMo2lNEMJw1jBqYXx6zH8OpyojiKvYwr0ZLoAjiEVI7DFSAIQigICK0thYGB5UX5eVmZRQVFCbLKHo68twMnbLigztijUI9oD4BZy0z0YcDvB825amENKpGt+RnxZQUFxdnFseKK3u7+vZ0Cof2iQi1+gvXeUX0RSbEJGZkJadnhuaUwpNB0IK8orzIuIiIuKSImLygwLSgwLSYyMSImISIpLSkrPTcvIS03Jjc8qjS1BJxRjYqDM9BRgsEv4Ta9YR59YN/cQN9/I4ICYRN+odK+IbP/4oshMYHhaSUIhJA+GTy2DZoORFQQ64HK3+mSds7/EPFxhn28JrnZEFzuCsy3u2Rb7dJN9tM46XGEdLHG2phlTr9ArI7QPO+pP+9qzTdHJOu9qV3S+LTha5R6tVp1tCc53RUebvOPtqo9n8i/Xyi9Xqk/nNReH0oMt7sYSZXWedLTN/XgqvzoUXx9KPh3LL99L9lZYa5OkpVHCyiR9a656bUqwMi48WDHOvhOYFMn32sqn3jHHBkmjg9jpMeLwO8yb14jXL+Hv3mBHBknD76hjw6zRYe7wEP/dO/7bwao3b7lvB6uGhvlDQ8LBt9UDr/g/9HOePWO9esV5+Yr76rXoxWvZd/2irodVbQ/YLQ9ZTY/ojQ9JdfcJ1ns4Uy/O0IXVd2J1HVh9B8bQiTZ2IYxdCFM3ytKL07ejVU0IdTNC3YLQd6KM3Rh9B1rXjjR0wo09KON9jPE+3thL0rWTLe2sxh5+ex9PIi8syr4loYedLxj+548v/+e3d5fv+x700WtU5TV6SI0FJdZDFFaEup5gaGCLFfTKiuL4iPhI/1g/p0BPWy/XW66+Tr4xoWHxMQEgcJpCQ1QbyVwhiFZVxBYWc2RFVTVFrJoihqqUrQMztBV0bTHLWMo1l3NNpRxjMcdYyLEUVdWWVzdBBE1wQT1cVIeW1+PlVrzCSFAZSGINvkpJrK5hEKmovKy0tJi4tNjE6NBIFztXd3sPH2ffzKgsCpyeGZPvdtPX64aXzy27jODAoqTwxAif6FC/mJDguJCIUN8AXw9vXw8/X1ffIOfA1JDk/NRCEBAKhYPDYwIdPW3c/JyDwkJDI2LdXIM83UODA+KC/WNjwtNSEvMjI1K8ffwDw/1TsuOzShJApHSurhItSitjRCdBgpyi7gSm+8UWxISmhYenJcRm50Wnl0WnwxNzcYl56MQ8eFY5thhJLUIQC2C4ciwV8Nul6o9r3a/n2i8H8h+PlH9cGf76YPzjWvvHtebXC9UvF6pfLzS/XRh/OTUeLwuPV0TfTs0/HuvPt0R7C4zdefr+EvNknXe6Ltxf5m4vMNZmyaszhM1F0v4W4/xAfHWsuDpWfjhVXh5KjrarjrbYpzuci33+1zP5L1eqbxeqn85rfjxWXO+KTzdEVzuqsw31+abh037ju6fEh60l+2s1R9uqhSn65Ah2dgq/sECZnCQMD2EmxsjT4/TxUfrAK2L/97gnjwmPHuH77mO6ehDdvYiH3xGe9tP6f2A+fcp8/B3t8WPK02f0R4/JDx4x7j/m9jzktt/ntD3gtD3iNH/HbPyO3vCIUveQYr1Hsdyjmvuoll6quZdk7sOaelGmboSxC2nswhg6sIYuvLEbp22Hazog2k6othOi74UZ70E1vSDtPYiuD6HtQGqaMaY2uqmDqWsnNd4ny9TpdIL3Dx3wD/Pm//X39L///fm3L2NPH4sNJoShEaNtQdY0gTQtCHU9TmGgYvEgf29vpzuObrbOTrfsnW67+nmER0VGx8QFFwFTJBqytaVabaEpjHiFCa20wmW1UEkdVFQH59eiq2tRPBOEqSqlyfIYihyONp9nKOCZ8nmWQmFDubgJxDeXVelKBIYKiQEsN8DUJoxYh+LrsFwloQKSnxAZHu0TFh8QF+0X7evs6+/uHR0QCMrJpSLgBSkZPg5+jgBnfzv30uR0TFlJVmJsmJ9XpL9vuI9XkIdboJen0117+5v2qaHpbCSXjGKgUUQMDh8cEXrXxcHZ29fBxd/BMdDWxu8mwNXextPZztvxrreHS7CTox8AcOvGbUBobEBKYWRKeQBGlFHGjPZKs3VJsHNNcA/PTYjOT48rzC5GostRlDIICwwVI1FKBFqSU4CJjiuIis+NjMv0C4p9ko5PAAAgAElEQVT1D4kD/OOT+b/90vSvr/U/nqg+Hci+nWv+/Kj/xxfDv34y/f3V8M8fjf/62fLPr7X/x48Nf1xbfjk3/ONL/bcL/ddj1ecjxcW24GyT//FA9nFffr4tPFjjHm9WXbwXnO5xD7cZZ3vVJ3vC453q6yPJ5zPZ9aHwbJdzusu+eF91scO52OZ8PhT+cq78/Urz9yfT533FxZb024nll9OGxSF2b33O7rzwnz93/nRlvjpSnB9ILo6lx3uC9UX64jR5ZY61NMuZHqePvqMMDlDevKK9+oH65Anh0Xe4vnvI9nZQW3tlTy/yu0eEJ9+RHz0i9d7HNnfA61oR9W24ulastRXf0E2t76XW9pBqe0nWPrK1j2LppVp66eZeuqmHYuohmnqxpl60uRdl6kWbevDmPlLdA5q5j6Buh6nbIeoOiLoDrO+BGfvgqg6gvK1c0VZZ0wRRNyKNrWRDB1XTgTd0Y0zNIKM+r0GT12MoHXnEu37ff7Tx+FEf32xB68wQlbWypq5M0wjSNmDq26vFUkp4sK/DbTuX2y5uNq7eTv6BvlHBwSEBoR4FwKQaC8PaIVDXUWssRHU9Xt+Cr2lCSetgAjOUY4DyTAi+HspWllHF+VRJLkuZX60vFlnLqs0l1eYSYW2Z0FxarS+u1hYL1CVCdYlQVVGtgUgsRAS1OCjUKzYkIjkoKTkwNSMiKy4o1tvJxc/JPjbAMyHYK9TT1dPe3dfJL8YvIj08PiU8OtTHJyY4KCshNirQJ9DTxc/dxcXOPtw/HFGEokGZpXmVJcVABAoXER3v7h0QGJbg7hXj6Bjm5hxpb+PvYOvjYOt184aznY3XXVvPOzaO7l6eMUlR0ekhvrH2mZDgDGiIjd9NgAfAIczFJdzfIyqyEk+2dDyo7+qvbXpWV/viXt/kkyezeILYzS3CzsHvroOvvaOfi2sQ4Mux4euJ/sup7tuV8ZePhi/nyk9n0l8+1fzjF+M/ftb/cq3486v2jy+a3z9q//7J9Ptn4++fDb9/Nvz9k/WPL8Yfz5W/f9T/40fLl1P552PZx0PJhwPR11Ppj5fKr2fSj8ei4x327jLpaJNx/p57skl/v0TYWyYerJL3F4lHK9QPe7wPe9Wn66zrHf7Hfcn5VvXVrnx5iNJblzb1EvPXx7q/v1h/vfqvcqL97Ur/05n6y5Hy44HsfEe6vchbmmauL/KXZ6tmx1kr86LVRen8jGBygjc4QOv/HvP9d+gXz4mDA6yBAfbjfnrfd9TO+6Tmbnx9G7q2FW1pwRibULoGhL4JaWjFWjrJ1h6auZtu7CLrOvC6LpyuE6vrQut70MY+rOU+0XqfbLlPNt8jmfoIph6ioRuv78TpOrCaVrS6BaVpQ2na0dpWtLoZqaxHKOrhmma0qh6qtYJa2rB1FjCbHJkV55AY4pYc4Zoe51TFymqow+tNMLURpLXCzY3khjaBRsPJTE1ws3Nzvu3j6xge6B4e6h8aExUWGOpaAk7U1jP1LXRNM0nTiFPXo1UN6Jo6pKIWIbUgJWaUyIQUGhHVBhhfB+HrwHw9WGAAC0zgalOlwFIprgXJ6sBSK0hsLJcYyqQmIE8FxHHzgdiMxMyIwMCACP/IULfIBP/kzIisxOC4EA/fIFfXcC/3EHdnz7u23g4e4V7h0X6RIR4BAa5ewd7eUcFB0SFBgV5u3i4O/p4eyTHxkOJKHAgDKqhMjE3KyMiuqICkpuZ4e4e6eYT5+ycFBaUH+af7eCd4ecR4eUa5uAbftfcB3HKOS84jUDiZ+YXewb4O3naOPnf8Ip3dg+3tvO/ccbcB3AE4efsIawyPXow0dz9v6XppbXhibXxqqf+upILs5BLm4h7h6R/v7Z8QHJkJONupOdtWXOwqro8UJ3vV26u0k/fcX76of/6i/HIl/nIu/u2z+rfPqp8v5b9/1nz7oPp6If/pouaXa/Uv15pvl6p//Wz9H382/+sn698/mv76ZPjro/7vL8Z/fjX/8UH75Uj8YZ/38ZD/5UT45UhwtcvaX8LvzKKPV8hna7TTNfr5OvNqi3u5yTlbY51vVR2vcA4Wqwa/A33fnne4UP3buf7nE+WXI8nHfeHHPcnHXenVtvTTnuLLofLToeJ8R3KwXn22J784UB3tyN5vyd5vyXc2ZNsbsrUl0ewkd2yIMTJIffuS+OoF5d2IcHBU+mKA//gZ89H3jPvf0du78c3t2MY2XH0btq4NW9eBr+si1nWSrJ1ESzfJ3Esy95L0XVhVG0LVBtd2og09OH03ztCDN/aQjN0UQztZ10LUNBN0zURDC0HXjNc0YzXNGFUTSl4LkZkra6wwtRWmMcHqm/AdnQyTAVaQ5eVpD0gJdyvLCsDBog0qeK0FqzcgjRac0UoymBl6PS8/N93RxtndLjDMOyXKLy42LDw1MSI5JQRNyq+xEqUmRE0DRtOIVtUjVLVIVS2yxopSmlFKM1puQctrsbJanKwWJ7GiBSZElQ7CUQNZ6nKWqoyjLhUYgYoGeE09VGIsl1uhYhMKQsqISvYOCfePiYoN8gwPcAmLD0xOCEqM9g2PDQgL9fQKcHEJcHPxd3HxcXTzcfTwcXL3c3UP8vYM8vX09nDxcHHwdncM8HaNjQjNy8yoLCyClwORIEhuVmZSUkJ2dk5yYpqbq6+rS0BiXH5WBjg+tigkJNPbM97DI9rbO8bByf+ug085CK9Q1ZUBkW6efnYuTjYOtx2cbTx8HHyC3bz83dy93HyDAgvKQBUwfE4hpLACV1pJLqmklENoZWBacTmpGEgqriCnZUNLgGTA0brweFN4ti063RPsrdFXZ7HbK6T9TfrKLOpwi/75VPz5RPzpUHy4yjhaY13s8D7si693RcdrnMttwad9yY/Hih9PlV8PFZ/2xNc7gs/vJb+eaf680v96rv16KP52Kv3zWvXHlfLP65p/fFB9OxFebNLOVykfd9jXm6zTJerHLe6fF8pvR5KP29XXm5LjReHr3oqhR7DTZdnZquh0jXe5XX29J/lyUHO1ozhYqn6/wD9ZF57viC7fS853RUeb/LN96fWp6vi9fGdduL0m3N2Q7GxItlYlG0vipRne8ADh5TPM6ChvdkY5OSkbfMsfeMV59YL97Cn9yWPakyfMR4/oPX2k1g5sYyuysQ1d3461tOOsXQRrN0Hfhq5pgMrrIaoWhK4Do+/A6Dow+g6cvp2gbyHomgj6JoKljWJuJWkbMOp6pKYRpW5AKqxQuRmirUcbG/F6C0arRzbUU7s7eAJOMSg/qFVP3195PvWutcFEVtfANDqkUgWTqRA6I02j4ySnRN4A3PBw8g31jQ/3jUqIjMxKjysqTmJWgVRWosQAk1tgqlp4TS1MbYGrzIgaM0JhQsgNCLkZpazFy2txEgtabEaJzUixBSWyoPh6MEddzqopZtUUSixgZT2Mpyrkqcp4algpMiUi3ic8Mig0ODzYNzwmKCEtKiMpLDHaLyzM2zfAzc3T8W6Ap2tMSKCfu4uzna2j7W1Hu1tODjedHAAO9gD/AOeMjMiC/KTSkvTCvOTczMTSgmwUtKK0JDsxISIlJS41JdHfL8DD3Tc8NCEmMj0oICHQPyHAL8HOxtfJITAoKDEiPK2yElfFU4DB2JCQKFc3d0cnu7t3bzm72IaH+6WlJ5SUFhaXFOflF2dkFaZnFadnVWRkgbNz4RlZkLxCVGYONComPyQ80z8wJa8ADTjfqr7cE1/tiy/fC852qw42Gbur5Im3ZZ0NIW+f5h5vsI7X2GfrvM0J0vQr6OY48eO25HJdsPgWOf0DeGUQvTKEmX0NnXoOmv4BPP8atj6CP1xgXW0KP+9KP+4KP7+v/rzHv95kfdnj/X4m+3Ykut5mftpl/3Yi+vlAcLZMuVyl/3Ys/Xlf+HGz+tdD/ddd/cvO8uGHyKt19cmy6GSVd77Jv94T/3Sq+3JiON6U7i7xdxbYW3P0vSXW8Sb/aIN3sM7bWeHOT5DHBrGz49SFadbMGG1qmDozxpqbYI+9pQy+II29446+4w++Yr/sp/Y/JvU/In7/gPj0EeXZE2b/d8wHfeT2VnRDPbSuFlJbBzPVI4yNSGMjQt+A0DbAdE0IQxva3IEzd+KMbThdM0bXjDU04YzNRGsLpa6NYm0lGhsxuka0vgmjaUQrLHCZAaayoAx1BGMtSalGyqVQk4Fk1JBomEwBpfj7btXQDw1WPUkiAKnUaJ0BrzOSaht4RjMvLT3yru3tIP/gEN8IHxef6JCQzLTY0rIUjgCqq6Oq6jAyE0Rhhigt0BozrMYEVxrgCgNcbkBI9XCJASEyIoQGuMiEkFhQ0lqMvAGraMAoG7GyWiRfWyE0gsVmEFOay5GVVsnhJdDUuOSQyKhgHy/vIN/g2JDYhNC4EO8AL2dnDwc7Z/s79ja33F3t/HxcbO4AAADAzdsAZzeAf7BdbKJ3bmEkmlDAE6F5IgyLC8UTS1GoQhg0FwzKqqzMzMmNy8tLKCvLLizMysvJiomKcXZ0dbJ3Dw+JT03KiwxNCvaLiY5IT47Pq6zAUkhVkEp0WkqWl4e3/d279ja3XR3tQgJ9o8JDE+PjE+MTUpLS0tNysrMLCwrA+Xmw7CxwRHimo0PgzVtuN264AwDOTo7BhQVIwOEy63idfbrFPV5nHa8zTraZJ9vsjTnsYH/+9JvK/UXGxjjhYJ59vibeHKPtTNAulquP5ziLr1GT3wPXhvBrQ4TZF7D5l4jVQezWKHlvkrY/zTxeqLpcE1xvC662eBcbnLM15sUW++Ne1cc93qf3vN8upP/6pPrrWn69yTheJF2uMy7WGGdLrG8Hun9dtQzdg4w9Rv12Uv/zkfGnE/WnQ9n1nvjzUc2XM92HY83Ze9neCndzjr67wNpfrjreFByuCzbnOXNjlJHXmHcvUG+eIZ/er3zQWfKou7z/AeTZA+iDTlCjpdCozjSqsupNhS115R0NoO5mRE8LqrcNe6+d0NuG72jENFoRdWZYnQVurYUbzRCtsVJnAZsaEeZmlKkJZW7BmNtwhia0pg6hrkXq6jDmJmJtK9XaTLQ04awteGsb3tJK0jfhVbVouREuVkOkapjWRFSoMDw+UKnENtRWGWrIeEhqSoRjUqRLQZZ/RUkYDpOh1ZEsdWydkaHWsvLy4oIDPApzczKS0gM9fCP8feOjgkrLUqqlSJWZIDcjJEaw3ASWm8AKA0Sph8h1UJkWItVCJVqYWA8TGeESM1JqQYrMcKEJKjRBFQ0YVTNe2YCRWhBCA4SnruCpy+RGLE+CzS9ODI/0DQsL8Pfx8nL39PP09nZ193B2DA/xy85IjI4O8vRy9fJx9Q92DQr3DAjzCIv3yCwJgxEyafxygQol1WNFalS1Al4lgXAEYE41mMWrpDLKCKRCDC4fiy+EI3Lh8AImE43DgdPT4tJTk/Oyc/Iyc0vyy1LjM/28wqJCkypLkQQ0AwZEF2QVhwdF+Lr7+rh6e7t4RIeEJ0XHhweG+Xn6hwVGxEcnZabmFORWFORCgCXY0kKEr1cUAOBwC+ByC+Dq7x0NA5EBm5PEzWnC9ixpc4a4PonZmiVszhN2FsgnG9zjVc7ODHX5HXZthLQ3zdmZYK8PU1cGcJtDlL1x5u4Y43JFfLUmO5jhHs3xThaqTxeFR/O899Ocg1nuxZroalt8sSO42hNcvxde7vKPNxgnm4yLPfanI/7P55Jvl9JPB7yzDcbZJuN6l3u1xft2qPk/P7UNPYRM9KP/+aH1jyvrXx+Nf3zU/XxR8+N5zU8X2q/n2s/nqusj6fmu+HRDdLhcfbYlOdmS7q+K9tck28ui5Snu/Dhrcog+9JL07gfiyAvS0HPi80e49qZKvSZXo8ypt5R3tSF6OzD3OwndLZj2BmRnM667ldTVSupoJrU1EVsb8Q11KIsJrNeV6/VAoxVirINpLVB9LdzYgNbXo7R1CO1/edxIsDSRTA04SxOuvp1c30mpbSMbmwm6JryuiagyY8VqqFKPkavRYgVSq6foDTSDlqpVkuDAJH+vG56uAH/fG4lJ7nRGmdHMqmsQqNT0nKyo9ORIEhYBA1YmRUaF+3mHBXmAQJkyNVGiQ1bVlIsNYLkJLDdUynUgubZSpgFL1SCRGizRw5QWtNyMklqQEgtCakFIrAhpLUJai6w2gKvUFdU6MFcFZMlL5WaU2krFEcvjE0JCw7wjIwP9fD2cnW3t7W86Od1JSYtmc7ACMZXMgOOoYDwNimNUMkVQpgRIFZXSJRVMOZApL6fLSmjSIrIgj1CVTeEXcKTlPBmQJwPxpWCusLJaAmdXgwjUQhK1hEQtRWHyUegiNLq0MC8lOyOpvKQoLysnIyWjKK8YWAwCl0BLcsuTopLD/MKDvUK8HL3d77qnRCZXFlRGB8U63XZ1uuPudMctwCskPT4nIyk/IykvM7kg2CfyFsDuFsDO5a5XbHgSDIgBrI+TducYB8vsrVnq6gRha46yNoVfGcdtzVI2p8iro8S1EdLWBGN7kr07xd0Ypq8OknbG2Yez/IMZ/uEs/2CWvzfN3Z3m7kyyd6Y4O5OcjXHG1gRrf4F3tFr9fq3q/QZnf4u7t87aXKJsLBM2VvCbK4T3m7TjPfbZPvd0l32wST/f434+lv79qfbXU/PT9ryR72HfTi3fzrR/ftL+9Vn7y6X8pwvFz5eaXz/o/vxq+uur8bcP+l8uDL9dWn67tHzYV51uyz4c6T4eGw+3avbXFe/XldtLsp0l2cGK8mBFvbOqX102jY8r374VDw6Kh95JBt+IXv9Q/f0jRl8PsaeL2N1J6uykdHZQO9up7a3k1mZ8UwOy3gqptUJr6xHWRpS5EWOoQ2mtSEM9xtKMt7SQLC1kSxPJ2IA31GOtLcTGLlpDJ83SSjK2Eiwd1PoelrWTaWymGhop2lqSvo5qbmDprTStnlTfUKU30uGIZP+AWw6OgMBQm9z80OpqRG+v3mTgZaSEpsWFVhbmFqSmxQUFh/i4R4d5o1CFSi1JokXyVRVSM0RmAsn0QJm2UqoBStUgsapSqAIKNSCJDibWQ4V6sNAAEZtgEitcVocQGMEcdQVXDRSbECIdTKiBKUx4ehUwPTMyJNgzIsIvIsLXw8vOxfWmi9uNxJQQjgBrrBNwJRhSFYQrx/EURLYcVaWBC82wagOErijBi3LwokysIJ0szWGpi6myfIa0kKeqEGnB1SogR1rKlQKrFVCOuJIlKKsSV/IlYCa/nMWrZPMhaGw+GJINBGYVl2SCwSUoFAQErCgrLCktLE1NTIsJj4sIiHaxdXO19Yj0i81OLIgJSvZyCPR2DvJyCgzyCk+OSstMzEyPT8uIT89MyIgJjg7zDU2NSclLzQUVgwCzbwjrE+yduarlCdriGGlzlrk5y1ydpK5MUten6JvTjM1Jxt5s1f4C/2BBsD3J2RhnboyzNsdZWxPs9RHG6gh9Y4K9Nc3dmGCtT7A2Jtnr/wUz7M0FztocY36SODeJX5ghrcyT11eoayukuRnU/AxqaR67vkLcXiNvrhDXFgm7K/SfznWnG+I2U9zz3pLzLfnVnuTzseTDAe9yj/1hv/rLiezbueqPD9o/rtW/Xqn++mz67781/+vH+q/Hqk8nNb9+sv7+ue5iv+Z4W3ayozjclBxvyi92VFf7+sNd3fKKan5ZPbeompgSvx1kvx5gDg3zh4aqX79mf/+Uev8+oe8eobMb39KGbmxCNjbA25rRHW34tjZcSzuhuYPU0E42N+F0tWhTI6G+g9rQxaztoFlayZZWcl07rbGL0dTDqu9mmNvJpnaSpYtq7aZbu2m1PQxzJ93SQa/tYpnbmdoGsqGBYmpiWFo4KhMJikkNj3Vx8QAEhdytqEjUqZl1JlFFQWpCiF+sn1+Eu0+Yu2eIl2t0mBcCnqvQkJRmvNQIkxhAUgNIZgDJdWCZFiTTgmUasFQLFmpBvBpgtbpSqAOJjFCxCSYyQYVGsNgCl1iQIgNCZsaqrESVhcyXIwrLYgODXEJDveLigoKDXb18bWITfXKLo2kckKaOozDRBBo8X41lK1F0CZSthLE0II4eyNaVU1WFJGUuUZ6DFqeR5NlVxvIqfRlHXcxRlfI1wGpNOUdZxhCXUoVFdFExR1FWVVMh1ICrlZVV0nKhCsqXQ5k8IJlZiqeUILD5QGh2GTC7qCirpCSvsCC3uKAQAgSXFZbBgShEJSYnpTAlJjs9Pjc9IS89KT8/q7Q0r6yioAJUVFmRX4YEwpkEBpvEIsBwRZkFeWm5gJHnpKkB+tRb2thr4ugr/OQgZeYddW6UtjLFWp5iLk/Q1yZZa+PMtXH67gJ/c4a7PMpYGWOuT3JWx5iLQ7TlEcbGNG9rXrA2XbU8wVqd5GzM8NamuCsTrJVp5sIEdfwddmgAMTqInB7Hzk3j5mbxC3P4+RnszCRqdhK1NIdbWSBMjyJGXoPW5xgr06x6feyTnpK9ZeHWPHNrnrw1i9+axe4vUQ+WmLuz9P152uEy/WCZer7F/noi+fFM/uFQdPle+OFY9uVcdb4nOtmuvtyXfDiSfzpSfTqquT5UHO3KllZEy5vyrT312pZ8YoY9OEwemWBMz/KmZ/kjY+yXbyg/vKY8eYrvugdvbYfUWisaG6CtrZjmVmxLO7G5k1LbSjI34S0tZGs7zdJONbSQdI14QzOhtpPa0MNq6GE39LDqe1jWbrqpk6xpxWla0bp2rK4do2vH6jvwhk6iqYts7qYYOyk1DThVPcnUzqrt4FGryoMiHPwC7mRmBOJRhQ0GCZ+MyY+LifcKiPXwTwsJT4sKSYzxq6xMk6nwujpyTS1GrK+UGsByE1RhgitNiBozUm1BaWoxCgtSpINKTAipBSm1IMQmmMgIFRuhynpsTQNOZsRI9TiVmSrTklCEvJgEn4AA5/i4oLj4gNBw59SsQAw5nyOGCFRInhpOl1SwFGB2DZQur2QpIXw9gmeGMvXlNHURXVvENJQy9MUERTZOkk6UZdOV+QxlAU2WT5Xk0qX5LEUJU15GlZRSxcUMRSlLWUKXF9LEuTRxDkNWwK0prVKWcxWVXAWYJQWReWU4ejEUkweE5RSVpRWXZqIwYBaTptNoas1WFp2NRxHZjCoygVZcWFZUUAqphEErYPBKBBKCggPhVDxNWi3j0quAxZWF2YWAqUHBzLBoZkQ0NcyfGKqaGOJOjnBnxrmzE6zpUfrMKGNmmDr+ljDxhjA3Qp0dpk68Jc8M05enqpYmOFODlJkh2so0b31OsDxVtTTJXZ8TbC2K12cFSxPs5Qn28jhrfoQ2OYgfHkC+ew19+wo09BY6N4WfncBNjCDG3kInhhCzY5iZYfTwK9jMKGVyiNZizXz9BL2zKFkYpc4NYxdH0fPv4PNvUdMv4aNPQePPwDOvoDOvwQvvYGuT2PUZ/MokdnUav7lI2V1mbMxR1mZIO0uMk+3q8z3x2Xb1ySZvf6N6Y12wuSPZP1AcHil39yRra1WL88yZGdrMDG18gjY0RB4aorweIH3fj/7uMaavD9vZiWluQTU0oxta8A1t5No2sqWFVNtOa+hhW9pp6nqsqhajb8YbWwnaRoK2kWRqo5g76eZumqGTqGlDq1qQ6haEqhWm6UDqOlHqNqS6HWnqw5v7yJp2XE0zVttKbnkgsbZXgdHJgSG3oyKdinKiuGQEF4coTkhM9AxJ84+CZOcTIRVwYBYWUyBT4dVWotKCkpmhcjNUaYUrragaK6qmFl1Tj1XXY5W1aIkJKavFyGsxEgtCZIKKzTCZFSkywGRGlL6Bbm3la0wsMqMyMzcqLNw9JtI3KSHYx882MtqFwiwWqZBceSWpugDPz8VwsyG0ZCApAc5MI4kKGcoytg7I0lUwNKU0dRFFVURVF9I0RSRlHk6cSa8pZGvKGMoiijSPJilgKkro8hKytJQoLMRW5xBE2VRZHlWWTRSnE0RpNHkOXZZHleTSpAXsmjKuCshRANkyEL8GyRRBMJRCGCYfgixEYyvRGDAMASSSsUqVTCThV4JKgZVlDAaTiCNDK+E4FAEBRYHKIWg4FoPAVZaBSwvLAY/vkb67R+p/TH/zgjc4IBgarB4bFU2Oi8ZHqybGq0ZHmAMvca9+QL99iX/9HP2iH/nse/gP/ci3LwnDbyhDA6Sh16Th1+SRAfLkO/r8OHdpirc0xV+ZEazNifeXFIeL8o1J/vwQbfwNbvAF4tXTyhfflz9/Utr/qOjF9yUD/RVDLyEzQ9i5YcLIS+ToAHHoJbmnpeT1E8LypGhhlDXzjjj1BjXzBj3xA3L4CezdI+ir3vJXvaVDjytGnlYMPwOOvYJMvoFNDSJmh9HLk8TFccLiOGFthrI5R9uco65MEOYGkbND6KU5+sIcbWGGsrpI317n7m7ydtarFmepk2P40UHsmxeIlz8gn/cjnz6Bf/895ulT6sPvaH33KN191KZOorUJb2kmmVso5haapZ1R28Wq62bVdjFM7SRdM05dj1XV4TQNeHUTTtOE1bSgNK2omma4rB6kaIao2mCaDrimE6npQKjaoIoWmKoNpWpBy+pQhnZmY69AKEckpbgF+N+IDXfNSgguTUssiE1I9A7LCIyD5xSRYBVYaD6dWq41UtRWgtwEl1tgqjqEuh6lqsPU1GMVdRhZHUpai5SYUWITUmJGiowIoQkuMsOlFqS8Fl2tgYg0SEM9y1TP41ajcwviIyK9o6MDEuODY6K9/QNtcwpCZFqMpp5UpaqkigsZ8lK6vBRbnYPkpBMEeSRhHpafSZYVsLUVXD2IoS4lSPMJsny2vpKprcBL86jKYra6gq0qp8uKycICPC8Hw8vBCQrwoiKCpJAiL6Iri0jSbFR1MpKfgBWl4gRpGF4ypjqVIM4kS7JJ4hyyKJcpL6FLSki8QgK7CEMtQBLyKxEZYFQuEJYDhOWWANPzS5MZXGxdo0kilUEg8EoQBI3GolBYMARWWlpeUlxWWMhGrzYAACAASURBVFgCUCsLlYoCva6ssQnR2o5ua0d29aJ772PvP8I+7ic+fILp6gH13YM8fozq6wX19oAePoDf64N0tJb2dAKfPkY/fojobivvai193Ad78QT39AHiUReo/wFq8DlpcYS3Psafe8OYfkObHaHPjNBHBvADz2Avn4IGnkMGX8KHXyFHXqHHX6MnB3Djrwmjr0gDT3BPuqBvHpMnXrGnBmhjr3ATr7Hzw5S5QersAH12gP7uMWrgAXT0GXr4KWLgO9DYC/TcEHn8NWboB8TUO8LUO8LsMHFlirYySV+dpC6NkmYGUFMDqMVJ2tQIYfwtZmoYPztGmJ8gLU/TFiapMyOkySHSyBviwA+4Z08Q3z2APbyHuP8Q3/uAdO8h7d5jdmsv1dKEtzSTLW00XQNZXYfXNZItHXRzG1XfhNc2YowtREMLUV2PllthMjNYagZKrUCJBSixVMjqwYpGiKYVbuzBW+8R9V0YSV2lshmu78ApahEyC0pVS9BayWhcRkS4bWiATVKUV2KIX050XGZ4YrJ/dHpYZFF6HLgkhUGv0Jtp+gaKuh4nM8OE+kqxESw1w6W1SIkVIbTA+EYI3wATGBECI5yng1RpQFUaEE9bWa0F82pAMj22Rk8hM4CZWZEhwe7hYb6JceERYV4BfnfTs4LpnLIaE0FdRxDqYZyaCq66kqsBsVUVHDVQaIBW60BMRTFdVsRWlfN0IK4OxFCXM9TlPD2UrQERJYV4UQFBmE8WF1LFRSRBAZ6XR5GUUuUVFDmQVgOk11SQ5EUYYRaSn4EVZpLkuXhpNqo6FcFPxoozybJcojQHxUuGsxIRzGQMJ5PELyDzi+iCco4UypZA0bQCECYNhEmH4NIx9GKmgICn49Jy0oIjg9NyUoEwYAmoJK80rwxSXg6tAChUJTJlkVxVXKMvV+rKpDV5QmWWTJOrNhXp60rNjeXGuhJLQ0lDS3lDU2lzS3lPN6yzA2w155uMOa3N5R2twPamip52cF875EEnrL2utE6b3Wwq6Kgtud9U/qwb8vo79PAL0thb2tgb6uBr3MBL9OAAbugtfnyYPDFEGR7Aj74hzgzRlkY5q+O82QHWzOuqpXei+bf86QH60DPU2CvM9CBpfpS9Oi1cGuePv6IMPSeMvSRNvKRMvKSMvyAMP8O9/R418D3i7XPk2GvC1DvS/Ch1ZZK5NsVaGactDpEWR6jL46yZd5SpQdLsEHl8APPuGWz4BWLyLWF6kDIzzJwZ5Uy8Y799SXvZT+l/Qrr/iNDVh+/sJXb2Udu6qfWt5NoWqqWFbmiiaOuJChNGqodLDTClCa6yIgxNOGMLXtuIVtfDa2qhCgtIbgHKLUCpuUJiqpCZgXIrqKYBpm9FW7pJmmaktgVp7iAaW/CGJoLGirU00xQaTHFxWFiwTUqcT05yZGZsbHpUUmJQTFJIeG5CRHlBPJtVaapjmZoZxv+fTfdqmtwwzzanXJ+t9adoiabJITmcxIlvfjuhkTPQOeduoJFzagAd3zSJ1IhRIkVFKlCSZa3sXVd9uwd7urv/aw/GZe9WbdVVqAJwgoOrHtz3Azwf+hcNe1eyd2VzU9a3JW3Dq9uSdlZRthV1XbV2Teusqa1K84gWI0qJOX/X8Zbt/gTP5G7deOc7t2+8/vj+3ft337n+xrfeefub9Ra4vhCjTc9MyvOQliJGWnDSgpfjkhqX9IQzl7y15JWIlmNWX5WMTdXYVLVNRVtVtFVVXVakpCRErBiy84iTI16OS+qqLiaVUcCOA3YSsD0bbZtwx4K6NtT3kJ4LdRyw64Idt9jQs1XlpKlle1axqwONeaYunNZnp00h25PBoYZMDFyw6bnDjDSsPMxyPaDUpwA28yB35wB6WKBPj9G9/eIDqonyPepakFLBkg6WZLCi/DXtJJjqA3oA+Css3BCrK+bsOb+9YrZXzNMXpfd/WH75o/KHH1ZfflB6ckU+vaQ+/bD2qy9HX305/vKTzs8+bv34/cqHV+zHT7mXZ8SLDfjDc/iT98kvPuF/9pPyT3/CffIp+dGn+IcfY09f5H74I+jnPyv9/jedP/y2++svq7/7ovSXL2t/+Wn7//r36P/8X8P/7ev5//FX5X/8y/hfv2794Vflf/5t669/HP3pq+7vftn80++6//yb7p9/1f33ryf/y9fjP/+q/YefN/74y8affl3/6x+6//bH7r993f73P3X//Y/tf/1t5a+/Lv3r75r/+rv+v3zV/cvvev/6df9fftP6/c/KX/+88uufcL/4lPn9L9v/8x/Ff/mD9MffiF9/Jf76l9Of/WL62Rejlx93nn7QevKie/F8sH06WF3210+GZy+my8uum1asmHVTNliXol0lPi8nF+XkopRcltPLcnJZTi5L0TnvbxlvxVhLWl8QRkz528rioro4L6eXtc2zzuZJNz1r7Z6Mrp7PHbeaz71z461vHO/fPHn8YO/uw0d3Hp7ef1h4dLtw+O6wB23Op4vzXnDWXDzprF4Olh/0gydN87yi7craRcV4WjeftMzztvtkEDwfhs97/lXbOWu4Z83ovNcX4Szw7uO96wePb+WO908f7d155/r9u2/i6KHr965+aMbnI2fT0FcVY13TVnV91TDXDS2pSD6lBIS+oLWINZdld1u3N3Utrahp2VjX7W3H3nWcs66961qblr6sK4uKFPJiyE98Zuwx06AkLCpCWJoE/NCjuzbed4mhT45DepZyk5ju2FBVKTQNZOTTU5/u6UhDzLVlYGggQw3qSoWRDk1MdKCAPRlozYG2jLZVuiripSnMjorMEMDap4XKHlQ/hOqH1/QIsVLCXpL2kvS2rLdl9RhXAshMcX9Lx5f89v367v3a9ln1ycvms5f15x/WX37S/tFHrefvV148L3/6SednX45//EnnR+9XfvJh66efdL/8rPuLzwc/fln75CX/6YfMyxfYB8+gD57BL54VL69yF09yL34Inz/Je4v7Z2eZn3xa+vB94tk58ONnyMto/wP/8P/+N/9//838g+jkZ8+xf/6y+uef177+svLPX7X/7U/Tf/l6/Ntfd37/m94fvur98Ve9v/5h9tevp1//ovWrL8q//rL8+19W//y75l++bv35t/U//qr8h5+zf/w586efs3/4Gf+7L2q/+7Lxx191/vLbwV9+N/jnrzp/+EXzy4+Yj1/An3/M/ewnzS8+bXz+afMXnw9++vngxz/pf/b56Ecf9y6f1beX9e1VZ33ZSc466Xl/82S0fTZaXfWjbd1fl8NNJT6rhDvWW5FOijkp7qakv6ajHZdcVZOrenxRD89q/rZqpyUtpI2IMELcSZhgXbYjzlnw6a794kPlo89cSWHee/C9N974n+7ffefhe/cf3n54eOe97P1bmYdv1SunybLnr+paTNu7UvCkET1rLV50ohdd/3nbfFpTLnjrqh49H7qXPf9Jf/Vytv1wHj8Zm0mjM4WOc2/dvfcPJyd3oMIhnD09fvjg3rvXSeLU8QZnT9TFbmivGs6u4Z63zG1dTsvyoqKmNX1ZM5KymbBGzGgRY8S8lZbVBS/67Dzk1LRirhv6sqEmVTWpmauGsWzIUWliUUMTH1nk2GWmHitGFTmpi2Fl7LJjnxOiihCVxwE7DtmhT3dttGWgHZMYOPTU42Y+N3bIgY70NWioQ20x2xIyXSnfmec6Ur4jFzoK2JCLtXmhpUJtDe6a6MAiWipUmpwyw6NrQys7dgpCAIoRPI/R+QKb+vDQAcZeUYxQNSXMLWOfMfaGtLaEuYatDeJuUHsFmwngpmC0xVZXVHqOBcvCcgc/fcH+8OPqh581Pvio8snnld/8vve733a/+IT95H385RMo9R85xu2ry+L5Oei5j03tvUDfi/WDCz/34y1xpTxej27/jy9mv70qC9h/l8hvhZ3rF9qjT7boT5/zX76sff5h8+Vz/sVz9uOP6i9fVp49pV9+wH30Ef/xR+znP+F//mX5Fz/lf//r+p9+2/rqp6Vf/Zj5+hfVP/6i9tuflH/5SfnXn1Z/8+PG1z9r/fmXgz//sve7nzZ+8Wnppx9xP/2I/+yH7PtX+PtPyA+e0ZfnxMUl8/RF9eppbXNW2lzULp73d0/7yVkn2nYWu0580Uuf9OPLbnjRii6a0UXV2dBGglkp7m5oZ8XYS8pckuaS8nbl8Ly2uGqmz9qLi6aRcGpEaDFpxoweMbrP2DHvLUuLXePypZieDzDmwRvX/+7G9e8/unXv4Pb+o7dv79+8cXz/7Sp3nKbteFOzUtJaE/qKNHesd1UPnjWD5w3/Rc19Xnavys624m3q66fjiw/U5bmomo1qDTo6ePft6995ePet/PGD40e3799849Ht60D23lig0t042nT0iNGXtLaijA1n7ir6rqytK2patjZ1/7xhbUpaypnLirGs6klFjcvKoqQlFXNVs9cNe9MwVjV9WTWWNWNZ1ZKyHJVmPjPzmVnACAErhrwUledhaeZxU4+dBtzYodsqVBFzZSFbFXPl6Sk7POKGR1Uh19PggQ7XZxmuv1cZH1Unx9XxUVPIdOVCTy321WJnnmvPTnri6UDODpX8SCmM1cJQyU/04tQAr/XdwsAHxhE4S1AhwWcxMYvJcYj1PWjow5MImS2Q6QKaLcBxVGjbR01jv20ctPS9lvKopz0emwdymLM3kBqdjo0Hgv3YTDLephBdgLv3kc9+Xv7qt92vft784y96X3/RvUqyyvit6fA6R3+zzH132Lk+qL0xLr0xL1+3mzf91s2odesTD34hnajY9wTwm/3M3wro94LO3WjyeFp7hwC+TePfbTTeGs8etAY3cfY7g+mtIM1tzqBnL4gXH2BPnxQ+fIl98WPuk5fEpz/Ef/VF9eufd37zefNnH1Y//4D//APu5x9Vvvq08auPaj95n/niZelXP27+5ovuV593v/ik+fHLyosn1HoJrtbIxRV/9ay2u6ieXTUv3x+ePx8uL7qLXSc664Znbf+s5Z+3vYtOcNXxL6v+GefuWO+MC64qwVXVuyibG1aJST1lzBVrrFh9yRhL1lqXzDVnbjh7XbJWZXtZtlNOX5BKiDub8uKy2xOQR/tvvP1P373/9p2DG/t779zfu3nz6MHbNf4kSZrLs2q4pb0taW1JY8MaG05dMcqSNM/o5IN6+n7LXZbjbefJ+8p2J82mJQI9OXxw5+Ybr995683C4V7+4MHt69+7df3bUP6eKHLRuuekVSNmvV3ZPeekBJkvEG3NuFf18HnbPq8Zm7K5LZubkn1W8c5azqZlrhvmqm6u6ta65mwb7q7pnbW8s5a7a9qburmqGq90X1a1ZUVJStKiJAbszKenLjWyibZSbEqFplRoK2BXg9sqWJ/n+eEB2bpPNO9xg72mmOvKhdr0hOvvlUeHtdlpU8w2xWxDyDbFXEfKd8XT3uSoPz3qTY86o/1W/3Gz/6g92OuOD3uTw2u9AOyH0HiBTFJ8uqSmKTVL6ElMjSJ8FKHDEB744CAAhiEwCPIdJ9O1T3vOacc66WiHXe1goB9OnYwcFQT3pCvfr09vdqT3Jta+6B1oi8PkPH/1HPvRB9wvPmv/+rPu8x1qSu9VSt89OfmbIvh3s8ktY/5oXL8+ZH6g1W8kk8c78eh9o3AlHK37D9Lefav01gj+TjP/96X8N4jsfwNO/haGvoWg36b416qdG5XuWxP1oRVlgzQbr/PJOpMuj5fL4+XyOF0crBZH5+v8yyvisw/4H79f+uEF+cML/NMX/BcfVD57xr+8ID5+xn7+o9oXHzV/9mnny0+7n7xsfPCs9OwJ/+Rp6epZdXdZXm645ba6Om8Gq4oTl9xl1d82vV3TXFXVtKQty8am7JyXwieV6GnVvyi55+XgSS18UnPOS8aaMdasuea0lBZCVIgwc8s7ZxVjw5mbkntW87ZVI2HVCDdS2j+v+rum6lVhYu/Wu68fvrd3eOtw7937+7dv7L/3TyVmL4iq6Vk1PueiC87e0NqS1lLOWJXNJW+v+MVlff1smG5HttcR53yZL5we3Xlw5+37t248vHvrdP9R7vDRvVv/dOOt72DQY1mqputZcjY04pKzKqXPW/GLpr1jxQiZx7h1XrXPamrKywmrrXhjXXJ2VXfXtDcNc1Uzlq9kLRvLirWp2tu6ta5a66qxLGtpSU14NebUpKQlZTXmlQUnRawY0GLATB2yoxZbMtBWiz0dHlnkyCKHFj4wkJ5a7MiFnloc6tDIRPoa2JELHbnQVYCOXGiK2erkuDw6rE6OW9Pj7uSkPTpq9PfLrQelxr1y836187DR32v0965VjWzNzrVdsBvAnQBuOsWaUWjaYDdAewHc98GuC7SdfMvOtuzswAPGHjRyi0Mb6BvZnnrSlY96yvFQOx1qxwP9uCU+bMzudeTHHflxV7k/d/adKOs4p555vHAzkZOxzUNFfSwojwT1UbgA1kvEVvYDaf9ZhL5cMp9tKr9+v/flRf3TmPkkpl+G2HJ+pLbuCI131cljQzk1bUCQjwfi47mdsRLISkAnAcwwI1uPNeexFx754aHnHzj2Y1V+T5zd0qX7iZe52uKXG+xyg724oD98Wvr4efnDp6UfPuFfXLFPzqgnZ/Tzq9LljjlbU0+vKs/fb108q6VbNkipIOWDtKx7lGTjxoL3t43wouNs60rCiiEpRoS+YZxzzj3nrC1jbVnnjHfOeGvLWlvGOSv5F1XvvGpueX3NWruSfVY2Npy+5IwVb614a8nbGz64rAaXDXtddVedUrP43t23cocZ6BA8uHX/0btv3rv5PQy547hcuq0ttqXFWcVZ8d66Hmy77qptRXXd5WSLnKvscMjSZHbv0Ts33vqHd6//4OF77x7vPSycHhSy+/ffe/P1f/zbvf3rc6WabubuomMsas6m5p/V/Ivqq3eIvmakhFSWnLRgZx6lxJy1rZmbqr4sGauKuaroaVlLOCXmlJiVF8wr5iE1DynBJ2YePnWxiYMKHjH3qXlAzUNaXrBqXNLTihLxgk8LASMGzMShhiYxtijBZ8WAETxyYmNDA+5rYF8DhwY8MpGRifTUYmueawiZ+uy0Nj2pjA8b45POONvsH9d7h/XuYaN31Ogd1f/jeHgNn+5R8mHZyDccqOVCdRusGPmKka9aQN0utlyw7YJNO181TivqUU0+aUiZppxrK/mOkm1LmaZw1JgeNGdHLeG4Nj2ojB/z/feozm1+eL8uPOxIjyfakageTqcPxsO7wvSRpB7obsZNQSct6n5Gs450Zc/VDl35yBaPNi7yYsU9j6kPN6XPn7Q+3lVfbkrvb8vnS26TMGlC+wtCMoG+fNCT9wfaUW18tys9EKzDqfFIC07tRS7doU8/qF49L683eBxDiwgKfMB1cukCWcbYIiiuYvhiQ17t6Istc7Zltitqs6LPtnyaUKGPJDG13PLL8/LyvJzsKsm2Fm/r4brmpBVv04if9JfPR+FV19pWtBWvbzjrjNNWpJyi2powd7S5pfU1JcWYEEDaijQ3rL6mtRWlr2l9Tesbxthx5pbTloyWsta65OxK9o6zdiVjXbHXre6MPsk8BLN5CqD27zx4cPOt+7dey2duKAqz3Pb9tOontcWmH69Ght3q9FCaPoThu4XcO7nTW8d779279c792zdO9h+e7j86eHTvaP/e0d7dW7dee+vGN09zN0ci46cjfzW04oaZVu1tzdlVlYScBaAUo9qK1tecc95wz1vmpmZt6va2ZqzKWsqbm4q9rVibqrUum+uKsS7pK16JGSki5yEhBsTMw6YuMnHgsQ3PPFTwccEnBJ8UA3IeUvOAngeMFHJSyMsRLy/KUlieB7zgMTOXmjrExMYGOtRVgJ5aHJnIxMbGFtrXwNY81xSyDSHTFLNNIdscZxv903rnuNE77U+L4zk8EqHuOF/rHFVah9c4NVMycjW72PTglofUbahqAmU9x6uZipGvWUDNBCp6lpOPGGGPGj5m+nvlyXFLyvc1sG+AXbnQEjKN2UltelybnlRnx6XxQXl82JSzLSVTnx/05BPJAlQLkLTMTDoeSYeClVEjUFsU5/bp3DzSzBNZ3h/27/bbdxXx2DMBRz7Vp4eulFmYxcSFAxsMPDRN2WjJBSveThgpgAf6aUs+qM0elEa32f6NtnTfTCFzUTSiYrShd08bVy/a50+a6201WJC2B6UrNkkp08oZZtbzwTCAwgCOInyxIJKETpdcFDOeT3oh6Sd0uGIX69JiW4139eS8lV52k8tufNWLrnr+Rdve1cxt2TmveU8b7mVFWxPzGNY3pH3OmjtGX9PzGJ0GoLIk1RUpRogQwtqSsnacsWWMM9a5KJtb3ljxxppTU0KMEDkl1BUvRSXBrFfqJArCUAZ9cOPBw1t3Hr337uHjd4d9OoonmlWbiowoVeo1sJB5cLJ3+/jxzYP7b+/dvb5/98bh/XuHDx5mDg6QQhbMn+w/unXr1j/evff64ck7OLs/VtnobBJdjNxd1ztrexdN77wWXNXNLf3q4c0do69Z97weXnXds5azazq7urmuGKuSmjBqSutL1lxz5rpkrnl9yRkrTl9y+pLVUkaJKSki5yEuRYQS02rCqAmjxKwas2rMKgtWWXByxEsBK/qMFHByWJaCkuCxgkcKHjl18bGFDAxoYEAjExlbyECHxhY6c4mpg/fUYl04LQ+PaoPjZj/T7Gc7o8JIRKYyPp6jvQnYGuSa/ey1hgPVbbBqAhUTqFlQw4baHtL1sV6A93ys4yFNG6zoOV4+5cQjZrjH9Q/qs2xPhacOMbawngo2xXxjlm0I2bZUaEiFulToaHDPQnoWVJ0f18Vj0cX0kJjb0FjLd+WTpnjQM06HVnagn8zMrGTnB7NH1ebNZveeKGdsF9GNwnj0aDx6LM2Px6NHjebt0fRQMoo94XiiF7WYMVb8LERGLqCuiIGdxVpv88O7ol+cWrnq6EFz/Eh2EXdZMkJacUgzIP0Vm55XwhUt2/mZejw3MrKRlfWsYuQ1q6hbkG4jTkCFScmLuWDJh2s+WPFuwpsLRl9wVlpxNw1n2zCWZWnBiCE5T0h9y9sXFfOM13eUviX1HWWc0eYZrW8YbUPrO0bfMNqSkhNcTnB9TbsXZfOMUbaUtuX0LaevGCWl5jEmxqi2ZeyLunvW89aCoPRpigKz2MNbh3fffnDn7VsP79xpVGhFGrSbJIGdItBxMbt/8uje4Z07p/cfgIcH6PExeHhYPDqGMqfZw729+zdv3/zBjRvfffD4n+jKserWvHVPT+v6umafNb0nHeeyaZ+V7R3nXfLeFedecf7TknPJmlvWvag7Z3U15bWE11NOWVDzEJu6oBBAcoxrKakvGX3FqMl/aP2qxaoJpcSUvCCliJAiXF4Q8oJQYtpIWDPhzbRkpiUjLRtJWYtKcsBLPi95vBxwUkCLATnz8ImDTl1s4mJjBx1b8NiGJw766vrAALtKoS1l+3NgPEfGc3QkIoMp2B0DvTHQnxY7o0J7mL9WM8CKVuTlPCflKypQN8G2iwxDchIzo4jqB3jHhVsWWDcKdTXfkLItMd9TwZGJzVxqahM9FWpLhZ4K9Q2kKRcqQrYqAU0VauhQwyhWpNO6kh3ayMAstqVMR8m1lRw/2avMD5tqpiocVCZ7jdlBZfCQa71XH+0NlaxggjM1L+h51YEFLdedHHTGB0MpO1By9elRUzztasDIRScRNl2g9kVFWTN9Gxi70MSDe0ahJWX6KiAHjB5XlKCkhmVrWXHWJW/D2StGCRDBzs+dguQVRTM/NwuKCysuojioGdBuzBs+bQa0uyyFu7q7rKohM/cINWT1tKylZTXllZRTlpy64bQtr+84fcfoO1rdkvIaV7ekec4aZ5y+Y9U1JS5QIUTkFFdSQooxKcHkFT5foWKCSQkpJ6SUkuqaNi4467JsX9ads563Feb6kGEZKE/s3c3eeuPRG9+9ceuN2zRCNMoltJjLHT3OHe0DR4fwyQlykkEOT6C9A/DRXu7hg8N7tx/cfvOdN7514+1vHhy9yZaPRY31Vp34su9sa9qKM3Yl86KqnvHKhjbPGGNLahvMvqCCZ7x7RTuXtHvB+1c196KqrVg1ZdSUlGNcirH5AhUCaL5A9BVlbVlzw5hrTlsySowrMSHH+DxExQAVfETwkakLzjxI8GExQOSAUCNKj1kj4fSEN5KymVT0RUWLKkpQUn1O9OiZh09ddObhYkCKIfmfUXtoQj0N6KqFgQFOHFT0CNHCBR2f6+RMxfqzYnuU7Yxy/SnQGWVbw8y1mgbWVLCuw00TaZpQXS/WtWJDL7bMYseGOxbUtsCug/RdtGvDfRMeGvDIgCc2NnOJmUuMLXRoIjOfnoVs38brSrGmAi0Tblpo04LaDtjzoJ4LtvR8Tcr0THDgoNzsqCxlamq+Ms9W59mOCo1MbGjAPR0cWvDURWYOqoSEHBJjE5jakBwQckRLC0ZJeSGihx7Wd5FRiAspPYupyYKQ15y+q85jdhpS84RXllUpqshR1Ujb5qqnL+tyTMoxpq9pY8OoS0JfUuaKVmNcSwh7zTlrPthUgk3VWZaNBWdErLHgrbTirKrOuuasa9aqaq5r1qbunreCp53wRc9/3nGeNKyrinlZUneMkGKzBJmvSP2cs67K1gWvb2h5Sehb2rksOZdlc8uqa0paYmKKSktSSsl5QshLyjjnzcuSsmXElB65lOS3p1qPr5QxmH18J3f79f0b379354370DFEwwRRBHEgD52enDx4cPLgXu7xw8NbN29+//vXv/X3b/7DN25c//s7t7/98OH3IPS2qFLrq/H66cBalpSY0Fakdc5al6y8JYUlOl+h+g7Xd5i2Q/QdYp3jziVhnRPmGemcc/5l1b+qOBe8taOtM8Y958wtNfOBsZMTQ3AeQVMPmHpFwQenXnHqFWc+OPXAsV0c28WJA05cYOoVhQCa+dDMg+cBpDt7NwAAIABJREFUpse0kXBqxKgRqy1YLeT0sKQvynpUkgNmHlCvyuJ/8mpCT13sVXGcOOjERiY2OjHgsQrNVGSqIVMVHsvQaF4czoHeLNef5a71HLLnkEOfHgb00CcHLj5w8Z6N9B1k5ONDD+s76NAjhh7Rt+Cxg00cbGyjUxcXfFLwyLGFjixk5lPigpvG7NAnex7e84mOjw8X1DglhzE2Scnxgux6yCgiZwnb84hJzM3S8tBnxwEnxDUxqo59duQRY5+UUt7YVqWUGbvIzMOkmFZWvLLi5VVJ21TFlJvGzCAkux46ishBRHZdpOfhowU99KlxQE8X5UlUHjrsyOGEsCbFLTmtqRteWhHKmtQ2tLqhtA2tLEllSWprRt9w5pozl7y3qy8uu+FF2z9rOZu6mVasZcVa18x1zVhV1WVZWfLqqqxuytq2rG5Lyo5Xdpy8YaQ1LW+Y+ZoSl5S0po0L3nlSdZ9UzTPevaou3m+HL5reVcW9qpoXvHbGmuclc1dS14y8opUNrWxpaUNLG05Z1ozleGYMWt1OiW0evJe//+bR0e1s4THIw1yNKpcJkgBy+++9+/Zr3379u3/3j9/+m+9949pr3/yb++9+r5i/ybCPaq2j4QyQLcJasHpMiR44cXNCBChrVNmg0gaVtpi0w6UNKq0gbQfrO0hZAcq6oG9hfYtqa+xVULbOGOuMMXaktsX1Da6vcW2F6ytCW+FKgs4X8HwBzyN4FkBTH5z54CyApi48caGpB009cOoVX92autDMR5SI1GJGjWg1YrQFpy94Iy5bScVKK2r0Xx5LEf2KVwuQVx3xP04DUvQJycVlF5/bmGDCMx2e6tBMh6Y6PNGgqV681jGJvk0NXGrgUCOPGvvkwMOGHjYNyWlIjl1sYKJDCx/ZxMBCJi4+dfGxg05cbOrhExcbmFBPLw5sZOjhAw/rOHDLglou0vHRUUoNFkjbLwwTbJzQHR/teugkZYV1ZbaqSuumtGwOPLauoE0N75h424A7JtJzsXFI9T2sb8NCTAsJM03oacxMImq6YAc+OYzofkTVLahugh0f7/p43YSqWrFpoqOAnUTlgcf1HXbolWeL5jxtyauGsinNV5S0IeU1KW0o9YwRlvgoQmYJLiTE2EdHHjpfMNqyrCYlc1231nVjWVEWvBjSQkjNF6yUcEJMz2J6ElGTiJjExCQhZyklrJjpkpylpLhilC2n7krKlpU3jLxlZzEmLyn7oqJvOSkh1DVtXZacp1XvWd27qlvnFXXDzpfEfEVIG0bZlr0nQ+9c6kzrJMvgKHf6EMjdKxQfAegR3CQqFYwuHDx+dPv6G9//xnf++7V//Idr9+58CwZuteo5XS8t0na4rDsJb6WsviCmdmFoZYQIkFJwngKzpDBa5KZpUd6i0hqeLArTRW6+BOQlME9yYpKV4ry6hNQVKi9RKUGkBJGXqLxC5ktASPLiomhsSfeScy85c0fbZ6x3xVtnrLok9TWtpIScEOqS1laMHJNCiAghPAugiVccWIWBWRhZ4NRFpQCXfVIJaW3BagvOiHkzKWkLVgrp/zT4FfKCkSPmlcGvVJZjRks4Pea0kFJ8QnCQqQlNDXBmwjMLFmxEsOFrdQVu6VjbwFo63NKhtgHV1XxVzta1QlMr1KRsVcy0VLBvYX0bGzno0IL7JjSw4KEF9w2wreSacrZjFNsm2NSBiporq7maCbQ8uBsiNSPDKod1O9/24aoB8Eqm5SDjhOs4RMciRiHfdZiKDFUUpKFjTRPpunjDhKsqUNOBpgW2HahpFesW2LKglgV3XaxpIf2AGkRs00arBlRSCjUdbNpo3UBaNjFZVGZxdRSWhkFpFFZGYWUYlPs+MwyxSYwLG0pcU8KGnp8x0xXe8YuDEB5GWNMstAxg4CADB+3b6NSlRI8WAloIaSGkxYgWY3aecmLKiik7S9lZykwTapJQk4QaJ9RggY8ifLZklLOKclYVltQ0xsUlNQ5RISa0DSel1DREpIQ0z0vOk6r3pO49aTgXdWNXlleUkOLzNS1tSsauq6fjaq8EIujJMZjfK7JZAnmURx5nmFyRyGTuv/P6D7517fXvX3vv7jdB6O3RDFifD6/eny8v+ovzZnRRszecsaLVFBNCUEog+4oxLyl1hyhbWFwVZwkwiwExLgoxMPYzA+do7J/Mk9w8zomLnJJC2gqTEnQaFEd+fhLmZzEwS/KzODdPQW2NGztS35LqGtfWhLljzB2jb2hjyypLSllS+oYztrycUlJCyAkxX2DTAOpbhZ6RGxiFkQVOHXjmIIKLzX1CDkgtYrQFJ0f0PPr/8VhNOCVmX6ksBuSrpCGFpBZRSkBIPiY6sGBDUxOcGMWpWZyaxWv8vFhTkboOV9ViXS+2TKiuA7x4yosnVTlbkTIVKdfUoY6JtE24rRfbGtBSC20N6KhAW8nX5qdV8aSp5Jp6oW0VmyZQ0fJlPVc1Cw0LKKsnzPywpGXrTrGs5xjpuKoD07TUd4maBrYtbBhyg4Br2njDJNoO1QuYrkfVDKhugl0fbTtwScvyaq6iF2sm1LDgslpo2XjPZ7oe3bQwcnLCzfP9gBmEXD/gx3FltCj3A74flgZRqe3QFRXhpUJVzXZdaJSQwxgbxNhkTY1XZCeEeyHWDbGaUaiquYGHTxfcKKAnLjl1yWnAzGNeXZbVVXm+5GcxMwmpyYKaxNQkpgYR0Q2wro92fbQfEqOYni7Z2ZqfrrhpQs0Sar5kpgtCSCh5xc4TarbAlBWtbVhtzehr3tyW7V3F3JXVNTNfUfKWVc+q8qolR8POtEnQbPYEJrJYB2bxR6fg/b3c3feO79y8++b3rr/2306P32y0jqcyNLcxM+bNlFcXtLnmnHPe3DHahlI2hLTG5DWm7khlR0obTFoh6hqVl7C4KMxjQEqhkZdta3t9+0hKikoKSzGopqi+IuQEn/jQ0M2P/Px4AUzTwmwJyBtUWiJiAklLRF6hUoqpK0rfMvKSmIaIsMDkJSUvSWFBCAtCXlLKipaX1DwhhAU2i9B5jMsJJUevdnPEPMDnHjb3cNHFhVf17v+L4JP/tXsOacEnpy42tmDBxbSI1CJCX5D6glACTPJg0QEFBxRs6BoxzXBSkZMLtJDhpUxZzXHzE2KyR473yMkeOniIDh4zs5OaCjR1sKYUanK+IeWbSr6jAR21UJeyVfG0JmcbeqHjwB0Hrup5Vj5mpeO6lmsa+apeqJnFhgM2HLBiFCp6oe/jfRdrm3DbRLoO3vOptk90PLLr0C2baDtk00abNtLxsI6HtXykE2D9iB7GbD+iagbYsvFByLZsoqJAZbnYdqhRxPc8puPQ/YDrekzboQdhaRxXej7bNImyUizNT+pGoelAVSNft4FBTPQToulDLR9ueUhZK3BSpucR4qo2XXDTgJlHnJyUpaQ0i6hxQI4CYhQQ45AcBvjAx7oe2vaQlgO3HLjjY72A6EfEMKbHKTNOmElMTRbkJMInC2IcEuMAHXvwNETnCSks8GmITANUDAk5ZrQ1p64ZeUmJKSUuuXnS0JLJWO6XqvUS22pR1RaAwncenL5za+/N67d/8L07b3wbzt2ZTUndLikuNbXgoQEOLHDkw0JCSEtivsTFJS4ssekSnaTINIFnCTKNodkClFJUWWJyAokRIITFiQ8MndzELcwjSI4ROUbkGFcTUklIKSbEGJ/F8HQJzVbQbAVOE3AcAgMvN/TzkwiYLqBpBMsrSt0ykxARYlzdcvKaEWJSjClpSSlrWlkz8pp+5bSx4eyzsntWtbZlLWWkEBdceGwAfTU7MsFXfW7m/RdTF504r76qIBMHnXmYGBBSRCkhpYWkHpFmwpgJY8S0vqC0iDQT2kqZa+jwmBbztJDFx4fU7IiRTojpPjJ+REz3iMke3H8Adu/j4/2SkqtqhapSqMr5upxvaUDXBLsW1NSAhlpomWDLADs23Hbgspql50esdFJVsy2z2HaQhgXVbajpIQ0HKmnZkpxpaIWmDjQ0oK4DdROsWWDNhJom2jDQloV3A6rt4WUN4ORcSc3XTLAXkuMlP0zYuom0XXIUl+omyklA26WHi3LHoxsWXtWRrk93PLphYb2AHSeV4YLv+nTTRit6vqzlWekUn+6xSqYdYc0Q48181YVaAVbSAU4utFyi5zNNE+uZ2MDGehba0eGWXmwZYNsE+x46WdADH29bUN0o1s1iwwZbLtwL8W6It32sG+KjmJ6k7Dih+z7adaBhiPddtKXnOyYw9NBxgI18uO8UewYwMMGxi81jSl7SYkKOQ3wSMbOopi0mE2XQ6vSGPbHPNujHR5k339l//c0Hr79++x+/Wzi8o86r6XpqRTUtKZu72jxlRwHetsG2DYxCeBTCowgZRHAvggYLZLYihDUlbWj9jNXPGG1DqktsHhanbkEMEW1FKykh+EUhKMoxNo8wMcSUlDK2JeOsrG5pcY0Ja2S2hIZBfrIoThbgwM8PgsI4AjtObhzBxkVF2bLzFaVsOOOipu0qYkpLa0bdcfKGmS9JYYEJC0yKCXVJa2tGTSkpwkUfERxwbBaGem5kAmMbGtvQxIH/34gB/p8IPvaKuY/LPiEHhBIQSkhqEW3ErLXk7SVvL/lraO+Amp1y8ywxPiTGByU1V9YL7Py0pOYaNlg3i1W9UDeAipYvKZmKnqvq2aqer5tATS+UlSwvZXjptCRnalqhbhYrep5XTnktWzOBspqtm8WWDVW0fN0sNh2IlzPEZJ+YHpaVfFnJc+JpWc3VDJCenZDTE14ulDWg7eJdn2zYKK8CpHACD/exyREj5ysmVHeQsl5seng/ZqsmwspA1ULbPtXyiIaD1m2kHzH9Bdv2iW5IDRNukHC9iG55eFkHSnqBmWfQ8R4mHHIGULIgWi2ULLjlk1ULrdtYx6ebFlnV0LaJtQyoPM/VVGDgE+OIGXhk38MHPtkPiI6PtT2k6UJNF2y4xbYPtXyk7oA1u9h0oG6I9V9FDg8ZhOTAJ9oW3LGRYUBMInq8oLoe0rXgoUeOfWrsE6MAG/ro0CfGPj/z2xOj1xm0RqNxo1QvPjjIvXUj8/bbD9947cb3/37vvde7HTTZzILdaJ5UZuvS/Kw6XXGTiJq4+MCBen6xHxQHETSIoOECHieYuKWlc1a54LUrXr8qGRectia1JWFtaGPNaEtKXZJygqkpoW1oIUIGLiAmmHFWMi8q5mXZuODkLTFfYeISk3e0vCUnMTxLcXnLjCN4FEDyhpE3zCzBZzEur1l1w81iYr6i5A0trWlpRc0idOSBkwAWQlQMUWmBywtC8JGJBYz0/MQExhY0NMG+DvR1YGRBMw8VfFQMMS1l5iE+deGJA888dOphEwcZWeDQAIZ6YaQXJjYouLDkY/MAlXx07mPXyNEBJ2bKUpafZ6tKsWHCvJSnhZOKBtRNsGYAbRfu+mjdAmpmrqSfMsoBqx7zWoZRTsj5ISOdMPIJJR6x0ikrn7LyScXINxywZgGcclJSTmtGgZdPOemkqufLap6aHTHzTFkD2HmGmB5xUq6igsT4GB8fckqhYhRbLtZ0sIoOl3WQ14r0PEtJOUrOMypQMousli9bYMMnKhbCaWDJgJoB3gqJho+2I6KzIFshXveQmgs3fKwdkb2E6S7omoWUTYjTQVrOE/MsKeUoDaBVgDfgqo1VLbThEE2HqhlYVUdbNt5y0IYBtR2s51NtC2voSNtCOzbatJGWi7R9pOlDjQBshVB7gdQ9sGwVak6x5hQrZuHVnyq9iBgsqEFI932y6xGDgJmmpdmm3A3wugG3bLxlom0b7QfEKCInETsJajNnUOuVWY7pt9vwaebR62+c/NOb4L3bj9957bXvXHv8+LXhnFDj+jBk2xHZSIhmQvQTehazasQrMTNNsWGKjFJUWBPSlpwssV4I9BN4tMImG1Lc0eKWEleEtmHc85K5ZeQEU5ekdcZbF7x+xs5itOfle35hvECkFaluGW1LK2tynmLzFalflvWLkrgi52ta3rB9r9i2crMEnyX4OEJGITyNUTEhZgt0skAnC3SWEvKallJyHMDTEJEWhBKTakLJMTlzoaGeG2rZiQHMXGziYiMLHprg1EXEAJuHmLTApAibOGBfz/X13NguTh1k5mETBx4Yhb6eHei5kQVMXWjigEOzMLWLExe8Rgz3y1KOFzKckKkbcFkpYsMjanpSVguMeEILRxUtV7OAmplvecWKeUpLe9R8n5GPWOWUlU/Kaq5qFHglQwlHxHSflU6aDthy4ZKapYV9eva4pufreoGc7PHSSddF6zpQVfMVJceJGWZ2yov5slRghCwrZusW3HKxugU3baSkApR4WjGhpovVHaRkQWUbrroIbxZZo1BxkJqHVx287uH1AKu6cMUBaz5c86CyXeTNPGfkOCNfcaBmSHRiuuairFagtTxvgIwO4FIGnR/j8wylFjgdrNhIK6CaLlHWoYoOVU24YhYbDtJy8YoOsWKuooJdj+p6RNUEaw7c8JGKB1T8QjtFuyu8FhbLbqEZws0A4owMrR6XjXzLQ9o+2vaxloe2XKTjE4MFM1lxTRdm5llOKrDzfNUAeyHRcdGmgQzscl9tERyCozBPkNmHD5EHj6CbN3O3rt9/+x/efusbefTOQCE6OlozwJJdpO0C5xWbC3wcM0rEzWN6lOKDGBnGyGxNiht6GCMNJ1d3gVYI9lNsvCIGC3QcIdMIm4WIHBNKSiopqW0YbctKa0pcEqMIbtm5jp0bR/A4hAYeMPbAkQcOfHC+otUdJyzJaYLNErxt5V55LKTEOEKGATRZoEJKzBJ8FMLDAJoluLxhlBUtxrgQonJMaCmtJpS8IKQIlyNMCTHJR2cuMnFfJWBUDFAxRMQQEUN46gFjJz+2CyO7MLTyQxMY28WpC009aOQUR05x7IJTH5640MguznxEDNFr5OigphV5MYMN9onxMTY8xIdHrJjl5Rw7P6WFI0o4JIQDRjpqOIV2UKzZ2ZJ2WtYzZT3HyaecdMpJp4xwRM0Oick+LRxV1GxVz7PSCTl+xMz2mibQtoqscMiJR3WtUFVyVSVbVws1FShLOV7MlcQ8L+ZrOtgLyLoFl9RCRS+Ss+Ni/yGr5BouWrUg3gBKNlT3sZqLlGyo6qGtkKp7WNWFy3aR1XOUckLKx4yW4Y1cySqUrELJLPBmoWSBFQfmzSImHuPSMWfmKS2LiAewsI/Ojwk1w+i5mot0F1TDgXk1XzGLVQfmTKDmIm2fqJpwxYB7ITNI+JZH1hykERKtBVkJIM7JV4JibQHXY7ASFDknxznZqg80IqjqFktmoWIBVQuo2cW6XWy6UNtHOwFaMnKskqvZcMWAymaxZOSR4cNi62F1htVHLMnAFIogmWzx8V4HhtlHD/be+N5773wHQh6OVHbicg0VbLlIzYMZO884hVqA9CNyGpADH235YCsAuiE4iOBhgg8TYpDg3QTvJGg3xodLcpgQLbvYULM9CxAiTIjQoVsc+tB0gU1iTEiJSYwNQ3gUwn0f7LnFrlvomvm2nm3qmZ4LjEJo4IM9Fxj44DCARiE8i7FXHg+84iiCX43nV/NYSHBxSYoxPg3gkQNOXFDwETFApQjXEspcsdaSMVJ64oADoyD4qBRh8wgRAnAWFIWgKIagGBbFEBSC4sQtjOz80MoPrfzQBgZWYWgDYxeceNArxAgTF/i1mg62bLRugJyUZYQsOTnBhof46JART0tqjlMypHBAzPZZ+bhq5joB2PILNTvfcICaVWDlE3yyhw4fYaPH9OyQmh3i4z1yus+KR6xwSI4f8/Pjup6vqtmyfFqan5TmJxU52zSApglW5Tw7O+HFbE0tVpRCw4I7Hl5SC7R4yso5SjxBxnvU/ITT87SaodUco+V5Cyw7MG+BvAVWHIQzAFrL0lqG0bOUeoKKB4i4RygHtJbhzBxn5Tkzzxh5zgQ4q0DIx6R6wjsAY2Zx9Zgys5wLsHaB0k8ZPcMaWUo6wIXHrHZasoCyAzYjvBVinA5wOlB1kbINsTrAGcWyA1c8mHdBxi4wTp73C9UYKoUgbhxT9mlriXfXZMUDaP2E0U85M1O28zWnUHeKDResu0DJzFYdsJNQrZiohyhn5vL9e0D7UWWKc3UMQwGyCGTv3cvfuVs9OSbeu330zg8KmdtDiVfTbtvAqhowiKlOTFZDuBxA9RDpRHgvwHsB2l2g3Rjtx/ggxoYJOUrp0ZIerpn+kurG5GBJj5dsy4Zrar5rgQMP7rvFhp5tWYVhiAxCpB8ggxCZJoSwpMYLbLIgpgt87CMDF+yYhaaRb5uFjgXUtUxFPm7q2YEHTRf4dEEMfLhtAz0XHEfYNCamMTaOkIEP9l2gbxf6dqFn5XtmbmDmB1ZhZAFjC5jaRdGDpQCdefAsgJUEV1NsHkFTrzByMlMvK8WwtCjOo6Icw2qKKgkihuDYBUZuceSBYw8cedDIBUcuOPLAgQMMbOAaK2Vp8YSXcyUlz4o5Rsgi/f1i5yE+PmCkU17NsvJpScs13WLdLlSMU0474tWTmpmv20VOOUXHj5HBQ3y8R4tHtHBETPaJyT4tHFKzA0Y45ObHrHhETfYY4bAknVaVbMsEhyHZcmB6dowN90pyru2gDROq6sWqAXJyjhSOaSlTMYsVE+C0LK1mKOWUUrKEdIrNT0g1i0uniHiMSSeIcAgLB4RywjtA2S0yRhYSHxXG7xXHD6HZHq4cMUaWNfOsmWPNLKkekcYx5+RYN0s7mVIAlIIC42QI/RCT93BlD5ce4eJDSj2ktFPWzJWcImcVcOWEkE8pJUOpGdrI0VqOVLOEekoYWcrM0XaeC4p8BNJunrBPGS9XjkDWyeHqIaEeEuohox+XrVzdBeouULPzNSdfdQtVD6yGSDVC6wleT/GSDZZVtCVzBFM8PXgE7h9kbt4+eO014O3r0M3r8N67lUpu5tSGQaVqIg0XbgdoM0DqIVKLkEaENiO0FRHtCGtFcHuBtAK45gBVs1B3wE6IdhZEPUDrAdJaEN2I7C/IYUT3fbxlFZt2oWkVej48XGDdAKpbhZYNdF1wECCzlBKXjJBQQkILCTWN8GGAjgNsGpMDD25o2bqa6VjAwIeHIdpxijUtU9dzPR8eL/BXMaPrFFpmtmvlxx44CeCx/2p2whMXGlvASM8P9dzQyI+dohBAYggJYXHi5obmSVc/GFiHsyA3dk9H9okQFvQVbm5IbYVLCTpP8HlKigk+DZGhBw7d4tAtNtWTmnx47aTy7lHpHaB9Dx3sQd3H+PiImJ78Pzy7V4/kSJq0W9id2Zne6e7K6spKGREMaq21VqG1JBkkQ4uU1dU9s7MX368/F7k4wAuHw68fNzczwN2UtpZEULLto/yR5Aav2vBNb5/4YEuGW6pzkYavZueiBhsuKJnWQeo/6b2z2jpIzb3QPsqds9I9yt2T3NzyYUE1t1z7IHWO8uTNTv+Mpu9u96S0DtLgYkzenPGLM3yyehezdVQae7F9UvvPevdJb1/U5lluXpTmkxYcRLuknA3rlKyWkeqKNEraKEl7xzZetO53s/WmekfWWOPqCjFKPDgL8bMSnETvyAVn3jvR3pmKX/jWdyl+E/wLYx8J70yHT4x/ouInpv3GtZ+51jPfeBLiixAcOW/HOlvGXlPOho7PUvtVa1zk6CxFJzE4Cv5JCJ/l1nej+a5HL2r8ongn3igJo8DtDeWsKXdNhVuufZYGz2r/SemcxOaJ774o3Te98aI23vXOn87g38H0383pW3u+70ZNSyAwk6Q9jJCvr+3H2zYNRTI8mOjTS9x/CYY/wuEPt3kUWydx8N0c/mH3frfa343eD6f7u9V+U3rfte6r3Dhy0ZZpX6TJ787w3Wpc5OgktZ60/qs1/yNY/buV/hlNXq3xqzl9syZv1vjFHL2awxdj8KT1jnL/rEzf7MW7s3i30x9e/kdQ/hmU/wzLf4blv8L1/0Tlv6L8Tz/5bi/ezeSHM37V2we+exJm7+bqn0H+h7/64aXv9vxFX75ZxR/++g+/+OFu/gzWf/jrH/72R7D78X+hbfWq5+96+iIvn4T5hZufmemRnp7o5IWbP7GTIz0/s6t3Zf2Huf2nvf2ns/13sPvfaPvvqPyXX/zprv/lr/8n+Lgzn9j2A9t+UMeQsyTdhI7XcvtoBAWvzzFvRbePcmPHezkZ7pj2WWxdhPBAB3u6eZF6r0b7ooR7IdjxjbM8eDWHr1b7rDSPYueidJ/U1knqPWndJ7V5EFonMdpyXkm1z/Lw1eo96YNXa/LdHb6a7ZPaOev9Z7Nz0uOd2DrK/RejcRDdNRPsuOjAxyep+aT4B94sSGfDuGtOy0hlReolbW4oc0PbO8Y7st6RDi9CcOadPe2fuMaLGj8rxpqUV5C9J6wdZm4R70w13oXolTN2iFLWrQPmnnDngAZnovXKtF/Z1hPTvLDNJz4+seGRMXKE7F/TgzunJPw9Y2+I8MC2nqRwz9gb0tuzwUkMTnJ4Vt0DLy1hevigJohTUOocUmeQmWBBSbd2QnsnRhvGydHowDYusnPknDPvPUveRY6fjM7B76dRp+17ouiRTJOgozrQI6GpRjVMrDtVe3snPGrhRfMPgl3g4ZZuP8vtNyV6lr2L5J7l8FlpfVc773L/XR191yffzekPe/LD6r3q0Um0N5S3YxsnuX1Rxu9O+q9o/sMbvhj9J621F8I12znJ4ze7f9G6R7l7lBsbvrnlOwepd5AGJ2XyrM9ezcmT2jsI42ct/eEtv9vjJ3X6asy+W8NntbXn2gdh/Konf3jp7+7yzZo96+OzMn8xlu/2/FmfXdT0zVo867OzsnzSi+/u+ru3erXK393yh714ksYndnxkJmd2fGQmR3p+YScnZnSg+luiv8XHR3p2EaZP8vxVS76b+T+94p9e8S9v+7/R8f+1tv8bl/8TfDLnmLUknJS0E9LL2GgtNTbInziVAAAgAElEQVRKUPB2Rodrvn1Smwcx2nHNoxDuGGdL+Ce68SS2X9XOqx4eheAgBgfBKkhvxzVOsrdmvC0b7Dgzw62caJ7l3ovePMv+lnUK0inJxknqvGh2TlorsnVRO896tBc+LoObU8GabR3l3oveflajo+BvaXdLenvG3TJWSeol6e55Z895R9E/KnpJOXsuOItagcsZrJeos6fDixA9i/6J8458eJHsPavmsJLXxbQir2pqWXfPeOt3MXplrAOibepqCVhbyDug3gH1j1h0IsIDHuywcE90nwW3RLHWL9zoLthR7hrXU8At0caBifeUv8a9kvC3vJUz5oo2VpS6QI2UCNd8UHL6DBH6VXkImAskyplGwTbXXLxhmmfBO3BChrAZrO5oY8fpKevMFM3nQlvrGmaIURGIzHk6UegWCwwb7Lz02nvL3onahjbWlL9noj0bHdnoIgQXyT6LxlF0LkLwzEXPTO9dGv+uL/5003/70z+twXej9643X+TozAd7LtizvSd18Wew+DNoHqRwwzX2YmMv9j4qqVdr/GYPno3OSWkfpNZebG2FD4vYPUrDi9ba8c0tN3zSu0c5LpneSRm9GMMXffCk9S5q/1mdvFnzd2twEttbdniSFu9m8t1evJmzZ235Zq1+d6cXdbDn509a+mIun7T03UrezfFJHBy4yVlavmn5D7P4w1y+yeMLt3gV56/y+MxPL+LwyHd2TO/ET17U5IeV/LCnb9r8XU//cLI/3eQP51NY8t6KsRNSn2HKGFHGiDrFzCXll1zzoDT2krMi3IJsHHh/R1tr1DkQ0UVovijNV8098v5J9I6CtsLdHRudZaukzJK015SaINoK8/ecf+DsNW2VpL2mjBy3N3R0lqw1pWWYtabcHevu2PAoxie5eZQaByneCf6W9XdMdGSjI+cfaP/IenvWKkmjJK0tY20Z7yD4B1nLCTlDjZLUckxdodaWNNe4tSWDM+/uGb3AnT3rHTh7S9l7QsqqzPyWX94bOyh6Zb0Lqa4BqahIq6qcVeS0Ii7v5eTR2aDeGtWXFa+A22fWXoHq4iHc4dEONzPAzAB7VXdWkFcgQYGGG7J70Z0VK45gfUF6K66xVbpHs3swopw3RrDSr3+M3K7KXUCbQGaGqiuUmlaxaUUsCe+kNA5WY+lIKqXRdEfSu7TQQpAph00EOMBvh012sXEbW93a8uaO9Y58dOS8knDWRHgU/ItsnSXnWXWfJfNA+CcqPjPxkYn3VPPAdl/kwXet913tfld73/Xuu9Z6EsMtZa8wK8PMBPNLpn1SOme1d9EGz8b/cfxi9p709lltHqR4L0Zbzlnhzb0wfrPaR8kvqd5FHb4azYMYb7n2SR68GB+t+eBZHzzpoxd99KJNXoz5mzl9NWZv5uzNnDzrizdr9WcwfzXHZ2X2Ykwvan/HD4/S6KL2D+LgJM1e9PR3O//TWf1pL79r01dl8a4tfzcWb9rsVR+dpf5ZGL0okzdt/KoOnqTume+e+M7p/9ZPUSmoY1jo18wlEaxFd8UaS9LO6GgrfrhVNyecnPA2lLMhjA1q7nD3yARPQvSiuCfeP4veSdRL0j3wwUkyN7SxJs2SVFNEXWH2jrG2tFbgxpqyd6xeEmqOWTvGPXDGhhRTSMpga0cHJ7Hzovff7PaTFuw4KyeMDLFKzD9QwZH295S1JdUc0wpcKwitILScsApGz0hpASsJYuS4miL6CjMKTMtha00aOS7MAKMgggPv7pjgzKhlnZ3fsfNbtaw7J8LaY9oWMveYtcO1EpLTmjB7UJY1f0s6GUy3vvD9GzuDjGUtWCOdC2OlVXF0rS8r5rImDW64zhdleOemSHsvOykr9CB1gvuZEBdys1QbK9md0dYIUzp1NnqggztI/fwV+49b7i+A/Y968LkaXgHtb8wSNtdCY+v0ssjzNIPmI0oa88qQJvpkrUM9BOTtuMMvtm68ls2S8Y5C61ltn0U7Q8UpoCSwvqa1Ha8fJWPPalvMPZD+gfK3pJWCZgp2noT+u9p+FTvv8vAPY/in2X4S7RXM9G7g+Is8g7ycDkq2sRfbZ7V30frPRv/Z6D0bnWeteVbioxQexGDH+xumeRQHr0Z8ENQFZKZotOPCHeev6XDLtM9y+yx3LnLvorYOQvsojV7M5I9g+cMbXLTBkz58NnpHefSkT9/s8bMxeTbmb3b/KPsp0drw/bPa3gutHdfZ872j0D8JvRM/OIvjV232rk/f9emrPn7Rp6/G7Ls5/d0Yvavdi9A+cf0nqf8stw5MuCHCDfGpsZHEIcD1qn7Jj9784avXOZutk97Yy/FObB6l5lEKtqyVY3qOGGvU2GLmlrD3dHgR3QPrH/ngLNlbxlrT/p5395xZEGqKaBmqrTBny/gnwdmz7oELzqK9Y9QcUwvc3jHGmuAXdWEJGhvS3bH+nosOUngQgh3nbWl7jVklam1Qa4PqBSyvIGFZlzJEyhBlhUlLRJ4heko4a8bMSS1FuXGVHVe0DFYSUFnCwhRAW1+5SdVe00aBm2vE3MDmBlaLupRVxVVVzGryClQKRCswNUfkBBTnNWUJmhmizQAiusLjK2VcVWdVY1nz16i5rPKDa21eCUrUmleFzrU2enAXsDsn7DlljHBjjHpL1l+y7py2p6Q2QKwJYU9IZ0oFS84cE7jzjQ5vufYj2b5H2ndIv0LPYHYAS10qHliTXqur+wEmjDhpJtBt9K6J38Tc/ajDzEsrykUzp4ID33xSWiexeeDDPW9vaSUnmQWKjUBqBmkb3N5T4ZFrnkSvwJ0cHbyq3Ve5ceE7b3L/d633rrSfxfaZD3eMmRONk+yXjDIFrRTzSyba8dGOjw9i4yQ3LkrjSW28aPGzGr+o3Tez/aJ1XvXGk2LkhJ6iTkkFez4+im5BmhlmZZhXUvGWi7dcsGb8km6fpP6z3jnL3bPSPkrxmukcpd5F6xzlwUWbvFqdo+ymeGPN9c5q5yh3TnL3JHZOYufItU9c/1kavijDF2X4qoxe9dGLMXoxJt+NyXe99yS2z3z/WZr8bsz/sMbvWuvINvb0p9ZBtTPKSolwIzYPWmOvdi9W92I1D0q0F4M97285uyD1FDFz1NkS1gY1CtQscX/Puhva37HBnrdKyi6pYMdHB0FPEHEK2AVh5IRVksGB97ZsdBRaT4q7YZQEVhPEyHF9hSnLjz1hlaSZE0aGmxlhF4S3o709YW9QPa+LaUVa1bQCljOQT0FuWddKUlsR7AhQ5liwFZySlucwP66K07qeouoS1lNUnNQA/1e0ea0nhJHjRgH5ezy60N6RVHOQnt1Tkwdq/ID1b4neLT18YEcVflxjBo9k+06bIlK/xvcr5gKVJzVucGckkJ3B6qzqrtDeWQwLwp5DrZJul2ywJO0pZo0Ra4KYE9ScoPYU10eI1AW0IeLMyCgTmqXa2Ridrd7fm82NamUsP0WZKSLMCaGPCSFuecK805k77QYujzh5JtIh9LVN33WVWtODejM+SDgjIcycsFa4W5BeSTlrxtwwSsFwS5KZY/wSV0vS3jGNs9w8yU6Gm0u4eRAaRz46co0LH13Y4EAHe6p5YrtPcudF7z5rwYaxUtQtCLcgww3jbxh/wwZHPnqS4hclflU/pvVmBBc5elKab0br1Rj8cPq/O903s/9uBTteTRB9gbgrKtxw7ZMSbFhtARkJEu/5/rPWf9aaBzHcMO2T1D7Ljb3Qu6jjN6v/rDX2fO+ijd6s3kVrHoRwQ3kl4a+JeEe1T1zrxHUufPsktM9i/0npP6mDF6X3IrWObOvE9V/kwasyetemvxv9F7n7JH4KN4JfcuGGDzeCnTHGknRzLtyI8UGOj7JdUFqCyHNQXYLOhggPtLvFjRWsr2B3Tdk54ZaUU9BGirsFFWy4cMvpC1id1YMNa61wPUWtnNATxF3TjZPklJQ8q+sJYqSoniB6gugpYmaoneN2TporQs8wfYUaBWIUoJJW+NmtkNyrJWDvcWOD8QnAzGvGhnG2gjhFxQlqZJSRkcoC0VPMKWlzRZgrPNzzTkmR3Tuye29mpL9lvT3p7XF3h3l70trhcgbJGSIsIXpSpQYPVL8iz1E9JdlBjWpX3IzXZ4Q4gPQFIY3r7KCiLWE9QYwEjjdcY8sro5rYe4hzursRwgSXO/dc40YdVI0RYE0RPyHdBWnPiSBjgxXrJ6w9p/2EaxRyd2t292ZQyNqS0Vacv9OaW9sbKZKEB5La5pwGLE1FdSxSLvR5IFcmDhoYleaADJeMMoGEUVUaV9VpnWhdV71foPYNPUWElNLXkrGR1JxxtkKwF92SUaeQ0K8YCyRYM/6W9ra0uyWdDe6scadA3ZIItmywZdtnefK7M/5udy5K+yy3TlLjJMZPcvyqRq+q9yRZJ87YM+qGEnPM2NL+RYpf9f4fbuvdjJ6U7ne786LHR6l9UrpnrXNW+89G6yR7a9rJiXjPD9+twZvZPEnxQWid5dZZjg9C+6L0X43us9a+KKPv9uwPb/huts6ivyHtHHEKxN/g0Z7y1rhbIm6JBVsq2jPBlgp3VOPINA9s68Q1j2y4JcMt2T7z3SexcxE+OSvaK9hgzbs5Y6WMnTHBWox2cnSQw73glpSdk3qCqEvQ25LNMx9sSTMB1UXdXmFmglgJbqe4mWBOhhsLxMkIv6CCgo7WrDGHjQVspqg4riqzuldSbk7oS9jOcGeFmwmizUF9AToZGqxJI0GFKaCmsFGgRg6raY2f3rKTazWvGWtQX0PaGuWTOruoSSlqrVk75/UlKU5QdYlbBeVtOHfNagmmJZi34aK9aOe0kZLWijZXhJ4j6qqupIC5xqwdKWWQuITUFW5vOGVJ0IO6teL8tcQPQa4H2gkvDlE0vMcbj0TrgepWpBksTuvyHLJXpJng0hCQB4A5Rb0l7iwQbVjl27fKsBpkRJCSzgL3UjrM+bDgokJobCQ3Y80FZS2oRqEMjl5ja3ql2r74sx+d8blhNXkUrpB3gHJPOBVqIigTifTRq5780NPrvlEdzPhWKsgDQJnWow3n5SQ3eACj36rhb0DrDhvUxQWl5byxFu2NoC4xfYEbC1wegvoM9graLWmnpNwN6e9ob0s5Be7keLBh/DXduSijd2vwavSetNZJahyl+Cw1XtTmuxa/ae6zbJ44bU+LJU4nkLFj/GdF29BCAnMLUF5h/lFonJX2k9a5aN2zNng2h69W66y0Lkp4EJySDHacu2GMDHPXdHwUGycp3HPRgY+Por/jwj0XnYTWReq9a8MfZv+71nmVui9S703uvknhgdQzwMyh+MQFe8pYQVoCWBnUODKtM++tcT2pWxkcbIhoT0d7+pOxxJ2M9gvWy5mgFOKtHG+lYC06OWMsMSsj450U7QQnJ/yCah6EeMuGJeWtcDtDrCXkZKi7woOCDArSShAnxeKCigrazzB1UjMWiJPh4rDC9e6NBRwUlF+Qdop6OeHlpD6HpNGjPgejLasvYap7oyzqVo4aaV1bVuXZozy790rE22BmDpoFoqSgvAS1DHUK2i8FL+f1JWlmtL2i7ZwxU0qawvIUMVLSSih9TmgzQp3i8hxVE1TNEH2F2mvCLAl+CuCdG25cswpGmqJwdMMNIGVCUM0q2XikWjWqXcPjRyS8r/s3aOOeG0HiFFGXhJFQ2gxzV3xjozoLRhuhTkI2dqKTUeoMcVJGnWBiH9LHuD7BlRFiTInWXmtsVS8XrTkdpEJ3azZLs1Haw1NzeupGI4tkodrNDXR1y/0GmPfwgBbGHOnXvzbIu5h7CNTH+UKZ5Jo9RNyUGr3Y7aPil4yRkvwUoUcgO4SlMa4ljL+Xw4NkpoSX052jGuSMOUXcFPcL2s1Ja4VZBWbksL6CrAJ1C9LNSa+k7BwzMsTbUFZOKEtYyVBjSzlHzruI1kUwT/z/oVyg1oFtfjesA0vPasy0puW4WRJagmgJqs5hO8ObRzHeC3ZONs9K86xYOalnmLqE+UlNnNWVBFYzxFhh9pr6aFHNnNALzFxj9pZ0dqS3p6Iz131XOu9ydOGaL7y7xew12njioyMbHhmrRPUcaj3x8Zk1VpCaAmaB2GvMKhCrQD6pE9iYY05K+SsmLPl4LQQ5F5Scu6LFASD0a3ZCxRsxKDg/p8OSbe2F/kXtHMSwJMMSDwosLNHmjmzt6OaGjgsiSBEvQdwlrE0AO8G8nBSHFa73qM1AL8f9glCnNXMJf3DMdu/EUSXYsk6O84MHdV43E0geP+jzqrUArHktXhPxmvBzNChxO4O9goi3vL+i7YTyMtYveHfFqTNcm+PGkjAWpJUwdsrqM0IeIGIPFnqQMsG1JSnOUT0j7TVtl5SVU/yoyvQf5QnED+t4446I7/kupIxwoQ/D/g3dAcwFLU9wqlNjB7Ayp4yUddeKk4vmgg0Ktbm1/ExxlqKdinYhKgtamtL6QuB6hDygvaViTll9TKojLMzlaK01N2a4Uvyl0Ejl5lKNZ0Y4NKxAoSikcvvt8Zff8N/u5fu6dle17yth9bEBPM4lssPXTPJ60GSWqdldiP6CdRNGnSDmkgzXYrRVw43iZrw+JdUZ5hRUtBeiHd/cCb2z0ihZZ4b6KR4VtJvhZgLbOWKsYC0HjQI2E8ROcTcn9ASSFzU9g+QlyIwr9OiRnQLCEhEzVC5xdUeqG1xdE/IK1ddE/KJEz7K1pd0dGxx4fYVJs7q6hOUZII2rZoqYKaIuYX/LtS5qsOOdLetuWaukzII0CkItcHNNfYR+d88aa1IvCX2NSRnITB+Z6aOygp09bW4JOYPcA2VtMS2HnC3ubDD/QPlHyj/RrTfJPzHGGrF3uHeg7C1urBFjjXwyF7i1JJyUshPSmGPGHAsKrnc2+mfDWhJct6KOITshjTnuZlSQM+291N6LYUk3Nkz7wERrPCqxxpaMN3hc4nFJNEoyLsgww40p6KSYX5DarG7MITuBzSWkz+tC/14YPEqjKtd74HoP6gwM1oybk8qkrozr6hiQRxUngYIU8ZdQnOPeAnYWYJAhzhKO1nS4opRBTR2C9py0l5QxI/Q5YSwoY0F6ueBlgjGjtCmhDXGxA3OtOt8FyXYNir4JE9DMKXNF2gUtzyGm/8gNavywLo4RYQCpE9zNhKCQrYS1U84vZSvlhBEqjHBtyfmlGu0MO5OspeAkspuoQaqFK1OdcvyI4kess7Kbu6Y+0ZWB7C0scyKrfUZq4+ZEMEacOZXcmWL1GLdD+21Oc0iKBmqPN9e//Hz1n3+9/utP8Odr8fZR+PqV+/W/zW9XYxrZ+VqDqHAP//BkYNiX+zPF79NqGxGadbEF6X3cnfLeXNQHlNiC5T5kLBF9CRlLyJhB+qRuTuruHG2VbGvDBgXhF0S4pYMD7R8ob0t5OR3kTLzlgg1trRArR60C11NMXsDCHOZnEDutmxsquPDqChYWIDcDpASyN7S3Y50NHR2l6CgaGeYWVP/FaB5FZVrXFnC4Zd2S1hNUTzGroLwt6++48CC2XrTeu9l+0zvvRvNZjc5ieJbcI29uaXNL6WtcyiBpCeoFYm1wo8S0FawXsLFGrA1mr3GrRM0CcXZEcGGDC+ueKO9ERy98/CJ4J8Y7M/6Z+RSWvJ+zQcF5K8aYY+oEthOysZV6J72xlZyU8laMk1LaDLWW+AfH8Zp1MzwsyHhDxRsqLImwJPwc8wssKojmmm6umbhg3AS1E9hbYR/j57iTIsqkxnXvuN4927vjevfKpG4lmF9Q7oo05qg2gdRJXRsBfoJHGe7OYWcG6oOKMaw6c8gYA35K+AkhtB/55qM+QtQhLHUBc044KWsvGTfhnAUr92AqvMfsG8K54xs1sQuxXQBv3TODqjSDhQnEjwFxCsgzSJrB8gw1UsZYMtIIFQaIsWAbO9PLFScTnUyURjjTRYQRaSwFZcIwbVjsE/ZC8lPNmUpii2CbBNtmqJhhG4Lc1hifo1yGD1jCREgD5n3S6ilSxPABqcacZCCiWBPYGlq/ufvy85e//dfVf/7ly6e/3v7nT/DPV/SXa+bzL/zVT8b9Lw3kfsDCFnDrErWezbV93rFxXqrQ0oPqoZIDiTZkhJQe0XJAKBHpTrggZ7QZqI3rUq9KhTdsdCu3q/YY9eZEuKKjNe+XrLdm/A3tFrS3YoOMaW7F1l4IS8ovyHjLuTllppi9oowlridYuOeaF8EuMGlWl2agPIOkKaguECsj3IL2N6xb0G5OdS9a96z6JRNuud6T3jxIyhQURlUjxZ2c0lNMmkPSHNJXmLOmG2c5Psvejg0OvLfn3D0XnMXwLPkH3tvTwZEJT7S/J601Ii2rZgm7G0JLYT1DtBQ2S8zek3oJG2vUO9HxCx9eOO9IuQfSOZCforXQ2EqNrRSWvJvRTkq5GR0U3P9/Hq2FoOD8nPUyJsiZxoZvboXmVggL2klQL8OsJWTOQTdDgpwMcsLPcH9FhgUdr5mgwN0M9laom2FuhloLWBpW+N6DOq4rE0Ae1fQZZMxhc4HYS8JcktaCtBaEMYG9BeYtUGsEOBNQ6z2q7QdnAjkTKFwS7ULw5qTeg6wJIXXqTPSgDVFrRpkT0pyQzow2hrjUAqUGYPSwcCGEKe+mjDbHmO6jMKrrS1ya1PUl2n3So71kpaRbcPqCZLo1pgMIfUQc4tKQ0KeMPmWUCaVOGXXGikOCbcN0oy718CBV4lwzhiztQ4yDIzJyDX77CnyDKITkSVZmaIGsgfcg+siLuOVIrIChBEBRMAU9oPef67/94+Eff7/9299u/vrT3X/9cv/XXyt/+4z8/BX9x2f4p78xVz9p95+d+jereivdfmvx7MBSTBIigOuHbz9df/5rvXJFYveyCMsSjGIPOFXRbMbpCHIbkdqgO6atAYHqNwB/hUjXmHpL2xVryESZZk0FaUDyPZhuAUyzzrVr8hDWp4g+g9QJ4Ca4uyTUUV0bgc4CC1aUl6JuCgUl7q4IJ6PslFQnkD5D7JQ05qidElZCyKO6PkfdFe0XbLQVWwele9HCNeusSK+gjQUijgF+VGP7j8zgXpwCdkGaBaEmiJ5hWopaOekfuOgkhQchPHKNCxefmfBE2mtEmN0bq7qZQezgTp4B5grTM0TJQGkJKBlorXFnRzgbwt7g9hoz19gnJ6XijRhvRDejnYyONmLnqLf2ip2Q1pJwU8rN6LDkW3slKDhzjhkz1E3JxoZ3ElwZAU6C2wlqLWEvI9yUMGaQNqk7CdbcCe0DH28IO6nrs6qbIdYSUsY1bVxXxzUvI+wlpowAZViTBlWhX9EmqDmn7CXrLTlrgrsz3BnDZh8IpqjZq6mth2iBNxIymKL+lHBGmDXEvCmt9xG5C9lj0hhicgdUepA1wt0xHc35aMp6Q6ox48MF6yxIOyG0CWwnZLQW7JSwEqyxk6yEFAaAMoHlCcz2a9IIkYYo06qLfVQbk8oQVyeUk4luKloLLsgVNxH0EWlPmTARrRHF+iAlw4xAkjRB05QiKoai24puiqpIUjQMU2CdBKqV3367++Wqfn2LXl+Dv/z3w1/+8vCX/6r99Bn65Rv6+QH9/AD/elf7+5e7//jrw3/+Ffv1F/7mi1q5UR7u2S/f5Icad/8AX30m7m+Ix7v6b1+g69+Qm2vy8Q5+uLm9+vn+2xWBgzhTe0A/g+w3Wq0i/G0F/1JBfwPwbwDxDWTuGQMVQ4Z1ScyAYR2oyveP0lfA+ErFFbFX18aQ2H0U24/mGJE7NS6+03o1cwDo/UdnWvFT2F3i2ghWR5AxQfyMiXLOSyknIdUxJA3q2gT5eMbVMWwtiWjDNXZC6yDFW95dkXZGOCvKzghnhXslFWwYtySNFJXnkDgF5DlsrAi7pO2CctZkuCeDPe7tELuo62k13BHBhlSmgJmgwZq1MkxLIT2D9RWirxA9g40VYqxQI0fNHP1kzFA3pfwV46aUm1LRWvhwFMYcMxe4m1J2QnorprERvYzWp6gygsR+VZtA0qAmDapRybZ2Yrxmo5J1U0KbgMoYcFdk76J1jkJjS9hJXZs+RmvCTVF9CkYlG5ZMey/5KSX1q1KvKnYrYreijlBtTGhjwpqQxhDz57Q3Jaw+6A1hvV3V29Xmkg6nuN6uieEd691qbdAbEe6YilOhmUn2EJeagBhXtQ5k9bBgTDs9XPGrZhMyu7Deh5w57s4Ja4paM8yaocYE1ieQOobEASAP6sYcl8YQ3wXkIcx3QaEL6RPCnjPGjDQXjLPk3IR3l5w1pawJaY0Jc4hrXZD3qryCxrE/G40GzY6vOwanmaxqs4qGsVwVRL7e1H7+fPe3f1T++wr5ekdc3+BfvqC/XGFXX7Evt/Cvt/AvD8ivVeCnu5v/+PXzp79e/8ffq3/7XPvpZ/DnX4kvN9TVLXF1g13dIFfXYg20MEKsAPxDRawCcg2m7ivQt1sagmWOQ9Ha3eOvMHGHko/V+jeMBDACBKBHCK0ieB3Ea1Ws8oA+PmCVKgEAPABoD5hfFXuoPqXClWBOUK75aA5hZ4xqXUBtPwrhtdK8ccdVd1ozBgAT3pD+Vza6dedEuxSjFWPPcXUE2kvCX9F2QigjUBzUlDGkziBzidoJbi1RJyWCnHZXpLsi4y0b7zivoPyCcgtKXUDSpK7OMSOhrIw0EsxMYbdA3DVi54CR3NsroHGgGnvGzQmvoPyCsTPcLclgS9k5pi3r2rKuLUFlVhPGD8Lo/pO1wI0Zai+JsODCgnNTylrg5hxzErKxEZtbyUlIY4Z6GRXkbFxKcSmqY0gaAMoINKZIYyu091K85hof/0FK1iuoYM02dkLnxA+e2GiD+TncPfHxmnJTvHdSB0/6+MUKM0bu1dRBXRuCxgg2Z6Q0QPlWXeyAah+JEq6x5LwRZnbqUnivt6r+CFUbj0pcMTt1rQW4Q8IfU+6IbGVSK5XsIa53YaVZNzqw0YadLub1CK+DxUPa7iJ6G3DHqDOE1XZV6wL2CNF7gHyx+54AACAASURBVNoD7ClmT1F7hlkzVBnUhXZFGYBiry50atoIUYeo2KlLPcia0u6CsyakM6XiTLBHhNIE3CEaT9iopXbb8aTf7cUNSzY4hOIhigNw5Nsj/Nst+PkL8OsVeHVN3lTYSh357Sv46y/UzTf27hH5cnv/96uH/76uX1XAz1Xgl4fbv3399tfPd3//7eavv9785R8Pf/ul9o8r8OcvxPU9/vUO/3pHf7tHf/6N+OVauK2aIK7WUR6ALV7yDVPkKIqsqTJhG7wqMYrEojBQBx4JAuU4hmFoFEcAFKzCAEiilMFwMc21Ca6N8l3YS3l3QcvdujPGghkVzuhgiqutB97/Ije+usNKNMfMAcQGt7D2s94FOrlgjxGpUzFGkJ9QzpIwZqi1wK0Fpo4heQyoM1AcVNnWHd99EHsVaVgzZrCXEtYC5bv3wuBRm4HSuKrMQDMhzYQ2l6Q6A5VpzUgAK60bywd9cWelVTOpafOquYS8nPJWtJuT0Y5pHFh7hcrTqraoa/M6P7znB/f88P6Tl9HGDNUmsL0k/BVjLwl1DGkT2MvoqOTDgvsA/UOzw1yIS8mcEeac8FLGTZjWTu0c1LDkgoINCy7e8PGWD0rGyYigxDpnunkgww3W2jONLROv2c5BDgsmLNhoxXpLMkjpOGeDlLJmpNhH2LimdGF7QgULJpoz/hjXWzUxuLO69XCC2z3Q6oLxlG4uuG4qxzNWb0HOEPfGlNlD3SHh9HFvQPgDwh8Q8YjpzcXOmLOaoNGsma2q1a4Z7ZrWqhqdmtWtq81HtVWxh3Awxf0pbvVBcwB6M9wYItoA0QYI3wKY6FFsQe6Ui1Olneu9wojnvN3D/RHZTcR+onbHdqvrN1t+GDiKLJEYSkIIjaA0DBPVKnhzXf/2Fbq5xR4qdB1C7+9qX36Fvn2pXn2+/vtPX3/6+e7zV/Cuij6A8C3wcHV798t19ctt5erm8dfryq9fKr/+Cn29Rq6/Qb9dAz9/Bn76Bfv5C311Q119E+4qSh2WUFTnOYmlGQJkySrP1EyFNFVakygaAwgYEBhSk0VDkSSRJSisDlZhDKJVknBRMkZB5xEwv0kDVB2iUgfU+rDSqUdLtpOL1qAuN77p7Rt3WIum+HCjtzPB6sPRnOmVijVA+MaDNcGijPNTRp+g6gi25qS/YrwV5aa4MYPVESD1Kkzjhm3cyL2KOQWdBNMmdXFQkYYVeQqYKWYlhDZB5TEkjqri6EGbf7B7p83vjMWjNLplOl/lUcXLSG9FWylmr3C3IJ0cNxLYSBB7hdkr3MkJtyA/fYCrjEBrgXsZ7aaUvSQ+IA5y1lrg8rBuzNAP3PUp5i4Za0b6K765UYKV0N5q7Z32f0FwxboZ7azIj6fEyWCvAP014pVIuCaDgvQy3ElwfYroUzjKue5W6Wyl7k5qFpwzJ5UhKnbq+hB1ZpQ7I/0p7o4gvVWxurVwgkUzojGnGnOqkwitJR9PWaeP8f6D0gDMLmJ10cacj6es3UW9PuZ0ILsJBV1U9yqKe2e3AT160KMHpwO4XdDvQY0xYXcANbq32oDXh8Mh6g2gYIx2Mj5ecvaQ0Nqo3iXcMR/OlXCmBBMxnEjRRPZ6jNMm3RZhx5gd4/FA7Uy87jhqD0I3MHVd1HXRMiRdYUUW40iQJUAGB1kCljlKExmOhOuP325/+/nh2+fH26/3t1/rtQcUBmqPd3fXV8DjDYNBPAFTUI0AHimoymMQUa0gtzfA58+1n3+Gf/lc/+ln7PNn/uGeerxHHm8YEuQ4lGNBga0y+K3IAJqIuAaj8TiLgwpP6RKny5yh8gJPUwRMkjAmgKBeZboE3UJA+45uAlynzrVqXFwhvVtziPlTyhnB3hj0x/VggjQXdH8ld1Khl8vdXG6mgtmHpWY1SrnuVo1zQe6DTONRGSFRKTTWvJvi1gI1ppA+quujujGqq4OqPql7Ke4kmDGHjAVsJoiZ4sYCE/sA13tUJnVtBhmLurGsarMHaXijju/k0b3Qv1NHNWeJ2wtMm4HyFFDnoJMT/pp2csLKMHtFeCXlr+lPygj8EGB9ilgL3F4S1gL3V0xU8sYMVUagPKx/uA57SdpzPMwYZ0kEOdfZ63EpNXdqY6u4GRMUvF9yZoIrM8hYosGadXJETx7tvB5s8caejbeMnWLmAnFTSpvA/orp7OWoYMKMauRsuGLshDLnmD3H3AUWJmSckvaorncrjSXRSulginYytl+K3VxspXy8YN0hJgQPQvggN6pGB2ouuWhGS+GjGj2q4b3i3+vRI6tdqe5N2IOcRtUIH7wWEPXhxghvj6loiHndutWsGfGj1ayYrUenV2vOqOaM11sY4wByhIUTtbmwnL4sBQRnwoIJiybC6yDF3xP0N4a/1zzUaXJRW210zKChh7HR74edlqMphKlTrsO5Du9YvGuJcWjEkanpLEECOFFRNUpWSVkjdJMRFYQVaoIIGAbiuqTvkbaBqhLs2kIz0k2FVlmMRwDs/hq7/Qr/9jP85R/U4zVZv8WhG1FBvKbsR4JtEaHHBC6rSagiIDKH6DLpWZJtiJ6tNGOnETtRZMeRJVoUYtX0uSQNacS7o5s1plUTO6DahSn/josrShd0xmgwQ90RGC/w0VZtLhmzV28s6XBO2iPEGiLmEI5XXLzinDmhDEFlBFoLIshZa4nrM9haoNYcdeZolFFBQlgT0F0gXoLpk7oyAYwFYiaIvoSthDBmmDyuq1PQXCLuCrMSSBre8b1vyvjemNfMOahPIXUMiIOKPKqKoyo3eNCXsFdSVoYps7o6B9U5qM7rn4Re9QPfD5rdlHIS8kOYPxA355i/YppbqbERmyXfXovOknBTqrlVwlyIN3K8ke2E8XPOK1h9gX60WuGGc9eYmVWdHAo2RLSjoy3rF3RQMPFalId1dQK6GWHMEHuBRAUdrZlww4YlE+ZUuMLba7q35cIEcSZAu6A6OeWMwWCORkvCGcNaB7CHqDfG1TagtGpaBzAHSDCj3CHGuNdydB8MkXiM+31IdW+cZrU5xMIu5DRrQQdsjfC4j/ptKOzBYQ82owfVuVb9b0pwrYU3TgswYoizaoR8R2kVycMUn+IMFBdqCPOI0xUYu6sCV0D9C0neMuw9w9+y4r2k1FQdVTVSkjBDIx2TcW2609TaTTX0hMAVAltoRbpt8SwLSSpuuVyzbUYtNWrLzZ7kxIQdIlGbaPWZVpdqtAk/QjQdiFvKeBK2W0avZbZD1RQxS8QsARawe52vBy7leKQbM3aH4806KzzYLul6jKwgoowoGu66oudKlsX7ntpqOa2O22y5ccOUbYp0QWsh62OWiqv8RwaYUO6MERo1oVnTB6g1RK0BZA/q0QwfbtTeWooWZCvj/Dmh9QClB2j9ujVFjTGsj0BjijoJ6aaUOcfUKehkRFRyHwrlzlFtUNMGVW+JRhlpzWF1DGjTujIF5ClgLlFvRbor0lwi6rRuLREnQeVRRezfG/N6UOBRSZkLhO/d081raVTV5hA3fBRHVXUOKrO6toA+aBbH1U8fSvxhjj8qi3gttHZyWHD+iglW7IczjjdiVHDRigkz2hjD5hT1UsacEdoUMxeUndBOStsZZSwxfYGYGe5uKHeDO2vEKmA9BdUlqC0ROyOCkvNWjDwGxWFVGtWMGRyvmWhNejkSrPFoQ0ZrPCyQ9pboH5lmidmzmjF6CBagNa5JnTt9WFP7Vdz5zEb31hC1hrAxhKwRYk8xYwCp7RrtfpHCm9aS6qWM06nx1pXkfvW6gN8D3U49HCCtKeF3IC2o2M2a26mb0Z3u31jRnRHc6ME3q/FoxHUtgFQfkl1YthHBhBkFZESQlxFBQim6CtZ/I/E7XUFMFXZtVJYecOQzS93JbJ2Cb1n0wZSwwKA7oehqmMbXPZ20VdxWSV3CeRY0dcq0qLghNTqyH9Nxl20NuaCNuXHdDgHTr9hhzYkAzaqFTaHTNxptJW5KQcDaFuGYhG8TkUtNJ9Z84cR9trmQ3AnL2BVOr4kGxOsgq9YlEzcDLmzrjY4VNjTLE1SDNl3e8njVJBWPMLqsNiDNMaX1UW0Au3PSnhLGENf7mD9lm6kULThrgFgDOJjh/gz3Z0SwoJwpZoxgYwgpvZrQfNRHUJzz5hTh2o8feif0qvoc8Us6yGk/o+wZIrTvCe+Kia7NcT1ICS/FnQR3M9xIEHUOSuOqOgWcDPdyUpkAwqCijGvyqCYNKuoYcFMiXjNBQWizGtv5pkxq7oo0l6g6g5QpqM1hL6caO8FYosoU/OSmlNCrahO4uZW8jBb7NSchOwc1Kvmo5Jtb6cMlexkdFVyQUc4ctaeon9BRIdgLSh4j6gS1FqSVEFZKOivCyQm7IJ2StNeYXSLGCpSXNXFak+ewWzBewckjyM9Zv6ClUU2fgs0dExSomdTsDHBWgJfXvawWrIBGAYdp3Zrem5N7a/poTqv2AjTndX0CyL2KMUS8OenOcGuC2BPEmeHGEDSHoBjf0M6V1a25vRpnfSaUv2PSf9HGL1a74vUgtwPaLUDx72Xv3m2D4QDxe3W/AwSdmhXf6cG1236MR1jYx5wmZIaQGSJGgOoubjqkYZGmSZomoUqgIUO+gZly3TPhyCNcA3Y0xFVwnYMdhQwMVmMAia7gwGesdqVxkMJBAlUzBMxWKF1ABKYSeFQUMZoGKEZVUG845SsnfRXUG1G71Zxq2MQtF9JtWLdRO6RMFzcctNWVez3V8/BGg0lzb5IZbg9rpHy7lI0+pjURq0MFI1FvUZwDajEZjbXewm2NTc0nWR3UQ8prC1ZEmU3S6dNaG7H6mD3A9B6o90EhemC8OykGjA4azrhWKhtdRG0B4YJSewAX3yq9GhfdstGtPcfcBaEPIWeOxyVvL3G++yj0KtoENmaok5HmEjFmsJvgzhzVR3WxfS+2780x6M4RcwZZS9QvKX/DOGtKntbE4b2+gPQ5JI2q4rBGt28R/4ptP4j9qjIC7ASN1lRQoMr0QZlWnZz0SsYraHtFOisyWLPxTnByykrxT/aSkId1ZQQ6CalPEb5bUUbgR9r7qCnshFAnkJOQrb0S5Yw5Bu0ZEq2YqOTDgrcTWpti2hS1U9Iv2GDDeVvGXdN2Sdgb3ChAPYfMEtNWqFmQ4V4yM4rtVeON0Njy8qimTGruCnUyyF7VrFXFSO7tvGolj/rsmzG7teZ3wQqIS9jPIW8FxVvSzRFjDtoLLM5Yb0H4CRWv2CAhvAXuzBBvhkrNO8a9MjqPbq+mRTdW60GJbkjjF7Nbcwaw2QH0RpV3bwT31mmD0RALh2gwgPwuoMe3WnQdDGrdOR4PQDP8/3p4j223sW1LUOOZm6GQjqWD94YACcJ7RxAkQHhDe4ykiLivqlf/362GMvMX9l5jjunWAqwY8HZ4nHFJJiaHdRgvg5BPd+vDbp3v1kW6jhzCMiDXxl2bijx+6611iZSWiKfzvsGpIiIJgCKhgbuOPDn25Dwyur2b2CtXJdNw5Ri4LM1UFVjLU058RIj/pvjHtQJKKqyZhLCZ86tXbvWqOZjuEoqF7nK5aq1wyzoREWesnWIrf7I5gPZAmi2hZIjTsuUvOxxXtPMqhEDYrtOLFnWSdWC0hPDKZXbW87OWdKttt/JKTtshcrRQtoCRocYBlbfgOgA4a8qak00ErQJgswXsghDjyeYAOD21TmdM8Gi0uNkRmxzUG8zsCHug7IEye9I5MdFddC+s2qByASkFpJeI3RL+QHs9FZ6Y8MwaDSoVgNah9pUJPsXwQwjeaOuESQUgFaDZM3KJ4v7TMgXUGtNqVKthe8T8C270oNbD+onSz7T7JoQ/1v67YN94+85bF9a8MF/UCrMHxupppUT1hvDOnHvi7J52RtYdWHdkf7uDuw+5+MdM3lZWQ9gtHpy45G29/6mln1pwEe2e8a/L5Ie0+0uOf0nBT9H9wXs/OOuddD7Y6O+V/0Pwf6zCnxvzzKoNbo2U1mBqDdsnwjmT3o2IP6ngA/PucPCB+G+Ac5m5t7l/h5JPMvmkojfSvxLBGx19cP6VcUcqOPPuwOzepfIffXsX3Y60GsyusM12solfg5Y8nJe7nklaKqxwt8J3I+/XlFPgYcc4BaHtYafAtj2bDFzc0VFN+gXq5nBYoUEBW+lciyZaPLNT2M9JP6PCjPF2lJeQuyOfFsu8Fo61EKWYv0UMdy5pr7aL+j6zEmYk8d2xmGyvBh53SOXDXkl38i6Rj5lZHPQ2M+u9Wh2UQyIq67kiTR0Hjbas5aLL1bMoTXUbNxzCsAlBnvGbV0L4vlQnsgMxm2d2/bwxAcUBlAA0EtjKEOMIaSVo9LDRweLuVdrPowuvlRiif+XCmdvy/iA4DatmuLQF1RR1K2Y7rneXze6yiUbRrqjNdrGOZ05Fh51gZIS2w8UAnPP/AsSvSkr5nbRKINT802ip8L6ScoDdPisVorfYMp2w8fNyN1FK2OpJZ6DskbIHWmsItcJXB5BwH3D762o3tTvCH5nowm3fBHsghf2Uih/5w0TrsPhTCN9Zc0DlChL2M6mAzY5RK0IuMXtg7J6S8oV4eFXKudos5AZYlcCqAPWRtG+cPlJah5tn2jrTxpn+widTrcaMllxn4OYI/SY67shur8LuTQrPy+1ttX/fpG9S+r5xT5xaYWqBOC2V/VAPH8ruTU7um+giemfOvXL+uxD+XAd/rdxfgvVO2e9U8GsZ/b0Kf668D8H/EMPPtXNmxGwuZDPnQvt3Rutgc4T9OxG8kdEH6d0h5zaNf8LZ/5D7f6joAwvuuHtG1RpQGyh+56I33uxwuYT1Bg9vy+gumD2pFJCaQ1aJ6BlgZmDcUemJ8ypMCp+l6CU587uLqB1gOQXcjnQ7yiwxt6N2d2F3XQYdFQ9s3DP2EdH3C3k7kbcTLZ0bB9AuELvAzAwx95C2W5gHyKsxswD1fK7lMz2f7EZs12FuBvh72N0hsjXdGLPkIOwyMU65frTyYhOGVBBRx0I67EXbRqKI3iaMbswl+VU3AT8islKs2k3dy8d6dazEupO7k5ZWgn2gluZEtGbOnl6aU4D5T1p+0GLISGHjANklZDWQXs/VeqqUk1X6rBaA2WBc9Eo5z+qRUDJc2C7kDLFb2mloeQ/z4WyVQFpB6i3lnrngKhg1KR1gvST1glpvYavkwkGWdiQfINurnX4EywTFvOdNia8zhN2+ro+AXMFKDW9KkNs+L3evmyOgVbDd405HSBnAbxfrDBVTiHAfIeOPZTrXKsSoUfdEhzfeOzNyATLxExU9cMmLWkNmh+gNYrS4lC/o6FFI5+6J/x1ZGC2xOULrbC4XgFqBmwrcVLDaYGqHrUuITydiNjcG0jkz1on+wsaTdQZpNaGWuLgHuO1U3ANaRTgdY9akXmJuzwSnpdPRdkuZLSUXiJLDXs/kn2pyXQXDcntd7z+V6C7aJ9o4Ud6HEP0jeX+L1gft/WDjf1bRX6LzxllXJvhc7f/R3CsvHhf6gO//kbcfS62DzQF1r6R7Jbwb5lxB+zL33hbJL/zwbzr6JMJ3MrwzzkjoLeydqeDCGR0uZPNVvlAbVK2QdQ7IOaCXsN1gbosHLRE0hFth5gGQ41c1nQc9vTkApPN9Gb9sDotl8rrez/Ua02tUOsyF+EU9AHoOqnvAzGEjh8wCsWvMrlCnwpwas0vULGCjWBglYNTgJn8S0u9i/iCXT/EF2V8wt5oHFRRWmL6dWwm8b8Wk5LdHruw24Y407Lntg0lGbQ/0Rp8o5kz3Fhvz1Q7hMCWiPXmoltUgNafNcFfGd627bLrr5jAIySA4OenkVHZW3ZyR/EVQskkvhDVtZtAqfuSir3z8xzL5Q0z/VMuJN+JOT4jJdHOAvYHfHEDKfZD2wOFTOf5S1SOy2gHqkeC3C9x/EnNQrfFluljuALUglCMuJpBe0OFZ3t40q1tZ3doZN2rNbipCyEDE/krHz0ZPbEpAyKZai6gNaHSoM1JWh1sd7vaUkkNMMOW2IL8Flslik6NGSyklvDkCcgmqFSwXoFyAeoMqJUSHD4T/VW8heyA2R8DscHE/o8MnvSHUCltn4DoD1Qo1O0KvUaWAnJFJPjfBbbk+Qsz2mYmfme0Ll0z4dMLvJl+WyWKZAPIRszpWKQkhWawPiHzEuHCCmd8Y/0UvCauh1SNm1KR34r0zbzWkVmDRyKd3ye94r+MOn0p8X/lX3rvzwYfg/xScn7z7g/d/Lv2fS+eNkTt0XUPu23L/b9080ZsK8u5c9m91+yk4Z9K70v6d03tkU02dCxx+YOZpZp0X6V9M8I47Fyy8seFtaXaE0eJWT5o9odSIVEJKjcgFtMkBs0H9kXJ73O0It8H0DNCyhVehYUsGLWFWCON/x60/xN10tZ9R4aOUA0ZHMNETrP836fzJBg/r3cwqcKvArRpzOsJuCf0IbZKpnMzcCg96ymkxs4KMEtDKmVJOlHoiF0/+CEUjLO8erHwe95RX4UFJxg0XVYyfkbuKSyt2V9DhHtX8VzOab+yJ5i+2JbMt6X3DZZ2wq+jjKOwbzk/hfODaDzk78buOtg9Q2NK7YekX5LYTtp3gF3TccGHNJD2/O3HGcSHEf65235X8SS1etHpitgt3QO0WMxvcHRhvoNf7mVqA6cdq9ybaHWG1RHDizIYS95BaEWpJMOFESEGjplYpIGeI3bBGTdo9o1aEsAfVmjAH2hxptUP5w+u6XJgjtjpOpXLhXWn7RHhXJvlYeWfWPbHhTbAHRspQNppT/kTKEHfko5todoRcgFK+WB1mfPIi7qfOSEX3pVYjTPygNWBw4/QGdU+Mf+GsntZqXNwvNkf4t9ozO2JzBJUSjt9W+T+WfxXY7YSOXjYFIuUwE79S4RMVPn8xW2a1h8QU1CrSHZfeSQiua29cismCsB+W8czpWH9c2i3j9OzvfMQfOa1A7Zrc3aToJPoDv3+Xo6sQ3oX4c+XeOeNGuT/55H827genjoh1Ia0rrfaYc+O2vzbGQOo9YV9o50JbI250qHMmvSur1LBweDVHZPuTsc6Q3s+DO26fULUBrZ4Mb6IzckZL6w1pDZRzoq2RtEZKq1GthJ2B9M+MWoB6ATkdYTWo1xHJhfc70mmw+MqpR0BIJnqNmj2xzherbKFWyPqwWO3neomqOWgUuNeyVoW7HekNtNXg63TGut+F8Mmp8ejEuB2hHoH1/lk5Ts0WsHpQrSbRFd3ecKuaBQO+u3HFj03/j5mcBKfA9RSMKrJ+k4efWnEV3AzQtlM1njkZmp3FXc/GHZWObFCh+xOT9KR1WEQdHvW438D7C+PViFejuxMbtWTUkNuO8Qpc3y2MHbgbuPJjE7a4nD7Z9SJ9o3dvZHhDwisa38ntGxdcGG+ktvelUcN6Bbg9qpWAUcPbO797X7kD4w58/tPaf+rqEd9kiFGRfPBiVtj+XfJOjN6iYjYVshf3QoXvrHlG3Rvp3Ej7guoDuKlneo/4N9oacXsk/Stnj5Q90t6F1xvC6lkpQzH7kd/OrJ72L6zR4koJywWolJBcgGoFe2cm/SHtf8r+lbEG1B4IZ6SCKxfelv5lqdX4OgN/W8BWT6sVutxNhXSmt6R/Fe2R43czLpkpFa5U+DqHVxm0zqEv+x+60dD8di6moDMsdx/q7l3d3jfhWXQ61ulYfxS2Nym+rJ2O+535RRcxugj+wIYnYXtZJzdpe12Fl2V4XwZvgnmh9QvhfXLbfyT7SikdFH8uD/9WnAujtphzYd0r51xYfcCVBlYqYFPMrZEI3wSjJ5UKdi/U7i9h+4P170TwRtsnUq4gvSWiuxTf5eC8dseld+b8Cxdcud+RvdFi9kjZAymmEzlf+GfGPzPRhd3eeKtGtQJM3njvROoN8hsJnJESs7nR4sn7Ov0hJx+SO7B2w9gVrWSwVqFOT+oVIsQvy+hZzhZytpAPc6NE1CMopk/S4UWvF/YIWwMcXnHvgjg9tL0x0YVu/q29/X9xehP9hrALOB7I5uem+1upf6zyGxu2mF+j8UAFLWYdF+GAJRdKP86cCvA7yG6A+EIEJzg8I9VfQnonrGLm1dD+yhyu3G5kooa0c9jcA2GDp2fOreBN8miX8+0Z90cwvEGHX3R8J5J3tvxH3n+KwZkyalCvFlo147d/8vF3/0QEF0baz7WCyD6t4qdjNYxe4kZFrJOp0xHZTym6s+aALA+Py8P34J1M/1l6b6h9RYIPMvgg7StqXRBrRIwBMkdEbWG1QZQa0XrcaInVAfQvgjNy/Ha2OgBWTzsjrTeYViNqBf8u9Eb35e96evaXmv0tu2dyUyzsgfTOrD1QRktpNS4XiH9ZJp8bZ2TlElFKZHUA+GS2KTCtoeQSX+WIdETlElcqQi5xucS/pJ+KO3KrA8hvZ0qBuSfeOy+9kY8uQnLfhGfRaihv4Le3tdXQYjpXCiS6CIdPJTzxfs9FJzE+i97AugPjXTj/xrk31rpQ1pVybrQ5Ys6F2v8tp39t1A5dHqZqg4XvgnfnzDNlnUhzxI0BC9755IfkXlhrJIM7t/slJD+XyU8+/WvtXVmjJ5yR3d4327uyfVPj+ya8icGVi9+W23fROzPuiQ6unHtmNgWoVLA9kEaHmx3uDKTVYpvjTMonegtZI2r1qDXg1kDqHbb7IWV/q+Fd9C9Ls6HshrEqmoumTPQiF5ByBIXt62a/0AqU9R8I+w81A9yONBtYrxZ2Dzsjap8QvV3Q8Vc6+CoXMymfhjf2+Et2Wjw8Uf6IR2fi+MmXP5fZO51c0N0Vz9+5w52x6oXTAsWvZf6T08tX9fjsn6DohmZ/scd/uOxvtv5/hP0H6VQTr13sLnjUo0EDBw1s5aC6m+r7WVCjQYOY+czMZ2r6uIz+Sy2fnGEm54/eiFT/yMmds1vEqACrBfR6JudPajHRq5m4e2T9B+WAOu1SP1KrLaAdUasitCNkNqjT40YL2SdE7xdy/WqcFt4bg7VjZgAAFFZJREFU6r1h1hny3/D4B+3dCf9OOBfUGCDngpkjojaw1iL2iTR6XKnQ7fs6uC6dkYnuontivDPnnhijRa2e8M7Mb+jxL6x3ZvwL654po4f1FnVPjD1Q3pkNrrwzMlZPmx3tDJxS4usDZLS0sFvQwau4h4UUUkrS6nlnFJxR0GpKrSitpr/YA+2MjNES4n7BJxNxP1crzKhxqyHC8zK6LI0KMyrMH3m3Z5UcljPI7ujktvZ7xq4o/Yg7LROel2qBqCXsnVn/xtlnyr3R1oirDWj0mHflgjtvnyj7RPk3zr9x/p3333j3xtoX2ruz3p3Ve0JrMXMglBpaF1OtA/w7FX8svSvrntngKsa3jX8Wwtsqvq/D29K/0vEbv30Tfz9K8rHavolmT+gdZg6ENZLOmTYHcrmfEMEf/O67Ws/dM6a3ELd7ouNHqQCCO+9eWKVCrY4OzsL2Kjktt4znpP+4OszVCpELWMnhzR7k/GfWe9COYDAydosbNeiNqNXBegtIxQSy/gMy/0PMXvjds1ZD2zfOrEG9XFgt6PRQfEbyT3r/RvjDPDpD2TvtD5BevkZXpPx7mf/FWd1UKR+STzz5JPd/0fm/2e0PLH6H0w98/47nn/TuhpvFxMhf7GJq5nNtP1V2r24Jbgfcb+Cghb0GMMtXbwD08pnx/1PNJ26Hitsn+TC1Gig848EJdToguZPBGRW23/ng0apos6Q5f8q4z/IeNo6YlkPqERB3z8vk0ewh74obA7CuntfViz5Axgg7F8y5YOYIOxfMOiH2Gd794rY/OPuMWSNinzCtg9QW/r/fcfilWD1pD5R3pvUGdUbKOzP2QKoVrFawViNSvuCSJ6UG4nfh915FeON/d4z8M280lHzEVnt4tYc2OYrZD4T7vEwg2p9KB8zul9u7Gt3kTY7LR0Kr6C9SDvwWT3IBrQ5zuYCckbY7Si8Rb6DDC2c1uFYibk+5PW23lHpEtCNqN6RRYPoRXW0XaoYEJ15MpkzwKBeQNZL+jYk/lu6FtgbcHkn3RG8/VtnfSvpT8m+sc6a8GxO8L907pw+40iJyAwvZbH0EjR4nw29z7Qse/LeYP8sV4Jxp+8RYPe0MrH9ZBlc+vAnBlQvubPTGaTUs5TO9QYIbt/0U3Qvze4KDOx99Cu6VZZIX1P3D7GF7hI0O1JrFupixyTMdP8oVpDaoeFhYPV3+bVd/O/FZMmvqtwNv96Q7MGoGi9uZdkSdhlJzSCtgaT9b7SdaDWgNaPaI3oBc/F3cP/tnQqvA9f5VrwC9WqjFVC9mdrNw2lkwAF43ddtJMADBAHo94A+gOyzcEUjeCbOdSPmfwQ0K7pB9mjqniT2+WuNrcAXiK5De0fgMmcWzWbz4LbgdMbeGtMPUb+B4xJ0KCFokvdKHN6r4xaUflF5Ohe2DGD+tkhf5MNOKeXwl4itht4v4SiZ3Wivmm3TmNIx+JFbRfOlPxHAixbP1dials2X8vEonagVKxUw4vArHiXicbCrAOZFGh66yqVzNtQ6Siqneg/n/rIv/dxO8EdYJ0vo5u/vKJF+VemF0qNGieoNJObA5gkoJGS3mnhj3REv5go2fVoeZUkLrbL46TN0Tlf6U3BNtD6QzUnqDWT1pdqSUw4T7SHovUoatDwjhPgs7cJUipPfKb0Epw/WaNVtOyvD1AdvkxBe1gs0ON/5PqB1c2eht6Q6UWoBWh0dXzh1Io0bMBtMrxGpIrcT0HDEKTM0QsyTUDDUKPBi4zR4gnT+FdGKPZPjGR29ccOOCK+9fWHsgw9sy+0tOPgVrxN0L5V2Z8EMIP0S1Q/nDZF0CeocZHaE2CJM8UPFXdveV3X0TsmdzwP0b74yMlANajfoXzr+y9ki4Z9Ie8XU+3RQzuVxsirk5YPbvTuCFCe58/Cm6N3Z1BKUCCO+UNUBC+p1LvyktYI7YpgTVFlVqhEsmaoUdf5nHX+b2uvGHZXxfeSNj1phV42I85YOXYOCS60raLcTtZJ1OtQrWO0TvkPDOmS2ySl/MBk4/BKfHlvGDuH1Qj1O7hdwOdpvFJv0m77/px0evm7rtTNp91/KXoAf14kU5PjrdXDr8Kez+lzsC0R02u1etfrT6V+8894apVT06zYtRPMn7P83yNRrR9E7trnQwYtszGQ24nk3M49ytQLcB9u9k/pMPTvhmP9nsp2aFaEdAyWbxhQpPmJw9Ww3gdLCSTZXDQs0RKQG1FJETcBW8brZzwX/h/CcpXVg1oRxhKngk/EcunYrZQi5gZ6S1CuGTV2E/XWVzfveyyqfejUp+8eE74V6RdfEI2l/w8D/F7GGdTYT0ZZ1NpeNinc3X+eI3qTBajI2fCO/P1WH223pTSug3TislpNWIM1JKCasVopSouAdI75n0nld7ZJMTm5ywe0EtadKbMOF8mUDCDlYK2mg4taSVgvpidrjZ4b+h3h7I4MoFV9bq8U02V45AeGHjG2e1mFqA68PMKFGzxK2KsCrCLDG/Z4NhGZ/F5LqyapwNHlfpNLxy8Y3zTkR4YaPb0h0o5Qhs8rnVY+6ZtE+Ed6G8Kx2+8+GHYJ7ITQ1pHRa9i+HbUm1gtQW9G26dYKVZ6D1sjYR/5fwzK+5ny+TVO9PuidAawOwRa0DtEQvvjNZAy/RZrUH7RFon0hwI98KE74IxEFqLuRfaaEG9nW+OL9zum1zOoncu+hDskd4cQSZ6FtK5O3DhSfB73m3Z7VUMToxewH5HWkfMOmL7mxSN/GYHKBnktGR8F9wzbXSoPZKbfL5OX7UK8k6k1aBKNrdqxCiBdfri9mh4wsTtNyH6ahaToAfNcsp4/1pGf1r1QjtO9HJi1jNp/10rXqMLGl1Rp5873cwZ5s4wt+pXs3w2q5f17isX/pecPVrN3B2g/Qe3/+TSd9bvUSV7VbNXdf+ySr4b1dQbEKsGrRoxK1RKZ+vd1KqR/ccyOGHC9ru0f1aP0/Xueb2bCvFEjKZmjpkZutkujAxbRzPWftrsQKdltCNG+c+U/0KHr2w0WaXAJofkHJIOwPqwkAtQrxGlgvQecS94/EFtP6l18cgk/1KaV+n4LB6e5XJuj5h7JpUKlEvIGSn3RCslxG2fSf8bt33eHAG1gjdHQC5ArUbW2VxvEP/Cbo7gOltsjrC4B7SKXB9g2p/oNeOd1nYvGA23TCB+C4opstqj6wOmlrRes3rNfvm/clIpIbVC9AbTG0wtYSF5XcbP3kglb6LTE5tsLiSvag45DRWOvNcxVkW4LeP3fHQSwoHXjzAbPq3SaXhhtzfOG3B3IMMzG4y0nC/4+GG1f9Er0OiQ35Ds32j3Qrt3Lnhf+vdl9CEGd97oMXNE/TvpXFDviu9+iu6F1ltMbzApW6wOM6snnBPuX4n4nfGvVPTGxO+cWkObYu5dqOh9af32NzrMvTBGT3g3zr8wy+S7d0L2P3n3jFkDsv3ktz9E90zJR5CNX9j4dZMjRkm4LWvXlN+Sfke5DZ6/r4/vyuEq7c6iW5FOSYQDF544/8xaPWF02KYE19lcK2G1BOV8oRwBq8HiC2fVKBd81wsoPNGr7bMYPdg16Dawms356EHOZk6LyYep06HRhbJq0BvQ+EJ4A+K0UHBC/BHWy4mav1jl1KrnWjldpd/Xhwf5+CIfX6wOCG/E/pOPb7RWLTaHF/nwIiYP6/2j1QBWAzotZpQIHz5xwaPdINkPMbkxcvYqZxO3Q/RiwQWPtPsoRhP9AMkJsI7nTkk7JSUn4GYLmgXpNMxqBwkJQAUvuPXAeC9c+CokMykF5AzSK9SoUK2ErR4zO8QaEOeESsWr3s2DO6bW03X+bHRgcCP9K7XKp+J+qjeo1RFyAYr7KR0+kP635e71N0UW91O5ANfZXK1geyBXh/nqMJdySEgXVseuDyhqPVnt0j/JfAwpBeUM4m8iIWU47rwQ7usmJ9SS/mL11O98QasxpUTlAtocYTkHGf+RsL8aFRZdBbvFpT0gJlP5ALotk1xXwcAZBabliLQDlQOiHGDOf2T9B2k/czs8vjD+SDoNFgx0fOXtBlPymVYs9ApUa9Ae8d8XLZwL5d7Y8EOMfqydC6tUsFKBWgsaA2wMkHejkk/ROpHWSDojIxeQXIBGizpnIv0pZH+vvQtmj2j8zlkDIh5e1RoMblx4462BtAcquPL+lQ9uS+9EK8dJ8s7U/5Z3n7w9otaARO9c9MZbPaEU0OawUHLEKontSQg71j4iTol6NZmMy91JiDpOTxF1B0U9tz0JdkNaPWF0uDkQzpm2R8o90c5AaRWyKUD5CBoVare4XsBmhSo5iBr/4qMXf2CMElvtZlz0Iu5mq92M8R/0EvF6Si8gvQDtBrUKyKrgcMD9HjNLwChmej41y0V8pYIzYbagWsyE9JHdfpPKaXinD79WwY2Si6l0eNGreXBCoisRnkm/J80KWyUTLnjQjkB8oZM74w1IeMb3H7zdwpTzJ+U+CvFsFc2EYKqmsN8w23HpVpS2h60CdxtaPkBaga1TgPYeWf9xGT3z4RMXPK+2MyGe4OZXRP8XGz4ywQPtf+O3T3z83WggZ0DkYrI+Pin1zOwho4O55InbPm2OgFJC62wh5cA6WwjpVEgnQjol/W+k/00uQKPFfpNbKV9IOSAXyOaIqBUp7mDKn8o5qR45yp+v9qh/lrSKXu0RfgsS7gvpvW5yXC2pL95paXWM2VL2wDoDZ7SUVhFqgbLBC2Z8XaeA1VBKjkh7cLVbrHdzpya3F9HrGP0IS7sFZT+y3osYT0nrTz58UjJAO4JeTwYDYdeo31LRmQtHOjxR2xvnDrhegf6V3v0Q01/r8J3XelzpUO9dcK7sMp3wu1elBp0zaZ8Ja8SNDldqxD1z8bvkDIx7YsyO2BwXWgMln1xwI6wB2f8Sozea3X6nwj+1Gk5/SPufUvwmZH+pu0/JHenwwiVvbHynwgsZnAmtBlbZq3smkw8xvPHRbRmOrNtSwcAd3+TdKLgF5h1RN8fsAxrWVNxx2g5WEyjql0HH2S21/5D8MydXUPJjHb4JZkcEV377vrYGSkhnq/3C7mm7Z4yaUnKE8l6WW0ArqXWKsOGM9F9J7wU1vwHKvyj3SUjmUgroR1Q9QGLwIobP2mFh5JB5hIwM2OwmymGWXLns5zq8MUaHCNkz5v+Lir9uqln8ye3/XlkDIpez+I2q/706fDC7NyY6015HmDUipRP5MDGrhdOB0QVL35ndG60Xcz585MLJMprxwau0A/2G9Rvab2inxJ0SC1pSOwDL8NFuMKfF9SMkp69yOpGSV3H7ukkXm92Csr8D0n+C8n+j+lfGe5JSYLWbmTXuDaTZQUY/17uF2YPOCdUaSKsRo8XNDjNaXK0QpYSlHGDjJ8z5A3P+4JMXs8PjN2H7LjojpdWIlANajTsjp5bUJsfXGcYGwHpP6hW3PqBKQWoVTfkTwn1RCkKraLWktIr+Ih9xKUOUAjdbxu45o2H0mjEbZpWApP3IR7NVAi6juZgAqwRYRhPziAU9a1aEmsFyClL2I+M+b1JwlUyldKYdISmdmhVs17Cynxk55LWE2+B+TyQ31j/hVgdHb0z0zm0/hehjqQ+4VMPOnfffRLlC5Ap2L0z0vnTOtDngaoNKBaK3dHBZBRcxvIvOSHPxMx3+afaQe0btEd598vE7o1SLTTE3Gjj9ENOPVXBmDj/k/afk9XR84bJPMboQVgtZLaRXoHKcmw3sjVR45Q6f0uFDikYmHtjsvgka2s6gbUOFBWmnsJ/j+5O4G8SgYreDuLuso7Nw+JT9M7fK5t6N829L6QibPZ18bPyroNa41lDWwIkHmE9AraLNltcqdrXHVnt0mSLLPcLtIMR6hIxvmPVIh9NVChsltd6BhPmNMP5Y+s+r4HXpP6/CiZIu9CPkdkR8480OXedTMX9ldw/M7jubPug9HP/gnAtq9GDyQe/fSb8HwwF1akjeT9TDVMtmZrHQ81ft+Ox1C68DrGqi5a/qEdgckFUCSjvYOJJeResH2MgQfQ/pB8ApkXX8yPl/eAMaXUivR7R8oqQver4wC9AsEK+mgo5TDygfzLhgJu/RYBDdfukPQnBeBlcifEOdE2SPcHAjozvjnmizI9wTHd6WaoWss8Xm+L/neHWY2QOpN6g70tF96Z5o90RtjqBaYcF1ZfdLtaKVI7ncosqR806SfCTEFJIyjI3mTDhTClItqdUeEVP4C2x8J9wXfgtIGb7aI2IKqSXpDoKak6w/Zbwp5bwQ5hMfzIV4znuv2h62K0LNYC2HtRzlg4kQTa2KcFtKL2CjhNe7iXZcqPmcdb+J4YuRQ3q2kPdTswLdHnYHNLhRzgmzBsy9Mu6Nta6M9yFEn1JwE7ef0v4vNbjzeofZJ8q7clKJKRVh95xek1qFOwOzzhbC/nmdv3DJV+n44l0I/0qEdzb/R96+ceGVNhtUOsy9ntrdV8HIBAMVX+jtjQ5GzKgAs4GDM2U1sHyc2x2Rvq8OH1LQU35DbMelugM2/vNh4A790kpA0XqwU+R4U/KrfLhsyk89HDn1CGvl78uLVPi+lip0fYSMjnbPfHhfBbe10TFUOIXMBzYGzE4Ib5rVi0Yr6K1gjWu5YjDvhY2B1QET9wgTzll/xgUzxn1mvZel90oZ35HNvyjju13g4cCpBawWIBM+IPZ/L/cvWgepHSjkL0L+og2g3Mz0buGcYCn9cxX/oeevUvIAy/+B6/+l7F/DAbPKqV48GcWTGP8vKfnqNAuvJ6yKUTPSqlmnZjZbQPBftQOoH0DBfZC2z1LysN5+j8/4b8NOP7zI2+/GcWYW4Dp+1Q/w7ryOxpVVsustvN7CXid4vWjVvFbgVo94V0Rrp3L5oreAPWJSvuCTF7VCnJEW0pmUL35rPjZ+Mjvcv7B0+EAF3+UCtHoivPFqBW+OsHvi/fNKLsh1ihu1aLVrpaDVkpJzYpmAv21jyp+g1iNmP+HO8/8PUgxHXo3hgKUAAAAASUVORK5CYII=" /></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><br />
<i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Pau-brasil (Caesalpinia echinata) - Após o descobrimento do Brasil, esta árvore foi muito</span></i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> <i>derrubada e vendida para os países da Europa. Isso gerou riqueza, o que estimulou a adoção do nome "Brasil" para o nosso país. A madeira avermelhada do</i> <i>pau-brasil era usada para fazer móveis, casas e embarcações, enquanto sua casca servia para produzir um colorante chamado brasileira, usado para tingir tecidos e fazer tintas para escrever. </i></span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Hoje a madeira é apenas empregada na confecção de arcos de violino. Abundante no litoral brasileiro _</span></i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> <i>sobretudo entre Pernambuco e Rio de Janeiro</i> <i>na época da descoberta do país, o pau-brasil está quase extinto atualmente. Ele apresenta flores perfumadas, que florescem entre setembro a dezembro. A árvore pode atingir 30 metros de altura e tem vários nomes populares, como ibirapitanga,</i> <i>orabutã, brasileto e pau-de-pernambuco. Uma árvore de 30 metros! Dá pra acreditar !!!</i></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;"><span style="font-family: "Helvetica","sans-serif"; font-size: 10pt;">(Adaptado de </span><b><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Revista Ciência Hoje das Crianças</span></b><span style="font-family: "Helvetica","sans-serif"; font-size: 10pt;">. Ano 15 n. 126. julho de 2002)</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">Interpretação do texto</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><br />
</span><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">1. O texto Pau-brasil é:</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">( ) um conto. ( ) um texto informativo-científico. ( ) Uma história em quadrinhos.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">2. A madeira do pau-brasil é<br />
( ) acastanhada. ( ) amarelada. ( ) avermelhada ( ) amarronzada.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br />
3. O corante do pau-brasil era utilizado para<br />
( ) fazer tintas para pintura e tingir tecidos. ( ) tingir tecidos e fazer corante alimentício.<br />
( ) fazer tintas cosméticas e tingir tecidos. ( ) tingir tecidos e fazer tintas para escrever</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">4. A madeira do pau-brasil era utilizada na fabricação de<br />
( ) casas, móveis e barcos. ( ) móveis, carroças e casas.<br />
( ) barcos, arcos de violino e casas. ( ) embarcações, arcos de violino e casas.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">5. Descreva o Pau-brasil.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">a) Como são as flores? ____________________________________</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">b) Meses que esta árvore floresce____________________________</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">c) Sua altura pode atingir __________________________________</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">d) Seus nomes populares__________________________________</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 14pt;">Texto 2 - Dia 21 de Setembro é o dia mundial da ÁRVORE</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;">O dia da árvore é comemorado em todo o mundo e em datas diferentes. Aqui no Brasil o dia 21 de Setembro foi escolhido pelos índios que cultuavam as árvores no começo da primavera, época em que eles preparavam o solo para cultivo. E como falar do Brasil sem comentar da Amazónia e seu principal símbolo que é a árvore? Impossível. Pois bem escolhemos este dia para comemorar a existência dessa maravilha criada por Deus que é tão importante para nossa sobre vivência. Além de nos proporcionar lindas paisagens com flores e frutos, as árvores também nos aconchegam em suas sombras, protegem a terra com suas raízes, mantêm o ar úmido e produz oxigênio para todos os seres da natureza.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;">Agora responda:</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;">6. Porque as árvores são importantes para nossa sobrevivência? ________________________________________________________</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;">Gramática</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"></span></b></div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">1. Retire do texto 1</span></b></div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">a) Dois substantivos compostos _____________________________</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">b) Dois polissílabos _______________________________________</span></div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> </span></div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">c) Dois substantivos Próprios _______________________________ </span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">d) As palavras <b style="mso-bidi-font-weight: normal;">árvore </b>e <b style="mso-bidi-font-weight: normal;">época </b>estão acentuadas nas antepenúltimas sílabas<b style="mso-bidi-font-weight: normal;">.</b> Quanto a posição de suas sílabas são classificadas em _________________</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">e) Escreva o adjetivo da frase: <b style="mso-bidi-font-weight: normal;">O Pau-brasil apresenta flores perfumadas. </b>_____________________________</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">2. Circule os artigos da frase e classifique-os.</span></div><div class="MsoNormal"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">a) <b>Os índios que cultuavam as árvores no começo da primavera</b>. _____________________________</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">3. Escreva o aumentativo e o diminutivo de:</span></div><div class="MsoNormal"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">a) casa grande______________________ casa pequena _____________________</span></div><div class="MsoNormal"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">b) chapéu grande ___________________ chapéu pequeno____________________</span></div><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">c) copo grande_____________________ copo pequeno______________________</span><br />
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" /><b><span style="font-family: Georgia,"Times New Roman",serif;">Boa Avaliação!</span></b></div><br />
<br />
<div class="MsoNormal"><br />
</div></div>Unknownnoreply@blogger.com0Salvador - BA, Brasil-12.9703817 -38.512382-13.1218377 -38.7102585 -12.818925700000001 -38.3145055tag:blogger.com,1999:blog-4303690966450180556.post-51922808546887685372011-09-19T17:20:00.008-03:002011-11-21T21:41:53.802-02:00Texto para o Dia da Árvor - 21 de setembro<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div class="MsoNormalCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"><span class="tamanho1"><b><span style="color: navy; font-family: "Verdana","sans-serif"; font-size: 12pt;">Nome:_____________________________</span></b></span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"><span class="tamanho1"><b><span style="color: navy; font-family: "Verdana","sans-serif"; font-size: 12pt;">Data______________________________</span></b></span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"><br />
</div><div align="center" class="MsoNormal" style="text-align: center;"><br />
<span class="tamanho1"><b><span style="color: navy; font-family: "Verdana","sans-serif"; font-size: 14pt; line-height: 115%;">A história de uma árvore</span></b></span><br />
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<div style="text-align: center;"><img alt="" height="288" 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" width="400" /></div></div><div class="MsoNormal" style="text-align: justify;"><span style="color: navy; font-family: "Verdana","sans-serif"; font-size: small;">Era uma vez uma árvore muito bonita e todos os dias os meninos gostavam de brincar à sombra dos seus </span><span style="color: green; font-family: "Verdana","sans-serif"; font-size: small;">ramos</span><span style="color: navy; font-family: "Verdana","sans-serif"; font-size: small;"> e </span><span style="color: green; font-family: "Verdana","sans-serif"; font-size: small;">folhas</span><span style="color: navy; font-family: "Verdana","sans-serif"; font-size: small;">.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"></span><span style="color: navy; font-size: small;">Mas, um dia, um menino tratou-a muito mal. Com uma faca cortou o seu </span><span style="color: green; font-size: small;">tronco...</span><span style="color: navy; font-size: small;"></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="color: navy; font-size: small;">... a árvore ficou muito triste com aquela má atitude do menino e, passados alguns dias ... a árvore começou a secar e as suas </span><span style="color: green; font-size: small;">folhas</span><span style="color: navy; font-size: small;"> começaram a cair. A árvore já não dava sombra.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"></span><span style="color: navy; font-size: small;">Um dia, havia muito Sol e os meninos que habitualmente brincavam à sombra daquela árvore, não o puderam fazer. Estavam tristes, muito tristes porque não tinham sombra para brincar e pensaram na atitude incorrecta do seu amigo.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"></span><span style="color: navy; font-size: small;">O menino veio a arrepender-se e reconhecendo que a sua atitude não tinha sido a mais correta, pediu desculpa à árvore para que ela lhe perdoasse.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"></span><span style="color: navy; font-size: small;">O menino deu-lhe um abraço e ela compreendendo que ele se arrependera sorriu para ele.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"></span><span style="color: navy; font-size: small;">Sentiu uma grande força e uma grande vontade de voltar a viver.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"></span><span style="color: navy; font-size: small;">A </span><span style="color: green; font-size: small;">raiz</span><span style="color: navy; font-size: small;"> que segura a árvore ao solo e que retira da terra o alimento que ela necessita, deu força aos seus </span><span style="color: green; font-size: small;">ramos</span><span style="color: navy; font-size: small;"> e as suas </span><span style="color: green; font-size: small;">folhas</span><span style="color: navy; font-size: small;"> voltaram a crescer e a dar sombra.</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"></span><span style="color: navy; font-size: small;">As crianças puderam voltar a brincar outra vez à sombra dos seus </span><span style="color: green; font-size: small;">ramos</span><span style="color: navy; font-size: small;"> e das suas </span><span style="color: green; font-size: small;">folhas</span><span style="color: navy; font-size: small;">.</span></div><div class="MsoNormalCxSpFirst" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="color: navy; font-size: small;">Por fim, os meninos agradeceram à árvore e fizeram uma grande roda à volta dela!...</span><br />
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<img alt="" height="297" 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" width="320" /></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"></span></div><div class="MsoNormal" style="color: #9fc5e8; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
<div style="color: #666666;"><b><span style="font-size: small;">Quando se comemora o Dia da Árvore?</span></b></div></div><div style="border: medium none; font-family: Georgia,"Times New Roman",serif; padding: 0cm 0cm 1pt; text-align: justify;"><div class="MsoNormal" style="border: medium none; padding: 0cm;"><div style="color: #666666;"><b><span style="font-size: small;">Observe a gravura acima e escreva</span><span style="font-size: small;"> uma história. Não esqueça</span><span style="font-size: small;"> do título, dos personagens e da pontuação. Pinte a gravura. </span></b></div><br />
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UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
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UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
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<div class="MsoNormalCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"><span class="tamanho1"><b><span style="color: navy; font-family: "Verdana","sans-serif"; font-size: 12.0pt;">N</span></b></span></div></div>Unknownnoreply@blogger.com0